id	sid	tid	token	lemma	pos
A52264	1	1	Institutio	Institutio	NNP
A52264	1	2	mathematica	mathematica	NN
A52264	1	3	,	,	,
A52264	1	4	or	or	CC
A52264	1	5	,	,	,
A52264	1	6	A	a	DT
A52264	1	7	mathematical	mathematical	JJ
A52264	1	8	institution	institution	NN
A52264	1	9	shewing	shew	VBG
A52264	1	10	the	the	DT
A52264	1	11	construction	construction	NN
A52264	1	12	and	and	CC
A52264	1	13	use	use	NN
A52264	1	14	of	of	IN
A52264	1	15	the	the	DT
A52264	1	16	naturall	naturall	NNP
A52264	1	17	and	and	CC
A52264	1	18	artificiall	artificiall	NNP
A52264	1	19	sines	sines	NNPS
A52264	1	20	,	,	,
A52264	1	21	tangents	tangent	NNS
A52264	1	22	,	,	,
A52264	1	23	and	and	CC
A52264	1	24	secants	secant	NNS
A52264	1	25	in	in	IN
A52264	1	26	decimal	decimal	JJ
A52264	1	27	numbers	number	NNS
A52264	1	28	,	,	,
A52264	1	29	and	and	CC
A52264	1	30	also	also	RB
A52264	1	31	of	of	IN
A52264	1	32	the	the	DT
A52264	1	33	table	table	NN
A52264	1	34	of	of	IN
A52264	1	35	logarithms	logarithm	NNS
A52264	1	36	in	in	IN
A52264	1	37	the	the	DT
A52264	1	38	general	general	JJ
A52264	1	39	solution	solution	NN
A52264	1	40	of	of	IN
A52264	1	41	any	any	DT
A52264	1	42	triangle	triangle	NN
A52264	1	43	,	,	,
A52264	1	44	whether	whether	IN
A52264	1	45	plain	plain	JJ
A52264	1	46	or	or	CC
A52264	1	47	spherical	spherical	JJ
A52264	1	48	,	,	,
A52264	1	49	with	with	IN
A52264	1	50	their	-PRON-	PRP$
A52264	1	51	more	more	RBR
A52264	1	52	particular	particular	JJ
A52264	1	53	application	application	NN
A52264	1	54	in	in	IN
A52264	1	55	astronomie	astronomie	NNP
A52264	1	56	,	,	,
A52264	1	57	dialling	dialling	NN
A52264	1	58	,	,	,
A52264	1	59	and	and	CC
A52264	1	60	navigation	navigation	NN
A52264	1	61	/	/	SYM
A52264	1	62	by	by	IN
A52264	1	63	John	John	NNP
A52264	1	64	Newton	Newton	NNP
A52264	1	65	.	.	.
A52264	2	1	Newton	Newton	NNP
A52264	2	2	,	,	,
A52264	2	3	John	John	NNP
A52264	2	4	,	,	,
A52264	2	5	1622	1622	CD
A52264	2	6	-	-	SYM
A52264	2	7	1678	1678	CD
A52264	2	8	.	.	.
A52264	3	1	1654	1654	CD
A52264	3	2	Approx	Approx	NNP
A52264	3	3	.	.	.
A52264	4	1	558	558	CD
A52264	4	2	KB	kb	NN
A52264	4	3	of	of	IN
A52264	4	4	XML	xml	NN
A52264	4	5	-	-	HYPH
A52264	4	6	encoded	encode	VBN
A52264	4	7	text	text	NN
A52264	4	8	transcribed	transcribe	VBN
A52264	4	9	from	from	IN
A52264	4	10	240	240	CD
A52264	4	11	1-bit	1-bit	CD
A52264	4	12	group	group	NN
A52264	4	13	-	-	HYPH
A52264	4	14	IV	IV	NNP
A52264	4	15	TIFF	TIFF	NNP
A52264	4	16	page	page	NN
A52264	4	17	images	image	NNS
A52264	4	18	.	.	.
A52264	5	1	Text	Text	NNP
A52264	5	2	Creation	Creation	NNP
A52264	5	3	Partnership	Partnership	NNP
A52264	5	4	,	,	,
A52264	5	5	Ann	Ann	NNP
A52264	5	6	Arbor	Arbor	NNP
A52264	5	7	,	,	,
A52264	5	8	MI	MI	NNP
A52264	5	9	;	;	:
A52264	5	10	Oxford	Oxford	NNP
A52264	5	11	(	(	-LRB-
A52264	5	12	UK	UK	NNP
A52264	5	13	)	)	-RRB-
A52264	5	14	:	:	:
A52264	5	15	2005	2005	CD
A52264	5	16	-	-	SYM
A52264	5	17	12	12	CD
A52264	5	18	(	(	-LRB-
A52264	5	19	EEBO	EEBO	NNP
A52264	5	20	-	-	HYPH
A52264	5	21	TCP	TCP	NNP
A52264	5	22	Phase	Phase	NNP
A52264	5	23	1	1	CD
A52264	5	24	)	)	-RRB-
A52264	5	25	.	.	.
A52264	6	1	A52264	A52264	NNP
A52264	6	2	Wing	Wing	NNP
A52264	6	3	N1061	N1061	NNP
A52264	6	4	ESTC	ESTC	NNP
A52264	6	5	R20441	R20441	NNP
A52264	6	6	12355076	12355076	CD
A52264	6	7	ocm	ocm	NNP
A52264	6	8	12355076	12355076	CD
A52264	6	9	60119	60119	CD
A52264	6	10	This	this	DT
A52264	6	11	keyboarded	keyboarded	JJ
A52264	6	12	and	and	CC
A52264	6	13	encoded	encode	VBD
A52264	6	14	edition	edition	NN
A52264	6	15	of	of	IN
A52264	6	16	the	the	DT
A52264	6	17	work	work	NN
A52264	6	18	described	describe	VBN
A52264	6	19	above	above	RB
A52264	6	20	is	be	VBZ
A52264	6	21	co	co	VBN
A52264	6	22	-	-	VBN
A52264	6	23	owned	own	VBN
A52264	6	24	by	by	IN
A52264	6	25	the	the	DT
A52264	6	26	institutions	institution	NNS
A52264	6	27	providing	provide	VBG
A52264	6	28	financial	financial	JJ
A52264	6	29	support	support	NN
A52264	6	30	to	to	IN
A52264	6	31	the	the	DT
A52264	6	32	Early	early	JJ
A52264	6	33	English	English	NNP
A52264	6	34	Books	Books	NNPS
A52264	6	35	Online	Online	NNP
A52264	6	36	Text	Text	NNP
A52264	6	37	Creation	Creation	NNP
A52264	6	38	Partnership	Partnership	NNP
A52264	6	39	.	.	.
A52264	7	1	This	this	DT
A52264	7	2	Phase	Phase	NNP
A52264	7	3	I	-PRON-	PRP
A52264	7	4	text	text	NN
A52264	7	5	is	be	VBZ
A52264	7	6	available	available	JJ
A52264	7	7	for	for	IN
A52264	7	8	reuse	reuse	NN
A52264	7	9	,	,	,
A52264	7	10	according	accord	VBG
A52264	7	11	to	to	IN
A52264	7	12	the	the	DT
A52264	7	13	terms	term	NNS
A52264	7	14	of	of	IN
A52264	7	15	Creative	Creative	NNP
A52264	7	16	Commons	Commons	NNPS
A52264	7	17	0	0	CD
A52264	7	18	1.0	1.0	CD
A52264	7	19	Universal	Universal	NNP
A52264	7	20	.	.	.
A52264	8	1	The	the	DT
A52264	8	2	text	text	NN
A52264	8	3	can	can	MD
A52264	8	4	be	be	VB
A52264	8	5	copied	copy	VBN
A52264	8	6	,	,	,
A52264	8	7	modified	modify	VBN
A52264	8	8	,	,	,
A52264	8	9	distributed	distribute	VBN
A52264	8	10	and	and	CC
A52264	8	11	performed	perform	VBN
A52264	8	12	,	,	,
A52264	8	13	even	even	RB
A52264	8	14	for	for	IN
A52264	8	15	commercial	commercial	JJ
A52264	8	16	purposes	purpose	NNS
A52264	8	17	,	,	,
A52264	8	18	all	all	DT
A52264	8	19	without	without	IN
A52264	8	20	asking	ask	VBG
A52264	8	21	permission	permission	NN
A52264	8	22	.	.	.
A52264	9	1	Early	early	JJ
A52264	9	2	English	english	JJ
A52264	9	3	books	book	NNS
A52264	9	4	online	online	RB
A52264	9	5	.	.	.
A52264	10	1	(	(	-LRB-
A52264	10	2	EEBO	eebo	NN
A52264	10	3	-	-	HYPH
A52264	10	4	TCP	TCP	NNP
A52264	10	5	;	;	:
A52264	10	6	phase	phase	NN
A52264	10	7	1	1	CD
A52264	10	8	,	,	,
A52264	10	9	no	no	UH
A52264	10	10	.	.	.
A52264	11	1	A52264	A52264	NNP
A52264	11	2	)	)	-RRB-
A52264	11	3	Transcribed	Transcribed	NNP
A52264	11	4	from	from	IN
A52264	11	5	:	:	:
A52264	11	6	(	(	-LRB-
A52264	11	7	Early	early	JJ
A52264	11	8	English	english	JJ
A52264	11	9	Books	book	NNS
A52264	11	10	Online	online	RB
A52264	11	11	;	;	,
A52264	11	12	image	image	NN
A52264	11	13	set	set	VBD
A52264	11	14	60119	60119	CD
A52264	11	15	)	)	-RRB-
A52264	11	16	Images	image	NNS
A52264	11	17	scanned	scan	VBN
A52264	11	18	from	from	IN
A52264	11	19	microfilm	microfilm	NN
A52264	11	20	:	:	:
A52264	11	21	(	(	-LRB-
A52264	11	22	Early	early	JJ
A52264	11	23	English	english	JJ
A52264	11	24	books	book	NNS
A52264	11	25	,	,	,
A52264	11	26	1641	1641	CD
A52264	11	27	-	-	SYM
A52264	11	28	1700	1700	CD
A52264	11	29	;	;	:
A52264	11	30	217:14	217:14	LS
A52264	11	31	)	)	-RRB-
A52264	11	32	Institutio	institutio	NN
A52264	11	33	mathematica	mathematica	NN
A52264	11	34	,	,	,
A52264	11	35	or	or	CC
A52264	11	36	,	,	,
A52264	11	37	A	a	DT
A52264	11	38	mathematical	mathematical	JJ
A52264	11	39	institution	institution	NN
A52264	11	40	shewing	shew	VBG
A52264	11	41	the	the	DT
A52264	11	42	construction	construction	NN
A52264	11	43	and	and	CC
A52264	11	44	use	use	NN
A52264	11	45	of	of	IN
A52264	11	46	the	the	DT
A52264	11	47	naturall	naturall	NNP
A52264	11	48	and	and	CC
A52264	11	49	artificiall	artificiall	NNP
A52264	11	50	sines	sines	NNPS
A52264	11	51	,	,	,
A52264	11	52	tangents	tangent	NNS
A52264	11	53	,	,	,
A52264	11	54	and	and	CC
A52264	11	55	secants	secant	NNS
A52264	11	56	in	in	IN
A52264	11	57	decimal	decimal	JJ
A52264	11	58	numbers	number	NNS
A52264	11	59	,	,	,
A52264	11	60	and	and	CC
A52264	11	61	also	also	RB
A52264	11	62	of	of	IN
A52264	11	63	the	the	DT
A52264	11	64	table	table	NN
A52264	11	65	of	of	IN
A52264	11	66	logarithms	logarithm	NNS
A52264	11	67	in	in	IN
A52264	11	68	the	the	DT
A52264	11	69	general	general	JJ
A52264	11	70	solution	solution	NN
A52264	11	71	of	of	IN
A52264	11	72	any	any	DT
A52264	11	73	triangle	triangle	NN
A52264	11	74	,	,	,
A52264	11	75	whether	whether	IN
A52264	11	76	plain	plain	JJ
A52264	11	77	or	or	CC
A52264	11	78	spherical	spherical	JJ
A52264	11	79	,	,	,
A52264	11	80	with	with	IN
A52264	11	81	their	-PRON-	PRP$
A52264	11	82	more	more	RBR
A52264	11	83	particular	particular	JJ
A52264	11	84	application	application	NN
A52264	11	85	in	in	IN
A52264	11	86	astronomie	astronomie	NNP
A52264	11	87	,	,	,
A52264	11	88	dialling	dialling	NN
A52264	11	89	,	,	,
A52264	11	90	and	and	CC
A52264	11	91	navigation	navigation	NN
A52264	11	92	/	/	SYM
A52264	11	93	by	by	IN
A52264	11	94	John	John	NNP
A52264	11	95	Newton	Newton	NNP
A52264	11	96	.	.	.
A52264	12	1	Newton	Newton	NNP
A52264	12	2	,	,	,
A52264	12	3	John	John	NNP
A52264	12	4	,	,	,
A52264	12	5	1622	1622	CD
A52264	12	6	-	-	SYM
A52264	12	7	1678	1678	CD
A52264	12	8	.	.	.
A52264	13	1	[	[	-LRB-
A52264	13	2	9	9	CD
A52264	13	3	]	]	-RRB-
A52264	13	4	,	,	,
A52264	13	5	420	420	CD
A52264	13	6	p.	p.	NN
A52264	13	7	,	,	,
A52264	13	8	[	[	-LRB-
A52264	13	9	4	4	CD
A52264	13	10	]	]	-RRB-
A52264	13	11	leaves	leave	NNS
A52264	13	12	of	of	IN
A52264	13	13	plates	plate	NNS
A52264	13	14	(	(	-LRB-
A52264	13	15	2	2	CD
A52264	13	16	folded	fold	VBN
A52264	13	17	)	)	-RRB-
A52264	13	18	:	:	:
A52264	13	19	ill	ill	NNP
A52264	13	20	.	.	.
A52264	14	1	Printed	print	VBN
A52264	14	2	by	by	IN
A52264	14	3	R.	R.	NNP
A52264	14	4	&	&	CC
A52264	14	5	W.	W.	NNP
A52264	14	6	Leybourn	Leybourn	NNP
A52264	14	7	,	,	,
A52264	14	8	for	for	IN
A52264	14	9	George	George	NNP
A52264	14	10	Hurlock	Hurlock	NNP
A52264	14	11	...	...	:
A52264	14	12	and	and	CC
A52264	14	13	Robert	Robert	NNP
A52264	14	14	Boydel	Boydel	NNP
A52264	14	15	...	...	NFP
A52264	14	16	,	,	,
A52264	14	17	London	London	NNP
A52264	14	18	:	:	:
A52264	14	19	1654	1654	CD
A52264	14	20	.	.	.
A52264	15	1	First	First	NNP
A52264	15	2	ed	ed	NNP
A52264	15	3	.	.	.
A52264	16	1	Cf	cf	NN
A52264	16	2	.	.	.
A52264	17	1	NUC	NUC	NNP
A52264	17	2	pre-1956	pre-1956	NN
A52264	17	3	.	.	.
A52264	18	1	"	"	``
A52264	18	2	The	the	DT
A52264	18	3	second	second	JJ
A52264	18	4	part	part	NN
A52264	18	5	"	"	``
A52264	18	6	has	have	VBZ
A52264	18	7	special	special	JJ
A52264	18	8	t.p	t.p	NNP
A52264	18	9	.	.	.
A52264	19	1	Errata	errata	NN
A52264	19	2	on	on	IN
A52264	19	3	p.	p.	NN
A52264	19	4	[	[	-LRB-
A52264	19	5	9	9	CD
A52264	19	6	]	]	-RRB-
A52264	19	7	.	.	.
A52264	20	1	Reproduction	reproduction	NN
A52264	20	2	of	of	IN
A52264	20	3	original	original	NN
A52264	20	4	in	in	IN
A52264	20	5	British	British	NNP
A52264	20	6	Library	Library	NNP
A52264	20	7	.	.	.
A52264	21	1	Created	create	VBN
A52264	21	2	by	by	IN
A52264	21	3	converting	convert	VBG
A52264	21	4	TCP	TCP	NNP
A52264	21	5	files	file	NNS
A52264	21	6	to	to	IN
A52264	21	7	TEI	TEI	NNP
A52264	21	8	P5	P5	NNP
A52264	21	9	using	use	VBG
A52264	21	10	tcp2tei.xsl	tcp2tei.xsl	NN
A52264	21	11	,	,	,
A52264	21	12	TEI	TEI	NNP
A52264	21	13	@	@	CC
A52264	21	14	Oxford	Oxford	NNP
A52264	21	15	.	.	.
A52264	22	1	Re	Re	NNS
A52264	22	2	-	-	VBN
A52264	22	3	processed	process	VBN
A52264	22	4	by	by	IN
A52264	22	5	University	University	NNP
A52264	22	6	of	of	IN
A52264	22	7	Nebraska	Nebraska	NNP
A52264	22	8	-	-	HYPH
A52264	22	9	Lincoln	Lincoln	NNP
A52264	22	10	and	and	CC
A52264	22	11	Northwestern	Northwestern	NNP
A52264	22	12	,	,	,
A52264	22	13	with	with	IN
A52264	22	14	changes	change	NNS
A52264	22	15	to	to	TO
A52264	22	16	facilitate	facilitate	VB
A52264	22	17	morpho	morpho	NN
A52264	22	18	-	-	HYPH
A52264	22	19	syntactic	syntactic	JJ
A52264	22	20	tagging	tagging	NN
A52264	22	21	.	.	.
A52264	23	1	Gap	Gap	NNP
A52264	23	2	elements	element	NNS
A52264	23	3	of	of	IN
A52264	23	4	known	know	VBN
A52264	23	5	extent	extent	NN
A52264	23	6	have	have	VBP
A52264	23	7	been	be	VBN
A52264	23	8	transformed	transform	VBN
A52264	23	9	into	into	IN
A52264	23	10	placeholder	placeholder	NN
A52264	23	11	characters	character	NNS
A52264	23	12	or	or	CC
A52264	23	13	elements	element	NNS
A52264	23	14	to	to	TO
A52264	23	15	simplify	simplify	VB
A52264	23	16	the	the	DT
A52264	23	17	filling	filling	NN
A52264	23	18	in	in	RP
A52264	23	19	of	of	IN
A52264	23	20	gaps	gap	NNS
A52264	23	21	by	by	IN
A52264	23	22	user	user	NN
A52264	23	23	contributors	contributor	NNS
A52264	23	24	.	.	.
A52264	24	1	EEBO	EEBO	NNP
A52264	24	2	-	-	HYPH
A52264	24	3	TCP	TCP	NNP
A52264	24	4	is	be	VBZ
A52264	24	5	a	a	DT
A52264	24	6	partnership	partnership	NN
A52264	24	7	between	between	IN
A52264	24	8	the	the	DT
A52264	24	9	Universities	Universities	NNPS
A52264	24	10	of	of	IN
A52264	24	11	Michigan	Michigan	NNP
A52264	24	12	and	and	CC
A52264	24	13	Oxford	Oxford	NNP
A52264	24	14	and	and	CC
A52264	24	15	the	the	DT
A52264	24	16	publisher	publisher	NN
A52264	24	17	ProQuest	ProQuest	NNP
A52264	24	18	to	to	TO
A52264	24	19	create	create	VB
A52264	24	20	accurately	accurately	RB
A52264	24	21	transcribed	transcribe	VBN
A52264	24	22	and	and	CC
A52264	24	23	encoded	encode	VBN
A52264	24	24	texts	text	NNS
A52264	24	25	based	base	VBN
A52264	24	26	on	on	IN
A52264	24	27	the	the	DT
A52264	24	28	image	image	NN
A52264	24	29	sets	set	NNS
A52264	24	30	published	publish	VBN
A52264	24	31	by	by	IN
A52264	24	32	ProQuest	ProQuest	NNP
A52264	24	33	via	via	IN
A52264	24	34	their	-PRON-	PRP$
A52264	24	35	Early	early	JJ
A52264	24	36	English	english	JJ
A52264	24	37	Books	book	NNS
A52264	24	38	Online	Online	NNP
A52264	24	39	(	(	-LRB-
A52264	24	40	EEBO	EEBO	NNP
A52264	24	41	)	)	-RRB-
A52264	24	42	database	database	NN
A52264	24	43	(	(	-LRB-
A52264	24	44	http://eebo.chadwyck.com	http://eebo.chadwyck.com	ADD
A52264	24	45	)	)	-RRB-
A52264	24	46	.	.	.
A52264	25	1	The	the	DT
A52264	25	2	general	general	JJ
A52264	25	3	aim	aim	NN
A52264	25	4	of	of	IN
A52264	25	5	EEBO	eebo	NN
A52264	25	6	-	-	HYPH
A52264	25	7	TCP	TCP	NNP
A52264	25	8	is	be	VBZ
A52264	25	9	to	to	TO
A52264	25	10	encode	encode	VB
A52264	25	11	one	one	CD
A52264	25	12	copy	copy	NN
A52264	25	13	(	(	-LRB-
A52264	25	14	usually	usually	RB
A52264	25	15	the	the	DT
A52264	25	16	first	first	JJ
A52264	25	17	edition	edition	NN
A52264	25	18	)	)	-RRB-
A52264	25	19	of	of	IN
A52264	25	20	every	every	DT
A52264	25	21	monographic	monographic	JJ
A52264	25	22	English	English	NNP
A52264	25	23	-	-	HYPH
A52264	25	24	language	language	NN
A52264	25	25	title	title	NN
A52264	25	26	published	publish	VBN
A52264	25	27	between	between	IN
A52264	25	28	1473	1473	CD
A52264	25	29	and	and	CC
A52264	25	30	1700	1700	CD
A52264	25	31	available	available	JJ
A52264	25	32	in	in	IN
A52264	25	33	EEBO	EEBO	NNP
A52264	25	34	.	.	.
A52264	26	1	EEBO	EEBO	NNP
A52264	26	2	-	-	HYPH
A52264	26	3	TCP	TCP	NNP
A52264	26	4	aimed	aim	VBN
A52264	26	5	to	to	TO
A52264	26	6	produce	produce	VB
A52264	26	7	large	large	JJ
A52264	26	8	quantities	quantity	NNS
A52264	26	9	of	of	IN
A52264	26	10	textual	textual	JJ
A52264	26	11	data	datum	NNS
A52264	26	12	within	within	IN
A52264	26	13	the	the	DT
A52264	26	14	usual	usual	JJ
A52264	26	15	project	project	NN
A52264	26	16	restraints	restraint	NNS
A52264	26	17	of	of	IN
A52264	26	18	time	time	NN
A52264	26	19	and	and	CC
A52264	26	20	funding	funding	NN
A52264	26	21	,	,	,
A52264	26	22	and	and	CC
A52264	26	23	therefore	therefore	RB
A52264	26	24	chose	choose	VBD
A52264	26	25	to	to	TO
A52264	26	26	create	create	VB
A52264	26	27	diplomatic	diplomatic	JJ
A52264	26	28	transcriptions	transcription	NNS
A52264	26	29	(	(	-LRB-
A52264	26	30	as	as	IN
A52264	26	31	opposed	oppose	VBN
A52264	26	32	to	to	IN
A52264	26	33	critical	critical	JJ
A52264	26	34	editions	edition	NNS
A52264	26	35	)	)	-RRB-
A52264	26	36	with	with	IN
A52264	26	37	light	light	JJ
A52264	26	38	-	-	HYPH
A52264	26	39	touch	touch	NN
A52264	26	40	,	,	,
A52264	26	41	mainly	mainly	RB
A52264	26	42	structural	structural	JJ
A52264	26	43	encoding	encoding	NN
A52264	26	44	based	base	VBN
A52264	26	45	on	on	IN
A52264	26	46	the	the	DT
A52264	26	47	Text	Text	NNP
A52264	26	48	Encoding	Encoding	NNP
A52264	26	49	Initiative	Initiative	NNP
A52264	26	50	(	(	-LRB-
A52264	26	51	http://www.tei-c.org	http://www.tei-c.org	NFP
A52264	26	52	)	)	-RRB-
A52264	26	53	.	.	.
A52264	27	1	The	the	DT
A52264	27	2	EEBO	EEBO	NNP
A52264	27	3	-	-	HYPH
A52264	27	4	TCP	TCP	NNP
A52264	27	5	project	project	NN
A52264	27	6	was	be	VBD
A52264	27	7	divided	divide	VBN
A52264	27	8	into	into	IN
A52264	27	9	two	two	CD
A52264	27	10	phases	phase	NNS
A52264	27	11	.	.	.
A52264	28	1	The	the	DT
A52264	28	2	25,363	25,363	CD
A52264	28	3	texts	text	NNS
A52264	28	4	created	create	VBN
A52264	28	5	during	during	IN
A52264	28	6	Phase	Phase	NNP
A52264	28	7	1	1	CD
A52264	28	8	of	of	IN
A52264	28	9	the	the	DT
A52264	28	10	project	project	NN
A52264	28	11	have	have	VBP
A52264	28	12	been	be	VBN
A52264	28	13	released	release	VBN
A52264	28	14	into	into	IN
A52264	28	15	the	the	DT
A52264	28	16	public	public	JJ
A52264	28	17	domain	domain	NN
A52264	28	18	as	as	IN
A52264	28	19	of	of	IN
A52264	28	20	1	1	CD
A52264	28	21	January	January	NNP
A52264	28	22	2015	2015	CD
A52264	28	23	.	.	.
A52264	29	1	Anyone	anyone	NN
A52264	29	2	can	can	MD
A52264	29	3	now	now	RB
A52264	29	4	take	take	VB
A52264	29	5	and	and	CC
A52264	29	6	use	use	VB
A52264	29	7	these	these	DT
A52264	29	8	texts	text	NNS
A52264	29	9	for	for	IN
A52264	29	10	their	-PRON-	PRP$
A52264	29	11	own	own	JJ
A52264	29	12	purposes	purpose	NNS
A52264	29	13	,	,	,
A52264	29	14	but	but	CC
A52264	29	15	we	-PRON-	PRP
A52264	29	16	respectfully	respectfully	RB
A52264	29	17	request	request	VBP
A52264	29	18	that	that	DT
A52264	29	19	due	due	JJ
A52264	29	20	credit	credit	NN
A52264	29	21	and	and	CC
A52264	29	22	attribution	attribution	NN
A52264	29	23	is	be	VBZ
A52264	29	24	given	give	VBN
A52264	29	25	to	to	IN
A52264	29	26	their	-PRON-	PRP$
A52264	29	27	original	original	JJ
A52264	29	28	source	source	NN
A52264	29	29	.	.	.
A52264	30	1	Users	user	NNS
A52264	30	2	should	should	MD
A52264	30	3	be	be	VB
A52264	30	4	aware	aware	JJ
A52264	30	5	of	of	IN
A52264	30	6	the	the	DT
A52264	30	7	process	process	NN
A52264	30	8	of	of	IN
A52264	30	9	creating	create	VBG
A52264	30	10	the	the	DT
A52264	30	11	TCP	TCP	NNP
A52264	30	12	texts	text	NNS
A52264	30	13	,	,	,
A52264	30	14	and	and	CC
A52264	30	15	therefore	therefore	RB
A52264	30	16	of	of	IN
A52264	30	17	any	any	DT
A52264	30	18	assumptions	assumption	NNS
A52264	30	19	that	that	WDT
A52264	30	20	can	can	MD
A52264	30	21	be	be	VB
A52264	30	22	made	make	VBN
A52264	30	23	about	about	IN
A52264	30	24	the	the	DT
A52264	30	25	data	datum	NNS
A52264	30	26	.	.	.
A52264	31	1	Text	text	NN
A52264	31	2	selection	selection	NN
A52264	31	3	was	be	VBD
A52264	31	4	based	base	VBN
A52264	31	5	on	on	IN
A52264	31	6	the	the	DT
A52264	31	7	New	New	NNP
A52264	31	8	Cambridge	Cambridge	NNP
A52264	31	9	Bibliography	Bibliography	NNP
A52264	31	10	of	of	IN
A52264	31	11	English	English	NNP
A52264	31	12	Literature	Literature	NNP
A52264	31	13	(	(	-LRB-
A52264	31	14	NCBEL	NCBEL	NNP
A52264	31	15	)	)	-RRB-
A52264	31	16	.	.	.
A52264	32	1	If	if	IN
A52264	32	2	an	an	DT
A52264	32	3	author	author	NN
A52264	32	4	(	(	-LRB-
A52264	32	5	or	or	CC
A52264	32	6	for	for	IN
A52264	32	7	an	an	DT
A52264	32	8	anonymous	anonymous	JJ
A52264	32	9	work	work	NN
A52264	32	10	,	,	,
A52264	32	11	the	the	DT
A52264	32	12	title	title	NN
A52264	32	13	)	)	-RRB-
A52264	32	14	appears	appear	VBZ
A52264	32	15	in	in	IN
A52264	32	16	NCBEL	NCBEL	NNP
A52264	32	17	,	,	,
A52264	32	18	then	then	RB
A52264	32	19	their	-PRON-	PRP$
A52264	32	20	works	work	NNS
A52264	32	21	are	be	VBP
A52264	32	22	eligible	eligible	JJ
A52264	32	23	for	for	IN
A52264	32	24	inclusion	inclusion	NN
A52264	32	25	.	.	.
A52264	33	1	Selection	selection	NN
A52264	33	2	was	be	VBD
A52264	33	3	intended	intend	VBN
A52264	33	4	to	to	TO
A52264	33	5	range	range	VB
A52264	33	6	over	over	RP
A52264	33	7	a	a	DT
A52264	33	8	wide	wide	JJ
A52264	33	9	variety	variety	NN
A52264	33	10	of	of	IN
A52264	33	11	subject	subject	JJ
A52264	33	12	areas	area	NNS
A52264	33	13	,	,	,
A52264	33	14	to	to	TO
A52264	33	15	reflect	reflect	VB
A52264	33	16	the	the	DT
A52264	33	17	true	true	JJ
A52264	33	18	nature	nature	NN
A52264	33	19	of	of	IN
A52264	33	20	the	the	DT
A52264	33	21	print	print	NN
A52264	33	22	record	record	NN
A52264	33	23	of	of	IN
A52264	33	24	the	the	DT
A52264	33	25	period	period	NN
A52264	33	26	.	.	.
A52264	34	1	In	in	IN
A52264	34	2	general	general	JJ
A52264	34	3	,	,	,
A52264	34	4	first	first	JJ
A52264	34	5	editions	edition	NNS
A52264	34	6	of	of	IN
A52264	34	7	a	a	DT
A52264	34	8	works	work	NNS
A52264	34	9	in	in	IN
A52264	34	10	English	English	NNP
A52264	34	11	were	be	VBD
A52264	34	12	prioritized	prioritize	VBN
A52264	34	13	,	,	,
A52264	34	14	although	although	IN
A52264	34	15	there	there	EX
A52264	34	16	are	be	VBP
A52264	34	17	a	a	DT
A52264	34	18	number	number	NN
A52264	34	19	of	of	IN
A52264	34	20	works	work	NNS
A52264	34	21	in	in	IN
A52264	34	22	other	other	JJ
A52264	34	23	languages	language	NNS
A52264	34	24	,	,	,
A52264	34	25	notably	notably	RB
A52264	34	26	Latin	Latin	NNP
A52264	34	27	and	and	CC
A52264	34	28	Welsh	Welsh	NNP
A52264	34	29	,	,	,
A52264	34	30	included	include	VBD
A52264	34	31	and	and	CC
A52264	34	32	sometimes	sometimes	RB
A52264	34	33	a	a	DT
A52264	34	34	second	second	JJ
A52264	34	35	or	or	CC
A52264	34	36	later	later	JJ
A52264	34	37	edition	edition	NN
A52264	34	38	of	of	IN
A52264	34	39	a	a	DT
A52264	34	40	work	work	NN
A52264	34	41	was	be	VBD
A52264	34	42	chosen	choose	VBN
A52264	34	43	if	if	IN
A52264	34	44	there	there	EX
A52264	34	45	was	be	VBD
A52264	34	46	a	a	DT
A52264	34	47	compelling	compelling	JJ
A52264	34	48	reason	reason	NN
A52264	34	49	to	to	TO
A52264	34	50	do	do	VB
A52264	34	51	so	so	RB
A52264	34	52	.	.	.
A52264	35	1	Image	image	NN
A52264	35	2	sets	set	NNS
A52264	35	3	were	be	VBD
A52264	35	4	sent	send	VBN
A52264	35	5	to	to	IN
A52264	35	6	external	external	JJ
A52264	35	7	keying	keying	NN
A52264	35	8	companies	company	NNS
A52264	35	9	for	for	IN
A52264	35	10	transcription	transcription	NN
A52264	35	11	and	and	CC
A52264	35	12	basic	basic	JJ
A52264	35	13	encoding	encoding	NN
A52264	35	14	.	.	.
A52264	36	1	Quality	quality	JJ
A52264	36	2	assurance	assurance	NN
A52264	36	3	was	be	VBD
A52264	36	4	then	then	RB
A52264	36	5	carried	carry	VBN
A52264	36	6	out	out	RP
A52264	36	7	by	by	IN
A52264	36	8	editorial	editorial	JJ
A52264	36	9	teams	team	NNS
A52264	36	10	in	in	IN
A52264	36	11	Oxford	Oxford	NNP
A52264	36	12	and	and	CC
A52264	36	13	Michigan	Michigan	NNP
A52264	36	14	.	.	.
A52264	37	1	5	5	CD
A52264	37	2	%	%	NN
A52264	37	3	(	(	-LRB-
A52264	37	4	or	or	CC
A52264	37	5	5	5	CD
A52264	37	6	pages	page	NNS
A52264	37	7	,	,	,
A52264	37	8	whichever	whichever	WDT
A52264	37	9	is	be	VBZ
A52264	37	10	the	the	DT
A52264	37	11	greater	great	JJR
A52264	37	12	)	)	-RRB-
A52264	37	13	of	of	IN
A52264	37	14	each	each	DT
A52264	37	15	text	text	NN
A52264	37	16	was	be	VBD
A52264	37	17	proofread	proofread	NN
A52264	37	18	for	for	IN
A52264	37	19	accuracy	accuracy	NN
A52264	37	20	and	and	CC
A52264	37	21	those	those	DT
A52264	37	22	which	which	WDT
A52264	37	23	did	do	VBD
A52264	37	24	not	not	RB
A52264	37	25	meet	meet	VB
A52264	37	26	QA	qa	NN
A52264	37	27	standards	standard	NNS
A52264	37	28	were	be	VBD
A52264	37	29	returned	return	VBN
A52264	37	30	to	to	IN
A52264	37	31	the	the	DT
A52264	37	32	keyers	keyer	NNS
A52264	37	33	to	to	TO
A52264	37	34	be	be	VB
A52264	37	35	redone	redone	NN
A52264	37	36	.	.	.
A52264	38	1	After	after	IN
A52264	38	2	proofreading	proofreading	NN
A52264	38	3	,	,	,
A52264	38	4	the	the	DT
A52264	38	5	encoding	encoding	NN
A52264	38	6	was	be	VBD
A52264	38	7	enhanced	enhance	VBN
A52264	38	8	and/or	and/or	CC
A52264	38	9	corrected	correct	VBD
A52264	38	10	and	and	CC
A52264	38	11	characters	character	NNS
A52264	38	12	marked	mark	VBN
A52264	38	13	as	as	IN
A52264	38	14	illegible	illegible	JJ
A52264	38	15	were	be	VBD
A52264	38	16	corrected	correct	VBN
A52264	38	17	where	where	WRB
A52264	38	18	possible	possible	JJ
A52264	38	19	up	up	IN
A52264	38	20	to	to	IN
A52264	38	21	a	a	DT
A52264	38	22	limit	limit	NN
A52264	38	23	of	of	IN
A52264	38	24	100	100	CD
A52264	38	25	instances	instance	NNS
A52264	38	26	per	per	IN
A52264	38	27	text	text	NN
A52264	38	28	.	.	.
A52264	39	1	Any	any	DT
A52264	39	2	remaining	remain	VBG
A52264	39	3	illegibles	illegible	NNS
A52264	39	4	were	be	VBD
A52264	39	5	encoded	encode	VBN
A52264	39	6	as	as	IN
A52264	39	7	<	<	XX
A52264	39	8	gap	gap	NN
A52264	39	9	>	>	XX
A52264	39	10	s	s	XX
A52264	39	11	.	.	.
A52264	40	1	Understanding	understand	VBG
A52264	40	2	these	these	DT
A52264	40	3	processes	process	NNS
A52264	40	4	should	should	MD
A52264	40	5	make	make	VB
A52264	40	6	clear	clear	JJ
A52264	40	7	that	that	IN
A52264	40	8	,	,	,
A52264	40	9	while	while	IN
A52264	40	10	the	the	DT
A52264	40	11	overall	overall	JJ
A52264	40	12	quality	quality	NN
A52264	40	13	of	of	IN
A52264	40	14	TCP	TCP	NNP
A52264	40	15	data	datum	NNS
A52264	40	16	is	be	VBZ
A52264	40	17	very	very	RB
A52264	40	18	good	good	JJ
A52264	40	19	,	,	,
A52264	40	20	some	some	DT
A52264	40	21	errors	error	NNS
A52264	40	22	will	will	MD
A52264	40	23	remain	remain	VB
A52264	40	24	and	and	CC
A52264	40	25	some	some	DT
A52264	40	26	readable	readable	JJ
A52264	40	27	characters	character	NNS
A52264	40	28	will	will	MD
A52264	40	29	be	be	VB
A52264	40	30	marked	mark	VBN
A52264	40	31	as	as	IN
A52264	40	32	illegible	illegible	JJ
A52264	40	33	.	.	.
A52264	41	1	Users	user	NNS
A52264	41	2	should	should	MD
A52264	41	3	bear	bear	VB
A52264	41	4	in	in	IN
A52264	41	5	mind	mind	NN
A52264	41	6	that	that	IN
A52264	41	7	in	in	IN
A52264	41	8	all	all	DT
A52264	41	9	likelihood	likelihood	NN
A52264	41	10	such	such	JJ
A52264	41	11	instances	instance	NNS
A52264	41	12	will	will	MD
A52264	41	13	never	never	RB
A52264	41	14	have	have	VB
A52264	41	15	been	be	VBN
A52264	41	16	looked	look	VBN
A52264	41	17	at	at	IN
A52264	41	18	by	by	IN
A52264	41	19	a	a	DT
A52264	41	20	TCP	TCP	NNP
A52264	41	21	editor	editor	NN
A52264	41	22	.	.	.
A52264	42	1	The	the	DT
A52264	42	2	texts	text	NNS
A52264	42	3	were	be	VBD
A52264	42	4	encoded	encode	VBN
A52264	42	5	and	and	CC
A52264	42	6	linked	link	VBN
A52264	42	7	to	to	IN
A52264	42	8	page	page	NN
A52264	42	9	images	image	NNS
A52264	42	10	in	in	IN
A52264	42	11	accordance	accordance	NN
A52264	42	12	with	with	IN
A52264	42	13	level	level	NN
A52264	42	14	4	4	CD
A52264	42	15	of	of	IN
A52264	42	16	the	the	DT
A52264	42	17	TEI	TEI	NNP
A52264	42	18	in	in	IN
A52264	42	19	Libraries	Libraries	NNP
A52264	42	20	guidelines	guideline	NNS
A52264	42	21	.	.	.
A52264	43	1	Copies	copy	NNS
A52264	43	2	of	of	IN
A52264	43	3	the	the	DT
A52264	43	4	texts	text	NNS
A52264	43	5	have	have	VBP
A52264	43	6	been	be	VBN
A52264	43	7	issued	issue	VBN
A52264	43	8	variously	variously	RB
A52264	43	9	as	as	IN
A52264	43	10	SGML	SGML	NNP
A52264	43	11	(	(	-LRB-
A52264	43	12	TCP	TCP	NNP
A52264	43	13	schema	schema	NN
A52264	43	14	;	;	:
A52264	43	15	ASCII	ASCII	NNP
A52264	43	16	text	text	NN
A52264	43	17	with	with	IN
A52264	43	18	mnemonic	mnemonic	NNP
A52264	43	19	sdata	sdata	NNP
A52264	43	20	character	character	NNP
A52264	43	21	entities	entity	NNS
A52264	43	22	)	)	-RRB-
A52264	43	23	;	;	:
A52264	43	24	displayable	displayable	JJ
A52264	43	25	XML	xml	NN
A52264	43	26	(	(	-LRB-
A52264	43	27	TCP	TCP	NNP
A52264	43	28	schema	schema	NN
A52264	43	29	;	;	:
A52264	43	30	characters	character	NNS
A52264	43	31	represented	represent	VBD
A52264	43	32	either	either	CC
A52264	43	33	as	as	IN
A52264	43	34	UTF-8	UTF-8	NNP
A52264	43	35	Unicode	Unicode	NNP
A52264	43	36	or	or	CC
A52264	43	37	text	text	NN
A52264	43	38	strings	string	NNS
A52264	43	39	within	within	IN
A52264	43	40	braces	brace	NNS
A52264	43	41	)	)	-RRB-
A52264	43	42	;	;	:
A52264	43	43	or	or	CC
A52264	43	44	lossless	lossless	JJ
A52264	43	45	XML	xml	NN
A52264	43	46	(	(	-LRB-
A52264	43	47	TEI	TEI	NNP
A52264	43	48	P5	P5	NNP
A52264	43	49	,	,	,
A52264	43	50	characters	character	NNS
A52264	43	51	represented	represent	VBD
A52264	43	52	either	either	CC
A52264	43	53	as	as	IN
A52264	43	54	UTF-8	UTF-8	NNP
A52264	43	55	Unicode	Unicode	NNP
A52264	43	56	or	or	CC
A52264	43	57	TEI	TEI	NNP
A52264	43	58	g	g	NN
A52264	43	59	elements	element	NNS
A52264	43	60	)	)	-RRB-
A52264	43	61	.	.	.
A52264	44	1	Keying	keying	NN
A52264	44	2	and	and	CC
A52264	44	3	markup	markup	NN
A52264	44	4	guidelines	guideline	NNS
A52264	44	5	are	be	VBP
A52264	44	6	available	available	JJ
A52264	44	7	at	at	IN
A52264	44	8	the	the	DT
A52264	44	9	Text	Text	NNP
A52264	44	10	Creation	Creation	NNP
A52264	44	11	Partnership	Partnership	NNP
A52264	44	12	web	web	NN
A52264	44	13	site	site	NN
A52264	44	14	.	.	.
A52264	45	1	eng	eng	NNP
A52264	45	2	Geometry	Geometry	NNP
A52264	45	3	--	--	:
A52264	45	4	Early	early	RB
A52264	45	5	works	work	NNS
A52264	45	6	to	to	IN
A52264	45	7	1800	1800	CD
A52264	45	8	.	.	.
A52264	46	1	Trigonometry	Trigonometry	NNP
A52264	46	2	--	--	:
A52264	46	3	Early	early	RB
A52264	46	4	works	work	NNS
A52264	46	5	to	to	IN
A52264	46	6	1800	1800	CD
A52264	46	7	.	.	.
A52264	47	1	Logarithms	Logarithms	NNP
A52264	47	2	.	.	.
A52264	48	1	Mathematics	mathematic	NNS
A52264	48	2	--	--	:
A52264	48	3	Problems	problem	NNS
A52264	48	4	,	,	,
A52264	48	5	exercises	exercise	NNS
A52264	48	6	,	,	,
A52264	48	7	etc	etc	FW
A52264	48	8	.	.	.
A52264	49	1	2005	2005	CD
A52264	49	2	-	-	SYM
A52264	49	3	05	05	CD
A52264	49	4	TCP	TCP	NNP
A52264	49	5	Assigned	assign	VBN
A52264	49	6	for	for	IN
A52264	49	7	keying	keying	NN
A52264	49	8	and	and	CC
A52264	49	9	markup	markup	NNP
A52264	49	10	2005	2005	CD
A52264	49	11	-	-	SYM
A52264	49	12	05	05	CD
A52264	49	13	Aptara	Aptara	NNP
A52264	49	14	Keyed	Keyed	NNP
A52264	49	15	and	and	CC
A52264	49	16	coded	code	VBN
A52264	49	17	from	from	IN
A52264	49	18	ProQuest	ProQuest	NNP
A52264	49	19	page	page	NN
A52264	49	20	images	image	NNS
A52264	49	21	2005	2005	CD
A52264	49	22	-	-	SYM
A52264	49	23	06	06	CD
A52264	49	24	Simon	Simon	NNP
A52264	49	25	Charles	Charles	NNP
A52264	49	26	Sampled	Sampled	NNP
A52264	49	27	and	and	CC
A52264	49	28	proofread	proofread	JJ
A52264	49	29	2005	2005	CD
A52264	49	30	-	-	SYM
A52264	49	31	06	06	CD
A52264	49	32	Simon	Simon	NNP
A52264	49	33	Charles	Charles	NNP
A52264	49	34	Text	Text	NNP
A52264	49	35	and	and	CC
A52264	49	36	markup	markup	NN
A52264	49	37	reviewed	review	VBD
A52264	49	38	and	and	CC
A52264	49	39	edited	edit	VBD
A52264	49	40	2005	2005	CD
A52264	49	41	-	-	SYM
A52264	49	42	10	10	CD
A52264	49	43	pfs	pfs	NN
A52264	49	44	Batch	Batch	NNP
A52264	49	45	review	review	NN
A52264	49	46	(	(	-LRB-
A52264	49	47	QC	QC	NNP
A52264	49	48	)	)	-RRB-
A52264	49	49	and	and	CC
A52264	49	50	XML	xml	NN
A52264	49	51	conversion	conversion	NN
A52264	49	52	Institutio	Institutio	NNP
A52264	49	53	Mathematica	Mathematica	NNP
A52264	49	54	.	.	.
A52264	50	1	OR	or	CC
A52264	50	2	,	,	,
A52264	50	3	A	a	DT
A52264	50	4	MATHEMATICAL	MATHEMATICAL	NNP
A52264	50	5	Institution	Institution	NNP
A52264	50	6	.	.	.
A52264	51	1	Shewing	shew	VBG
A52264	51	2	the	the	DT
A52264	51	3	Construction	Construction	NNP
A52264	51	4	and	and	CC
A52264	51	5	Use	Use	NNP
A52264	51	6	of	of	IN
A52264	51	7	the	the	DT
A52264	51	8	Naturall	Naturall	NNP
A52264	51	9	and	and	CC
A52264	51	10	Artificiall	Artificiall	NNP
A52264	51	11	Sines	Sines	NNPS
A52264	51	12	,	,	,
A52264	51	13	Tangents	Tangents	NNP
A52264	51	14	,	,	,
A52264	51	15	and	and	CC
A52264	51	16	Secants	secant	NNS
A52264	51	17	,	,	,
A52264	51	18	in	in	IN
A52264	51	19	Decimal	Decimal	NNP
A52264	51	20	Numbers	Numbers	NNP
A52264	51	21	,	,	,
A52264	51	22	and	and	CC
A52264	51	23	also	also	RB
A52264	51	24	of	of	IN
A52264	51	25	the	the	DT
A52264	51	26	Table	table	NN
A52264	51	27	of	of	IN
A52264	51	28	Logarithms	Logarithms	NNP
A52264	51	29	.	.	.
A52264	52	1	In	in	IN
A52264	52	2	the	the	DT
A52264	52	3	general	general	JJ
A52264	52	4	solution	solution	NN
A52264	52	5	of	of	IN
A52264	52	6	any	any	DT
A52264	52	7	Triangle	Triangle	NNP
A52264	52	8	whether	whether	IN
A52264	52	9	Plain	Plain	NNP
A52264	52	10	or	or	CC
A52264	52	11	Spherical	spherical	JJ
A52264	52	12	.	.	.
A52264	53	1	WITH	with	IN
A52264	53	2	Their	-PRON-	PRP$
A52264	53	3	more	more	RBR
A52264	53	4	particular	particular	JJ
A52264	53	5	application	application	NN
A52264	53	6	in	in	IN
A52264	53	7	ASTRONOMIE	ASTRONOMIE	NNP
A52264	53	8	,	,	,
A52264	53	9	DIALLING	DIALLING	NNP
A52264	53	10	,	,	,
A52264	53	11	and	and	CC
A52264	53	12	NAVIGATION	NAVIGATION	NNP
A52264	53	13	.	.	.
A52264	54	1	By	by	IN
A52264	54	2	JOHN	JOHN	NNP
A52264	54	3	NEWTON	NEWTON	NNP
A52264	54	4	.	.	.
A52264	55	1	LONDON	LONDON	NNP
A52264	55	2	,	,	,
A52264	55	3	Printed	Printed	NNP
A52264	55	4	by	by	IN
A52264	55	5	R.	R.	NNP
A52264	55	6	&	&	CC
A52264	55	7	W.	W.	NNP
A52264	55	8	Leybourn	Leybourn	NNP
A52264	55	9	,	,	,
A52264	55	10	for	for	IN
A52264	55	11	George	George	NNP
A52264	55	12	Hurlock	Hurlock	NNP
A52264	55	13	,	,	,
A52264	55	14	at	at	IN
A52264	55	15	Magnus	Magnus	NNP
A52264	55	16	Church	Church	NNP
A52264	55	17	corner	corner	NN
A52264	55	18	,	,	,
A52264	55	19	and	and	CC
A52264	55	20	Robert	Robert	NNP
A52264	55	21	Boydel	Boydel	NNP
A52264	55	22	in	in	IN
A52264	55	23	the	the	DT
A52264	55	24	Bulwark	Bulwark	NNP
A52264	55	25	neer	neer	NN
A52264	55	26	the	the	DT
A52264	55	27	Tower	Tower	NNP
A52264	55	28	:	:	:
A52264	55	29	MDCLIV	MDCLIV	NNP
A52264	55	30	.	.	.
A52264	56	1	TO	to	IN
A52264	56	2	THE	the	DT
A52264	56	3	COVRTEOVS	COVRTEOVS	NNP
A52264	56	4	Reader	reader	NN
A52264	56	5	.	.	.
A52264	57	1	ALthough	although	IN
A52264	57	2	Mathematicall	Mathematicall	NNP
A52264	57	3	studies	study	NNS
A52264	57	4	have	have	VBP
A52264	57	5	for	for	IN
A52264	57	6	these	these	DT
A52264	57	7	many	many	JJ
A52264	57	8	years	year	NNS
A52264	57	9	been	be	VBN
A52264	57	10	much	much	RB
A52264	57	11	neglected	neglect	VBN
A52264	57	12	,	,	,
A52264	57	13	if	if	IN
A52264	57	14	not	not	RB
A52264	57	15	contemned	contemn	VBN
A52264	57	16	,	,	,
A52264	57	17	yet	yet	CC
A52264	57	18	have	have	VBP
A52264	57	19	there	there	EX
A52264	57	20	been	be	VBN
A52264	57	21	so	so	RB
A52264	57	22	many	many	JJ
A52264	57	23	rare	rare	JJ
A52264	57	24	inventions	invention	NNS
A52264	57	25	found	find	VBN
A52264	57	26	,	,	,
A52264	57	27	even	even	RB
A52264	57	28	by	by	IN
A52264	57	29	men	man	NNS
A52264	57	30	of	of	IN
A52264	57	31	our	-PRON-	PRP$
A52264	57	32	own	own	JJ
A52264	57	33	Nation	nation	NN
A52264	57	34	,	,	,
A52264	57	35	that	that	IN
A52264	57	36	nothing	nothing	NN
A52264	57	37	now	now	RB
A52264	57	38	seems	seem	VBZ
A52264	57	39	almost	almost	RB
A52264	57	40	possible	possible	JJ
A52264	57	41	to	to	TO
A52264	57	42	be	be	VB
A52264	57	43	added	add	VBN
A52264	57	44	more	more	RBR
A52264	57	45	:	:	:
A52264	57	46	as	as	IN
A52264	57	47	in	in	IN
A52264	57	48	other	other	JJ
A52264	57	49	studies	study	NNS
A52264	57	50	so	so	RB
A52264	57	51	may	may	MD
A52264	57	52	we	-PRON-	PRP
A52264	57	53	say	say	VB
A52264	57	54	in	in	IN
A52264	57	55	these	these	DT
A52264	57	56	,	,	,
A52264	57	57	nil	nil	NNP
A52264	57	58	dictum	dictum	JJ
A52264	57	59	quod	quod	NN
A52264	57	60	non	non	AFX
A52264	57	61	dictum	dictum	JJ
A52264	57	62	prius	prius	NN
A52264	57	63	.	.	.
A52264	58	1	We	-PRON-	PRP
A52264	58	2	at	at	IN
A52264	58	3	the	the	DT
A52264	58	4	least	least	JJS
A52264	58	5	must	must	MD
A52264	58	6	needs	needs	VB
A52264	58	7	acknowledge	acknowledge	VB
A52264	58	8	that	that	IN
A52264	58	9	in	in	IN
A52264	58	10	this	this	DT
A52264	58	11	we	-PRON-	PRP
A52264	58	12	have	have	VBP
A52264	58	13	presented	present	VBN
A52264	58	14	thee	thee	PRP
A52264	58	15	with	with	IN
A52264	58	16	nothing	nothing	NN
A52264	58	17	new	new	JJ
A52264	58	18	,	,	,
A52264	58	19	nothing	nothing	NN
A52264	58	20	that	that	WDT
A52264	58	21	is	be	VBZ
A52264	58	22	our	-PRON-	PRP$
A52264	58	23	own	own	JJ
A52264	58	24	.	.	.
A52264	59	1	Ex	Ex	NNP
A52264	59	2	integrâ	integrâ	NNP
A52264	59	3	Graecâ	Graecâ	NNP
A52264	59	4	integram	integram	NNP
A52264	59	5	Comoediam	Comoediam	NNP
A52264	59	6	,	,	,
A52264	59	7	hodie	hodie	NNP
A52264	59	8	sum	sum	NN
A52264	59	9	acturus	acturus	NNP
A52264	59	10	,	,	,
A52264	59	11	Heautonti	Heautonti	NNP
A52264	59	12	morum	morum	NN
A52264	59	13	enon	enon	NN
A52264	59	14	,	,	,
A52264	59	15	saith	saith	JJ
A52264	59	16	Terence	Terence	NNP
A52264	59	17	,	,	,
A52264	59	18	that	that	DT
A52264	59	19	famous	famous	JJ
A52264	59	20	Comoedian	comoedian	JJ
A52264	59	21	:	:	:
A52264	59	22	translation	translation	NN
A52264	59	23	was	be	VBD
A52264	59	24	his	-PRON-	PRP$
A52264	59	25	apologie	apologie	NN
A52264	59	26	,	,	,
A52264	59	27	transcription	transcription	NN
A52264	59	28	and	and	CC
A52264	59	29	collection	collection	NN
A52264	59	30	ours	our	NNS
A52264	59	31	:	:	:
A52264	59	32	this	this	DT
A52264	59	33	only	only	RB
A52264	59	34	we	-PRON-	PRP
A52264	59	35	have	have	VBP
A52264	59	36	endeavoured	endeavour	VBN
A52264	59	37	,	,	,
A52264	59	38	that	that	IN
A52264	59	39	the	the	DT
A52264	59	40	first	first	JJ
A52264	59	41	principles	principle	NNS
A52264	59	42	and	and	CC
A52264	59	43	foundations	foundation	NNS
A52264	59	44	of	of	IN
A52264	59	45	these	these	DT
A52264	59	46	studies	study	NNS
A52264	59	47	(	(	-LRB-
A52264	59	48	which	which	WDT
A52264	59	49	until	until	IN
A52264	59	50	now	now	RB
A52264	59	51	were	be	VBD
A52264	59	52	not	not	RB
A52264	59	53	to	to	TO
A52264	59	54	be	be	VB
A52264	59	55	known	know	VBN
A52264	59	56	,	,	,
A52264	59	57	but	but	CC
A52264	59	58	by	by	IN
A52264	59	59	being	be	VBG
A52264	59	60	acquainted	acquaint	VBN
A52264	59	61	with	with	IN
A52264	59	62	many	many	JJ
A52264	59	63	Books	book	NNS
A52264	59	64	)	)	-RRB-
A52264	59	65	might	may	MD
A52264	59	66	in	in	IN
A52264	59	67	a	a	DT
A52264	59	68	due	due	JJ
A52264	59	69	method	method	NN
A52264	59	70	and	and	CC
A52264	59	71	a	a	DT
A52264	59	72	perspicuous	perspicuous	JJ
A52264	59	73	manner	manner	NN
A52264	59	74	,	,	,
A52264	59	75	be	be	VB
A52264	59	76	as	as	IN
A52264	59	77	it	-PRON-	PRP
A52264	59	78	were	be	VBD
A52264	59	79	at	at	IN
A52264	59	80	once	once	RB
A52264	59	81	,	,	,
A52264	59	82	presented	present	VBN
A52264	59	83	to	to	IN
A52264	59	84	thy	thy	PRP$
A52264	59	85	view	view	NN
A52264	59	86	,	,	,
A52264	59	87	and	and	CC
A52264	59	88	serve	serve	VB
A52264	59	89	as	as	IN
A52264	59	90	a	a	DT
A52264	59	91	perfect	perfect	JJ
A52264	59	92	INSTITUTION	institution	NN
A52264	59	93	MATHEMATICAL	MATHEMATICAL	NNP
A52264	59	94	,	,	,
A52264	59	95	unto	unto	RB
A52264	59	96	such	such	JJ
A52264	59	97	as	as	IN
A52264	59	98	have	have	VBP
A52264	59	99	as	as	RB
A52264	59	100	yet	yet	RB
A52264	59	101	learned	learn	VBN
A52264	59	102	nothing	nothing	NN
A52264	59	103	but	but	IN
A52264	59	104	Arithmetick	Arithmetick	NNP
A52264	59	105	.	.	.
A52264	60	1	To	to	IN
A52264	60	2	that	that	DT
A52264	60	3	purpose	purpose	NN
A52264	60	4	we	-PRON-	PRP
A52264	60	5	have	have	VBP
A52264	60	6	first	first	RB
A52264	60	7	laid	lay	VBN
A52264	60	8	down	down	RP
A52264	60	9	such	such	JJ
A52264	60	10	propositions	proposition	NNS
A52264	60	11	Geometricall	Geometricall	NNP
A52264	60	12	,	,	,
A52264	60	13	out	out	IN
A52264	60	14	of	of	IN
A52264	60	15	Euclide	Euclide	NNP
A52264	60	16	,	,	,
A52264	60	17	Pitiscus	Pitiscus	NNP
A52264	60	18	,	,	,
A52264	60	19	and	and	CC
A52264	60	20	others	other	NNS
A52264	60	21	,	,	,
A52264	60	22	as	as	IN
A52264	60	23	must	must	MD
A52264	60	24	be	be	VB
A52264	60	25	known	know	VBN
A52264	60	26	to	to	IN
A52264	60	27	such	such	JJ
A52264	60	28	as	as	IN
A52264	60	29	would	would	MD
A52264	60	30	understand	understand	VB
A52264	60	31	the	the	DT
A52264	60	32	nature	nature	NN
A52264	60	33	and	and	CC
A52264	60	34	mensuration	mensuration	NN
A52264	60	35	of	of	IN
A52264	60	36	all	all	DT
A52264	60	37	Triangles	triangle	NNS
A52264	60	38	.	.	.
A52264	61	1	Next	next	RB
A52264	61	2	we	-PRON-	PRP
A52264	61	3	have	have	VBP
A52264	61	4	proceeded	proceed	VBN
A52264	61	5	to	to	IN
A52264	61	6	the	the	DT
A52264	61	7	affections	affection	NNS
A52264	61	8	of	of	IN
A52264	61	9	Triangles	Triangles	NNPS
A52264	61	10	in	in	IN
A52264	61	11	the	the	DT
A52264	61	12	generall	generall	NN
A52264	61	13	,	,	,
A52264	61	14	and	and	CC
A52264	61	15	thence	thence	NN
A52264	61	16	to	to	IN
A52264	61	17	the	the	DT
A52264	61	18	composition	composition	NN
A52264	61	19	of	of	IN
A52264	61	20	the	the	DT
A52264	61	21	Sines	Sines	NNPS
A52264	61	22	,	,	,
A52264	61	23	Tangents	Tangents	NNP
A52264	61	24	,	,	,
A52264	61	25	and	and	CC
A52264	61	26	Secants	Secants	NNP
A52264	61	27	Naturall	Naturall	NNP
A52264	61	28	,	,	,
A52264	61	29	in	in	IN
A52264	61	30	which	which	WDT
A52264	61	31	we	-PRON-	PRP
A52264	61	32	have	have	VBP
A52264	61	33	for	for	IN
A52264	61	34	the	the	DT
A52264	61	35	most	most	JJS
A52264	61	36	part	part	NN
A52264	61	37	followed	follow	VBD
A52264	61	38	the	the	DT
A52264	61	39	Rules	Rules	NNPS
A52264	61	40	prescribed	prescribe	VBN
A52264	61	41	by	by	IN
A52264	61	42	Pitiscus	Pitiscus	NNP
A52264	61	43	,	,	,
A52264	61	44	in	in	IN
A52264	61	45	some	some	DT
A52264	61	46	things	thing	NNS
A52264	61	47	we	-PRON-	PRP
A52264	61	48	have	have	VBP
A52264	61	49	taken	take	VBN
A52264	61	50	the	the	DT
A52264	61	51	direction	direction	NN
A52264	61	52	of	of	IN
A52264	61	53	Snellius	Snellius	NNP
A52264	61	54	,	,	,
A52264	61	55	and	and	CC
A52264	61	56	in	in	IN
A52264	61	57	the	the	DT
A52264	61	58	trisection	trisection	NN
A52264	61	59	and	and	CC
A52264	61	60	quinquisection	quinquisection	NN
A52264	61	61	of	of	IN
A52264	61	62	an	an	DT
A52264	61	63	angle	angle	NN
A52264	61	64	we	-PRON-	PRP
A52264	61	65	have	have	VBP
A52264	61	66	proceeded	proceed	VBN
A52264	61	67	Algebraically	Algebraically	NNP
A52264	61	68	,	,	,
A52264	61	69	with	with	IN
A52264	61	70	those	those	DT
A52264	61	71	two	two	CD
A52264	61	72	famous	famous	JJ
A52264	61	73	Mathematicians	Mathematicians	NNPS
A52264	61	74	of	of	IN
A52264	61	75	our	-PRON-	PRP$
A52264	61	76	age	age	NN
A52264	61	77	and	and	CC
A52264	61	78	Nation	nation	NN
A52264	61	79	,	,	,
A52264	61	80	Brigges	Brigges	NNP
A52264	61	81	,	,	,
A52264	61	82	and	and	CC
A52264	61	83	Oughtred	Oughtred	NNP
A52264	61	84	;	;	:
A52264	61	85	and	and	CC
A52264	61	86	because	because	IN
A52264	61	87	the	the	DT
A52264	61	88	Algebraicall	Algebraicall	NNP
A52264	61	89	work	work	NN
A52264	61	90	is	be	VBZ
A52264	61	91	of	of	IN
A52264	61	92	it	-PRON-	PRP
A52264	61	93	selfe	selfe	VB
A52264	61	94	abstruse	abstruse	NN
A52264	61	95	and	and	CC
A52264	61	96	intricate	intricate	JJ
A52264	61	97	,	,	,
A52264	61	98	to	to	IN
A52264	61	99	those	those	DT
A52264	61	100	that	that	WDT
A52264	61	101	are	be	VBP
A52264	61	102	not	not	RB
A52264	61	103	acquainted	acquaint	VBN
A52264	61	104	with	with	IN
A52264	61	105	it	-PRON-	PRP
A52264	61	106	,	,	,
A52264	61	107	we	-PRON-	PRP
A52264	61	108	have	have	VBP
A52264	61	109	insisted	insist	VBN
A52264	61	110	the	the	DT
A52264	61	111	more	more	JJR
A52264	61	112	upon	upon	IN
A52264	61	113	it	-PRON-	PRP
A52264	61	114	,	,	,
A52264	61	115	and	and	CC
A52264	61	116	by	by	IN
A52264	61	117	our	-PRON-	PRP$
A52264	61	118	explanation	explanation	NN
A52264	61	119	we	-PRON-	PRP
A52264	61	120	have	have	VBP
A52264	61	121	endeavoured	endeavour	VBN
A52264	61	122	to	to	TO
A52264	61	123	make	make	VB
A52264	61	124	it	-PRON-	PRP
A52264	61	125	plain	plain	JJ
A52264	61	126	and	and	CC
A52264	61	127	easie	easie	VB
A52264	61	128	;	;	:
A52264	61	129	and	and	CC
A52264	61	130	that	that	IN
A52264	61	131	nothing	nothing	NN
A52264	61	132	may	may	MD
A52264	61	133	be	be	VB
A52264	61	134	wanting	want	VBG
A52264	61	135	,	,	,
A52264	61	136	which	which	WDT
A52264	61	137	either	either	CC
A52264	61	138	former	former	JJ
A52264	61	139	ages	age	NNS
A52264	61	140	or	or	CC
A52264	61	141	our	-PRON-	PRP$
A52264	61	142	own	own	JJ
A52264	61	143	(	(	-LRB-
A52264	61	144	by	by	IN
A52264	61	145	Gods	Gods	NNP
A52264	61	146	blessing	blessing	NN
A52264	61	147	and	and	CC
A52264	61	148	their	-PRON-	PRP$
A52264	61	149	industry	industry	NN
A52264	61	150	)	)	-RRB-
A52264	61	151	have	have	VBP
A52264	61	152	afforded	afford	VBN
A52264	61	153	to	to	IN
A52264	61	154	us	-PRON-	PRP
A52264	61	155	,	,	,
A52264	61	156	we	-PRON-	PRP
A52264	61	157	have	have	VBP
A52264	61	158	to	to	IN
A52264	61	159	the	the	DT
A52264	61	160	composition	composition	NN
A52264	61	161	of	of	IN
A52264	61	162	the	the	DT
A52264	61	163	Natural	Natural	NNP
A52264	61	164	Canon	Canon	NNP
A52264	61	165	,	,	,
A52264	61	166	added	add	VBD
A52264	61	167	out	out	IN
A52264	61	168	of	of	IN
A52264	61	169	Briggs	Briggs	NNP
A52264	61	170	and	and	CC
A52264	61	171	Wintage	wintage	VB
A52264	61	172	the	the	DT
A52264	61	173	construction	construction	NN
A52264	61	174	of	of	IN
A52264	61	175	the	the	DT
A52264	61	176	Logarithms	Logarithms	NNP
A52264	61	177	of	of	IN
A52264	61	178	any	any	DT
A52264	61	179	numbers	number	NNS
A52264	61	180	,	,	,
A52264	61	181	and	and	CC
A52264	61	182	consequently	consequently	RB
A52264	61	183	how	how	WRB
A52264	61	184	to	to	TO
A52264	61	185	make	make	VB
A52264	61	186	the	the	DT
A52264	61	187	Logarithms	Logarithms	NNP
A52264	61	188	of	of	IN
A52264	61	189	the	the	DT
A52264	61	190	Naturall	Naturall	NNP
A52264	61	191	Sines	Sines	NNPS
A52264	61	192	,	,	,
A52264	61	193	Tangents	Tangents	NNP
A52264	61	194	,	,	,
A52264	61	195	and	and	CC
A52264	61	196	Secants	secant	NNS
A52264	61	197	.	.	.
A52264	62	1	This	this	DT
A52264	62	2	done	do	VBN
A52264	62	3	,	,	,
A52264	62	4	the	the	DT
A52264	62	5	proportions	proportion	NNS
A52264	62	6	in	in	IN
A52264	62	7	the	the	DT
A52264	62	8	usuall	usuall	JJ
A52264	62	9	Cases	case	NNS
A52264	62	10	of	of	IN
A52264	62	11	all	all	DT
A52264	62	12	Triangles	Triangles	NNPS
A52264	62	13	both	both	CC
A52264	62	14	Plain	Plain	NNP
A52264	62	15	and	and	CC
A52264	62	16	Sphericall	Sphericall	NNP
A52264	62	17	,	,	,
A52264	62	18	we	-PRON-	PRP
A52264	62	19	have	have	VBP
A52264	62	20	first	first	RB
A52264	62	21	cleared	clear	VBN
A52264	62	22	by	by	IN
A52264	62	23	Demonstration	demonstration	NN
A52264	62	24	out	out	IN
A52264	62	25	of	of	IN
A52264	62	26	Pitiscus	Pitiscus	NNP
A52264	62	27	,	,	,
A52264	62	28	Gelibrand	Gelibrand	NNP
A52264	62	29	,	,	,
A52264	62	30	Norwood	Norwood	NNP
A52264	62	31	,	,	,
A52264	62	32	and	and	CC
A52264	62	33	others	other	NNS
A52264	62	34	;	;	:
A52264	62	35	and	and	CC
A52264	62	36	then	then	RB
A52264	62	37	explained	explain	VBD
A52264	62	38	the	the	DT
A52264	62	39	manner	manner	NN
A52264	62	40	of	of	IN
A52264	62	41	the	the	DT
A52264	62	42	work	work	NN
A52264	62	43	in	in	IN
A52264	62	44	Natural	Natural	NNP
A52264	62	45	and	and	CC
A52264	62	46	Artificial	Artificial	NNP
A52264	62	47	Numbers	Numbers	NNPS
A52264	62	48	both	both	DT
A52264	62	49	,	,	,
A52264	62	50	and	and	CC
A52264	62	51	so	so	RB
A52264	62	52	conclude	conclude	VB
A52264	62	53	the	the	DT
A52264	62	54	first	first	JJ
A52264	62	55	Part	part	NN
A52264	62	56	of	of	IN
A52264	62	57	our	-PRON-	PRP$
A52264	62	58	Institution	Institution	NNP
A52264	62	59	.	.	.
A52264	63	1	And	and	CC
A52264	63	2	in	in	IN
A52264	63	3	the	the	DT
A52264	63	4	second	second	JJ
A52264	63	5	Part	part	NN
A52264	63	6	we	-PRON-	PRP
A52264	63	7	have	have	VBP
A52264	63	8	made	make	VBN
A52264	63	9	our	-PRON-	PRP$
A52264	63	10	application	application	NN
A52264	63	11	of	of	IN
A52264	63	12	all	all	PDT
A52264	63	13	the	the	DT
A52264	63	14	former	former	JJ
A52264	63	15	unto	unto	IN
A52264	63	16	Astronomie	Astronomie	NNP
A52264	63	17	first	first	RB
A52264	63	18	,	,	,
A52264	63	19	and	and	CC
A52264	63	20	then	then	RB
A52264	63	21	to	to	IN
A52264	63	22	Dialling	Dialling	NNP
A52264	63	23	and	and	CC
A52264	63	24	Navigation	Navigation	NNP
A52264	63	25	.	.	.
A52264	64	1	In	in	IN
A52264	64	2	our	-PRON-	PRP$
A52264	64	3	application	application	NN
A52264	64	4	to	to	IN
A52264	64	5	Astronomie	Astronomie	NNP
A52264	64	6	,	,	,
A52264	64	7	we	-PRON-	PRP
A52264	64	8	have	have	VBP
A52264	64	9	furnished	furnish	VBN
A52264	64	10	you	-PRON-	PRP
A52264	64	11	with	with	IN
A52264	64	12	a	a	DT
A52264	64	13	Table	table	NN
A52264	64	14	of	of	IN
A52264	64	15	the	the	DT
A52264	64	16	Suns	Suns	NNPS
A52264	64	17	Motion	Motion	NNP
A52264	64	18	,	,	,
A52264	64	19	whereby	whereby	WRB
A52264	64	20	to	to	TO
A52264	64	21	calculate	calculate	VB
A52264	64	22	his	-PRON-	PRP$
A52264	64	23	place	place	NN
A52264	64	24	in	in	IN
A52264	64	25	the	the	DT
A52264	64	26	Zodiac	Zodiac	NNP
A52264	64	27	in	in	IN
A52264	64	28	Decimal	Decimal	NNP
A52264	64	29	numbers	number	NNS
A52264	64	30	,	,	,
A52264	64	31	and	and	CC
A52264	64	32	without	without	IN
A52264	64	33	which	which	WDT
A52264	64	34	most	most	JJS
A52264	64	35	of	of	IN
A52264	64	36	the	the	DT
A52264	64	37	other	other	JJ
A52264	64	38	Problemes	Problemes	NNPS
A52264	64	39	would	would	MD
A52264	64	40	be	be	VB
A52264	64	41	found	find	VBN
A52264	64	42	(	(	-LRB-
A52264	64	43	if	if	IN
A52264	64	44	not	not	RB
A52264	64	45	useless	useless	JJ
A52264	64	46	)	)	-RRB-
A52264	64	47	yet	yet	CC
A52264	64	48	very	very	RB
A52264	64	49	intricate	intricate	JJ
A52264	64	50	and	and	CC
A52264	64	51	obscure	obscure	JJ
A52264	64	52	,	,	,
A52264	64	53	that	that	RB
A52264	64	54	being	be	VBG
A52264	64	55	,	,	,
A52264	64	56	for	for	IN
A52264	64	57	the	the	DT
A52264	64	58	most	most	JJS
A52264	64	59	part	part	NN
A52264	64	60	,	,	,
A52264	64	61	one	one	CD
A52264	64	62	of	of	IN
A52264	64	63	the	the	DT
A52264	64	64	three	three	CD
A52264	64	65	terms	term	NNS
A52264	64	66	supposed	suppose	VBN
A52264	64	67	to	to	TO
A52264	64	68	be	be	VB
A52264	64	69	given	give	VBN
A52264	64	70	in	in	IN
A52264	64	71	Astronomical	astronomical	JJ
A52264	64	72	computations	computation	NNS
A52264	64	73	.	.	.
A52264	65	1	In	in	IN
A52264	65	2	the	the	DT
A52264	65	3	Chapter	chapter	NN
A52264	65	4	of	of	IN
A52264	65	5	Dialling	Dialling	NNP
A52264	65	6	,	,	,
A52264	65	7	you	-PRON-	PRP
A52264	65	8	have	have	VBP
A52264	65	9	the	the	DT
A52264	65	10	Sphears	Sphears	NNP
A52264	65	11	projection	projection	NN
A52264	65	12	,	,	,
A52264	65	13	according	accord	VBG
A52264	65	14	to	to	IN
A52264	65	15	the	the	DT
A52264	65	16	directions	direction	NNS
A52264	65	17	of	of	IN
A52264	65	18	Wels	Wels	NNPS
A52264	65	19	,	,	,
A52264	65	20	in	in	IN
A52264	65	21	his	-PRON-	PRP$
A52264	65	22	Art	art	NN
A52264	65	23	of	of	IN
A52264	65	24	Shadows	Shadows	NNP
A52264	65	25	,	,	,
A52264	65	26	and	and	CC
A52264	65	27	how	how	WRB
A52264	65	28	to	to	TO
A52264	65	29	draw	draw	VB
A52264	65	30	the	the	DT
A52264	65	31	houre	houre	NN
A52264	65	32	-	-	HYPH
A52264	65	33	lines	line	NNS
A52264	65	34	of	of	IN
A52264	65	35	all	all	PDT
A52264	65	36	the	the	DT
A52264	65	37	severall	severall	NNP
A52264	65	38	Dials	Dials	NNPS
A52264	65	39	which	which	WDT
A52264	65	40	he	-PRON-	PRP
A52264	65	41	hath	hath	VBP
A52264	65	42	contrived	contrive	VBD
A52264	65	43	from	from	IN
A52264	65	44	thence	thence	NN
A52264	65	45	,	,	,
A52264	65	46	we	-PRON-	PRP
A52264	65	47	have	have	VBP
A52264	65	48	briefly	briefly	RB
A52264	65	49	shewed	shew	VBN
A52264	65	50	;	;	:
A52264	65	51	and	and	CC
A52264	65	52	in	in	IN
A52264	65	53	the	the	DT
A52264	65	54	finding	finding	NN
A52264	65	55	of	of	IN
A52264	65	56	all	all	PDT
A52264	65	57	the	the	DT
A52264	65	58	arches	arch	NNS
A52264	65	59	in	in	IN
A52264	65	60	these	these	DT
A52264	65	61	Cases	case	NNS
A52264	65	62	necessary	necessary	JJ
A52264	65	63	,	,	,
A52264	65	64	we	-PRON-	PRP
A52264	65	65	have	have	VBP
A52264	65	66	kept	keep	VBN
A52264	65	67	our	-PRON-	PRP$
A52264	65	68	selves	self	NNS
A52264	65	69	to	to	IN
A52264	65	70	our	-PRON-	PRP$
A52264	65	71	own	own	JJ
A52264	65	72	CANON	CANON	NNP
A52264	65	73	,	,	,
A52264	65	74	which	which	WDT
A52264	65	75	doth	doth	NN
A52264	65	76	exhibit	exhibit	NN
A52264	65	77	the	the	DT
A52264	65	78	degrees	degree	NNS
A52264	65	79	of	of	IN
A52264	65	80	the	the	DT
A52264	65	81	Quadrant	Quadrant	NNP
A52264	65	82	in	in	IN
A52264	65	83	Centecimal	Centecimal	NNP
A52264	65	84	parts	part	NNS
A52264	65	85	or	or	CC
A52264	65	86	minutes	minute	NNS
A52264	65	87	.	.	.
A52264	66	1	In	in	IN
A52264	66	2	the	the	DT
A52264	66	3	Chapter	Chapter	NNP
A52264	66	4	of	of	IN
A52264	66	5	Navigation	Navigation	NNP
A52264	66	6	,	,	,
A52264	66	7	you	-PRON-	PRP
A52264	66	8	have	have	VBP
A52264	66	9	first	first	RB
A52264	66	10	the	the	DT
A52264	66	11	division	division	NN
A52264	66	12	of	of	IN
A52264	66	13	the	the	DT
A52264	66	14	Sea	Sea	NNP
A52264	66	15	-	-	HYPH
A52264	66	16	mans	mans	NNP
A52264	66	17	Compasse	Compasse	NNP
A52264	66	18	,	,	,
A52264	66	19	next	next	IN
A52264	66	20	the	the	DT
A52264	66	21	description	description	NN
A52264	66	22	and	and	CC
A52264	66	23	making	making	NN
A52264	66	24	of	of	IN
A52264	66	25	the	the	DT
A52264	66	26	Sea	Sea	NNP
A52264	66	27	-	-	HYPH
A52264	66	28	Chart	Chart	NNP
A52264	66	29	,	,	,
A52264	66	30	as	as	IN
A52264	66	31	Edward	Edward	NNP
A52264	66	32	Wright	Wright	NNP
A52264	66	33	our	-PRON-	PRP$
A52264	66	34	worthy	worthy	JJ
A52264	66	35	Countrey	Countrey	NNP
A52264	66	36	-	-	HYPH
A52264	66	37	man	man	NNP
A52264	66	38	hath	hath	NNP
A52264	66	39	given	give	VBN
A52264	66	40	us	-PRON-	PRP
A52264	66	41	the	the	DT
A52264	66	42	Demonstration	Demonstration	NNP
A52264	66	43	thereof	thereof	RB
A52264	66	44	in	in	IN
A52264	66	45	his	-PRON-	PRP$
A52264	66	46	Book	Book	NNP
A52264	66	47	entituled	entitule	VBD
A52264	66	48	,	,	,
A52264	66	49	The	the	DT
A52264	66	50	correction	correction	NN
A52264	66	51	of	of	IN
A52264	66	52	Errours	Errours	NNP
A52264	66	53	in	in	IN
A52264	66	54	Navigation	Navigation	NNP
A52264	66	55	:	:	:
A52264	66	56	to	to	IN
A52264	66	57	these	these	DT
A52264	66	58	we	-PRON-	PRP
A52264	66	59	have	have	VBP
A52264	66	60	added	add	VBN
A52264	66	61	such	such	JJ
A52264	66	62	other	other	JJ
A52264	66	63	Problemes	Problemes	NNP
A52264	66	64	as	as	IN
A52264	66	65	are	be	VBP
A52264	66	66	now	now	RB
A52264	66	67	amongst	amongst	IN
A52264	66	68	our	-PRON-	PRP$
A52264	66	69	Sea	Sea	NNP
A52264	66	70	-	-	HYPH
A52264	66	71	men	man	NNS
A52264	66	72	of	of	IN
A52264	66	73	most	most	JJS
A52264	66	74	frequent	frequent	JJ
A52264	66	75	use	use	NN
A52264	66	76	;	;	,
A52264	66	77	annexing	annex	VBG
A52264	66	78	thereunto	thereunto	NNS
A52264	66	79	a	a	DT
A52264	66	80	Table	table	NN
A52264	66	81	of	of	IN
A52264	66	82	meridionall	meridionall	NN
A52264	66	83	parts	part	NNS
A52264	66	84	,	,	,
A52264	66	85	and	and	CC
A52264	66	86	other	other	JJ
A52264	66	87	Tables	Tables	NNPS
A52264	66	88	usefull	usefull	VBP
A52264	66	89	as	as	RB
A52264	66	90	well	well	RB
A52264	66	91	in	in	IN
A52264	66	92	Dialling	Dialling	NNP
A52264	66	93	as	as	IN
A52264	66	94	in	in	IN
A52264	66	95	Navigation	Navigation	NNP
A52264	66	96	,	,	,
A52264	66	97	and	and	CC
A52264	66	98	all	all	PDT
A52264	66	99	these	these	DT
A52264	66	100	in	in	IN
A52264	66	101	Decimall	Decimall	NNP
A52264	66	102	numbers	number	NNS
A52264	66	103	,	,	,
A52264	66	104	it	-PRON-	PRP
A52264	66	105	being	be	VBG
A52264	66	106	indeed	indeed	RB
A52264	66	107	our	-PRON-	PRP$
A52264	66	108	aim	aim	NN
A52264	66	109	(	(	-LRB-
A52264	66	110	as	as	RB
A52264	66	111	much	much	JJ
A52264	66	112	as	as	IN
A52264	66	113	in	in	IN
A52264	66	114	us	-PRON-	PRP
A52264	66	115	lieth	lieth	NNP
A52264	66	116	)	)	-RRB-
A52264	66	117	not	not	RB
A52264	66	118	only	only	RB
A52264	66	119	to	to	TO
A52264	66	120	promote	promote	VB
A52264	66	121	these	these	DT
A52264	66	122	studies	study	NNS
A52264	66	123	by	by	IN
A52264	66	124	this	this	DT
A52264	66	125	our	-PRON-	PRP$
A52264	66	126	Compendium	Compendium	NNP
A52264	66	127	of	of	IN
A52264	66	128	the	the	DT
A52264	66	129	first	first	JJ
A52264	66	130	rudiments	rudiment	NNS
A52264	66	131	of	of	IN
A52264	66	132	Mathematical	mathematical	JJ
A52264	66	133	learning	learning	NN
A52264	66	134	,	,	,
A52264	66	135	as	as	IN
A52264	66	136	in	in	IN
A52264	66	137	relation	relation	NN
A52264	66	138	to	to	IN
A52264	66	139	the	the	DT
A52264	66	140	matter	matter	NN
A52264	66	141	therein	therein	RB
A52264	66	142	to	to	TO
A52264	66	143	be	be	VB
A52264	66	144	considered	consider	VBN
A52264	66	145	,	,	,
A52264	66	146	but	but	CC
A52264	66	147	by	by	IN
A52264	66	148	such	such	JJ
A52264	66	149	expeditious	expeditious	JJ
A52264	66	150	and	and	CC
A52264	66	151	advantagious	advantagious	JJ
A52264	66	152	wayes	waye	NNS
A52264	66	153	of	of	IN
A52264	66	154	working	working	NN
A52264	66	155	also	also	RB
A52264	66	156	,	,	,
A52264	66	157	as	as	IN
A52264	66	158	have	have	VBP
A52264	66	159	been	be	VBN
A52264	66	160	lately	lately	RB
A52264	66	161	found	find	VBN
A52264	66	162	,	,	,
A52264	66	163	or	or	CC
A52264	66	164	former	former	JJ
A52264	66	165	ages	age	NNS
A52264	66	166	have	have	VBP
A52264	66	167	commended	commend	VBN
A52264	66	168	to	to	IN
A52264	66	169	us	-PRON-	PRP
A52264	66	170	;	;	:
A52264	66	171	amongst	amongst	IN
A52264	66	172	which	which	WDT
A52264	66	173	there	there	EX
A52264	66	174	is	be	VBZ
A52264	66	175	none	none	NN
A52264	66	176	more	more	RBR
A52264	66	177	excellent	excellent	JJ
A52264	66	178	then	then	RB
A52264	66	179	that	that	DT
A52264	66	180	which	which	WDT
A52264	66	181	is	be	VBZ
A52264	66	182	performed	perform	VBN
A52264	66	183	by	by	IN
A52264	66	184	Decimal	decimal	JJ
A52264	66	185	numbers	number	NNS
A52264	66	186	;	;	,
A52264	66	187	fully	fully	RB
A52264	66	188	to	to	TO
A52264	66	189	explicate	explicate	VB
A52264	66	190	the	the	DT
A52264	66	191	manner	manner	NN
A52264	66	192	and	and	CC
A52264	66	193	worth	worth	JJ
A52264	66	194	whereof	whereof	NNP
A52264	66	195	were	be	VBD
A52264	66	196	matter	matter	NN
A52264	66	197	enough	enough	RB
A52264	66	198	for	for	IN
A52264	66	199	a	a	DT
A52264	66	200	whole	whole	JJ
A52264	66	201	Treatise	Treatise	NNP
A52264	66	202	,	,	,
A52264	66	203	and	and	CC
A52264	66	204	therefore	therefore	RB
A52264	66	205	not	not	RB
A52264	66	206	to	to	TO
A52264	66	207	be	be	VB
A52264	66	208	expected	expect	VBN
A52264	66	209	in	in	IN
A52264	66	210	a	a	DT
A52264	66	211	short	short	JJ
A52264	66	212	Epistle	Epistle	NNP
A52264	66	213	:	:	:
A52264	66	214	It	-PRON-	PRP
A52264	66	215	would	would	MD
A52264	66	216	indeed	indeed	RB
A52264	66	217	be	be	VB
A52264	66	218	very	very	RB
A52264	66	219	impertinent	impertinent	JJ
A52264	66	220	to	to	TO
A52264	66	221	intermeddle	intermeddle	VB
A52264	66	222	any	any	RB
A52264	66	223	further	further	RB
A52264	66	224	with	with	IN
A52264	66	225	it	-PRON-	PRP
A52264	66	226	here	here	RB
A52264	66	227	,	,	,
A52264	66	228	then	then	RB
A52264	66	229	in	in	IN
A52264	66	230	our	-PRON-	PRP$
A52264	66	231	Institution	Institution	NNP
A52264	66	232	it	-PRON-	PRP
A52264	66	233	selfe	selfe	NN
A52264	66	234	is	be	VBZ
A52264	66	235	already	already	RB
A52264	66	236	explained	explain	VBN
A52264	66	237	,	,	,
A52264	66	238	in	in	IN
A52264	66	239	which	which	WDT
A52264	66	240	thou	thou	NNP
A52264	66	241	maist	maist	JJ
A52264	66	242	perceive	perceive	NNP
A52264	66	243	Addition	Addition	NNP
A52264	66	244	and	and	CC
A52264	66	245	Subtraction	Subtraction	NNP
A52264	66	246	of	of	IN
A52264	66	247	Degrees	Degrees	NNPS
A52264	66	248	,	,	,
A52264	66	249	Minutes	Minutes	NNPS
A52264	66	250	,	,	,
A52264	66	251	and	and	CC
A52264	66	252	Seconds	second	NNS
A52264	66	253	,	,	,
A52264	66	254	to	to	TO
A52264	66	255	be	be	VB
A52264	66	256	performed	perform	VBN
A52264	66	257	as	as	IN
A52264	66	258	in	in	IN
A52264	66	259	Vulgar	vulgar	JJ
A52264	66	260	numbers	number	NNS
A52264	66	261	,	,	,
A52264	66	262	without	without	IN
A52264	66	263	any	any	DT
A52264	66	264	Reduction	Reduction	NNP
A52264	66	265	to	to	IN
A52264	66	266	their	-PRON-	PRP$
A52264	66	267	severall	severall	JJ
A52264	66	268	Denominations	Denominations	NNPS
A52264	66	269	,	,	,
A52264	66	270	Multiplication	Multiplication	NNP
A52264	66	271	is	be	VBZ
A52264	66	272	performed	perform	VBN
A52264	66	273	by	by	IN
A52264	66	274	the	the	DT
A52264	66	275	addition	addition	NN
A52264	66	276	of	of	IN
A52264	66	277	Cyphers	Cyphers	NNPS
A52264	66	278	,	,	,
A52264	66	279	and	and	CC
A52264	66	280	Division	division	NN
A52264	66	281	by	by	IN
A52264	66	282	the	the	DT
A52264	66	283	cutting	cutting	NN
A52264	66	284	off	off	RP
A52264	66	285	of	of	IN
A52264	66	286	Figures	figure	NNS
A52264	66	287	.	.	.
A52264	67	1	Others	other	NNS
A52264	67	2	that	that	WDT
A52264	67	3	have	have	VBP
A52264	67	4	either	either	CC
A52264	67	5	spent	spend	VBN
A52264	67	6	more	more	JJR
A52264	67	7	time	time	NN
A52264	67	8	,	,	,
A52264	67	9	or	or	CC
A52264	67	10	made	make	VBD
A52264	67	11	a	a	DT
A52264	67	12	farther	farth	JJR
A52264	67	13	progresse	progresse	NN
A52264	67	14	in	in	IN
A52264	67	15	these	these	DT
A52264	67	16	ravishing	ravish	VBG
A52264	67	17	Studies	Studies	NNPS
A52264	67	18	,	,	,
A52264	67	19	might	may	MD
A52264	67	20	(	(	-LRB-
A52264	67	21	if	if	IN
A52264	67	22	they	-PRON-	PRP
A52264	67	23	would	would	MD
A52264	67	24	have	have	VB
A52264	67	25	taken	take	VBN
A52264	67	26	the	the	DT
A52264	67	27	Pains	Pains	NNPS
A52264	67	28	)	)	-RRB-
A52264	67	29	have	have	VBP
A52264	67	30	haply	haply	RB
A52264	67	31	presented	present	VBN
A52264	67	32	thee	thee	NN
A52264	67	33	with	with	IN
A52264	67	34	more	more	JJR
A52264	67	35	,	,	,
A52264	67	36	and	and	CC
A52264	67	37	in	in	IN
A52264	67	38	a	a	DT
A52264	67	39	lesser	less	JJR
A52264	67	40	room	room	NN
A52264	67	41	:	:	:
A52264	67	42	The	the	DT
A52264	67	43	most	most	JJS
A52264	67	44	of	of	IN
A52264	67	45	this	this	DT
A52264	67	46	was	be	VBD
A52264	67	47	at	at	IN
A52264	67	48	the	the	DT
A52264	67	49	first	first	JJ
A52264	67	50	collected	collect	VBN
A52264	67	51	for	for	IN
A52264	67	52	our	-PRON-	PRP$
A52264	67	53	private	private	JJ
A52264	67	54	use	use	NN
A52264	67	55	,	,	,
A52264	67	56	and	and	CC
A52264	67	57	now	now	RB
A52264	67	58	published	publish	VBN
A52264	67	59	for	for	IN
A52264	67	60	the	the	DT
A52264	67	61	good	good	NN
A52264	67	62	of	of	IN
A52264	67	63	others	other	NNS
A52264	67	64	.	.	.
A52264	68	1	John	John	NNP
A52264	68	2	Newton	Newton	NNP
A52264	68	3	.	.	.
A52264	69	1	ERRATA	ERRATA	NNP
A52264	69	2	.	.	.
A52264	70	1	Page	page	NN
A52264	70	2	Line	line	NN
A52264	70	3	  	  	_SP
A52264	70	4	6	6	CD
A52264	70	5	25	25	CD
A52264	70	6	Read	Read	VBN
A52264	70	7	,	,	,
A52264	70	8	or	or	CC
A52264	70	9	termes	terme	NNS
A52264	70	10	.	.	.
A52264	71	1	17	17	CD
A52264	71	2	  	  	_SP
A52264	71	3	For	for	IN
A52264	71	4	B.	B.	NNP
A52264	72	1	9	9	CD
A52264	72	2	A	A	NNP
A52264	72	3	,	,	,
A52264	72	4	r.	r.	NNP
A52264	72	5	B.	B.	NNP
A52264	73	1	9	9	CD
A52264	73	2	C.	C.	NNP
A52264	73	3	16	16	CD
A52264	73	4	20	20	CD
A52264	73	5	read	read	VBD
A52264	73	6	,	,	,
A52264	73	7	3	3	CD
A52264	73	8	times	time	NNS
A52264	73	9	6	6	CD
A52264	73	10	is	be	VBZ
A52264	73	11	18	18	CD
A52264	73	12	.	.	.
A52264	74	1	22	22	CD
A52264	74	2	12	12	CD
A52264	74	3	r.	r.	NN
A52264	74	4	one	one	CD
A52264	74	5	third	third	JJ
A52264	74	6	22	22	CD
A52264	74	7	25	25	CD
A52264	74	8	r.	r.	NN
A52264	74	9	one	one	CD
A52264	74	10	third	third	JJ
A52264	74	11	30	30	CD
A52264	74	12	9	9	CD
A52264	74	13	r.	r.	NN
A52264	74	14	triangles	triangle	NNS
A52264	74	15	in	in	IN
A52264	74	16	the	the	DT
A52264	74	17	following	following	JJ
A52264	74	18	figure	figure	NN
A52264	74	19	.	.	.
A52264	75	1	32	32	CD
A52264	75	2	21	21	CD
A52264	75	3	r.	r.	NN
A52264	75	4	by	by	IN
A52264	75	5	the	the	DT
A52264	75	6	18	18	CD
A52264	75	7	th	th	NN
A52264	75	8	.	.	.
A52264	76	1	34	34	CD
A52264	76	2	21	21	CD
A52264	76	3	r.	r.	NNP
A52264	76	4	are	be	VBP
A52264	76	5	equiangled	equiangle	VBN
A52264	76	6	.	.	.
A52264	77	1	38	38	CD
A52264	77	2	24	24	CD
A52264	77	3	r.	r.	NN
A52264	77	4	the	the	DT
A52264	77	5	arch	arch	JJ
A52264	77	6	CGK	CGK	NNP
A52264	77	7	.	.	.
A52264	78	1	44	44	CD
A52264	78	2	13	13	CD
A52264	78	3	r.	r.	NN
A52264	78	4	21	21	CD
A52264	78	5	of	of	IN
A52264	78	6	the	the	DT
A52264	78	7	first	first	JJ
A52264	78	8	.	.	.
A52264	79	1	47	47	CD
A52264	79	2	5	5	CD
A52264	79	3	r.	r.	NN
A52264	79	4	of	of	IN
A52264	79	5	120	120	CD
A52264	79	6	degrees	degree	NNS
A52264	79	7	.	.	.
A52264	80	1	49	49	CD
A52264	80	2	4	4	CD
A52264	80	3	r.	r.	NN
A52264	80	4	by	by	IN
A52264	80	5	the	the	DT
A52264	80	6	18	18	CD
A52264	80	7	.	.	.
A52264	81	1	55	55	CD
A52264	81	2	10	10	CD
A52264	81	3	r.	r.	NNP
A52264	81	4	18	18	CD
A52264	81	5	of	of	IN
A52264	81	6	the	the	DT
A52264	81	7	first	first	JJ
A52264	81	8	.	.	.
A52264	82	1	60	60	CD
A52264	82	2	9	9	CD
A52264	82	3	r.	r.	NN
A52264	82	4	by	by	IN
A52264	82	5	18	18	CD
A52264	82	6	.	.	.
A52264	83	1	69	69	CD
A52264	83	2	20	20	CD
A52264	83	3	r.	r.	NN
A52264	83	4	77	77	CD
A52264	83	5	16	16	CD
A52264	83	6	r.	r.	NN
A52264	83	7	147	147	CD
A52264	83	8	.	.	.
A52264	84	1	77	77	CD
A52264	84	2	21	21	CD
A52264	84	3	r.	r.	NN
A52264	84	4	3913	3913	CD
A52264	84	5	.	.	.
A52264	85	1	77	77	CD
A52264	85	2	22	22	CD
A52264	85	3	r.	r.	NN
A52264	85	4	206087	206087	CD
A52264	85	5	.	.	.
A52264	86	1	91	91	CD
A52264	86	2	3	3	CD
A52264	86	3	r.	r.	NN
A52264	86	4	24986	24986	CD
A52264	86	5	.	.	.
A52264	87	1	108	108	CD
A52264	87	2	1	1	CD
A52264	87	3	r.	r.	NNP
A52264	87	4	KP	KP	NNP
A52264	87	5	.	.	.
A52264	88	1	112	112	CD
A52264	88	2	26	26	CD
A52264	88	3	r.	r.	NN
A52264	88	4	BD	BD	NNP
A52264	88	5	156	156	CD
A52264	88	6	6	6	CD
A52264	88	7	r.	r.	NN
A52264	88	8	BD	BD	NNP
A52264	88	9	.	.	.
A52264	89	1	7	7	CD
A52264	89	2	r.	r.	NNP
A52264	89	3	DF	DF	NNP
A52264	89	4	.	.	.
A52264	90	1	8	8	CD
A52264	90	2	r.	r.	NNP
A52264	90	3	BF	BF	NNP
A52264	90	4	A	A	NNP
A52264	90	5	MATHEMATICAL	MATHEMATICAL	NNP
A52264	90	6	Institution	Institution	NNP
A52264	90	7	.	.	.
A52264	91	1	CHAP	CHAP	NNP
A52264	91	2	.	.	.
A52264	92	1	I.	I.	NNP
A52264	92	2	Geometricall	Geometricall	NNP
A52264	92	3	Definitions	Definitions	NNP
A52264	92	4	.	.	.
A52264	93	1	OF	of	IN
A52264	93	2	things	thing	NNS
A52264	93	3	Mathematicall	Mathematicall	NNP
A52264	93	4	there	there	EX
A52264	93	5	are	be	VBP
A52264	93	6	two	two	CD
A52264	93	7	principall	principall	NN
A52264	93	8	kindes	kinde	NNS
A52264	93	9	,	,	,
A52264	93	10	Number	Number	NNP
A52264	93	11	and	and	CC
A52264	93	12	Magnitude	Magnitude	NNP
A52264	93	13	;	;	:
A52264	93	14	and	and	CC
A52264	93	15	each	each	DT
A52264	93	16	of	of	IN
A52264	93	17	these	these	DT
A52264	93	18	hath	hath	VBP
A52264	93	19	his	-PRON-	PRP$
A52264	93	20	proper	proper	JJ
A52264	93	21	Science	science	NN
A52264	93	22	.	.	.
A52264	94	1	The	the	DT
A52264	94	2	Science	Science	NNP
A52264	94	3	of	of	IN
A52264	94	4	Number	Number	NNP
A52264	94	5	is	be	VBZ
A52264	94	6	Arithmetick	Arithmetick	NNP
A52264	94	7	,	,	,
A52264	94	8	and	and	CC
A52264	94	9	the	the	DT
A52264	94	10	Science	Science	NNP
A52264	94	11	of	of	IN
A52264	94	12	Magnitude	Magnitude	NNP
A52264	94	13	is	be	VBZ
A52264	94	14	commonly	commonly	RB
A52264	94	15	called	call	VBN
A52264	94	16	Geometry	Geometry	NNP
A52264	94	17	,	,	,
A52264	94	18	but	but	CC
A52264	94	19	may	may	MD
A52264	94	20	more	more	RBR
A52264	94	21	properly	properly	RB
A52264	94	22	be	be	VB
A52264	94	23	termed	term	VBN
A52264	94	24	Megethelogia	Megethelogia	NNP
A52264	94	25	,	,	,
A52264	94	26	as	as	IN
A52264	94	27	comprehending	comprehend	VBG
A52264	94	28	all	all	DT
A52264	94	29	Magnitudes	Magnitudes	NNPS
A52264	94	30	whatsoever	whatsoever	RB
A52264	94	31	,	,	,
A52264	94	32	whereas	whereas	IN
A52264	94	33	Geometry	Geometry	NNP
A52264	94	34	,	,	,
A52264	94	35	by	by	IN
A52264	94	36	the	the	DT
A52264	94	37	very	very	RB
A52264	94	38	Etymologie	etymologie	NN
A52264	94	39	of	of	IN
A52264	94	40	the	the	DT
A52264	94	41	word	word	NN
A52264	94	42	,	,	,
A52264	94	43	doth	doth	NNP
A52264	94	44	seeme	seeme	NNP
A52264	94	45	to	to	TO
A52264	94	46	confine	confine	VB
A52264	94	47	this	this	DT
A52264	94	48	Science	Science	NNP
A52264	94	49	to	to	IN
A52264	94	50	Land	land	NN
A52264	94	51	-	-	HYPH
A52264	94	52	measuring	measure	VBG
A52264	94	53	only	only	RB
A52264	94	54	.	.	.
A52264	95	1	Of	of	IN
A52264	95	2	this	this	DT
A52264	95	3	Megethelogia	Megethelogia	NNP
A52264	95	4	Geometry	Geometry	NNP
A52264	95	5	,	,	,
A52264	95	6	or	or	CC
A52264	95	7	Science	Science	NNP
A52264	95	8	of	of	IN
A52264	95	9	Magnitudes	Magnitudes	NNPS
A52264	95	10	,	,	,
A52264	95	11	we	-PRON-	PRP
A52264	95	12	will	will	MD
A52264	95	13	set	set	VB
A52264	95	14	down	down	RP
A52264	95	15	such	such	JJ
A52264	95	16	grounds	ground	NNS
A52264	95	17	and	and	CC
A52264	95	18	principles	principle	NNS
A52264	95	19	as	as	IN
A52264	95	20	are	be	VBP
A52264	95	21	necessary	necessary	JJ
A52264	95	22	to	to	TO
A52264	95	23	be	be	VB
A52264	95	24	known	know	VBN
A52264	95	25	,	,	,
A52264	95	26	for	for	IN
A52264	95	27	the	the	DT
A52264	95	28	better	well	JJR
A52264	95	29	understanding	understanding	NN
A52264	95	30	of	of	IN
A52264	95	31	that	that	DT
A52264	95	32	which	which	WDT
A52264	95	33	follows	follow	VBZ
A52264	95	34	,	,	,
A52264	95	35	presuming	presume	VBG
A52264	95	36	that	that	IN
A52264	95	37	the	the	DT
A52264	95	38	reader	reader	NN
A52264	95	39	hereof	hereof	NNP
A52264	95	40	hath	hath	NNP
A52264	95	41	already	already	RB
A52264	95	42	gotten	get	VBN
A52264	95	43	some	some	DT
A52264	95	44	competent	competent	JJ
A52264	95	45	knowledge	knowledge	NN
A52264	95	46	in	in	IN
A52264	95	47	Arithmetick	Arithmetick	NNP
A52264	95	48	.	.	.
A52264	96	1	Concerning	concern	VBG
A52264	96	2	then	then	RB
A52264	96	3	this	this	DT
A52264	96	4	Science	Science	NNP
A52264	96	5	of	of	IN
A52264	96	6	Magnitude	Magnitude	NNP
A52264	96	7	,	,	,
A52264	96	8	two	two	CD
A52264	96	9	things	thing	NNS
A52264	96	10	are	be	VBP
A52264	96	11	to	to	TO
A52264	96	12	be	be	VB
A52264	96	13	considered	consider	VBN
A52264	96	14	:	:	:
A52264	96	15	First	first	RB
A52264	96	16	,	,	,
A52264	96	17	the	the	DT
A52264	96	18	severall	severall	JJS
A52264	96	19	heads	head	NNS
A52264	96	20	to	to	TO
A52264	96	21	which	which	WDT
A52264	96	22	all	all	DT
A52264	96	23	Magnitudes	magnitude	NNS
A52264	96	24	may	may	MD
A52264	96	25	be	be	VB
A52264	96	26	referred	refer	VBN
A52264	96	27	:	:	:
A52264	96	28	And	and	CC
A52264	96	29	then	then	RB
A52264	96	30	secondly	secondly	RB
A52264	96	31	,	,	,
A52264	96	32	the	the	DT
A52264	96	33	terms	term	NNS
A52264	96	34	and	and	CC
A52264	96	35	limits	limit	NNS
A52264	96	36	of	of	IN
A52264	96	37	those	those	DT
A52264	96	38	Magnitudes	magnitude	NNS
A52264	96	39	.	.	.
A52264	97	1	All	all	DT
A52264	97	2	Magnitudes	Magnitudes	NNPS
A52264	97	3	are	be	VBP
A52264	97	4	either	either	DT
A52264	97	5	Lines	line	NNS
A52264	97	6	,	,	,
A52264	97	7	Plains	Plains	NNPS
A52264	97	8	,	,	,
A52264	97	9	or	or	CC
A52264	97	10	Solids	solid	NNS
A52264	97	11	,	,	,
A52264	97	12	and	and	CC
A52264	97	13	do	do	VB
A52264	97	14	participate	participate	VB
A52264	97	15	of	of	IN
A52264	97	16	Length	Length	NNP
A52264	97	17	,	,	,
A52264	97	18	Breadth	Breadth	NNP
A52264	97	19	,	,	,
A52264	97	20	or	or	CC
A52264	97	21	Thicknesse	Thicknesse	NNP
A52264	97	22	.	.	.
A52264	98	1	1	1	LS
A52264	98	2	.	.	.
A52264	99	1	A	a	DT
A52264	99	2	Line	line	NN
A52264	99	3	is	be	VBZ
A52264	99	4	a	a	DT
A52264	99	5	supposed	suppose	VBN
A52264	99	6	length	length	NN
A52264	99	7	,	,	,
A52264	99	8	or	or	CC
A52264	99	9	a	a	DT
A52264	99	10	thing	thing	NN
A52264	99	11	extending	extend	VBG
A52264	99	12	it	-PRON-	PRP
A52264	99	13	self	self	NN
A52264	99	14	in	in	IN
A52264	99	15	length	length	NN
A52264	99	16	,	,	,
A52264	99	17	without	without	IN
A52264	99	18	breadth	breadth	NN
A52264	99	19	or	or	CC
A52264	99	20	thickness	thickness	NN
A52264	99	21	,	,	,
A52264	99	22	whether	whether	IN
A52264	99	23	it	-PRON-	PRP
A52264	99	24	be	be	VB
A52264	99	25	a	a	DT
A52264	99	26	right	right	JJ
A52264	99	27	line	line	NN
A52264	99	28	or	or	CC
A52264	99	29	a	a	DT
A52264	99	30	crooked	crooked	JJ
A52264	99	31	;	;	:
A52264	99	32	and	and	CC
A52264	99	33	may	may	MD
A52264	99	34	be	be	VB
A52264	99	35	divided	divide	VBN
A52264	99	36	into	into	IN
A52264	99	37	parts	part	NNS
A52264	99	38	in	in	IN
A52264	99	39	respect	respect	NN
A52264	99	40	of	of	IN
A52264	99	41	his	-PRON-	PRP$
A52264	99	42	length	length	NN
A52264	99	43	,	,	,
A52264	99	44	but	but	CC
A52264	99	45	admitteth	admitteth	JJ
A52264	99	46	no	no	DT
A52264	99	47	other	other	JJ
A52264	99	48	division	division	NN
A52264	99	49	:	:	:
A52264	99	50	as	as	IN
A52264	99	51	the	the	DT
A52264	99	52	line	line	NN
A52264	99	53	AB	ab	NN
A52264	99	54	.	.	.
A52264	100	1	2	2	LS
A52264	100	2	.	.	.
A52264	101	1	The	the	DT
A52264	101	2	ends	end	NNS
A52264	101	3	or	or	CC
A52264	101	4	limits	limit	NNS
A52264	101	5	of	of	IN
A52264	101	6	a	a	DT
A52264	101	7	line	line	NN
A52264	101	8	are	be	VBP
A52264	101	9	points	point	NNS
A52264	101	10	,	,	,
A52264	101	11	as	as	IN
A52264	101	12	having	have	VBG
A52264	101	13	his	-PRON-	PRP$
A52264	101	14	beginning	beginning	NN
A52264	101	15	from	from	IN
A52264	101	16	a	a	DT
A52264	101	17	point	point	NN
A52264	101	18	,	,	,
A52264	101	19	and	and	CC
A52264	101	20	ending	end	VBG
A52264	101	21	in	in	IN
A52264	101	22	a	a	DT
A52264	101	23	point	point	NN
A52264	101	24	,	,	,
A52264	101	25	and	and	CC
A52264	101	26	therefore	therefore	RB
A52264	101	27	a	a	DT
A52264	101	28	Point	Point	NNP
A52264	101	29	hath	hath	NN
A52264	101	30	neither	neither	CC
A52264	101	31	part	part	NN
A52264	101	32	nor	nor	CC
A52264	101	33	quantity	quantity	NN
A52264	101	34	,	,	,
A52264	101	35	it	-PRON-	PRP
A52264	101	36	is	be	VBZ
A52264	101	37	only	only	RB
A52264	101	38	the	the	DT
A52264	101	39	term	term	NN
A52264	101	40	or	or	CC
A52264	101	41	end	end	NN
A52264	101	42	of	of	IN
A52264	101	43	quantity	quantity	NN
A52264	101	44	,	,	,
A52264	101	45	as	as	IN
A52264	101	46	the	the	DT
A52264	101	47	points	point	NNS
A52264	101	48	A	A	NNP
A52264	101	49	and	and	CC
A52264	101	50	B	b	NN
A52264	101	51	are	be	VBP
A52264	101	52	the	the	DT
A52264	101	53	ends	end	NNS
A52264	101	54	of	of	IN
A52264	101	55	the	the	DT
A52264	101	56	aforesaid	aforesaid	JJ
A52264	101	57	line	line	NN
A52264	101	58	AB	AB	NNP
A52264	101	59	,	,	,
A52264	101	60	and	and	CC
A52264	101	61	no	no	DT
A52264	101	62	parts	part	NNS
A52264	101	63	thereof	thereof	RB
A52264	101	64	.	.	.
A52264	102	1	3	3	LS
A52264	102	2	.	.	.
A52264	103	1	A	a	DT
A52264	103	2	Plain	Plain	NNP
A52264	103	3	or	or	CC
A52264	103	4	Superficies	Superficies	NNPS
A52264	103	5	is	be	VBZ
A52264	103	6	the	the	DT
A52264	103	7	second	second	JJ
A52264	103	8	kind	kind	NN
A52264	103	9	of	of	IN
A52264	103	10	magnitude	magnitude	NN
A52264	103	11	,	,	,
A52264	103	12	to	to	TO
A52264	103	13	which	which	WDT
A52264	103	14	belongeth	belongeth	JJ
A52264	103	15	two	two	CD
A52264	103	16	dimensions	dimension	NNS
A52264	103	17	,	,	,
A52264	103	18	length	length	NN
A52264	103	19	,	,	,
A52264	103	20	and	and	CC
A52264	103	21	breadth	breadth	NN
A52264	103	22	,	,	,
A52264	103	23	but	but	CC
A52264	103	24	not	not	RB
A52264	103	25	thickness	thickness	NN
A52264	103	26	.	.	.
A52264	104	1	4	4	LS
A52264	104	2	.	.	.
A52264	105	1	As	as	IN
A52264	105	2	the	the	DT
A52264	105	3	ends	end	NNS
A52264	105	4	,	,	,
A52264	105	5	limits	limit	NNS
A52264	105	6	or	or	CC
A52264	105	7	bounds	bound	NNS
A52264	105	8	of	of	IN
A52264	105	9	a	a	DT
A52264	105	10	line	line	NN
A52264	105	11	are	be	VBP
A52264	105	12	points	point	NNS
A52264	105	13	confining	confine	VBG
A52264	105	14	the	the	DT
A52264	105	15	line	line	NN
A52264	105	16	,	,	,
A52264	105	17	so	so	RB
A52264	105	18	are	be	VBP
A52264	105	19	lines	line	NNS
A52264	105	20	the	the	DT
A52264	105	21	limits	limit	NNS
A52264	105	22	,	,	,
A52264	105	23	bounds	bound	NNS
A52264	105	24	and	and	CC
A52264	105	25	ends	end	VBZ
A52264	105	26	inclosing	inclose	VBG
A52264	105	27	a	a	DT
A52264	105	28	Superficies	superficie	NNS
A52264	105	29	;	;	:
A52264	105	30	as	as	IN
A52264	105	31	in	in	IN
A52264	105	32	the	the	DT
A52264	105	33	figure	figure	NN
A52264	105	34	you	-PRON-	PRP
A52264	105	35	may	may	MD
A52264	105	36	see	see	VB
A52264	105	37	the	the	DT
A52264	105	38	plain	plain	NN
A52264	105	39	or	or	CC
A52264	105	40	Superficies	superficie	NNS
A52264	105	41	here	here	RB
A52264	105	42	inclosed	inclose	VBD
A52264	105	43	with	with	IN
A52264	105	44	four	four	CD
A52264	105	45	lines	line	NNS
A52264	105	46	,	,	,
A52264	105	47	which	which	WDT
A52264	105	48	are	be	VBP
A52264	105	49	the	the	DT
A52264	105	50	extreams	extream	NNS
A52264	105	51	or	or	CC
A52264	105	52	limits	limit	NNS
A52264	105	53	thereof	thereof	RB
A52264	105	54	.	.	.
A52264	106	1	5	5	CD
A52264	106	2	.	.	.
A52264	107	1	A	a	DT
A52264	107	2	Body	body	NN
A52264	107	3	or	or	CC
A52264	107	4	Solid	Solid	NNP
A52264	107	5	is	be	VBZ
A52264	107	6	the	the	DT
A52264	107	7	third	third	JJ
A52264	107	8	kinde	kinde	NNP
A52264	107	9	of	of	IN
A52264	107	10	magnitude	magnitude	NNP
A52264	107	11	,	,	,
A52264	107	12	and	and	CC
A52264	107	13	hath	hath	NNP
A52264	107	14	three	three	CD
A52264	107	15	dimensions	dimension	NNS
A52264	107	16	belonging	belong	VBG
A52264	107	17	to	to	IN
A52264	107	18	it	-PRON-	PRP
A52264	107	19	,	,	,
A52264	107	20	length	length	NN
A52264	107	21	,	,	,
A52264	107	22	breadth	breadth	NN
A52264	107	23	,	,	,
A52264	107	24	and	and	CC
A52264	107	25	thickness	thickness	NN
A52264	107	26	.	.	.
A52264	108	1	And	and	CC
A52264	108	2	as	as	IN
A52264	108	3	a	a	DT
A52264	108	4	point	point	NN
A52264	108	5	is	be	VBZ
A52264	108	6	the	the	DT
A52264	108	7	limit	limit	NN
A52264	108	8	or	or	CC
A52264	108	9	term	term	NN
A52264	108	10	of	of	IN
A52264	108	11	a	a	DT
A52264	108	12	line	line	NN
A52264	108	13	,	,	,
A52264	108	14	and	and	CC
A52264	108	15	a	a	DT
A52264	108	16	line	line	NN
A52264	108	17	the	the	DT
A52264	108	18	limit	limit	NN
A52264	108	19	or	or	CC
A52264	108	20	term	term	NN
A52264	108	21	of	of	IN
A52264	108	22	a	a	DT
A52264	108	23	Superficies	Superficies	NNPS
A52264	108	24	,	,	,
A52264	108	25	so	so	RB
A52264	108	26	likewise	likewise	RB
A52264	108	27	a	a	DT
A52264	108	28	Superficies	superficie	NNS
A52264	108	29	is	be	VBZ
A52264	108	30	the	the	DT
A52264	108	31	end	end	NN
A52264	108	32	or	or	CC
A52264	108	33	limit	limit	NN
A52264	108	34	of	of	IN
A52264	108	35	a	a	DT
A52264	108	36	Body	Body	NNP
A52264	108	37	or	or	CC
A52264	108	38	Solid	Solid	NNP
A52264	108	39	,	,	,
A52264	108	40	and	and	CC
A52264	108	41	representeth	representeth	VB
A52264	108	42	to	to	IN
A52264	108	43	the	the	DT
A52264	108	44	eye	eye	NN
A52264	108	45	the	the	DT
A52264	108	46	shape	shape	NN
A52264	108	47	or	or	CC
A52264	108	48	figure	figure	VB
A52264	108	49	thereof	thereof	RB
A52264	108	50	.	.	.
A52264	109	1	6	6	CD
A52264	109	2	.	.	.
A52264	110	1	A	a	DT
A52264	110	2	Figure	figure	NN
A52264	110	3	is	be	VBZ
A52264	110	4	that	that	DT
A52264	110	5	which	which	WDT
A52264	110	6	is	be	VBZ
A52264	110	7	contained	contain	VBN
A52264	110	8	under	under	IN
A52264	110	9	one	one	CD
A52264	110	10	or	or	CC
A52264	110	11	many	many	JJ
A52264	110	12	limits	limit	NNS
A52264	110	13	,	,	,
A52264	110	14	Under	under	IN
A52264	110	15	one	one	CD
A52264	110	16	bound	bound	NN
A52264	110	17	or	or	CC
A52264	110	18	limit	limit	NN
A52264	110	19	is	be	VBZ
A52264	110	20	comprehended	comprehend	VBN
A52264	110	21	a	a	DT
A52264	110	22	Circle	Circle	NNP
A52264	110	23	,	,	,
A52264	110	24	and	and	CC
A52264	110	25	all	all	DT
A52264	110	26	other	other	JJ
A52264	110	27	figures	figure	NNS
A52264	110	28	under	under	IN
A52264	110	29	many	many	JJ
A52264	110	30	.	.	.
A52264	111	1	7	7	LS
A52264	111	2	.	.	.
A52264	112	1	A	a	DT
A52264	112	2	Circle	Circle	NNP
A52264	112	3	is	be	VBZ
A52264	112	4	a	a	DT
A52264	112	5	plain	plain	JJ
A52264	112	6	figure	figure	NN
A52264	112	7	contained	contain	VBN
A52264	112	8	under	under	IN
A52264	112	9	one	one	CD
A52264	112	10	round	round	JJ
A52264	112	11	line	line	NN
A52264	112	12	,	,	,
A52264	112	13	which	which	WDT
A52264	112	14	is	be	VBZ
A52264	112	15	called	call	VBN
A52264	112	16	a	a	DT
A52264	112	17	circumference	circumference	NN
A52264	112	18	,	,	,
A52264	112	19	as	as	IN
A52264	112	20	in	in	IN
A52264	112	21	the	the	DT
A52264	112	22	Figure	figure	NN
A52264	112	23	following	following	NN
A52264	112	24	,	,	,
A52264	112	25	the	the	DT
A52264	112	26	Ring	Ring	NNP
A52264	112	27	CBDE	CBDE	NNP
A52264	112	28	is	be	VBZ
A52264	112	29	called	call	VBN
A52264	112	30	the	the	DT
A52264	112	31	circumference	circumference	NN
A52264	112	32	of	of	IN
A52264	112	33	that	that	DT
A52264	112	34	Circle	Circle	NNP
A52264	112	35	.	.	.
A52264	113	1	8	8	LS
A52264	113	2	.	.	.
A52264	114	1	The	the	DT
A52264	114	2	Center	Center	NNP
A52264	114	3	of	of	IN
A52264	114	4	a	a	DT
A52264	114	5	Circle	Circle	NNP
A52264	114	6	is	be	VBZ
A52264	114	7	that	that	DT
A52264	114	8	point	point	NN
A52264	114	9	which	which	WDT
A52264	114	10	is	be	VBZ
A52264	114	11	in	in	IN
A52264	114	12	the	the	DT
A52264	114	13	midst	midst	NN
A52264	114	14	thereof	thereof	RB
A52264	114	15	,	,	,
A52264	114	16	from	from	IN
A52264	114	17	which	which	WDT
A52264	114	18	point	point	NN
A52264	114	19	,	,	,
A52264	114	20	all	all	DT
A52264	114	21	right	right	JJ
A52264	114	22	lines	line	NNS
A52264	114	23	drawn	draw	VBN
A52264	114	24	to	to	IN
A52264	114	25	the	the	DT
A52264	114	26	circumference	circumference	NN
A52264	114	27	are	be	VBP
A52264	114	28	equal	equal	JJ
A52264	114	29	the	the	DT
A52264	114	30	one	one	NN
A52264	114	31	to	to	IN
A52264	114	32	the	the	DT
A52264	114	33	other	other	JJ
A52264	114	34	;	;	:
A52264	114	35	as	as	IN
A52264	114	36	in	in	IN
A52264	114	37	the	the	DT
A52264	114	38	following	following	JJ
A52264	114	39	figure	figure	NN
A52264	114	40	,	,	,
A52264	114	41	the	the	DT
A52264	114	42	lines	line	NNS
A52264	114	43	AB	AB	NNP
A52264	114	44	,	,	,
A52264	114	45	AC	AC	NNP
A52264	114	46	,	,	,
A52264	114	47	AD	ad	NN
A52264	114	48	,	,	,
A52264	114	49	and	and	CC
A52264	114	50	AE	AE	NNP
A52264	114	51	,	,	,
A52264	114	52	are	be	VBP
A52264	114	53	equal	equal	JJ
A52264	114	54	.	.	.
A52264	115	1	9	9	CD
A52264	115	2	.	.	.
A52264	116	1	The	the	DT
A52264	116	2	Diameter	Diameter	NNP
A52264	116	3	of	of	IN
A52264	116	4	a	a	DT
A52264	116	5	Circle	Circle	NNP
A52264	116	6	,	,	,
A52264	116	7	is	be	VBZ
A52264	116	8	a	a	DT
A52264	116	9	right	right	JJ
A52264	116	10	line	line	NN
A52264	116	11	drawn	draw	VBN
A52264	116	12	through	through	IN
A52264	116	13	the	the	DT
A52264	116	14	center	center	NN
A52264	116	15	thereof	thereof	RB
A52264	116	16	,	,	,
A52264	116	17	and	and	CC
A52264	116	18	ending	end	VBG
A52264	116	19	at	at	IN
A52264	116	20	the	the	DT
A52264	116	21	circumference	circumference	NN
A52264	116	22	on	on	IN
A52264	116	23	either	either	DT
A52264	116	24	side	side	NN
A52264	116	25	,	,	,
A52264	116	26	dividing	divide	VBG
A52264	116	27	the	the	DT
A52264	116	28	Circle	Circle	NNP
A52264	116	29	into	into	IN
A52264	116	30	two	two	CD
A52264	116	31	equal	equal	JJ
A52264	116	32	parts	part	NNS
A52264	116	33	,	,	,
A52264	116	34	as	as	IN
A52264	116	35	the	the	DT
A52264	116	36	lines	line	NNS
A52264	116	37	CAD	CAD	NNP
A52264	116	38	and	and	CC
A52264	116	39	BAE	BAE	NNP
A52264	116	40	,	,	,
A52264	116	41	are	be	VBP
A52264	116	42	either	either	DT
A52264	116	43	of	of	IN
A52264	116	44	them	-PRON-	PRP
A52264	116	45	the	the	DT
A52264	116	46	diameter	diameter	NN
A52264	116	47	of	of	IN
A52264	116	48	the	the	DT
A52264	116	49	Circle	Circle	NNP
A52264	116	50	BCDE	BCDE	NNP
A52264	116	51	,	,	,
A52264	116	52	because	because	IN
A52264	116	53	that	that	IN
A52264	116	54	either	either	DT
A52264	116	55	of	of	IN
A52264	116	56	them	-PRON-	PRP
A52264	116	57	doth	doth	JJ
A52264	116	58	passe	passe	NN
A52264	116	59	through	through	IN
A52264	116	60	the	the	DT
A52264	116	61	center	center	NN
A52264	116	62	A	a	NN
A52264	116	63	,	,	,
A52264	116	64	and	and	CC
A52264	116	65	divideth	divideth	VB
A52264	116	66	the	the	DT
A52264	116	67	whole	whole	JJ
A52264	116	68	Circle	Circle	NNP
A52264	116	69	into	into	IN
A52264	116	70	two	two	CD
A52264	116	71	equal	equal	JJ
A52264	116	72	parts	part	NNS
A52264	116	73	.	.	.
A52264	117	1	10	10	CD
A52264	117	2	.	.	.
A52264	118	1	The	the	DT
A52264	118	2	Semidiameter	Semidiameter	NNP
A52264	118	3	of	of	IN
A52264	118	4	a	a	DT
A52264	118	5	Circle	Circle	NNP
A52264	118	6	is	be	VBZ
A52264	118	7	half	half	PDT
A52264	118	8	the	the	DT
A52264	118	9	Diameter	Diameter	NNP
A52264	118	10	,	,	,
A52264	118	11	and	and	CC
A52264	118	12	is	be	VBZ
A52264	118	13	contained	contain	VBN
A52264	118	14	betwixt	betwixt	NNP
A52264	118	15	the	the	DT
A52264	118	16	center	center	NN
A52264	118	17	and	and	CC
A52264	118	18	one	one	CD
A52264	118	19	side	side	NN
A52264	118	20	of	of	IN
A52264	118	21	the	the	DT
A52264	118	22	Circle	Circle	NNP
A52264	118	23	;	;	:
A52264	118	24	as	as	IN
A52264	118	25	the	the	DT
A52264	118	26	lines	line	NNS
A52264	118	27	AB	AB	NNP
A52264	118	28	,	,	,
A52264	118	29	AC	AC	NNP
A52264	118	30	,	,	,
A52264	118	31	AD	ad	NN
A52264	118	32	,	,	,
A52264	118	33	and	and	CC
A52264	118	34	AE	AE	NNP
A52264	118	35	,	,	,
A52264	118	36	are	be	VBP
A52264	118	37	either	either	DT
A52264	118	38	of	of	IN
A52264	118	39	them	-PRON-	PRP
A52264	118	40	the	the	DT
A52264	118	41	Semidiameters	Semidiameters	NNPS
A52264	118	42	of	of	IN
A52264	118	43	the	the	DT
A52264	118	44	Circle	Circle	NNP
A52264	118	45	CBDE	CBDE	NNP
A52264	118	46	.	.	.
A52264	119	1	11	11	CD
A52264	119	2	.	.	.
A52264	120	1	A	a	DT
A52264	120	2	Semicircle	Semicircle	NNP
A52264	120	3	is	be	VBZ
A52264	120	4	the	the	DT
A52264	120	5	one	one	CD
A52264	120	6	halfe	halfe	NN
A52264	120	7	of	of	IN
A52264	120	8	a	a	DT
A52264	120	9	Circle	Circle	NNP
A52264	120	10	drawn	draw	VBN
A52264	120	11	upon	upon	IN
A52264	120	12	his	-PRON-	PRP$
A52264	120	13	Diameter	Diameter	NNP
A52264	120	14	,	,	,
A52264	120	15	and	and	CC
A52264	120	16	is	be	VBZ
A52264	120	17	contained	contain	VBN
A52264	120	18	by	by	IN
A52264	120	19	the	the	DT
A52264	120	20	half	half	NN
A52264	120	21	circumference	circumference	NN
A52264	120	22	and	and	CC
A52264	120	23	the	the	DT
A52264	120	24	Diameter	Diameter	NNP
A52264	120	25	;	;	:
A52264	120	26	as	as	IN
A52264	120	27	the	the	DT
A52264	120	28	Semicircle	Semicircle	NNP
A52264	120	29	CBD	cbd	NN
A52264	120	30	is	be	VBZ
A52264	120	31	halfe	halfe	NN
A52264	120	32	the	the	DT
A52264	120	33	Circle	Circle	NNP
A52264	120	34	CBDE	CBDE	NNP
A52264	120	35	,	,	,
A52264	120	36	and	and	CC
A52264	120	37	contained	contain	VBN
A52264	120	38	above	above	IN
A52264	120	39	the	the	DT
A52264	120	40	Diameter	Diameter	NNP
A52264	120	41	CAD	CAD	NNP
A52264	120	42	.	.	.
A52264	121	1	12	12	CD
A52264	121	2	.	.	.
A52264	122	1	A	a	DT
A52264	122	2	Quadrant	Quadrant	NNP
A52264	122	3	is	be	VBZ
A52264	122	4	the	the	DT
A52264	122	5	fourth	fourth	JJ
A52264	122	6	part	part	NN
A52264	122	7	of	of	IN
A52264	122	8	a	a	DT
A52264	122	9	Circle	Circle	NNP
A52264	122	10	,	,	,
A52264	122	11	and	and	CC
A52264	122	12	is	be	VBZ
A52264	122	13	contained	contain	VBN
A52264	122	14	betwixt	betwixt	NNP
A52264	122	15	the	the	DT
A52264	122	16	Semidiameter	Semidiameter	NNP
A52264	122	17	of	of	IN
A52264	122	18	the	the	DT
A52264	122	19	Circle	Circle	NNP
A52264	122	20	,	,	,
A52264	122	21	and	and	CC
A52264	122	22	a	a	DT
A52264	122	23	line	line	NN
A52264	122	24	drawn	draw	VBN
A52264	122	25	perpendicular	perpendicular	JJ
A52264	122	26	unto	unto	IN
A52264	122	27	the	the	DT
A52264	122	28	Diameter	Diameter	NNP
A52264	122	29	of	of	IN
A52264	122	30	the	the	DT
A52264	122	31	same	same	JJ
A52264	122	32	Circle	Circle	NNP
A52264	122	33	,	,	,
A52264	122	34	from	from	IN
A52264	122	35	the	the	DT
A52264	122	36	center	center	NN
A52264	122	37	thereof	thereof	RB
A52264	122	38	,	,	,
A52264	122	39	dividing	divide	VBG
A52264	122	40	the	the	DT
A52264	122	41	Semicircle	Semicircle	NNP
A52264	122	42	into	into	IN
A52264	122	43	two	two	CD
A52264	122	44	equal	equal	JJ
A52264	122	45	parts	part	NNS
A52264	122	46	,	,	,
A52264	122	47	of	of	IN
A52264	122	48	the	the	DT
A52264	122	49	which	which	WDT
A52264	122	50	parts	part	VBZ
A52264	122	51	the	the	DT
A52264	122	52	one	one	NN
A52264	122	53	is	be	VBZ
A52264	122	54	the	the	DT
A52264	122	55	Quadrant	quadrant	JJ
A52264	122	56	or	or	CC
A52264	122	57	fourth	fourth	JJ
A52264	122	58	part	part	NN
A52264	122	59	of	of	IN
A52264	122	60	the	the	DT
A52264	122	61	same	same	JJ
A52264	122	62	Circle	Circle	NNP
A52264	122	63	.	.	.
A52264	123	1	Thus	thus	RB
A52264	123	2	,	,	,
A52264	123	3	the	the	DT
A52264	123	4	Diameter	Diameter	NNP
A52264	123	5	of	of	IN
A52264	123	6	the	the	DT
A52264	123	7	Circle	Circle	NNP
A52264	123	8	BDEC	BDEC	NNP
A52264	123	9	is	be	VBZ
A52264	123	10	the	the	DT
A52264	123	11	line	line	NN
A52264	123	12	CAD	CAD	NNP
A52264	123	13	,	,	,
A52264	123	14	dividing	divide	VBG
A52264	123	15	the	the	DT
A52264	123	16	Circle	Circle	NNP
A52264	123	17	into	into	IN
A52264	123	18	two	two	CD
A52264	123	19	equal	equal	JJ
A52264	123	20	parts	part	NNS
A52264	123	21	,	,	,
A52264	123	22	then	then	RB
A52264	123	23	from	from	IN
A52264	123	24	the	the	DT
A52264	123	25	center	center	NN
A52264	123	26	A	a	DT
A52264	123	27	raise	raise	NN
A52264	123	28	the	the	DT
A52264	123	29	perpendicular	perpendicular	JJ
A52264	123	30	AB	AB	NNP
A52264	123	31	,	,	,
A52264	123	32	dividing	divide	VBG
A52264	123	33	the	the	DT
A52264	123	34	Semicircle	Semicircle	NNP
A52264	123	35	likewise	likewise	RB
A52264	123	36	into	into	IN
A52264	123	37	two	two	CD
A52264	123	38	equal	equal	JJ
A52264	123	39	parts	part	NNS
A52264	123	40	,	,	,
A52264	123	41	so	so	RB
A52264	123	42	is	be	VBZ
A52264	123	43	ABD	ABD	NNP
A52264	123	44	,	,	,
A52264	123	45	or	or	CC
A52264	123	46	ABC	ABC	NNP
A52264	123	47	,	,	,
A52264	123	48	the	the	DT
A52264	123	49	Quadrant	quadrant	JJ
A52264	123	50	or	or	CC
A52264	123	51	fourth	fourth	JJ
A52264	123	52	part	part	NN
A52264	123	53	of	of	IN
A52264	123	54	the	the	DT
A52264	123	55	Circle	Circle	NNP
A52264	123	56	.	.	.
A52264	124	1	13	13	CD
A52264	124	2	.	.	.
A52264	125	1	A	a	DT
A52264	125	2	Segment	segment	NN
A52264	125	3	or	or	CC
A52264	125	4	portion	portion	NN
A52264	125	5	of	of	IN
A52264	125	6	a	a	DT
A52264	125	7	Circle	Circle	NNP
A52264	125	8	is	be	VBZ
A52264	125	9	a	a	DT
A52264	125	10	figure	figure	NN
A52264	125	11	contained	contain	VBN
A52264	125	12	under	under	IN
A52264	125	13	a	a	DT
A52264	125	14	right	right	JJ
A52264	125	15	line	line	NN
A52264	125	16	and	and	CC
A52264	125	17	a	a	DT
A52264	125	18	part	part	NN
A52264	125	19	of	of	IN
A52264	125	20	the	the	DT
A52264	125	21	circumference	circumference	NN
A52264	125	22	of	of	IN
A52264	125	23	a	a	DT
A52264	125	24	Circle	Circle	NNP
A52264	125	25	,	,	,
A52264	125	26	either	either	CC
A52264	125	27	greater	great	JJR
A52264	125	28	or	or	CC
A52264	125	29	lesser	less	JJR
A52264	125	30	than	than	IN
A52264	125	31	the	the	DT
A52264	125	32	Semicircle	Semicircle	NNP
A52264	125	33	;	;	:
A52264	125	34	as	as	IN
A52264	125	35	in	in	IN
A52264	125	36	the	the	DT
A52264	125	37	former	former	JJ
A52264	125	38	figure	figure	NN
A52264	125	39	,	,	,
A52264	125	40	FBGH	FBGH	NNP
A52264	125	41	is	be	VBZ
A52264	125	42	a	a	DT
A52264	125	43	segment	segment	NN
A52264	125	44	or	or	CC
A52264	125	45	part	part	NN
A52264	125	46	of	of	IN
A52264	125	47	the	the	DT
A52264	125	48	Circle	Circle	NNP
A52264	125	49	CBDE	CBDE	NNP
A52264	125	50	,	,	,
A52264	125	51	contained	contain	VBN
A52264	125	52	under	under	IN
A52264	125	53	the	the	DT
A52264	125	54	right	right	JJ
A52264	125	55	line	line	NN
A52264	125	56	FHG	FHG	NNP
A52264	125	57	lesse	lesse	NN
A52264	125	58	than	than	IN
A52264	125	59	the	the	DT
A52264	125	60	Diameter	Diameter	NNP
A52264	125	61	CAD	CAD	NNP
A52264	125	62	.	.	.
A52264	126	1	14	14	CD
A52264	126	2	.	.	.
A52264	127	1	By	by	IN
A52264	127	2	the	the	DT
A52264	127	3	application	application	NN
A52264	127	4	of	of	IN
A52264	127	5	several	several	JJ
A52264	127	6	lines	line	NNS
A52264	127	7	●	●	NFP
A52264	127	8	terms	term	NNS
A52264	127	9	of	of	IN
A52264	127	10	a	a	DT
A52264	127	11	Superficies	Superficies	NNP
A52264	127	12	one	one	CD
A52264	127	13	to	to	IN
A52264	127	14	another	another	DT
A52264	127	15	,	,	,
A52264	127	16	are	be	VBP
A52264	127	17	made	make	VBN
A52264	127	18	Parallels	Parallels	NNPS
A52264	127	19	,	,	,
A52264	127	20	Angles	Angles	NNPS
A52264	127	21	,	,	,
A52264	127	22	and	and	CC
A52264	127	23	many	many	JJ
A52264	127	24	sided	side	VBD
A52264	127	25	Figures	figure	NNS
A52264	127	26	.	.	.
A52264	128	1	15	15	CD
A52264	128	2	.	.	.
A52264	129	1	A	a	DT
A52264	129	2	Parallel	parallel	JJ
A52264	129	3	line	line	NN
A52264	129	4	is	be	VBZ
A52264	129	5	a	a	DT
A52264	129	6	line	line	NN
A52264	129	7	drawn	draw	VBN
A52264	129	8	by	by	IN
A52264	129	9	the	the	DT
A52264	129	10	side	side	NN
A52264	129	11	of	of	IN
A52264	129	12	another	another	DT
A52264	129	13	line	line	NN
A52264	129	14	,	,	,
A52264	129	15	in	in	IN
A52264	129	16	such	such	JJ
A52264	129	17	sort	sort	NN
A52264	129	18	that	that	IN
A52264	129	19	they	-PRON-	PRP
A52264	129	20	may	may	MD
A52264	129	21	be	be	VB
A52264	129	22	equidistant	equidistant	JJ
A52264	129	23	in	in	IN
A52264	129	24	all	all	DT
A52264	129	25	places	place	NNS
A52264	129	26	,	,	,
A52264	129	27	and	and	CC
A52264	129	28	of	of	IN
A52264	129	29	such	such	JJ
A52264	129	30	there	there	EX
A52264	129	31	are	be	VBP
A52264	129	32	two	two	CD
A52264	129	33	sorts	sort	NNS
A52264	129	34	,	,	,
A52264	129	35	the	the	DT
A52264	129	36	right	right	NN
A52264	129	37	lined	line	VBN
A52264	129	38	parallel	parallel	NN
A52264	129	39	,	,	,
A52264	129	40	and	and	CC
A52264	129	41	the	the	DT
A52264	129	42	circular	circular	JJ
A52264	129	43	parallel	parallel	NN
A52264	129	44	.	.	.
A52264	130	1	Right	right	RB
A52264	130	2	lined	line	VBN
A52264	130	3	Parallels	Parallels	NNPS
A52264	130	4	are	be	VBP
A52264	130	5	two	two	CD
A52264	130	6	right	right	JJ
A52264	130	7	lines	line	NNS
A52264	130	8	equidistant	equidistant	NN
A52264	130	9	in	in	IN
A52264	130	10	all	all	DT
A52264	130	11	places	place	NNS
A52264	130	12	one	one	CD
A52264	130	13	from	from	IN
A52264	130	14	the	the	DT
A52264	130	15	other	other	JJ
A52264	130	16	,	,	,
A52264	130	17	which	which	WDT
A52264	130	18	being	be	VBG
A52264	130	19	drawn	draw	VBN
A52264	130	20	to	to	IN
A52264	130	21	an	an	DT
A52264	130	22	infinite	infinite	JJ
A52264	130	23	length	length	NN
A52264	130	24	would	would	MD
A52264	130	25	never	never	RB
A52264	130	26	meet	meet	VB
A52264	130	27	or	or	CC
A52264	130	28	concur	concur	VB
A52264	130	29	;	;	:
A52264	130	30	as	as	IN
A52264	130	31	may	may	MD
A52264	130	32	be	be	VB
A52264	130	33	seen	see	VBN
A52264	130	34	by	by	IN
A52264	130	35	these	these	DT
A52264	130	36	two	two	CD
A52264	130	37	lines	line	NNS
A52264	130	38	,	,	,
A52264	130	39	AB	AB	NNP
A52264	130	40	and	and	CC
A52264	130	41	CD	CD	NNP
A52264	130	42	.	.	.
A52264	131	1	A	a	DT
A52264	131	2	Circular	Circular	NNP
A52264	131	3	Parallel	Parallel	NNP
A52264	131	4	is	be	VBZ
A52264	131	5	a	a	DT
A52264	131	6	Circle	Circle	NNP
A52264	131	7	drawn	draw	VBN
A52264	131	8	within	within	IN
A52264	131	9	or	or	CC
A52264	131	10	without	without	IN
A52264	131	11	another	another	DT
A52264	131	12	Circle	Circle	NNP
A52264	131	13	,	,	,
A52264	131	14	upon	upon	IN
A52264	131	15	the	the	DT
A52264	131	16	same	same	JJ
A52264	131	17	center	center	NN
A52264	131	18	,	,	,
A52264	131	19	as	as	IN
A52264	131	20	you	-PRON-	PRP
A52264	131	21	may	may	MD
A52264	131	22	plainly	plainly	RB
A52264	131	23	see	see	VB
A52264	131	24	by	by	IN
A52264	131	25	the	the	DT
A52264	131	26	two	two	CD
A52264	131	27	Circles	Circles	NNP
A52264	131	28	BCDE	BCDE	NNP
A52264	131	29	,	,	,
A52264	131	30	and	and	CC
A52264	131	31	FGHI	FGHI	NNP
A52264	131	32	,	,	,
A52264	131	33	these	these	DT
A52264	131	34	Circles	circle	NNS
A52264	131	35	are	be	VBP
A52264	131	36	both	both	DT
A52264	131	37	of	of	IN
A52264	131	38	them	-PRON-	PRP
A52264	131	39	drawn	draw	VBN
A52264	131	40	upon	upon	IN
A52264	131	41	the	the	DT
A52264	131	42	same	same	JJ
A52264	131	43	center	center	NN
A52264	131	44	A	A	NNP
A52264	131	45	,	,	,
A52264	131	46	and	and	CC
A52264	131	47	therefore	therefore	RB
A52264	131	48	are	be	VBP
A52264	131	49	parallel	parallel	JJ
A52264	131	50	one	one	NN
A52264	131	51	to	to	IN
A52264	131	52	the	the	DT
A52264	131	53	other	other	JJ
A52264	131	54	.	.	.
A52264	132	1	16	16	CD
A52264	132	2	.	.	.
A52264	133	1	An	an	DT
A52264	133	2	Angle	Angle	NNP
A52264	133	3	is	be	VBZ
A52264	133	4	the	the	DT
A52264	133	5	meeting	meeting	NN
A52264	133	6	of	of	IN
A52264	133	7	two	two	CD
A52264	133	8	lines	line	NNS
A52264	133	9	in	in	IN
A52264	133	10	any	any	DT
A52264	133	11	sort	sort	NN
A52264	133	12	,	,	,
A52264	133	13	so	so	RB
A52264	133	14	as	as	IN
A52264	133	15	they	-PRON-	PRP
A52264	133	16	both	both	DT
A52264	133	17	make	make	VBP
A52264	133	18	not	not	RB
A52264	133	19	one	one	CD
A52264	133	20	line	line	NN
A52264	133	21	;	;	,
A52264	133	22	as	as	IN
A52264	133	23	the	the	DT
A52264	133	24	two	two	CD
A52264	133	25	lines	line	NNS
A52264	133	26	AB	AB	NNP
A52264	133	27	and	and	CC
A52264	133	28	AC	AC	NNP
A52264	133	29	incline	incline	VB
A52264	133	30	the	the	DT
A52264	133	31	one	one	NN
A52264	133	32	to	to	IN
A52264	133	33	the	the	DT
A52264	133	34	other	other	JJ
A52264	133	35	,	,	,
A52264	133	36	and	and	CC
A52264	133	37	touch	touch	VB
A52264	133	38	one	one	NN
A52264	133	39	another	another	DT
A52264	133	40	in	in	IN
A52264	133	41	the	the	DT
A52264	133	42	point	point	NN
A52264	133	43	A	a	NN
A52264	133	44	,	,	,
A52264	133	45	in	in	IN
A52264	133	46	which	which	WDT
A52264	133	47	point	point	NN
A52264	133	48	is	be	VBZ
A52264	133	49	made	make	VBN
A52264	133	50	the	the	DT
A52264	133	51	angle	angle	NN
A52264	133	52	BAC	BAC	NNP
A52264	133	53	.	.	.
A52264	134	1	And	and	CC
A52264	134	2	if	if	IN
A52264	134	3	the	the	DT
A52264	134	4	lines	line	NNS
A52264	134	5	which	which	WDT
A52264	134	6	contain	contain	VBP
A52264	134	7	the	the	DT
A52264	134	8	angle	angle	NN
A52264	134	9	be	be	VB
A52264	134	10	right	right	JJ
A52264	134	11	lines	line	NNS
A52264	134	12	,	,	,
A52264	134	13	then	then	RB
A52264	134	14	it	-PRON-	PRP
A52264	134	15	is	be	VBZ
A52264	134	16	called	call	VBN
A52264	134	17	a	a	DT
A52264	134	18	right	right	JJ
A52264	134	19	lined	line	VBN
A52264	134	20	angle	angle	NN
A52264	134	21	;	;	:
A52264	134	22	as	as	IN
A52264	134	23	the	the	DT
A52264	134	24	angle	angle	NN
A52264	134	25	BAC	BAC	NNP
A52264	134	26	.	.	.
A52264	135	1	A	a	DT
A52264	135	2	crooked	crooked	JJ
A52264	135	3	lined	lined	JJ
A52264	135	4	angle	angle	NN
A52264	135	5	is	be	VBZ
A52264	135	6	that	that	DT
A52264	135	7	which	which	WDT
A52264	135	8	is	be	VBZ
A52264	135	9	contained	contain	VBN
A52264	135	10	of	of	IN
A52264	135	11	crooked	crooked	JJ
A52264	135	12	lines	line	NNS
A52264	135	13	;	;	:
A52264	135	14	as	as	IN
A52264	135	15	the	the	DT
A52264	135	16	angle	angle	NN
A52264	135	17	DEF	DEF	NNP
A52264	135	18	:	:	:
A52264	135	19	and	and	CC
A52264	135	20	a	a	DT
A52264	135	21	mixt	mixt	NN
A52264	135	22	angle	angle	NN
A52264	135	23	is	be	VBZ
A52264	135	24	that	that	DT
A52264	135	25	which	which	WDT
A52264	135	26	is	be	VBZ
A52264	135	27	contained	contain	VBN
A52264	135	28	both	both	DT
A52264	135	29	of	of	IN
A52264	135	30	a	a	DT
A52264	135	31	right	right	JJ
A52264	135	32	and	and	CC
A52264	135	33	crooked	crooked	JJ
A52264	135	34	line	line	NN
A52264	135	35	;	;	,
A52264	135	36	as	as	IN
A52264	135	37	the	the	DT
A52264	135	38	angle	angle	NN
A52264	135	39	GHI	GHI	NNP
A52264	135	40	:	:	:
A52264	135	41	where	where	WRB
A52264	135	42	note	note	VB
A52264	135	43	that	that	IN
A52264	135	44	an	an	DT
A52264	135	45	angle	angle	NN
A52264	135	46	is	be	VBZ
A52264	135	47	(	(	-LRB-
A52264	135	48	for	for	IN
A52264	135	49	the	the	DT
A52264	135	50	most	most	JJS
A52264	135	51	part	part	NN
A52264	135	52	)	)	-RRB-
A52264	135	53	described	describe	VBN
A52264	135	54	by	by	IN
A52264	135	55	three	three	CD
A52264	135	56	letters	letter	NNS
A52264	135	57	,	,	,
A52264	135	58	of	of	IN
A52264	135	59	which	which	WDT
A52264	135	60	the	the	DT
A52264	135	61	second	second	JJ
A52264	135	62	or	or	CC
A52264	135	63	middle	middle	JJ
A52264	135	64	letter	letter	NN
A52264	135	65	representeth	representeth	VB
A52264	135	66	the	the	DT
A52264	135	67	angular	angular	JJ
A52264	135	68	point	point	NN
A52264	135	69	;	;	:
A52264	135	70	as	as	IN
A52264	135	71	in	in	IN
A52264	135	72	the	the	DT
A52264	135	73	angle	angle	NN
A52264	135	74	BAC	BAC	NNP
A52264	135	75	,	,	,
A52264	135	76	A	a	DT
A52264	135	77	representeth	representeth	NN
A52264	135	78	the	the	DT
A52264	135	79	angular	angular	JJ
A52264	135	80	point	point	NN
A52264	135	81	.	.	.
A52264	136	1	17	17	CD
A52264	136	2	.	.	.
A52264	137	1	All	all	DT
A52264	137	2	Angles	angle	NNS
A52264	137	3	are	be	VBP
A52264	137	4	either	either	RB
A52264	137	5	Right	right	UH
A52264	137	6	,	,	,
A52264	137	7	Acute	acute	JJ
A52264	137	8	,	,	,
A52264	137	9	or	or	CC
A52264	137	10	Obtuse	Obtuse	NNP
A52264	137	11	.	.	.
A52264	138	1	18	18	CD
A52264	138	2	.	.	.
A52264	139	1	When	when	WRB
A52264	139	2	a	a	DT
A52264	139	3	right	right	JJ
A52264	139	4	line	line	NN
A52264	139	5	standeth	standeth	NN
A52264	139	6	upon	upon	IN
A52264	139	7	a	a	DT
A52264	139	8	right	right	JJ
A52264	139	9	line	line	NN
A52264	139	10	,	,	,
A52264	139	11	making	make	VBG
A52264	139	12	the	the	DT
A52264	139	13	angles	angle	NNS
A52264	139	14	on	on	IN
A52264	139	15	either	either	DT
A52264	139	16	side	side	NN
A52264	139	17	equal	equal	JJ
A52264	139	18	,	,	,
A52264	139	19	either	either	DT
A52264	139	20	of	of	IN
A52264	139	21	those	those	DT
A52264	139	22	angles	angle	NNS
A52264	139	23	is	be	VBZ
A52264	139	24	a	a	DT
A52264	139	25	right	right	JJ
A52264	139	26	angle	angle	NN
A52264	139	27	,	,	,
A52264	139	28	and	and	CC
A52264	139	29	the	the	DT
A52264	139	30	right	right	JJ
A52264	139	31	line	line	NN
A52264	139	32	which	which	WDT
A52264	139	33	standeth	standeth	VBZ
A52264	139	34	erected	erect	VBN
A52264	139	35	,	,	,
A52264	139	36	is	be	VBZ
A52264	139	37	a	a	DT
A52264	139	38	perpendicular	perpendicular	JJ
A52264	139	39	line	line	NN
A52264	139	40	to	to	IN
A52264	139	41	that	that	DT
A52264	139	42	upon	upon	IN
A52264	139	43	which	which	WDT
A52264	139	44	it	-PRON-	PRP
A52264	139	45	standeth	standeth	JJ
A52264	139	46	.	.	.
A52264	140	1	As	as	IN
A52264	140	2	the	the	DT
A52264	140	3	line	line	NN
A52264	140	4	AB	AB	NNP
A52264	140	5	(	(	-LRB-
A52264	140	6	in	in	IN
A52264	140	7	the	the	DT
A52264	140	8	following	following	JJ
A52264	140	9	figure	figure	NN
A52264	140	10	)	)	-RRB-
A52264	140	11	falling	fall	VBG
A52264	140	12	upon	upon	IN
A52264	140	13	the	the	DT
A52264	140	14	line	line	NN
A52264	140	15	CBD	CBD	NNP
A52264	140	16	perpendicularly	perpendicularly	RB
A52264	140	17	,	,	,
A52264	140	18	doth	doth	NN
A52264	140	19	make	make	VBP
A52264	140	20	the	the	DT
A52264	140	21	angles	angle	NNS
A52264	140	22	on	on	IN
A52264	140	23	both	both	DT
A52264	140	24	sides	side	NNS
A52264	140	25	equal	equal	JJ
A52264	140	26	,	,	,
A52264	140	27	that	that	RB
A52264	140	28	is	is	RB
A52264	140	29	,	,	,
A52264	140	30	the	the	DT
A52264	140	31	angle	angle	NN
A52264	140	32	ABC	ABC	NNP
A52264	140	33	is	be	VBZ
A52264	140	34	equal	equal	JJ
A52264	140	35	to	to	IN
A52264	140	36	the	the	DT
A52264	140	37	angle	angle	NN
A52264	140	38	ABD	ABD	NNP
A52264	140	39	,	,	,
A52264	140	40	and	and	CC
A52264	140	41	either	either	DT
A52264	140	42	of	of	IN
A52264	140	43	those	those	DT
A52264	140	44	angles	angle	NNS
A52264	140	45	is	be	VBZ
A52264	140	46	therefore	therefore	RB
A52264	140	47	a	a	DT
A52264	140	48	right	right	JJ
A52264	140	49	angle	angle	NN
A52264	140	50	.	.	.
A52264	141	1	19	19	CD
A52264	141	2	.	.	.
A52264	142	1	An	an	DT
A52264	142	2	acute	acute	JJ
A52264	142	3	angle	angle	NN
A52264	142	4	is	be	VBZ
A52264	142	5	that	that	DT
A52264	142	6	which	which	WDT
A52264	142	7	is	be	VBZ
A52264	142	8	lesse	lesse	JJ
A52264	142	9	than	than	IN
A52264	142	10	a	a	DT
A52264	142	11	right	right	JJ
A52264	142	12	angle	angle	NN
A52264	142	13	;	;	:
A52264	142	14	as	as	IN
A52264	142	15	the	the	DT
A52264	142	16	angle	angle	NN
A52264	142	17	ABE	ABE	NNP
A52264	142	18	is	be	VBZ
A52264	142	19	an	an	DT
A52264	142	20	acute	acute	JJ
A52264	142	21	angle	angle	NN
A52264	142	22	,	,	,
A52264	142	23	because	because	IN
A52264	142	24	it	-PRON-	PRP
A52264	142	25	is	be	VBZ
A52264	142	26	less	less	JJR
A52264	142	27	than	than	IN
A52264	142	28	the	the	DT
A52264	142	29	right	right	JJ
A52264	142	30	angle	angle	NN
A52264	142	31	ABD	ABD	NNP
A52264	142	32	,	,	,
A52264	142	33	in	in	IN
A52264	142	34	the	the	DT
A52264	142	35	former	former	JJ
A52264	142	36	figure	figure	NN
A52264	142	37	.	.	.
A52264	143	1	20	20	CD
A52264	143	2	.	.	.
A52264	144	1	An	an	DT
A52264	144	2	Obtuse	Obtuse	NNP
A52264	144	3	Angle	Angle	NNP
A52264	144	4	is	be	VBZ
A52264	144	5	that	that	DT
A52264	144	6	which	which	WDT
A52264	144	7	is	be	VBZ
A52264	144	8	greater	great	JJR
A52264	144	9	than	than	IN
A52264	144	10	a	a	DT
A52264	144	11	right	right	JJ
A52264	144	12	angle	angle	NN
A52264	144	13	;	;	:
A52264	144	14	CBE	cbe	NN
A52264	144	15	in	in	IN
A52264	144	16	the	the	DT
A52264	144	17	former	former	JJ
A52264	144	18	figure	figure	NN
A52264	144	19	is	be	VBZ
A52264	144	20	greater	great	JJR
A52264	144	21	than	than	IN
A52264	144	22	the	the	DT
A52264	144	23	angle	angle	NN
A52264	144	24	ABC	ABC	NNP
A52264	144	25	by	by	IN
A52264	144	26	the	the	DT
A52264	144	27	angle	angle	NN
A52264	144	28	ABE	ABE	NNP
A52264	144	29	,	,	,
A52264	144	30	and	and	CC
A52264	144	31	therefore	therefore	RB
A52264	144	32	it	-PRON-	PRP
A52264	144	33	is	be	VBZ
A52264	144	34	an	an	DT
A52264	144	35	obtuse	obtuse	JJ
A52264	144	36	angle	angle	NN
A52264	144	37	.	.	.
A52264	145	1	21	21	CD
A52264	145	2	.	.	.
A52264	146	1	The	the	DT
A52264	146	2	measure	measure	NN
A52264	146	3	of	of	IN
A52264	146	4	every	every	DT
A52264	146	5	angle	angle	NN
A52264	146	6	is	be	VBZ
A52264	146	7	the	the	DT
A52264	146	8	arch	arch	NN
A52264	146	9	of	of	IN
A52264	146	10	a	a	DT
A52264	146	11	Circle	Circle	NNP
A52264	146	12	described	describe	VBN
A52264	146	13	on	on	IN
A52264	146	14	the	the	DT
A52264	146	15	angular	angular	JJ
A52264	146	16	point	point	NN
A52264	146	17	,	,	,
A52264	146	18	as	as	IN
A52264	146	19	in	in	IN
A52264	146	20	the	the	DT
A52264	146	21	following	following	JJ
A52264	146	22	figure	figure	NN
A52264	146	23	,	,	,
A52264	146	24	the	the	DT
A52264	146	25	arch	arch	JJ
A52264	146	26	CD	cd	NN
A52264	146	27	is	be	VBZ
A52264	146	28	the	the	DT
A52264	146	29	measure	measure	NN
A52264	146	30	of	of	IN
A52264	146	31	the	the	DT
A52264	146	32	right	right	JJ
A52264	146	33	angle	angle	NN
A52264	146	34	CED	CED	NNP
A52264	146	35	.	.	.
A52264	147	1	The	the	DT
A52264	147	2	arch	arch	JJ
A52264	147	3	BC	BC	NNP
A52264	147	4	is	be	VBZ
A52264	147	5	the	the	DT
A52264	147	6	measure	measure	NN
A52264	147	7	of	of	IN
A52264	147	8	the	the	DT
A52264	147	9	acute	acute	JJ
A52264	147	10	angle	angle	NN
A52264	147	11	BEC	BEC	NNP
A52264	147	12	.	.	.
A52264	148	1	And	and	CC
A52264	148	2	the	the	DT
A52264	148	3	arch	arch	JJ
A52264	148	4	BCD	BCD	NNP
A52264	148	5	is	be	VBZ
A52264	148	6	the	the	DT
A52264	148	7	measure	measure	NN
A52264	148	8	of	of	IN
A52264	148	9	the	the	DT
A52264	148	10	obtuse	obtuse	JJ
A52264	148	11	angle	angle	NN
A52264	148	12	BED	bed	NN
A52264	148	13	.	.	.
A52264	149	1	But	but	CC
A52264	149	2	of	of	IN
A52264	149	3	their	-PRON-	PRP$
A52264	149	4	measure	measure	NN
A52264	149	5	there	there	EX
A52264	149	6	can	can	MD
A52264	149	7	be	be	VB
A52264	149	8	no	no	DT
A52264	149	9	certain	certain	JJ
A52264	149	10	knowledge	knowledge	NN
A52264	149	11	,	,	,
A52264	149	12	unlesse	unlesse	IN
A52264	149	13	the	the	DT
A52264	149	14	quantity	quantity	NN
A52264	149	15	of	of	IN
A52264	149	16	those	those	DT
A52264	149	17	arches	arch	NNS
A52264	149	18	be	be	VB
A52264	149	19	exprest	exprest	JJ
A52264	149	20	in	in	IN
A52264	149	21	numbers	number	NNS
A52264	149	22	.	.	.
A52264	150	1	22	22	CD
A52264	150	2	.	.	.
A52264	151	1	Every	every	DT
A52264	151	2	Circle	Circle	NNP
A52264	151	3	therefore	therefore	RB
A52264	151	4	is	be	VBZ
A52264	151	5	supposed	suppose	VBN
A52264	151	6	to	to	TO
A52264	151	7	be	be	VB
A52264	151	8	divided	divide	VBN
A52264	151	9	into	into	IN
A52264	151	10	360	360	CD
A52264	151	11	equall	equall	NN
A52264	151	12	parts	part	NNS
A52264	151	13	,	,	,
A52264	151	14	called	call	VBN
A52264	151	15	Degrees	Degrees	NNP
A52264	151	16	,	,	,
A52264	151	17	and	and	CC
A52264	151	18	every	every	DT
A52264	151	19	Degree	Degree	NNP
A52264	151	20	into	into	IN
A52264	151	21	60	60	CD
A52264	151	22	Minutes	Minutes	NNPS
A52264	151	23	,	,	,
A52264	151	24	every	every	DT
A52264	151	25	Minute	minute	NN
A52264	151	26	into	into	IN
A52264	151	27	60	60	CD
A52264	151	28	Seconds	second	NNS
A52264	151	29	,	,	,
A52264	151	30	and	and	CC
A52264	151	31	so	so	RB
A52264	151	32	forward	forward	RB
A52264	151	33	.	.	.
A52264	152	1	This	this	DT
A52264	152	2	division	division	NN
A52264	152	3	of	of	IN
A52264	152	4	the	the	DT
A52264	152	5	Circle	Circle	NNP
A52264	152	6	into	into	IN
A52264	152	7	360	360	CD
A52264	152	8	parts	part	NNS
A52264	152	9	we	-PRON-	PRP
A52264	152	10	shall	shall	MD
A52264	152	11	retain	retain	VB
A52264	152	12	,	,	,
A52264	152	13	but	but	CC
A52264	152	14	every	every	DT
A52264	152	15	Degree	Degree	NNP
A52264	152	16	we	-PRON-	PRP
A52264	152	17	will	will	MD
A52264	152	18	suppose	suppose	VB
A52264	152	19	to	to	TO
A52264	152	20	be	be	VB
A52264	152	21	divided	divide	VBN
A52264	152	22	into	into	IN
A52264	152	23	100	100	CD
A52264	152	24	parts	part	NNS
A52264	152	25	or	or	CC
A52264	152	26	Minutes	Minutes	NNPS
A52264	152	27	,	,	,
A52264	152	28	&	&	CC
A52264	152	29	every	every	DT
A52264	152	30	Minute	Minute	NNP
A52264	152	31	into	into	IN
A52264	152	32	100	100	CD
A52264	152	33	Seconds	second	NNS
A52264	152	34	:	:	:
A52264	152	35	and	and	CC
A52264	152	36	thus	thus	RB
A52264	152	37	all	all	DT
A52264	152	38	Calculations	calculation	NNS
A52264	152	39	will	will	MD
A52264	152	40	be	be	VB
A52264	152	41	much	much	RB
A52264	152	42	easier	easy	JJR
A52264	152	43	,	,	,
A52264	152	44	and	and	CC
A52264	152	45	no	no	DT
A52264	152	46	lesse	lesse	NN
A52264	152	47	certain	certain	JJ
A52264	152	48	.	.	.
A52264	153	1	23	23	CD
A52264	153	2	.	.	.
A52264	154	1	A	a	DT
A52264	154	2	Semicircle	Semicircle	NNP
A52264	154	3	is	be	VBZ
A52264	154	4	the	the	DT
A52264	154	5	halfe	halfe	NN
A52264	154	6	of	of	IN
A52264	154	7	a	a	DT
A52264	154	8	whole	whole	JJ
A52264	154	9	circle	circle	NN
A52264	154	10	containing	contain	VBG
A52264	154	11	180	180	CD
A52264	154	12	degrees	degree	NNS
A52264	154	13	.	.	.
A52264	155	1	A	a	DT
A52264	155	2	Quadrant	quadrant	JJ
A52264	155	3	or	or	CC
A52264	155	4	fourth	fourth	JJ
A52264	155	5	part	part	NN
A52264	155	6	of	of	IN
A52264	155	7	a	a	DT
A52264	155	8	circle	circle	NN
A52264	155	9	is	be	VBZ
A52264	155	10	90	90	CD
A52264	155	11	degrees	degree	NNS
A52264	155	12	.	.	.
A52264	156	1	And	and	CC
A52264	156	2	thus	thus	RB
A52264	156	3	the	the	DT
A52264	156	4	measure	measure	NN
A52264	156	5	of	of	IN
A52264	156	6	the	the	DT
A52264	156	7	right	right	JJ
A52264	156	8	angle	angle	NN
A52264	156	9	CED	CED	NNP
A52264	156	10	is	be	VBZ
A52264	156	11	the	the	DT
A52264	156	12	arch	arch	JJ
A52264	156	13	CD	CD	NNP
A52264	156	14	90	90	CD
A52264	156	15	degrees	degree	NNS
A52264	156	16	.	.	.
A52264	157	1	The	the	DT
A52264	157	2	measure	measure	NN
A52264	157	3	of	of	IN
A52264	157	4	the	the	DT
A52264	157	5	acute	acute	JJ
A52264	157	6	angle	angle	NN
A52264	157	7	BEC	BEC	NNP
A52264	157	8	is	be	VBZ
A52264	157	9	the	the	DT
A52264	157	10	arch	arch	JJ
A52264	157	11	BC	BC	NNP
A52264	157	12	30	30	CD
A52264	157	13	degrees	degree	NNS
A52264	157	14	.	.	.
A52264	158	1	And	and	CC
A52264	158	2	the	the	DT
A52264	158	3	measure	measure	NN
A52264	158	4	of	of	IN
A52264	158	5	the	the	DT
A52264	158	6	obtuse	obtuse	JJ
A52264	158	7	angle	angle	NN
A52264	158	8	BED	BED	NNP
A52264	158	9	is	be	VBZ
A52264	158	10	the	the	DT
A52264	158	11	arch	arch	JJ
A52264	158	12	BD	BD	NNP
A52264	158	13	120	120	CD
A52264	158	14	degrees	degree	NNS
A52264	158	15	.	.	.
A52264	159	1	24	24	CD
A52264	159	2	.	.	.
A52264	160	1	The	the	DT
A52264	160	2	complement	complement	NN
A52264	160	3	of	of	IN
A52264	160	4	an	an	DT
A52264	160	5	angle	angle	NN
A52264	160	6	to	to	IN
A52264	160	7	a	a	DT
A52264	160	8	Quadrant	quadrant	NN
A52264	160	9	is	be	VBZ
A52264	160	10	so	so	RB
A52264	160	11	much	much	RB
A52264	160	12	as	as	IN
A52264	160	13	the	the	DT
A52264	160	14	angle	angle	JJ
A52264	160	15	wanteth	wanteth	NN
A52264	160	16	of	of	IN
A52264	160	17	90	90	CD
A52264	160	18	degrees	degree	NNS
A52264	160	19	,	,	,
A52264	160	20	as	as	IN
A52264	160	21	the	the	DT
A52264	160	22	complement	complement	NN
A52264	160	23	of	of	IN
A52264	160	24	the	the	DT
A52264	160	25	angle	angle	NN
A52264	160	26	AEB	AEB	NNP
A52264	160	27	60	60	CD
A52264	160	28	degrees	degree	NNS
A52264	160	29	is	be	VBZ
A52264	160	30	the	the	DT
A52264	160	31	angle	angle	NN
A52264	160	32	BEC	BEC	NNP
A52264	160	33	30	30	CD
A52264	160	34	degrees	degree	NNS
A52264	160	35	;	;	:
A52264	160	36	for	for	IN
A52264	160	37	30	30	CD
A52264	160	38	and	and	CC
A52264	160	39	60	60	CD
A52264	160	40	do	do	VBP
A52264	160	41	make	make	VB
A52264	160	42	a	a	DT
A52264	160	43	Quadrant	Quadrant	NNP
A52264	160	44	or	or	CC
A52264	160	45	90	90	CD
A52264	160	46	degrees	degree	NNS
A52264	160	47	.	.	.
A52264	161	1	25	25	CD
A52264	161	2	.	.	.
A52264	162	1	The	the	DT
A52264	162	2	complement	complement	NN
A52264	162	3	of	of	IN
A52264	162	4	an	an	DT
A52264	162	5	angle	angle	NN
A52264	162	6	to	to	IN
A52264	162	7	a	a	DT
A52264	162	8	Semicircle	Semicircle	NNP
A52264	162	9	is	be	VBZ
A52264	162	10	so	so	RB
A52264	162	11	much	much	RB
A52264	162	12	as	as	IN
A52264	162	13	the	the	DT
A52264	162	14	said	say	VBD
A52264	162	15	angle	angle	JJ
A52264	162	16	wanteth	wanteth	NN
A52264	162	17	of	of	IN
A52264	162	18	180	180	CD
A52264	162	19	degrees	degree	NNS
A52264	162	20	,	,	,
A52264	162	21	as	as	IN
A52264	162	22	the	the	DT
A52264	162	23	complement	complement	NN
A52264	162	24	of	of	IN
A52264	162	25	the	the	DT
A52264	162	26	angle	angle	NN
A52264	162	27	BED	BED	NNP
A52264	162	28	120	120	CD
A52264	162	29	degrees	degree	NNS
A52264	162	30	,	,	,
A52264	162	31	is	be	VBZ
A52264	162	32	the	the	DT
A52264	162	33	angle	angle	NN
A52264	162	34	AEB	AEB	NNP
A52264	162	35	,	,	,
A52264	162	36	60	60	CD
A52264	162	37	degrees	degree	NNS
A52264	162	38	;	;	:
A52264	162	39	for	for	IN
A52264	162	40	60	60	CD
A52264	162	41	and	and	CC
A52264	162	42	120	120	CD
A52264	162	43	do	do	VBP
A52264	162	44	make	make	VB
A52264	162	45	180	180	CD
A52264	162	46	degrees	degree	NNS
A52264	162	47	.	.	.
A52264	163	1	26	26	CD
A52264	163	2	.	.	.
A52264	164	1	Many	many	JJ
A52264	164	2	sided	sided	JJ
A52264	164	3	figures	figure	NNS
A52264	164	4	are	be	VBP
A52264	164	5	such	such	JJ
A52264	164	6	as	as	IN
A52264	164	7	are	be	VBP
A52264	164	8	made	make	VBN
A52264	164	9	of	of	IN
A52264	164	10	three	three	CD
A52264	164	11	,	,	,
A52264	164	12	four	four	CD
A52264	164	13	,	,	,
A52264	164	14	or	or	CC
A52264	164	15	more	more	JJR
A52264	164	16	lines	line	NNS
A52264	164	17	,	,	,
A52264	164	18	though	though	RB
A52264	164	19	for	for	IN
A52264	164	20	distinction	distinction	NN
A52264	164	21	sake	sake	NN
A52264	164	22	,	,	,
A52264	164	23	those	those	DT
A52264	164	24	only	only	RB
A52264	164	25	are	be	VBP
A52264	164	26	so	so	RB
A52264	164	27	called	call	VBN
A52264	164	28	which	which	WDT
A52264	164	29	are	be	VBP
A52264	164	30	contained	contain	VBN
A52264	164	31	under	under	IN
A52264	164	32	five	five	CD
A52264	164	33	lines	line	NNS
A52264	164	34	or	or	CC
A52264	164	35	terms	term	NNS
A52264	164	36	at	at	IN
A52264	164	37	the	the	DT
A52264	164	38	least	least	JJS
A52264	164	39	.	.	.
A52264	165	1	27	27	CD
A52264	165	2	.	.	.
A52264	166	1	Four	four	CD
A52264	166	2	sided	sided	JJ
A52264	166	3	figures	figure	NNS
A52264	166	4	are	be	VBP
A52264	166	5	such	such	JJ
A52264	166	6	as	as	IN
A52264	166	7	are	be	VBP
A52264	166	8	contained	contain	VBN
A52264	166	9	under	under	IN
A52264	166	10	four	four	CD
A52264	166	11	lines	line	NNS
A52264	166	12	or	or	CC
A52264	166	13	terms	term	NNS
A52264	166	14	,	,	,
A52264	166	15	and	and	CC
A52264	166	16	are	be	VBP
A52264	166	17	of	of	IN
A52264	166	18	divers	diver	NNS
A52264	166	19	sorts	sort	NNS
A52264	166	20	.	.	.
A52264	167	1	1	1	LS
A52264	167	2	.	.	.
A52264	168	1	There	there	EX
A52264	168	2	is	be	VBZ
A52264	168	3	the	the	DT
A52264	168	4	Quadrat	Quadrat	NNP
A52264	168	5	or	or	CC
A52264	168	6	Square	Square	NNP
A52264	168	7	whose	whose	WP$
A52264	168	8	sides	side	NNS
A52264	168	9	are	be	VBP
A52264	168	10	equall	equall	JJ
A52264	168	11	and	and	CC
A52264	168	12	his	-PRON-	PRP$
A52264	168	13	angles	angle	NNS
A52264	168	14	right	right	RB
A52264	168	15	.	.	.
A52264	169	1	2	2	LS
A52264	169	2	.	.	.
A52264	170	1	The	the	DT
A52264	170	2	Long	Long	NNP
A52264	170	3	Square	Square	NNP
A52264	170	4	whose	whose	WP$
A52264	170	5	angles	angle	NNS
A52264	170	6	are	be	VBP
A52264	170	7	right	right	JJ
A52264	170	8	,	,	,
A52264	170	9	but	but	CC
A52264	170	10	the	the	DT
A52264	170	11	sides	side	NNS
A52264	170	12	unequal	unequal	JJ
A52264	170	13	.	.	.
A52264	171	1	3	3	LS
A52264	171	2	.	.	.
A52264	172	1	The	the	DT
A52264	172	2	Rhombus	Rhombus	NNP
A52264	172	3	or	or	CC
A52264	172	4	Diamond	Diamond	NNP
A52264	172	5	,	,	,
A52264	172	6	having	have	VBG
A52264	172	7	equall	equall	NN
A52264	172	8	sides	side	NNS
A52264	172	9	but	but	CC
A52264	172	10	not	not	RB
A52264	172	11	equal	equal	JJ
A52264	172	12	angles	angle	NNS
A52264	172	13	.	.	.
A52264	173	1	4	4	LS
A52264	173	2	.	.	.
A52264	174	1	The	the	DT
A52264	174	2	Rhomboides	Rhomboides	NNPS
A52264	174	3	,	,	,
A52264	174	4	having	have	VBG
A52264	174	5	neither	neither	CC
A52264	174	6	equal	equal	JJ
A52264	174	7	sides	side	NNS
A52264	174	8	nor	nor	CC
A52264	174	9	equal	equal	JJ
A52264	174	10	angles	angle	NNS
A52264	174	11	,	,	,
A52264	174	12	and	and	CC
A52264	174	13	yet	yet	CC
A52264	174	14	the	the	DT
A52264	174	15	opposite	opposite	JJ
A52264	174	16	sides	side	NNS
A52264	174	17	and	and	CC
A52264	174	18	angles	angle	NNS
A52264	174	19	equal	equal	JJ
A52264	174	20	.	.	.
A52264	175	1	All	all	DT
A52264	175	2	other	other	JJ
A52264	175	3	figures	figure	NNS
A52264	175	4	of	of	IN
A52264	175	5	four	four	CD
A52264	175	6	sides	side	NNS
A52264	175	7	are	be	VBP
A52264	175	8	called	call	VBN
A52264	175	9	Trapezia	Trapezia	NNP
A52264	175	10	or	or	CC
A52264	175	11	Tables	Tables	NNPS
A52264	175	12	.	.	.
A52264	176	1	The	the	DT
A52264	176	2	dimension	dimension	NN
A52264	176	3	whereof	whereof	IN
A52264	176	4	as	as	RB
A52264	176	5	also	also	RB
A52264	176	6	of	of	IN
A52264	176	7	all	all	DT
A52264	176	8	figures	figure	NNS
A52264	176	9	whatsoever	whatsoever	RB
A52264	176	10	,	,	,
A52264	176	11	dependeth	dependeth	FW
A52264	176	12	upon	upon	IN
A52264	176	13	the	the	DT
A52264	176	14	knowledge	knowledge	NN
A52264	176	15	of	of	IN
A52264	176	16	three	three	CD
A52264	176	17	sided	sided	JJ
A52264	176	18	figures	figure	NNS
A52264	176	19	,	,	,
A52264	176	20	or	or	CC
A52264	176	21	Triangles	Triangles	NNPS
A52264	176	22	,	,	,
A52264	176	23	of	of	IN
A52264	176	24	which	which	WDT
A52264	176	25	in	in	IN
A52264	176	26	the	the	DT
A52264	176	27	Chapter	chapter	NN
A52264	176	28	following	following	NN
A52264	176	29	.	.	.
A52264	177	1	CHAP	CHAP	NNP
A52264	177	2	.	.	.
A52264	178	1	II	ii	CD
A52264	178	2	.	.	.
A52264	179	1	Of	of	IN
A52264	179	2	the	the	DT
A52264	179	3	nature	nature	NN
A52264	179	4	and	and	CC
A52264	179	5	quality	quality	NN
A52264	179	6	of	of	IN
A52264	179	7	Triangles	Triangles	NNPS
A52264	179	8	.	.	.
A52264	180	1	1	1	LS
A52264	180	2	.	.	.
A52264	181	1	A	a	DT
A52264	181	2	Triangle	Triangle	NNP
A52264	181	3	is	be	VBZ
A52264	181	4	a	a	DT
A52264	181	5	figure	figure	NN
A52264	181	6	consisting	consist	VBG
A52264	181	7	of	of	IN
A52264	181	8	three	three	CD
A52264	181	9	sides	side	NNS
A52264	181	10	and	and	CC
A52264	181	11	three	three	CD
A52264	181	12	angles	angle	NNS
A52264	181	13	.	.	.
A52264	182	1	2	2	LS
A52264	182	2	.	.	.
A52264	183	1	Every	every	DT
A52264	183	2	of	of	IN
A52264	183	3	the	the	DT
A52264	183	4	two	two	CD
A52264	183	5	sides	side	NNS
A52264	183	6	of	of	IN
A52264	183	7	any	any	DT
A52264	183	8	Triangle	Triangle	NNP
A52264	183	9	are	be	VBP
A52264	183	10	the	the	DT
A52264	183	11	sides	side	NNS
A52264	183	12	of	of	IN
A52264	183	13	the	the	DT
A52264	183	14	angle	angle	NN
A52264	183	15	comprehended	comprehend	VBN
A52264	183	16	by	by	IN
A52264	183	17	them	-PRON-	PRP
A52264	183	18	,	,	,
A52264	183	19	the	the	DT
A52264	183	20	third	third	JJ
A52264	183	21	side	side	NN
A52264	183	22	is	be	VBZ
A52264	183	23	the	the	DT
A52264	183	24	Base	Base	NNP
A52264	183	25	,	,	,
A52264	183	26	as	as	IN
A52264	183	27	in	in	IN
A52264	183	28	the	the	DT
A52264	183	29	figure	figure	NN
A52264	183	30	following	following	NN
A52264	183	31	,	,	,
A52264	183	32	the	the	DT
A52264	183	33	sides	side	NNS
A52264	183	34	AC	AC	NNP
A52264	183	35	and	and	CC
A52264	183	36	BC	BC	NNP
A52264	183	37	and	and	CC
A52264	183	38	sides	side	NNS
A52264	183	39	of	of	IN
A52264	183	40	the	the	DT
A52264	183	41	angle	angle	NN
A52264	183	42	BCA	BCA	NNP
A52264	183	43	,	,	,
A52264	183	44	and	and	CC
A52264	183	45	AB	AB	NNP
A52264	183	46	is	be	VBZ
A52264	183	47	the	the	DT
A52264	183	48	Base	Base	NNP
A52264	183	49	of	of	IN
A52264	183	50	the	the	DT
A52264	183	51	said	said	NNP
A52264	183	52	angle	angle	NN
A52264	183	53	.	.	.
A52264	184	1	3	3	LS
A52264	184	2	.	.	.
A52264	185	1	Every	every	DT
A52264	185	2	side	side	NN
A52264	185	3	is	be	VBZ
A52264	185	4	said	say	VBN
A52264	185	5	to	to	TO
A52264	185	6	subtend	subtend	VB
A52264	185	7	the	the	DT
A52264	185	8	angle	angle	NN
A52264	185	9	that	that	WDT
A52264	185	10	is	be	VBZ
A52264	185	11	opposite	opposite	JJ
A52264	185	12	to	to	IN
A52264	185	13	that	that	DT
A52264	185	14	side	side	NN
A52264	185	15	;	;	:
A52264	185	16	as	as	IN
A52264	185	17	the	the	DT
A52264	185	18	side	side	NN
A52264	185	19	AB	AB	NNP
A52264	185	20	subtendeth	subtendeth	VBD
A52264	185	21	the	the	DT
A52264	185	22	angle	angle	NN
A52264	185	23	ACB	ACB	NNP
A52264	185	24	,	,	,
A52264	185	25	the	the	DT
A52264	185	26	side	side	NN
A52264	185	27	AC	AC	NNP
A52264	185	28	subtendeth	subtendeth	VBP
A52264	185	29	the	the	DT
A52264	185	30	angle	angle	NN
A52264	185	31	ABC	ABC	NNP
A52264	185	32	,	,	,
A52264	185	33	and	and	CC
A52264	185	34	the	the	DT
A52264	185	35	side	side	NN
A52264	185	36	BC	BC	NNP
A52264	185	37	subtendeth	subtendeth	VBP
A52264	185	38	the	the	DT
A52264	185	39	angle	angle	NN
A52264	185	40	BAC	BAC	NNP
A52264	185	41	:	:	:
A52264	185	42	the	the	DT
A52264	185	43	greater	great	JJR
A52264	185	44	sides	side	NNS
A52264	185	45	subtend	subtend	VBP
A52264	185	46	the	the	DT
A52264	185	47	greater	great	JJR
A52264	185	48	angles	angle	NNS
A52264	185	49	,	,	,
A52264	185	50	the	the	DT
A52264	185	51	lesser	less	JJR
A52264	185	52	sides	side	NNS
A52264	185	53	lesser	less	JJR
A52264	185	54	angles	angle	NNS
A52264	185	55	,	,	,
A52264	185	56	and	and	CC
A52264	185	57	equal	equal	JJ
A52264	185	58	sides	side	NNS
A52264	185	59	equal	equal	JJ
A52264	185	60	angles	angle	NNS
A52264	185	61	.	.	.
A52264	186	1	4	4	LS
A52264	186	2	.	.	.
A52264	187	1	Of	of	IN
A52264	187	2	Triangles	triangle	NNS
A52264	187	3	there	there	EX
A52264	187	4	are	be	VBP
A52264	187	5	diverse	diverse	JJ
A52264	187	6	sorts	sort	NNS
A52264	187	7	;	;	:
A52264	187	8	as	as	IN
A52264	187	9	,	,	,
A52264	187	10	1	1	CD
A52264	187	11	.	.	.
A52264	188	1	There	there	EX
A52264	188	2	are	be	VBP
A52264	188	3	Equilateral	Equilateral	NNP
A52264	188	4	Triangles	Triangles	NNPS
A52264	188	5	,	,	,
A52264	188	6	having	have	VBG
A52264	188	7	three	three	CD
A52264	188	8	equal	equal	JJ
A52264	188	9	sides	side	NNS
A52264	188	10	.	.	.
A52264	189	1	2	2	LS
A52264	189	2	.	.	.
A52264	190	1	There	there	EX
A52264	190	2	is	be	VBZ
A52264	190	3	an	an	DT
A52264	190	4	Isoscheles	Isoscheles	NNP
A52264	190	5	,	,	,
A52264	190	6	which	which	WDT
A52264	190	7	is	be	VBZ
A52264	190	8	a	a	DT
A52264	190	9	Triangle	Triangle	NNP
A52264	190	10	that	that	WDT
A52264	190	11	hath	hath	NN
A52264	190	12	two	two	CD
A52264	190	13	equal	equal	JJ
A52264	190	14	sides	side	NNS
A52264	190	15	.	.	.
A52264	191	1	3	3	LS
A52264	191	2	.	.	.
A52264	192	1	Scalenum	Scalenum	NNP
A52264	192	2	,	,	,
A52264	192	3	which	which	WDT
A52264	192	4	is	be	VBZ
A52264	192	5	a	a	DT
A52264	192	6	Triangle	Triangle	NNP
A52264	192	7	whose	whose	WP$
A52264	192	8	sides	side	NNS
A52264	192	9	are	be	VBP
A52264	192	10	all	all	RB
A52264	192	11	unequal	unequal	JJ
A52264	192	12	.	.	.
A52264	193	1	4	4	LS
A52264	193	2	.	.	.
A52264	194	1	An	an	DT
A52264	194	2	Orthigonium	Orthigonium	NNP
A52264	194	3	,	,	,
A52264	194	4	or	or	CC
A52264	194	5	a	a	DT
A52264	194	6	right	right	NN
A52264	194	7	angled	angle	VBN
A52264	194	8	Triangle	Triangle	NNP
A52264	194	9	,	,	,
A52264	194	10	having	have	VBG
A52264	194	11	one	one	CD
A52264	194	12	right	right	JJ
A52264	194	13	angle	angle	NN
A52264	194	14	.	.	.
A52264	195	1	5	5	CD
A52264	195	2	.	.	.
A52264	196	1	An	an	DT
A52264	196	2	Ambligonium	Ambligonium	NNP
A52264	196	3	,	,	,
A52264	196	4	or	or	CC
A52264	196	5	an	an	DT
A52264	196	6	obtuse	obtuse	NN
A52264	196	7	angled	angle	VBN
A52264	196	8	Triangle	Triangle	NNP
A52264	196	9	,	,	,
A52264	196	10	having	have	VBG
A52264	196	11	in	in	IN
A52264	196	12	it	-PRON-	PRP
A52264	196	13	one	one	CD
A52264	196	14	obtuse	obtuse	JJ
A52264	196	15	angle	angle	NN
A52264	196	16	.	.	.
A52264	197	1	6	6	CD
A52264	197	2	.	.	.
A52264	198	1	An	an	DT
A52264	198	2	Oxigonium	Oxigonium	NNP
A52264	198	3	,	,	,
A52264	198	4	or	or	CC
A52264	198	5	an	an	DT
A52264	198	6	acute	acute	NN
A52264	198	7	angled	angle	VBN
A52264	198	8	Triangle	Triangle	NNP
A52264	198	9	,	,	,
A52264	198	10	having	have	VBG
A52264	198	11	all	all	PDT
A52264	198	12	his	-PRON-	PRP$
A52264	198	13	angles	angle	NNS
A52264	198	14	acute	acute	NN
A52264	198	15	.	.	.
A52264	199	1	7	7	LS
A52264	199	2	.	.	.
A52264	200	1	All	all	PDT
A52264	200	2	these	these	DT
A52264	200	3	Triangles	triangle	NNS
A52264	200	4	are	be	VBP
A52264	200	5	either	either	CC
A52264	200	6	Plain	Plain	NNP
A52264	200	7	or	or	CC
A52264	200	8	Spherical	spherical	JJ
A52264	200	9	.	.	.
A52264	201	1	8	8	LS
A52264	201	2	.	.	.
A52264	202	1	The	the	DT
A52264	202	2	sides	side	NNS
A52264	202	3	of	of	IN
A52264	202	4	Plain	Plain	NNP
A52264	202	5	Triangles	Triangles	NNPS
A52264	202	6	in	in	IN
A52264	202	7	Trigonometria	Trigonometria	NNP
A52264	202	8	are	be	VBP
A52264	202	9	right	right	JJ
A52264	202	10	lines	line	NNS
A52264	202	11	only	only	RB
A52264	202	12	,	,	,
A52264	202	13	concerning	concern	VBG
A52264	202	14	which	which	WDT
A52264	202	15	we	-PRON-	PRP
A52264	202	16	have	have	VBP
A52264	202	17	added	add	VBN
A52264	202	18	these	these	DT
A52264	202	19	Theorems	Theorems	NNPS
A52264	202	20	following	follow	VBG
A52264	202	21	.	.	.
A52264	203	1	9	9	CD
A52264	203	2	.	.	.
A52264	204	1	Theorem	theorem	NN
A52264	204	2	.	.	.
A52264	205	1	If	if	IN
A52264	205	2	one	one	CD
A52264	205	3	right	right	JJ
A52264	205	4	line	line	NN
A52264	205	5	cut	cut	VBN
A52264	205	6	through	through	IN
A52264	205	7	two	two	CD
A52264	205	8	parallel	parallel	JJ
A52264	205	9	right	right	JJ
A52264	205	10	lines	line	NNS
A52264	205	11	,	,	,
A52264	205	12	then	then	RB
A52264	205	13	are	be	VBP
A52264	205	14	the	the	DT
A52264	205	15	angles	angle	NNS
A52264	205	16	opposite	opposite	JJ
A52264	205	17	one	one	NN
A52264	205	18	against	against	IN
A52264	205	19	another	another	DT
A52264	205	20	equal	equal	JJ
A52264	205	21	.	.	.
A52264	206	1	In	in	IN
A52264	206	2	the	the	DT
A52264	206	3	following	follow	VBG
A52264	206	4	Scheme	Scheme	NNP
A52264	206	5	the	the	DT
A52264	206	6	two	two	CD
A52264	206	7	lines	line	NNS
A52264	206	8	WX	WX	NNP
A52264	206	9	and	and	CC
A52264	206	10	YZ	YZ	NNP
A52264	206	11	are	be	VBP
A52264	206	12	parallel	parallel	JJ
A52264	206	13	,	,	,
A52264	206	14	and	and	CC
A52264	206	15	therefore	therefore	RB
A52264	206	16	the	the	DT
A52264	206	17	angles	angle	NNS
A52264	206	18	XIC	XIC	NNP
A52264	206	19	,	,	,
A52264	206	20	and	and	CC
A52264	206	21	ICY	ICY	NNP
A52264	206	22	are	be	VBP
A52264	206	23	equal	equal	JJ
A52264	206	24	.	.	.
A52264	207	1	Demonstration	demonstration	NN
A52264	207	2	.	.	.
A52264	208	1	The	the	DT
A52264	208	2	two	two	CD
A52264	208	3	angles	angle	NNS
A52264	208	4	XIC	XIC	NNP
A52264	208	5	and	and	CC
A52264	208	6	WIC	WIC	NNP
A52264	208	7	are	be	VBP
A52264	208	8	equal	equal	JJ
A52264	208	9	to	to	IN
A52264	208	10	two	two	CD
A52264	208	11	right	right	JJ
A52264	208	12	angles	angle	NNS
A52264	208	13	,	,	,
A52264	208	14	as	as	IN
A52264	208	15	also	also	RB
A52264	208	16	ICY	ICY	NNP
A52264	208	17	and	and	CC
A52264	208	18	ICZ	ICZ	NNP
A52264	208	19	,	,	,
A52264	208	20	because	because	IN
A52264	208	21	on	on	IN
A52264	208	22	the	the	DT
A52264	208	23	parallel	parallel	JJ
A52264	208	24	lines	line	NNS
A52264	208	25	at	at	IN
A52264	208	26	the	the	DT
A52264	208	27	points	point	NNS
A52264	208	28	I	-PRON-	PRP
A52264	208	29	and	and	CC
A52264	208	30	C	C	NNP
A52264	208	31	there	there	EX
A52264	208	32	may	may	MD
A52264	208	33	be	be	VB
A52264	208	34	drawn	draw	VBN
A52264	208	35	two	two	CD
A52264	208	36	Semicircles	Semicircles	NNPS
A52264	208	37	,	,	,
A52264	208	38	each	each	DT
A52264	208	39	of	of	IN
A52264	208	40	which	which	WDT
A52264	208	41	are	be	VBP
A52264	208	42	the	the	DT
A52264	208	43	measures	measure	NNS
A52264	208	44	of	of	IN
A52264	208	45	two	two	CD
A52264	208	46	right	right	JJ
A52264	208	47	angles	angle	NNS
A52264	208	48	.	.	.
A52264	209	1	If	if	IN
A52264	209	2	then	then	RB
A52264	209	3	the	the	DT
A52264	209	4	angle	angle	NN
A52264	209	5	XIC	xic	NN
A52264	209	6	be	be	VB
A52264	209	7	lesse	lesse	JJ
A52264	209	8	than	than	IN
A52264	209	9	ICY	ICY	NNP
A52264	209	10	,	,	,
A52264	209	11	the	the	DT
A52264	209	12	angle	angle	NN
A52264	209	13	WIC	WIC	NNP
A52264	209	14	must	must	MD
A52264	209	15	as	as	RB
A52264	209	16	much	much	RB
A52264	209	17	exceed	exceed	VB
A52264	209	18	the	the	DT
A52264	209	19	angle	angle	NN
A52264	209	20	ICZ	ICZ	NNP
A52264	209	21	,	,	,
A52264	209	22	and	and	CC
A52264	209	23	the	the	DT
A52264	209	24	angles	angle	NNS
A52264	209	25	XIC	XIC	NNP
A52264	209	26	and	and	CC
A52264	209	27	ZCI	ZCI	NNP
A52264	209	28	would	would	MD
A52264	209	29	be	be	VB
A52264	209	30	lesse	lesse	JJ
A52264	209	31	than	than	IN
A52264	209	32	two	two	CD
A52264	209	33	right	right	JJ
A52264	209	34	angles	angle	NNS
A52264	209	35	,	,	,
A52264	209	36	and	and	CC
A52264	209	37	consequently	consequently	RB
A52264	209	38	the	the	DT
A52264	209	39	lines	line	NNS
A52264	209	40	WX	WX	NNP
A52264	209	41	and	and	CC
A52264	209	42	YZ	YZ	NNP
A52264	209	43	may	may	MD
A52264	209	44	be	be	VB
A52264	209	45	extended	extend	VBN
A52264	209	46	on	on	IN
A52264	209	47	the	the	DT
A52264	209	48	side	side	NN
A52264	209	49	X	x	NN
A52264	209	50	and	and	CC
A52264	209	51	Z	z	XX
A52264	209	52	til	til	NN
A52264	209	53	at	at	IN
A52264	209	54	length	length	NN
A52264	209	55	they	-PRON-	PRP
A52264	209	56	shall	shall	MD
A52264	209	57	concur	concur	VB
A52264	209	58	together	together	RB
A52264	209	59	,	,	,
A52264	209	60	and	and	CC
A52264	209	61	then	then	RB
A52264	209	62	the	the	DT
A52264	209	63	lines	line	NNS
A52264	209	64	WX	WX	NNP
A52264	209	65	and	and	CC
A52264	209	66	YZ	YZ	NNP
A52264	209	67	are	be	VBP
A52264	209	68	not	not	RB
A52264	209	69	parallels	parallel	NNS
A52264	209	70	,	,	,
A52264	209	71	as	as	IN
A52264	209	72	is	be	VBZ
A52264	209	73	supposed	suppose	VBN
A52264	209	74	here	here	RB
A52264	209	75	,	,	,
A52264	209	76	and	and	CC
A52264	209	77	therefore	therefore	RB
A52264	209	78	the	the	DT
A52264	209	79	angles	angle	NNS
A52264	209	80	XIC	XIC	NNP
A52264	209	81	and	and	CC
A52264	209	82	ICY	ICY	NNP
A52264	209	83	are	be	VBP
A52264	209	84	equal	equal	JJ
A52264	209	85	.	.	.
A52264	210	1	10	10	CD
A52264	210	2	.	.	.
A52264	211	1	Theor	Theor	NNP
A52264	211	2	,	,	,
A52264	211	3	If	if	IN
A52264	211	4	four	four	CD
A52264	211	5	right	right	JJ
A52264	211	6	lines	line	NNS
A52264	211	7	be	be	VB
A52264	211	8	proportionall	proportionall	JJ
A52264	211	9	,	,	,
A52264	211	10	the	the	DT
A52264	211	11	right	right	RB
A52264	211	12	angled	angle	VBN
A52264	211	13	figure	figure	NN
A52264	211	14	made	make	VBN
A52264	211	15	of	of	IN
A52264	211	16	the	the	DT
A52264	211	17	two	two	CD
A52264	211	18	means	mean	NNS
A52264	211	19	,	,	,
A52264	211	20	is	be	VBZ
A52264	211	21	equal	equal	JJ
A52264	211	22	to	to	IN
A52264	211	23	the	the	DT
A52264	211	24	right	right	JJ
A52264	211	25	angled	angle	VBN
A52264	211	26	figure	figure	NN
A52264	211	27	made	make	VBN
A52264	211	28	of	of	IN
A52264	211	29	the	the	DT
A52264	211	30	two	two	CD
A52264	211	31	extreams	extream	NNS
A52264	211	32	.	.	.
A52264	212	1	Let	let	VB
A52264	212	2	the	the	DT
A52264	212	3	four	four	CD
A52264	212	4	proportional	proportional	JJ
A52264	212	5	lines	line	NNS
A52264	212	6	be	be	VB
A52264	212	7	AB	AB	NNP
A52264	212	8	two	two	CD
A52264	212	9	foot	foot	NN
A52264	212	10	,	,	,
A52264	212	11	EF	EF	NNP
A52264	212	12	three	three	CD
A52264	212	13	foot	foot	NN
A52264	212	14	,	,	,
A52264	212	15	FG	FG	NNP
A52264	212	16	six	six	CD
A52264	212	17	foot	foot	NN
A52264	212	18	,	,	,
A52264	212	19	and	and	CC
A52264	212	20	BC	BC	NNP
A52264	212	21	nine	nine	CD
A52264	212	22	foot	foot	NN
A52264	212	23	:	:	:
A52264	212	24	I	-PRON-	PRP
A52264	212	25	say	say	VBP
A52264	212	26	then	then	RB
A52264	212	27	that	that	IN
A52264	212	28	the	the	DT
A52264	212	29	right	right	NN
A52264	212	30	angled	angle	VBN
A52264	212	31	figure	figure	NN
A52264	212	32	made	make	VBN
A52264	212	33	of	of	IN
A52264	212	34	the	the	DT
A52264	212	35	two	two	CD
A52264	212	36	means	mean	NNS
A52264	212	37	EF	EF	NNP
A52264	212	38	and	and	CC
A52264	212	39	FG	FG	NNP
A52264	212	40	,	,	,
A52264	212	41	that	that	RB
A52264	212	42	is	is	RB
A52264	212	43	,	,	,
A52264	212	44	the	the	DT
A52264	212	45	right	right	RB
A52264	212	46	angled	angle	VBN
A52264	212	47	figure	figure	NN
A52264	212	48	EF	EF	NNP
A52264	212	49	GH	GH	NNP
A52264	212	50	,	,	,
A52264	212	51	is	be	VBZ
A52264	212	52	equal	equal	JJ
A52264	212	53	to	to	IN
A52264	212	54	the	the	DT
A52264	212	55	right	right	JJ
A52264	212	56	angled	angle	VBN
A52264	212	57	figure	figure	NN
A52264	212	58	made	make	VBN
A52264	212	59	of	of	IN
A52264	212	60	the	the	DT
A52264	212	61	extreams	extream	NNS
A52264	212	62	AB	AB	NNP
A52264	212	63	and	and	CC
A52264	212	64	BC	BC	NNP
A52264	212	65	,	,	,
A52264	212	66	that	that	RB
A52264	212	67	is	is	RB
A52264	212	68	,	,	,
A52264	212	69	to	to	IN
A52264	212	70	the	the	DT
A52264	212	71	right	right	JJ
A52264	212	72	angled	angle	VBN
A52264	212	73	figure	figure	NN
A52264	212	74	ABCD	ABCD	NNP
A52264	212	75	;	;	:
A52264	212	76	for	for	IN
A52264	212	77	as	as	IN
A52264	212	78	twice	twice	PDT
A52264	212	79	9	9	CD
A52264	212	80	is	be	VBZ
A52264	212	81	18	18	CD
A52264	212	82	,	,	,
A52264	212	83	so	so	RB
A52264	212	84	likewise	likewise	RB
A52264	212	85	three	three	CD
A52264	212	86	times	time	NNS
A52264	212	87	is	be	VBZ
A52264	212	88	18	18	CD
A52264	212	89	.	.	.
A52264	213	1	11	11	CD
A52264	213	2	.	.	.
A52264	214	1	Theor	Theor	NNP
A52264	214	2	.	.	.
A52264	215	1	If	if	IN
A52264	215	2	three	three	CD
A52264	215	3	right	right	JJ
A52264	215	4	lines	line	NNS
A52264	215	5	be	be	VB
A52264	215	6	proportionall	proportionall	JJ
A52264	215	7	,	,	,
A52264	215	8	the	the	DT
A52264	215	9	Square	Square	NNP
A52264	215	10	made	make	VBD
A52264	215	11	of	of	IN
A52264	215	12	the	the	DT
A52264	215	13	mean	mean	NN
A52264	215	14	is	be	VBZ
A52264	215	15	equal	equal	JJ
A52264	215	16	to	to	IN
A52264	215	17	the	the	DT
A52264	215	18	rightangled	rightangle	VBN
A52264	215	19	figure	figure	NN
A52264	215	20	made	make	VBN
A52264	215	21	of	of	IN
A52264	215	22	the	the	DT
A52264	215	23	extreams	extream	NNS
A52264	215	24	.	.	.
A52264	216	1	Demonstration	demonstration	NN
A52264	216	2	.	.	.
A52264	217	1	The	the	DT
A52264	217	2	Demonstration	Demonstration	NNP
A52264	217	3	of	of	IN
A52264	217	4	this	this	DT
A52264	217	5	proposition	proposition	NN
A52264	217	6	is	be	VBZ
A52264	217	7	all	all	DT
A52264	217	8	one	one	NN
A52264	217	9	in	in	IN
A52264	217	10	effect	effect	NN
A52264	217	11	with	with	IN
A52264	217	12	the	the	DT
A52264	217	13	former	former	JJ
A52264	217	14	,	,	,
A52264	217	15	the	the	DT
A52264	217	16	difference	difference	NN
A52264	217	17	is	be	VBZ
A52264	217	18	,	,	,
A52264	217	19	that	that	IN
A52264	217	20	here	here	RB
A52264	217	21	is	be	VBZ
A52264	217	22	spoken	speak	VBN
A52264	217	23	of	of	IN
A52264	217	24	three	three	CD
A52264	217	25	lines	line	NNS
A52264	217	26	,	,	,
A52264	217	27	there	there	EX
A52264	217	28	of	of	IN
A52264	217	29	four	four	CD
A52264	217	30	,	,	,
A52264	217	31	and	and	CC
A52264	217	32	therefore	therefore	RB
A52264	217	33	if	if	IN
A52264	217	34	we	-PRON-	PRP
A52264	217	35	take	take	VBP
A52264	217	36	the	the	DT
A52264	217	37	mean	mean	NN
A52264	217	38	twice	twice	RB
A52264	217	39	,	,	,
A52264	217	40	of	of	IN
A52264	217	41	which	which	WDT
A52264	217	42	the	the	DT
A52264	217	43	square	square	NN
A52264	217	44	is	be	VBZ
A52264	217	45	made	make	VBN
A52264	217	46	,	,	,
A52264	217	47	the	the	DT
A52264	217	48	work	work	NN
A52264	217	49	will	will	MD
A52264	217	50	be	be	VB
A52264	217	51	the	the	DT
A52264	217	52	same	same	JJ
A52264	217	53	with	with	IN
A52264	217	54	that	that	DT
A52264	217	55	in	in	IN
A52264	217	56	the	the	DT
A52264	217	57	former	former	JJ
A52264	217	58	proposition	proposition	NN
A52264	217	59	.	.	.
A52264	218	1	As	as	IN
A52264	218	2	if	if	IN
A52264	218	3	the	the	DT
A52264	218	4	length	length	NN
A52264	218	5	of	of	IN
A52264	218	6	the	the	DT
A52264	218	7	first	first	JJ
A52264	218	8	line	line	NN
A52264	218	9	were	be	VBD
A52264	218	10	two	two	CD
A52264	218	11	foot	foot	NN
A52264	218	12	,	,	,
A52264	218	13	the	the	DT
A52264	218	14	second	second	JJ
A52264	218	15	four	four	CD
A52264	218	16	,	,	,
A52264	218	17	and	and	CC
A52264	218	18	the	the	DT
A52264	218	19	third	third	JJ
A52264	218	20	eight	eight	CD
A52264	218	21	;	;	:
A52264	218	22	it	-PRON-	PRP
A52264	218	23	is	be	VBZ
A52264	218	24	evident	evident	JJ
A52264	218	25	,	,	,
A52264	218	26	that	that	IN
A52264	218	27	as	as	IN
A52264	218	28	four	four	CD
A52264	218	29	times	time	NNS
A52264	218	30	four	four	CD
A52264	218	31	is	be	VBZ
A52264	218	32	16	16	CD
A52264	218	33	,	,	,
A52264	218	34	so	so	RB
A52264	218	35	two	two	CD
A52264	218	36	times	time	NNS
A52264	218	37	eight	eight	CD
A52264	218	38	is	be	VBZ
A52264	218	39	16	16	CD
A52264	218	40	,	,	,
A52264	218	41	and	and	CC
A52264	218	42	therefore	therefore	RB
A52264	218	43	what	what	WP
A52264	218	44	hath	hath	NNP
A52264	218	45	been	be	VBN
A52264	218	46	said	say	VBD
A52264	218	47	of	of	IN
A52264	218	48	four	four	CD
A52264	218	49	proportionals	proportional	NNS
A52264	218	50	,	,	,
A52264	218	51	is	be	VBZ
A52264	218	52	to	to	TO
A52264	218	53	be	be	VB
A52264	218	54	understood	understand	VBN
A52264	218	55	of	of	IN
A52264	218	56	three	three	CD
A52264	218	57	proportionals	proportional	NNS
A52264	218	58	also	also	RB
A52264	218	59	.	.	.
A52264	219	1	12	12	CD
A52264	219	2	.	.	.
A52264	220	1	Theor	Theor	NNP
A52264	220	2	.	.	.
A52264	221	1	If	if	IN
A52264	221	2	a	a	DT
A52264	221	3	right	right	JJ
A52264	221	4	line	line	NN
A52264	221	5	being	be	VBG
A52264	221	6	divided	divide	VBN
A52264	221	7	into	into	IN
A52264	221	8	two	two	CD
A52264	221	9	equal	equal	JJ
A52264	221	10	parts	part	NNS
A52264	221	11	,	,	,
A52264	221	12	shall	shall	MD
A52264	221	13	be	be	VB
A52264	221	14	continued	continue	VBN
A52264	221	15	at	at	IN
A52264	221	16	pleasure	pleasure	NN
A52264	221	17	,	,	,
A52264	221	18	then	then	RB
A52264	221	19	is	be	VBZ
A52264	221	20	the	the	DT
A52264	221	21	right	right	RB
A52264	221	22	angled	angle	VBN
A52264	221	23	figure	figure	NN
A52264	221	24	made	make	VBN
A52264	221	25	of	of	IN
A52264	221	26	the	the	DT
A52264	221	27	line	line	NN
A52264	221	28	continued	continue	VBN
A52264	221	29	,	,	,
A52264	221	30	and	and	CC
A52264	221	31	the	the	DT
A52264	221	32	line	line	NN
A52264	221	33	of	of	IN
A52264	221	34	continuation	continuation	NN
A52264	221	35	,	,	,
A52264	221	36	with	with	IN
A52264	221	37	the	the	DT
A52264	221	38	square	square	NN
A52264	221	39	of	of	IN
A52264	221	40	one	one	CD
A52264	221	41	of	of	IN
A52264	221	42	the	the	DT
A52264	221	43	bi	bi	NN
A52264	221	44	-	-	NN
A52264	221	45	segments	segment	NNS
A52264	221	46	,	,	,
A52264	221	47	equal	equal	JJ
A52264	221	48	to	to	IN
A52264	221	49	a	a	DT
A52264	221	50	square	square	NN
A52264	221	51	made	make	VBN
A52264	221	52	of	of	IN
A52264	221	53	one	one	CD
A52264	221	54	of	of	IN
A52264	221	55	the	the	DT
A52264	221	56	bi	bi	NN
A52264	221	57	-	-	NN
A52264	221	58	segments	segment	NNS
A52264	221	59	and	and	CC
A52264	221	60	the	the	DT
A52264	221	61	line	line	NN
A52264	221	62	of	of	IN
A52264	221	63	continuation	continuation	NN
A52264	221	64	.	.	.
A52264	222	1	The	the	DT
A52264	222	2	line	line	NN
A52264	222	3	PQ	PQ	NNP
A52264	222	4	is	be	VBZ
A52264	222	5	divided	divide	VBN
A52264	222	6	into	into	IN
A52264	222	7	two	two	CD
A52264	222	8	equal	equal	JJ
A52264	222	9	parts	part	NNS
A52264	222	10	,	,	,
A52264	222	11	the	the	DT
A52264	222	12	midst	midst	NN
A52264	222	13	is	be	VBZ
A52264	222	14	C	C	NNP
A52264	222	15	,	,	,
A52264	222	16	to	to	IN
A52264	222	17	the	the	DT
A52264	222	18	same	same	JJ
A52264	222	19	is	be	VBZ
A52264	222	20	added	add	VBN
A52264	222	21	a	a	DT
A52264	222	22	right	right	JJ
A52264	222	23	line	line	NN
A52264	222	24	,	,	,
A52264	222	25	as	as	IN
A52264	222	26	QN	QN	NNP
A52264	222	27	;	;	:
A52264	222	28	and	and	CC
A52264	222	29	of	of	IN
A52264	222	30	the	the	DT
A52264	222	31	whole	whole	JJ
A52264	222	32	line	line	NN
A52264	222	33	PQ	PQ	NNP
A52264	222	34	,	,	,
A52264	222	35	and	and	CC
A52264	222	36	the	the	DT
A52264	222	37	added	add	VBN
A52264	222	38	line	line	NN
A52264	222	39	QN	QN	NNP
A52264	222	40	is	be	VBZ
A52264	222	41	made	make	VBN
A52264	222	42	PN	PN	NNP
A52264	222	43	as	as	IN
A52264	222	44	one	one	CD
A52264	222	45	line	line	NN
A52264	222	46	,	,	,
A52264	222	47	and	and	CC
A52264	222	48	of	of	IN
A52264	222	49	this	this	DT
A52264	222	50	line	line	NN
A52264	222	51	PN	PN	NNP
A52264	222	52	,	,	,
A52264	222	53	and	and	CC
A52264	222	54	the	the	DT
A52264	222	55	added	add	VBN
A52264	222	56	line	line	NN
A52264	222	57	QN	QN	NNP
A52264	222	58	is	be	VBZ
A52264	222	59	inclosed	inclose	VBN
A52264	222	60	the	the	DT
A52264	222	61	right	right	JJ
A52264	222	62	angled	angle	VBN
A52264	222	63	figure	figure	NN
A52264	222	64	●	●	.
A52264	222	65	M	m	NN
A52264	222	66	,	,	,
A52264	222	67	and	and	CC
A52264	222	68	upon	upon	IN
A52264	222	69	the	the	DT
A52264	222	70	halfe	halfe	NN
A52264	222	71	line	line	NN
A52264	222	72	CQ	CQ	NNP
A52264	222	73	and	and	CC
A52264	222	74	the	the	DT
A52264	222	75	line	line	NN
A52264	222	76	of	of	IN
A52264	222	77	continuation	continuation	NN
A52264	222	78	QN	QN	NNP
A52264	222	79	is	be	VBZ
A52264	222	80	made	make	VBN
A52264	222	81	the	the	DT
A52264	222	82	square	square	JJ
A52264	222	83	CF	cf	NN
A52264	222	84	.	.	.
A52264	223	1	Now	now	RB
A52264	223	2	if	if	IN
A52264	223	3	you	-PRON-	PRP
A52264	223	4	draw	draw	VBP
A52264	223	5	the	the	DT
A52264	223	6	line	line	NN
A52264	223	7	QG	QG	NNP
A52264	223	8	parallel	parallel	NN
A52264	223	9	to	to	IN
A52264	223	10	NF	NF	NNP
A52264	223	11	,	,	,
A52264	223	12	and	and	CC
A52264	223	13	equal	equal	JJ
A52264	223	14	to	to	IN
A52264	223	15	the	the	DT
A52264	223	16	same	same	JJ
A52264	223	17	,	,	,
A52264	223	18	then	then	RB
A52264	223	19	is	be	VBZ
A52264	223	20	the	the	DT
A52264	223	21	right	right	RB
A52264	223	22	angled	angle	VBN
A52264	223	23	figure	figure	NN
A52264	223	24	●	●	.
A52264	223	25	M	m	NN
A52264	223	26	with	with	IN
A52264	223	27	the	the	DT
A52264	223	28	square	square	NN
A52264	223	29	of	of	IN
A52264	223	30	CQ	CQ	NNP
A52264	223	31	that	that	WDT
A52264	223	32	is	be	VBZ
A52264	223	33	,	,	,
A52264	223	34	the	the	DT
A52264	223	35	square	square	JJ
A52264	223	36	IG	IG	NNP
A52264	223	37	,	,	,
A52264	223	38	equal	equal	JJ
A52264	223	39	to	to	IN
A52264	223	40	the	the	DT
A52264	223	41	square	square	NN
A52264	223	42	of	of	IN
A52264	223	43	CN	CN	NNP
A52264	223	44	,	,	,
A52264	223	45	that	that	RB
A52264	223	46	is	is	RB
A52264	223	47	,	,	,
A52264	223	48	the	the	DT
A52264	223	49	square	square	JJ
A52264	223	50	CF	cf	NN
A52264	223	51	.	.	.
A52264	224	1	Demonstration	demonstration	NN
A52264	224	2	.	.	.
A52264	225	1	Forasmuch	forasmuch	NN
A52264	225	2	as	as	IN
A52264	225	3	CQ	CQ	NNP
A52264	225	4	is	be	VBZ
A52264	225	5	equal	equal	JJ
A52264	225	6	unto	unto	IN
A52264	225	7	MF	MF	NNP
A52264	225	8	,	,	,
A52264	225	9	the	the	DT
A52264	225	10	which	which	WDT
A52264	225	11	is	be	VBZ
A52264	225	12	also	also	RB
A52264	225	13	equal	equal	JJ
A52264	225	14	unto	unto	IN
A52264	225	15	IO	IO	NNP
A52264	225	16	or	or	CC
A52264	225	17	I	i	NN
A52264	225	18	L	l	NN
A52264	225	19	,	,	,
A52264	225	20	it	-PRON-	PRP
A52264	225	21	followeth	followeth	VBD
A52264	225	22	that	that	IN
A52264	225	23	IG	IG	NNP
A52264	225	24	is	be	VBZ
A52264	225	25	a	a	DT
A52264	225	26	Square	Square	NNP
A52264	225	27	,	,	,
A52264	225	28	which	which	WDT
A52264	225	29	with	with	IN
A52264	225	30	the	the	DT
A52264	225	31	right	right	JJ
A52264	225	32	angled	angle	VBN
A52264	225	33	figure	figure	NN
A52264	225	34	PM	pm	NN
A52264	225	35	is	be	VBZ
A52264	225	36	equal	equal	JJ
A52264	225	37	to	to	IN
A52264	225	38	the	the	DT
A52264	225	39	square	square	JJ
A52264	225	40	CF	cf	NN
A52264	225	41	,	,	,
A52264	225	42	because	because	IN
A52264	225	43	the	the	DT
A52264	225	44	right	right	NN
A52264	225	45	angled	angle	VBN
A52264	225	46	figure	figure	NN
A52264	225	47	GM	GM	NNP
A52264	225	48	is	be	VBZ
A52264	225	49	equal	equal	JJ
A52264	225	50	to	to	IN
A52264	225	51	CO	CO	NNP
A52264	225	52	,	,	,
A52264	225	53	which	which	WDT
A52264	225	54	is	be	VBZ
A52264	225	55	also	also	RB
A52264	225	56	equal	equal	JJ
A52264	225	57	to	to	IN
A52264	225	58	PI	PI	NNP
A52264	225	59	.	.	.
A52264	226	1	13	13	CD
A52264	226	2	.	.	.
A52264	227	1	Theor	Theor	NNP
A52264	227	2	.	.	.
A52264	228	1	To	to	TO
A52264	228	2	divide	divide	VB
A52264	228	3	a	a	DT
A52264	228	4	right	right	JJ
A52264	228	5	line	line	NN
A52264	228	6	in	in	IN
A52264	228	7	two	two	CD
A52264	228	8	parts	part	NNS
A52264	228	9	,	,	,
A52264	228	10	so	so	IN
A52264	228	11	that	that	IN
A52264	228	12	the	the	DT
A52264	228	13	right	right	NN
A52264	228	14	,	,	,
A52264	228	15	angled	angle	VBN
A52264	228	16	figure	figure	NN
A52264	228	17	made	make	VBN
A52264	228	18	of	of	IN
A52264	228	19	the	the	DT
A52264	228	20	whole	whole	JJ
A52264	228	21	line	line	NN
A52264	228	22	and	and	CC
A52264	228	23	one	one	CD
A52264	228	24	part	part	NN
A52264	228	25	shall	shall	MD
A52264	228	26	be	be	VB
A52264	228	27	equal	equal	JJ
A52264	228	28	to	to	IN
A52264	228	29	the	the	DT
A52264	228	30	square	square	NN
A52264	228	31	of	of	IN
A52264	228	32	the	the	DT
A52264	228	33	other	other	JJ
A52264	228	34	part	part	NN
A52264	228	35	.	.	.
A52264	229	1	The	the	DT
A52264	229	2	right	right	JJ
A52264	229	3	line	line	NN
A52264	229	4	given	give	VBN
A52264	229	5	is	be	VBZ
A52264	229	6	AB	AB	NNP
A52264	229	7	,	,	,
A52264	229	8	upon	upon	IN
A52264	229	9	the	the	DT
A52264	229	10	same	same	JJ
A52264	229	11	line	line	NN
A52264	229	12	AB	AB	NNP
A52264	229	13	,	,	,
A52264	229	14	make	make	VB
A52264	229	15	a	a	DT
A52264	229	16	square	square	NN
A52264	229	17	,	,	,
A52264	229	18	as	as	IN
A52264	229	19	ABCD	ABCD	NNP
A52264	229	20	;	;	:
A52264	229	21	and	and	CC
A52264	229	22	divide	divide	VB
A52264	229	23	the	the	DT
A52264	229	24	side	side	NN
A52264	229	25	AD	ad	NN
A52264	229	26	in	in	IN
A52264	229	27	two	two	CD
A52264	229	28	equal	equal	JJ
A52264	229	29	parts	part	NNS
A52264	229	30	,	,	,
A52264	229	31	the	the	DT
A52264	229	32	midst	midst	NN
A52264	229	33	is	be	VBZ
A52264	229	34	M	M	NNP
A52264	229	35	,	,	,
A52264	229	36	from	from	IN
A52264	229	37	M	M	NNP
A52264	229	38	draw	draw	VB
A52264	229	39	a	a	DT
A52264	229	40	line	line	NN
A52264	229	41	to	to	IN
A52264	229	42	B	b	NN
A52264	229	43	,	,	,
A52264	229	44	and	and	CC
A52264	229	45	produce	produce	VB
A52264	229	46	AD	ad	NN
A52264	229	47	to	to	IN
A52264	229	48	H	h	NN
A52264	229	49	,	,	,
A52264	229	50	so	so	IN
A52264	229	51	that	that	IN
A52264	229	52	MH	MH	NNP
A52264	229	53	be	be	VB
A52264	229	54	equal	equal	JJ
A52264	229	55	to	to	IN
A52264	229	56	MB	mb	NN
A52264	229	57	;	;	:
A52264	229	58	and	and	CC
A52264	229	59	upon	upon	IN
A52264	229	60	AH	AH	NNP
A52264	229	61	make	make	VBP
A52264	229	62	a	a	DT
A52264	229	63	square	square	NN
A52264	229	64	,	,	,
A52264	229	65	as	as	IN
A52264	229	66	AHGF	AHGF	NNP
A52264	229	67	.	.	.
A52264	230	1	Then	then	RB
A52264	230	2	extend	extend	VB
A52264	230	3	GF	GF	NNP
A52264	230	4	to	to	IN
A52264	230	5	E	e	NN
A52264	230	6	,	,	,
A52264	230	7	and	and	CC
A52264	230	8	then	then	RB
A52264	230	9	is	be	VBZ
A52264	230	10	the	the	DT
A52264	230	11	right	right	RB
A52264	230	12	angled	angle	VBN
A52264	230	13	figure	figure	NN
A52264	230	14	FC	FC	NNP
A52264	230	15	,	,	,
A52264	230	16	being	be	VBG
A52264	230	17	made	make	VBN
A52264	230	18	of	of	IN
A52264	230	19	the	the	DT
A52264	230	20	whole	whole	JJ
A52264	230	21	line	line	NN
A52264	230	22	FE	FE	NNP
A52264	230	23	(	(	-LRB-
A52264	230	24	which	which	WDT
A52264	230	25	is	be	VBZ
A52264	230	26	equal	equal	JJ
A52264	230	27	to	to	IN
A52264	230	28	AB	AB	NNP
A52264	230	29	)	)	-RRB-
A52264	230	30	and	and	CC
A52264	230	31	the	the	DT
A52264	230	32	part	part	NN
A52264	230	33	BF	BF	NNP
A52264	230	34	,	,	,
A52264	230	35	equall	equall	JJ
A52264	230	36	to	to	IN
A52264	230	37	the	the	DT
A52264	230	38	square	square	NN
A52264	230	39	of	of	IN
A52264	230	40	the	the	DT
A52264	230	41	other	other	JJ
A52264	230	42	part	part	NN
A52264	230	43	AF	AF	NNP
A52264	230	44	,	,	,
A52264	230	45	that	that	RB
A52264	230	46	is	is	RB
A52264	230	47	,	,	,
A52264	230	48	to	to	IN
A52264	230	49	the	the	DT
A52264	230	50	square	square	JJ
A52264	230	51	AHGF	AHGF	NNP
A52264	230	52	.	.	.
A52264	231	1	Forasmuch	forasmuch	VB
A52264	231	2	as	as	IN
A52264	231	3	by	by	IN
A52264	231	4	the	the	DT
A52264	231	5	last	last	JJ
A52264	231	6	aforegoing	aforegoing	NN
A52264	231	7	,	,	,
A52264	231	8	the	the	DT
A52264	231	9	right	right	RB
A52264	231	10	angled	angle	VBN
A52264	231	11	figure	figure	NN
A52264	231	12	comprehended	comprehend	VBN
A52264	231	13	of	of	IN
A52264	231	14	HD	HD	NNP
A52264	231	15	and	and	CC
A52264	231	16	HA	HA	NNP
A52264	231	17	,	,	,
A52264	231	18	or	or	CC
A52264	231	19	the	the	DT
A52264	231	20	right	right	JJ
A52264	231	21	angled	angle	VBN
A52264	231	22	figure	figure	NN
A52264	231	23	of	of	IN
A52264	231	24	HD	hd	NN
A52264	231	25	and	and	CC
A52264	231	26	HG	HG	NNP
A52264	231	27	,	,	,
A52264	231	28	as	as	IN
A52264	231	29	the	the	DT
A52264	231	30	figure	figure	NN
A52264	231	31	GHED	GHED	NNP
A52264	231	32	,	,	,
A52264	231	33	with	with	IN
A52264	231	34	the	the	DT
A52264	231	35	square	square	NN
A52264	231	36	of	of	IN
A52264	231	37	AM	AM	NNP
A52264	231	38	,	,	,
A52264	231	39	are	be	VBP
A52264	231	40	together	together	RB
A52264	231	41	equal	equal	JJ
A52264	231	42	to	to	IN
A52264	231	43	the	the	DT
A52264	231	44	square	square	NN
A52264	231	45	of	of	IN
A52264	231	46	HM	HM	NNP
A52264	231	47	,	,	,
A52264	231	48	being	be	VBG
A52264	231	49	equall	equall	JJ
A52264	231	50	to	to	IN
A52264	231	51	BM	BM	NNP
A52264	231	52	:	:	:
A52264	231	53	it	-PRON-	PRP
A52264	231	54	followeth	followeth	VBD
A52264	231	55	,	,	,
A52264	231	56	that	that	IN
A52264	231	57	if	if	IN
A52264	231	58	we	-PRON-	PRP
A52264	231	59	take	take	VBP
A52264	231	60	away	away	RB
A52264	231	61	the	the	DT
A52264	231	62	square	square	NN
A52264	231	63	●	●	.
A52264	231	64	f	f	NN
A52264	231	65	AM	am	NN
A52264	231	66	,	,	,
A52264	231	67	common	common	JJ
A52264	231	68	to	to	IN
A52264	231	69	both	both	DT
A52264	231	70	,	,	,
A52264	231	71	that	that	IN
A52264	231	72	the	the	DT
A52264	231	73	square	square	NN
A52264	231	74	●	●	.
A52264	231	75	f	f	NN
A52264	231	76	AB	AB	NNP
A52264	231	77	,	,	,
A52264	231	78	that	that	RB
A52264	231	79	is	is	RB
A52264	231	80	,	,	,
A52264	231	81	the	the	DT
A52264	231	82	square	square	JJ
A52264	231	83	ABCD	ABCD	NNP
A52264	231	84	is	be	VBZ
A52264	231	85	equal	equal	JJ
A52264	231	86	●	●	.
A52264	231	87	o	o	NN
A52264	231	88	the	the	DT
A52264	231	89	right	right	NN
A52264	231	90	angled	angle	VBN
A52264	231	91	figure	figure	NN
A52264	231	92	HGED	HGED	NNP
A52264	231	93	,	,	,
A52264	231	94	and	and	CC
A52264	231	95	the	the	DT
A52264	231	96	●	●	NFP
A52264	231	97	ommon	ommon	NN
A52264	231	98	right	right	UH
A52264	231	99	angled	angle	VBN
A52264	231	100	figure	figure	NN
A52264	231	101	AE	AE	NNP
A52264	231	102	being	be	VBG
A52264	231	103	taken	take	VBN
A52264	231	104	from	from	IN
A52264	231	105	them	-PRON-	PRP
A52264	231	106	both	both	DT
A52264	231	107	,	,	,
A52264	231	108	there	there	EX
A52264	231	109	shall	shall	MD
A52264	231	110	remain	remain	VB
A52264	231	111	the	the	DT
A52264	231	112	right	right	RB
A52264	231	113	angled	angle	VBN
A52264	231	114	figure	figure	NN
A52264	231	115	FC	FC	NNP
A52264	231	116	,	,	,
A52264	231	117	equal	equal	JJ
A52264	231	118	to	to	IN
A52264	231	119	the	the	DT
A52264	231	120	square	square	NN
A52264	231	121	●	●	.
A52264	231	122	HFG	HFG	NNP
A52264	231	123	,	,	,
A52264	231	124	which	which	WDT
A52264	231	125	was	be	VBD
A52264	231	126	to	to	TO
A52264	231	127	be	be	VB
A52264	231	128	proved	prove	VBN
A52264	231	129	.	.	.
A52264	232	1	14	14	CD
A52264	232	2	Theor	Theor	NNP
A52264	232	3	.	.	.
A52264	233	1	To	to	TO
A52264	233	2	divide	divide	VB
A52264	233	3	a	a	DT
A52264	233	4	right	right	JJ
A52264	233	5	line	line	NN
A52264	233	6	given	give	VBN
A52264	233	7	by	by	IN
A52264	233	8	extream	extream	JJ
A52264	233	9	and	and	CC
A52264	233	10	mean	mean	JJ
A52264	233	11	proportion	proportion	NN
A52264	233	12	.	.	.
A52264	234	1	A	a	DT
A52264	234	2	right	right	JJ
A52264	234	3	line	line	NN
A52264	234	4	is	be	VBZ
A52264	234	5	said	say	VBN
A52264	234	6	to	to	TO
A52264	234	7	be	be	VB
A52264	234	8	divided	divide	VBN
A52264	234	9	by	by	IN
A52264	234	10	an	an	DT
A52264	234	11	extream	extream	JJ
A52264	234	12	and	and	CC
A52264	234	13	mean	mean	JJ
A52264	234	14	proportion	proportion	NN
A52264	234	15	,	,	,
A52264	234	16	when	when	WRB
A52264	234	17	the	the	DT
A52264	234	18	whole	whole	NN
A52264	234	19	is	be	VBZ
A52264	234	20	to	to	IN
A52264	234	21	the	the	DT
A52264	234	22	greater	great	JJR
A52264	234	23	part	part	NN
A52264	234	24	,	,	,
A52264	234	25	as	as	IN
A52264	234	26	the	the	DT
A52264	234	27	greater	great	JJR
A52264	234	28	is	be	VBZ
A52264	234	29	to	to	IN
A52264	234	30	the	the	DT
A52264	234	31	lesse	lesse	NN
A52264	234	32	.	.	.
A52264	235	1	And	and	CC
A52264	235	2	thus	thus	RB
A52264	235	3	a	a	DT
A52264	235	4	right	right	JJ
A52264	235	5	line	line	NN
A52264	235	6	being	be	VBG
A52264	235	7	divided	divide	VBN
A52264	235	8	,	,	,
A52264	235	9	as	as	IN
A52264	235	10	the	the	DT
A52264	235	11	right	right	JJ
A52264	235	12	line	line	NN
A52264	235	13	AB	AB	NNP
A52264	235	14	is	be	VBZ
A52264	235	15	divided	divide	VBN
A52264	235	16	in	in	IN
A52264	235	17	the	the	DT
A52264	235	18	preceding	precede	VBG
A52264	235	19	Diagram	Diagram	NNP
A52264	235	20	in	in	IN
A52264	235	21	the	the	DT
A52264	235	22	point	point	NN
A52264	235	23	F	f	NN
A52264	235	24	,	,	,
A52264	235	25	it	-PRON-	PRP
A52264	235	26	is	be	VBZ
A52264	235	27	divided	divide	VBN
A52264	235	28	in	in	IN
A52264	235	29	extream	extream	JJ
A52264	235	30	and	and	CC
A52264	235	31	mean	mean	JJ
A52264	235	32	proportion	proportion	NN
A52264	235	33	;	;	:
A52264	235	34	that	that	RB
A52264	235	35	is	is	RB
A52264	235	36	,	,	,
A52264	235	37	As	as	IN
A52264	235	38	AB	AB	NNP
A52264	235	39	,	,	,
A52264	235	40	is	be	VBZ
A52264	235	41	to	to	IN
A52264	235	42	AF	AF	NNP
A52264	235	43	:	:	:
A52264	235	44	so	so	RB
A52264	235	45	is	be	VBZ
A52264	235	46	AF	AF	NNP
A52264	235	47	,	,	,
A52264	235	48	to	to	IN
A52264	235	49	BF	BF	NNP
A52264	235	50	.	.	.
A52264	236	1	Demonstration	demonstration	NN
A52264	236	2	.	.	.
A52264	237	1	Forasmuch	forasmuch	NN
A52264	237	2	as	as	IN
A52264	237	3	the	the	DT
A52264	237	4	right	right	JJ
A52264	237	5	lined	line	VBN
A52264	237	6	figure	figure	NN
A52264	237	7	included	include	VBN
A52264	237	8	with	with	IN
A52264	237	9	AB	AB	NNP
A52264	237	10	and	and	CC
A52264	237	11	FB	FB	NNP
A52264	237	12	,	,	,
A52264	237	13	as	as	IN
A52264	237	14	the	the	DT
A52264	237	15	figure	figure	NN
A52264	237	16	FBCE	FBCE	NNP
A52264	237	17	is	be	VBZ
A52264	237	18	equal	equal	JJ
A52264	237	19	to	to	IN
A52264	237	20	the	the	DT
A52264	237	21	square	square	NN
A52264	237	22	of	of	IN
A52264	237	23	AF	AF	NNP
A52264	237	24	,	,	,
A52264	237	25	that	that	RB
A52264	237	26	is	is	RB
A52264	237	27	,	,	,
A52264	237	28	to	to	IN
A52264	237	29	the	the	DT
A52264	237	30	square	square	JJ
A52264	237	31	AFGH	afgh	NN
A52264	237	32	;	;	:
A52264	237	33	it	-PRON-	PRP
A52264	237	34	followeth	followeth	VBD
A52264	237	35	,	,	,
A52264	237	36	by	by	IN
A52264	237	37	the	the	DT
A52264	237	38	eleventh	eleventh	JJ
A52264	237	39	Theorem	Theorem	NNP
A52264	237	40	of	of	IN
A52264	237	41	this	this	DT
A52264	237	42	Chapter	chapter	NN
A52264	237	43	,	,	,
A52264	237	44	that	that	IN
A52264	237	45	the	the	DT
A52264	237	46	line	line	NN
A52264	237	47	AB	AB	NNP
A52264	237	48	is	be	VBZ
A52264	237	49	divided	divide	VBN
A52264	237	50	in	in	IN
A52264	237	51	extream	extream	JJ
A52264	237	52	and	and	CC
A52264	237	53	mean	mean	JJ
A52264	237	54	proportion	proportion	NN
A52264	237	55	;	;	:
A52264	237	56	that	that	RB
A52264	237	57	is	is	RB
A52264	237	58	,	,	,
A52264	237	59	As	as	IN
A52264	237	60	AB	AB	NNP
A52264	237	61	,	,	,
A52264	237	62	is	be	VBZ
A52264	237	63	to	to	IN
A52264	237	64	AF	AF	NNP
A52264	237	65	:	:	:
A52264	237	66	So	so	RB
A52264	237	67	is	be	VBZ
A52264	237	68	AF	AF	NNP
A52264	237	69	,	,	,
A52264	237	70	to	to	IN
A52264	237	71	FB	FB	NNP
A52264	237	72	.	.	.
A52264	238	1	15	15	CD
A52264	238	2	Theor	Theor	NNP
A52264	238	3	.	.	.
A52264	239	1	In	in	IN
A52264	239	2	all	all	DT
A52264	239	3	plain	plain	JJ
A52264	239	4	Triangles	triangle	NNS
A52264	239	5	,	,	,
A52264	239	6	a	a	DT
A52264	239	7	line	line	NN
A52264	239	8	drawn	draw	VBN
A52264	239	9	parallel	parallel	RB
A52264	239	10	to	to	IN
A52264	239	11	any	any	DT
A52264	239	12	of	of	IN
A52264	239	13	the	the	DT
A52264	239	14	sides	side	NNS
A52264	239	15	,	,	,
A52264	239	16	cutteth	cutteth	VB
A52264	239	17	the	the	DT
A52264	239	18	other	other	JJ
A52264	239	19	two	two	CD
A52264	239	20	sides	side	NNS
A52264	239	21	proportionally	proportionally	RB
A52264	239	22	.	.	.
A52264	240	1	As	as	IN
A52264	240	2	in	in	IN
A52264	240	3	the	the	DT
A52264	240	4	plain	plain	JJ
A52264	240	5	Triangle	Triangle	NNP
A52264	240	6	ABC	ABC	NNP
A52264	240	7	,	,	,
A52264	240	8	KL	KL	NNP
A52264	240	9	being	be	VBG
A52264	240	10	parallel	parallel	NN
A52264	240	11	to	to	IN
A52264	240	12	the	the	DT
A52264	240	13	base	base	NN
A52264	240	14	BC	BC	NNP
A52264	240	15	,	,	,
A52264	240	16	it	-PRON-	PRP
A52264	240	17	cutteth	cutteth	VBP
A52264	240	18	off	off	RP
A52264	240	19	from	from	IN
A52264	240	20	the	the	DT
A52264	240	21	side	side	NN
A52264	240	22	AC	AC	NNP
A52264	240	23	one	one	CD
A52264	240	24	fourth	fourth	NN
A52264	240	25	,	,	,
A52264	240	26	and	and	CC
A52264	240	27	also	also	RB
A52264	240	28	it	-PRON-	PRP
A52264	240	29	cutteth	cutteth	VB
A52264	240	30	off	off	RP
A52264	240	31	from	from	IN
A52264	240	32	the	the	DT
A52264	240	33	side	side	NN
A52264	240	34	AB	AB	NNP
A52264	240	35	one	one	CD
A52264	240	36	third	third	JJ
A52264	240	37	part	part	NN
A52264	240	38	:	:	:
A52264	240	39	the	the	DT
A52264	240	40	reason	reason	NN
A52264	240	41	is	be	VBZ
A52264	240	42	,	,	,
A52264	240	43	because	because	IN
A52264	240	44	the	the	DT
A52264	240	45	right	right	JJ
A52264	240	46	line	line	NN
A52264	240	47	EH	EH	NNP
A52264	240	48	cutteth	cutteth	VBP
A52264	240	49	off	off	IN
A52264	240	50	one	one	CD
A52264	240	51	third	third	JJ
A52264	240	52	part	part	NN
A52264	240	53	from	from	IN
A52264	240	54	the	the	DT
A52264	240	55	whole	whole	JJ
A52264	240	56	space	space	NN
A52264	240	57	DGFB	DGFB	NNP
A52264	240	58	,	,	,
A52264	240	59	&	&	CC
A52264	240	60	therefore	therefore	RB
A52264	240	61	it	-PRON-	PRP
A52264	240	62	cutteth	cutteth	VBP
A52264	240	63	off	off	RB
A52264	240	64	one	one	CD
A52264	240	65	third	third	JJ
A52264	240	66	part	part	NN
A52264	240	67	from	from	IN
A52264	240	68	all	all	PDT
A52264	240	69	the	the	DT
A52264	240	70	lines	line	NNS
A52264	240	71	that	that	WDT
A52264	240	72	are	be	VBP
A52264	240	73	drawn	draw	VBN
A52264	240	74	quite	quite	RB
A52264	240	75	through	through	IN
A52264	240	76	that	that	DT
A52264	240	77	space	space	NN
A52264	240	78	.	.	.
A52264	241	1	And	and	CC
A52264	241	2	hereupon	hereupon	VBZ
A52264	241	3	parallel	parallel	JJ
A52264	241	4	lines	line	NNS
A52264	241	5	bounded	bound	VBN
A52264	241	6	with	with	IN
A52264	241	7	parallels	parallel	NNS
A52264	241	8	are	be	VBP
A52264	241	9	equal	equal	JJ
A52264	241	10	;	;	:
A52264	241	11	as	as	IN
A52264	241	12	the	the	DT
A52264	241	13	parallels	parallel	NNS
A52264	241	14	ED	ED	NNP
A52264	241	15	and	and	CC
A52264	241	16	GH	GH	NNP
A52264	241	17	being	be	VBG
A52264	241	18	bounded	bound	VBN
A52264	241	19	with	with	IN
A52264	241	20	the	the	DT
A52264	241	21	parallels	parallel	NNS
A52264	241	22	DG	DG	NNP
A52264	241	23	and	and	CC
A52264	241	24	HE	he	PRP
A52264	241	25	are	be	VBP
A52264	241	26	equal	equal	JJ
A52264	241	27	,	,	,
A52264	241	28	for	for	IN
A52264	241	29	since	since	IN
A52264	241	30	the	the	DT
A52264	241	31	whole	whole	JJ
A52264	241	32	lines	line	NNS
A52264	241	33	DB	DB	NNP
A52264	241	34	and	and	CC
A52264	241	35	GF	GF	NNP
A52264	241	36	are	be	VBP
A52264	241	37	equall	equall	JJ
A52264	241	38	,	,	,
A52264	241	39	DE	DE	NNP
A52264	241	40	and	and	CC
A52264	241	41	GH	GH	NNP
A52264	241	42	being	be	VBG
A52264	241	43	one	one	CD
A52264	241	44	fourth	fourth	JJ
A52264	241	45	part	part	NN
A52264	241	46	thereof	thereof	RB
A52264	241	47	,	,	,
A52264	241	48	must	must	MD
A52264	241	49	needs	needs	VB
A52264	241	50	be	be	VB
A52264	241	51	equal	equal	JJ
A52264	241	52	also	also	RB
A52264	241	53	.	.	.
A52264	242	1	16	16	CD
A52264	242	2	Theor	Theor	NNP
A52264	242	3	.	.	.
A52264	243	1	Equiangled	equiangle	VBN
A52264	243	2	Triangles	Triangles	NNPS
A52264	243	3	have	have	VBP
A52264	243	4	their	-PRON-	PRP$
A52264	243	5	sides	side	NNS
A52264	243	6	about	about	IN
A52264	243	7	the	the	DT
A52264	243	8	equall	equall	NN
A52264	243	9	angles	angle	NNS
A52264	243	10	proportionall	proportionall	NNP
A52264	243	11	,	,	,
A52264	243	12	and	and	CC
A52264	243	13	contrarily	contrarily	RB
A52264	243	14	.	.	.
A52264	244	1	Let	let	VB
A52264	244	2	ABC	ABC	NNP
A52264	244	3	and	and	CC
A52264	244	4	ADE	ADE	NNP
A52264	244	5	be	be	VB
A52264	244	6	two	two	CD
A52264	244	7	plain	plain	JJ
A52264	244	8	equiangled	equiangle	VBN
A52264	244	9	Triangles	Triangles	NNPS
A52264	244	10	,	,	,
A52264	244	11	so	so	IN
A52264	244	12	as	as	IN
A52264	244	13	the	the	DT
A52264	244	14	angles	angle	NNS
A52264	244	15	at	at	IN
A52264	244	16	B	b	NN
A52264	244	17	and	and	CC
A52264	244	18	D	D	NNP
A52264	244	19	,	,	,
A52264	244	20	at	at	IN
A52264	244	21	A	a	NN
A52264	244	22	and	and	CC
A52264	244	23	A	A	NNP
A52264	244	24	,	,	,
A52264	244	25	and	and	CC
A52264	244	26	also	also	RB
A52264	244	27	at	at	IN
A52264	244	28	C	c	NN
A52264	244	29	and	and	CC
A52264	244	30	E	e	NN
A52264	244	31	be	be	VB
A52264	244	32	equal	equal	JJ
A52264	244	33	one	one	CD
A52264	244	34	to	to	IN
A52264	244	35	the	the	DT
A52264	244	36	other	other	JJ
A52264	244	37	;	;	:
A52264	244	38	I	-PRON-	PRP
A52264	244	39	say	say	VBP
A52264	244	40	,	,	,
A52264	244	41	their	-PRON-	PRP$
A52264	244	42	sides	side	NNS
A52264	244	43	about	about	IN
A52264	244	44	the	the	DT
A52264	244	45	equal	equal	JJ
A52264	244	46	angles	angle	NNS
A52264	244	47	are	be	VBP
A52264	244	48	proportionall	proportionall	JJ
A52264	244	49	;	;	:
A52264	244	50	that	that	RB
A52264	244	51	is	is	RB
A52264	244	52	,	,	,
A52264	244	53	1	1	CD
A52264	244	54	As	as	IN
A52264	244	55	AB	AB	NNP
A52264	244	56	,	,	,
A52264	244	57	is	be	VBZ
A52264	244	58	to	to	IN
A52264	244	59	BC	BC	NNP
A52264	244	60	:	:	:
A52264	244	61	So	so	RB
A52264	244	62	is	be	VBZ
A52264	244	63	AD	ad	NN
A52264	244	64	,	,	,
A52264	244	65	to	to	IN
A52264	244	66	ED	ED	NNP
A52264	244	67	.	.	.
A52264	245	1	2	2	CD
A52264	245	2	As	as	IN
A52264	245	3	AB	AB	NNP
A52264	245	4	,	,	,
A52264	245	5	is	be	VBZ
A52264	245	6	to	to	IN
A52264	245	7	AC	AC	NNP
A52264	245	8	:	:	:
A52264	245	9	So	so	RB
A52264	245	10	is	be	VBZ
A52264	245	11	AD	ad	NN
A52264	245	12	,	,	,
A52264	245	13	to	to	IN
A52264	245	14	AE	AE	NNP
A52264	245	15	.	.	.
A52264	246	1	3	3	LS
A52264	246	2	As	as	IN
A52264	246	3	AC	AC	NNP
A52264	246	4	,	,	,
A52264	246	5	is	be	VBZ
A52264	246	6	to	to	IN
A52264	246	7	CB	CB	NNP
A52264	246	8	:	:	:
A52264	246	9	So	so	RB
A52264	246	10	is	be	VBZ
A52264	246	11	AE	AE	NNP
A52264	246	12	,	,	,
A52264	246	13	to	to	IN
A52264	246	14	ED	ED	NNP
A52264	246	15	.	.	.
A52264	247	1	Demonstration	demonstration	NN
A52264	247	2	.	.	.
A52264	248	1	Because	because	IN
A52264	248	2	the	the	DT
A52264	248	3	angles	angle	NNS
A52264	248	4	BAC	BAC	NNP
A52264	248	5	and	and	CC
A52264	248	6	DAE	DAE	NNP
A52264	248	7	are	be	VBP
A52264	248	8	equal	equal	JJ
A52264	248	9	by	by	IN
A52264	248	10	the	the	DT
A52264	248	11	Proposition	Proposition	NNP
A52264	248	12	;	;	:
A52264	248	13	therefore	therefore	RB
A52264	248	14	if	if	IN
A52264	248	15	A	a	NN
A52264	248	16	+	+	SYM
A52264	248	17	B	b	NN
A52264	248	18	be	be	VB
A52264	248	19	applied	apply	VBN
A52264	248	20	to	to	IN
A52264	248	21	AD	ad	NN
A52264	248	22	,	,	,
A52264	248	23	AC	AC	NNP
A52264	248	24	shall	shall	MD
A52264	248	25	fall	fall	VB
A52264	248	26	in	in	IN
A52264	248	27	AE	AE	NNP
A52264	248	28	;	;	:
A52264	248	29	and	and	CC
A52264	248	30	by	by	IN
A52264	248	31	such	such	JJ
A52264	248	32	application	application	NN
A52264	248	33	is	be	VBZ
A52264	248	34	this	this	DT
A52264	248	35	figure	figure	NN
A52264	248	36	made	make	VBN
A52264	248	37	.	.	.
A52264	249	1	In	in	IN
A52264	249	2	which	which	WDT
A52264	249	3	,	,	,
A52264	249	4	because	because	IN
A52264	249	5	that	that	DT
A52264	249	6	AB	ab	NN
A52264	249	7	and	and	CC
A52264	249	8	AD	ad	NN
A52264	249	9	do	do	VBP
A52264	249	10	meet	meet	VB
A52264	249	11	together	together	RB
A52264	249	12	,	,	,
A52264	249	13	and	and	CC
A52264	249	14	also	also	RB
A52264	249	15	that	that	IN
A52264	249	16	the	the	DT
A52264	249	17	angles	angle	NNS
A52264	249	18	at	at	IN
A52264	249	19	B	b	NN
A52264	249	20	and	and	CC
A52264	249	21	D	D	NNP
A52264	249	22	are	be	VBP
A52264	249	23	equall	equall	JJ
A52264	249	24	,	,	,
A52264	249	25	by	by	IN
A52264	249	26	the	the	DT
A52264	249	27	Proposition	Proposition	NNP
A52264	249	28	;	;	:
A52264	249	29	therefore	therefore	RB
A52264	249	30	the	the	DT
A52264	249	31	other	other	JJ
A52264	249	32	sides	side	NNS
A52264	249	33	BC	BC	NNP
A52264	249	34	and	and	CC
A52264	249	35	DE	DE	NNP
A52264	249	36	are	be	VBP
A52264	249	37	parallel	parallel	JJ
A52264	249	38	;	;	:
A52264	249	39	and	and	CC
A52264	249	40	,	,	,
A52264	249	41	by	by	IN
A52264	249	42	the	the	DT
A52264	249	43	last	last	JJ
A52264	249	44	aforegoing	aforegoing	NN
A52264	249	45	,	,	,
A52264	249	46	BC	BC	NNP
A52264	249	47	cutteth	cutteth	VBP
A52264	249	48	the	the	DT
A52264	249	49	sides	side	NNS
A52264	249	50	AD	AD	NNP
A52264	249	51	and	and	CC
A52264	249	52	AE	AE	NNP
A52264	249	53	proportionally	proportionally	RB
A52264	249	54	:	:	:
A52264	249	55	and	and	CC
A52264	249	56	therefore	therefore	RB
A52264	249	57	,	,	,
A52264	249	58	As	as	IN
A52264	249	59	AB	AB	NNP
A52264	249	60	,	,	,
A52264	249	61	to	to	IN
A52264	249	62	AD	ad	NN
A52264	249	63	:	:	:
A52264	249	64	So	so	RB
A52264	249	65	is	be	VBZ
A52264	249	66	AC	AC	NNP
A52264	249	67	,	,	,
A52264	249	68	to	to	IN
A52264	249	69	AE	AE	NNP
A52264	249	70	.	.	.
A52264	250	1	Moreover	moreover	RB
A52264	250	2	,	,	,
A52264	250	3	by	by	IN
A52264	250	4	the	the	DT
A52264	250	5	point	point	NN
A52264	250	6	B	B	NNP
A52264	250	7	,	,	,
A52264	250	8	let	let	VB
A52264	250	9	there	there	EX
A52264	250	10	be	be	VB
A52264	250	11	drawn	draw	VBN
A52264	250	12	the	the	DT
A52264	250	13	right	right	JJ
A52264	250	14	line	line	NN
A52264	250	15	BF	BF	NNP
A52264	250	16	parallel	parallel	NN
A52264	250	17	to	to	IN
A52264	250	18	the	the	DT
A52264	250	19	base	base	NN
A52264	250	20	AE	ae	RB
A52264	250	21	,	,	,
A52264	250	22	and	and	CC
A52264	250	23	it	-PRON-	PRP
A52264	250	24	shall	shall	MD
A52264	250	25	cut	cut	VB
A52264	250	26	the	the	DT
A52264	250	27	other	other	JJ
A52264	250	28	two	two	CD
A52264	250	29	sides	side	NNS
A52264	250	30	proportionally	proportionally	RB
A52264	250	31	in	in	IN
A52264	250	32	the	the	DT
A52264	250	33	points	point	NNS
A52264	250	34	B	B	NNP
A52264	250	35	and	and	CC
A52264	250	36	F	F	NNP
A52264	250	37	,	,	,
A52264	250	38	and	and	CC
A52264	250	39	therefore	therefore	RB
A52264	250	40	,	,	,
A52264	250	41	1	1	CD
A52264	250	42	.	.	.
A52264	251	1	As	as	IN
A52264	251	2	AB	ab	NN
A52264	251	3	to	to	IN
A52264	251	4	AD	ad	NN
A52264	251	5	:	:	:
A52264	251	6	so	so	RB
A52264	251	7	is	be	VBZ
A52264	251	8	EF	EF	NNP
A52264	251	9	to	to	IN
A52264	251	10	ED	ED	NNP
A52264	251	11	,	,	,
A52264	251	12	Or	or	CC
A52264	251	13	thus	thus	RB
A52264	251	14	.	.	.
A52264	252	1	As	as	IN
A52264	252	2	AB	ab	NN
A52264	252	3	to	to	IN
A52264	252	4	AD	ad	NN
A52264	252	5	:	:	:
A52264	252	6	so	so	RB
A52264	252	7	is	be	VBZ
A52264	252	8	CB	CB	NNP
A52264	252	9	to	to	IN
A52264	252	10	ED	ED	NNP
A52264	252	11	:	:	:
A52264	252	12	because	because	IN
A52264	252	13	that	that	DT
A52264	252	14	FE	FE	NNP
A52264	252	15	and	and	CC
A52264	252	16	BC	BC	NNP
A52264	252	17	are	be	VBP
A52264	252	18	equal	equal	JJ
A52264	252	19	,	,	,
A52264	252	20	by	by	IN
A52264	252	21	the	the	DT
A52264	252	22	last	last	JJ
A52264	252	23	aforegoing	aforegoing	NN
A52264	252	24	.	.	.
A52264	253	1	1	1	LS
A52264	253	2	.	.	.
A52264	254	1	Theor	Theor	NNP
A52264	254	2	.	.	.
A52264	255	1	In	in	IN
A52264	255	2	all	all	DT
A52264	255	3	right	right	RB
A52264	255	4	angled	angle	VBN
A52264	255	5	plain	plain	JJ
A52264	255	6	Triangles	Triangles	NNPS
A52264	255	7	,	,	,
A52264	255	8	the	the	DT
A52264	255	9	sides	side	NNS
A52264	255	10	including	include	VBG
A52264	255	11	the	the	DT
A52264	255	12	right	right	JJ
A52264	255	13	angle	angle	NN
A52264	255	14	are	be	VBP
A52264	255	15	equal	equal	JJ
A52264	255	16	to	to	IN
A52264	255	17	the	the	DT
A52264	255	18	the	the	DT
A52264	255	19	third	third	JJ
A52264	255	20	side	side	NN
A52264	255	21	.	.	.
A52264	256	1	In	in	IN
A52264	256	2	the	the	DT
A52264	256	3	right	right	NN
A52264	256	4	angled	angle	VBN
A52264	256	5	plain	plain	JJ
A52264	256	6	triangle	triangle	NN
A52264	256	7	ABC	ABC	NNP
A52264	256	8	,	,	,
A52264	256	9	right	right	RB
A52264	256	10	angled	angle	VBD
A52264	256	11	at	at	IN
A52264	256	12	B	b	NN
A52264	256	13	,	,	,
A52264	256	14	the	the	DT
A52264	256	15	sides	side	NNS
A52264	256	16	AB	AB	NNP
A52264	256	17	and	and	CC
A52264	256	18	BC	BC	NNP
A52264	256	19	are	be	VBP
A52264	256	20	equal	equal	JJ
A52264	256	21	in	in	IN
A52264	256	22	power	power	NN
A52264	256	23	to	to	IN
A52264	256	24	the	the	DT
A52264	256	25	third	third	JJ
A52264	256	26	side	side	NN
A52264	256	27	AC	AC	NNP
A52264	256	28	;	;	:
A52264	256	29	that	that	DT
A52264	256	30	is	be	VBZ
A52264	256	31	the	the	DT
A52264	256	32	squares	square	NNS
A52264	256	33	of	of	IN
A52264	256	34	the	the	DT
A52264	256	35	sides	side	NNS
A52264	256	36	AB	AB	NNP
A52264	256	37	and	and	CC
A52264	256	38	BC	BC	NNP
A52264	256	39	,	,	,
A52264	256	40	to	to	IN
A52264	256	41	wit	wit	NN
A52264	256	42	,	,	,
A52264	256	43	the	the	DT
A52264	256	44	squares	square	NNS
A52264	256	45	ALMB	ALMB	NNP
A52264	256	46	and	and	CC
A52264	256	47	BEDC	BEDC	NNP
A52264	256	48	added	add	VBD
A52264	256	49	together	together	RB
A52264	256	50	,	,	,
A52264	256	51	are	be	VBP
A52264	256	52	equal	equal	JJ
A52264	256	53	to	to	IN
A52264	256	54	the	the	DT
A52264	256	55	square	square	NN
A52264	256	56	of	of	IN
A52264	256	57	the	the	DT
A52264	256	58	side	side	NN
A52264	256	59	AC	AC	NNP
A52264	256	60	,	,	,
A52264	256	61	that	that	DT
A52264	256	62	is	be	VBZ
A52264	256	63	to	to	IN
A52264	256	64	the	the	DT
A52264	256	65	square	square	JJ
A52264	256	66	ACKI	ACKI	NNP
A52264	256	67	.	.	.
A52264	257	1	Demonstration	demonstration	NN
A52264	257	2	.	.	.
A52264	258	1	18	18	CD
A52264	258	2	.	.	.
A52264	259	1	Theor	Theor	NNP
A52264	259	2	.	.	.
A52264	260	1	The	the	DT
A52264	260	2	three	three	CD
A52264	260	3	angles	angle	NNS
A52264	260	4	of	of	IN
A52264	260	5	a	a	DT
A52264	260	6	right	right	NN
A52264	260	7	lined	line	VBN
A52264	260	8	Triangle	Triangle	NNP
A52264	260	9	are	be	VBP
A52264	260	10	equal	equal	JJ
A52264	260	11	to	to	IN
A52264	260	12	two	two	CD
A52264	260	13	right	right	JJ
A52264	260	14	angles	angle	NNS
A52264	260	15	.	.	.
A52264	261	1	As	as	IN
A52264	261	2	in	in	IN
A52264	261	3	the	the	DT
A52264	261	4	following	follow	VBG
A52264	261	5	plain	plain	JJ
A52264	261	6	Triangle	Triangle	NNP
A52264	261	7	ABC	ABC	NNP
A52264	261	8	the	the	DT
A52264	261	9	three	three	CD
A52264	261	10	angles	angle	NNS
A52264	261	11	ABC	ABC	NNP
A52264	261	12	,	,	,
A52264	261	13	ACB	ACB	NNP
A52264	261	14	,	,	,
A52264	261	15	and	and	CC
A52264	261	16	CAB	CAB	NNP
A52264	261	17	are	be	VBP
A52264	261	18	equal	equal	JJ
A52264	261	19	to	to	IN
A52264	261	20	two	two	CD
A52264	261	21	right	right	JJ
A52264	261	22	angles	angle	NNS
A52264	261	23	.	.	.
A52264	262	1	Let	let	VB
A52264	262	2	the	the	DT
A52264	262	3	side	side	NN
A52264	262	4	AB	AB	NNP
A52264	262	5	be	be	VB
A52264	262	6	extended	extend	VBN
A52264	262	7	to	to	IN
A52264	262	8	D	d	NN
A52264	262	9	,	,	,
A52264	262	10	and	and	CC
A52264	262	11	let	let	VB
A52264	262	12	there	there	EX
A52264	262	13	be	be	VB
A52264	262	14	a	a	DT
A52264	262	15	semicircle	semicircle	NN
A52264	262	16	drawn	draw	VBN
A52264	262	17	upon	upon	IN
A52264	262	18	the	the	DT
A52264	262	19	point	point	NN
A52264	262	20	B	b	NN
A52264	262	21	,	,	,
A52264	262	22	and	and	CC
A52264	262	23	let	let	VB
A52264	262	24	there	there	EX
A52264	262	25	be	be	VB
A52264	262	26	also	also	RB
A52264	262	27	dawn	dawn	VBN
A52264	262	28	a	a	DT
A52264	262	29	line	line	NN
A52264	262	30	parallel	parallel	NN
A52264	262	31	unto	unto	IN
A52264	262	32	AC	AC	NNP
A52264	262	33	,	,	,
A52264	262	34	from	from	IN
A52264	262	35	B	B	NNP
A52264	262	36	unto	unto	IN
A52264	262	37	G.	G.	NNP
A52264	262	38	Demonstration	Demonstration	NNP
A52264	262	39	.	.	.
A52264	263	1	I	-PRON-	PRP
A52264	263	2	say	say	VBP
A52264	263	3	that	that	IN
A52264	263	4	the	the	DT
A52264	263	5	angle	angle	NN
A52264	263	6	GBD	GBD	NNP
A52264	263	7	is	be	VBZ
A52264	263	8	equal	equal	JJ
A52264	263	9	to	to	IN
A52264	263	10	the	the	DT
A52264	263	11	angle	angle	NN
A52264	263	12	BAC	BAC	NNP
A52264	263	13	,	,	,
A52264	263	14	by	by	IN
A52264	263	15	the	the	DT
A52264	263	16	9	9	CD
A52264	263	17	th	th	NNP
A52264	263	18	hereof	hereof	NNP
A52264	263	19	,	,	,
A52264	263	20	and	and	CC
A52264	263	21	the	the	DT
A52264	263	22	angle	angle	NN
A52264	263	23	CBG	CBG	NNP
A52264	263	24	is	be	VBZ
A52264	263	25	equal	equal	JJ
A52264	263	26	to	to	IN
A52264	263	27	the	the	DT
A52264	263	28	angle	angle	JJ
A52264	263	29	ACB	ACB	NNP
A52264	263	30	by	by	IN
A52264	263	31	the	the	DT
A52264	263	32	same	same	JJ
A52264	263	33	reason	reason	NN
A52264	263	34	,	,	,
A52264	263	35	and	and	CC
A52264	263	36	the	the	DT
A52264	263	37	angles	angle	NNS
A52264	263	38	CBG	CBG	NNP
A52264	263	39	and	and	CC
A52264	263	40	GBD	GBD	NNP
A52264	263	41	,	,	,
A52264	263	42	are	be	VBP
A52264	263	43	together	together	RB
A52264	263	44	equal	equal	JJ
A52264	263	45	to	to	IN
A52264	263	46	the	the	DT
A52264	263	47	angle	angle	NN
A52264	263	48	CBD	CBD	NNP
A52264	263	49	,	,	,
A52264	263	50	which	which	WDT
A52264	263	51	is	be	VBZ
A52264	263	52	also	also	RB
A52264	263	53	equal	equal	JJ
A52264	263	54	to	to	IN
A52264	263	55	the	the	DT
A52264	263	56	angle	angle	NN
A52264	263	57	ABC	ABC	NNP
A52264	263	58	,	,	,
A52264	263	59	by	by	IN
A52264	263	60	the	the	DT
A52264	263	61	18	18	CD
A52264	263	62	th	th	NN
A52264	263	63	.	.	.
A52264	264	1	of	of	IN
A52264	264	2	the	the	DT
A52264	264	3	first	first	JJ
A52264	264	4	:	:	:
A52264	264	5	and	and	CC
A52264	264	6	therefore	therefore	RB
A52264	264	7	;	;	:
A52264	264	8	the	the	DT
A52264	264	9	three	three	CD
A52264	264	10	angles	angle	NNS
A52264	264	11	of	of	IN
A52264	264	12	a	a	DT
A52264	264	13	right	right	NN
A52264	264	14	lined	line	VBN
A52264	264	15	Triangle	Triangle	NNP
A52264	264	16	are	be	VBP
A52264	264	17	equal	equal	JJ
A52264	264	18	to	to	IN
A52264	264	19	two	two	CD
A52264	264	20	right	right	JJ
A52264	264	21	angles	angle	NNS
A52264	264	22	,	,	,
A52264	264	23	which	which	WDT
A52264	264	24	was	be	VBD
A52264	264	25	to	to	TO
A52264	264	26	be	be	VB
A52264	264	27	proved	prove	VBN
A52264	264	28	.	.	.
A52264	265	1	19	19	CD
A52264	265	2	.	.	.
A52264	266	1	Theor	Theor	NNP
A52264	266	2	.	.	.
A52264	267	1	If	if	IN
A52264	267	2	a	a	DT
A52264	267	3	plain	plain	JJ
A52264	267	4	Triangle	Triangle	NNP
A52264	267	5	be	be	VB
A52264	267	6	inscribed	inscribe	VBN
A52264	267	7	in	in	IN
A52264	267	8	a	a	DT
A52264	267	9	Circle	Circle	NNP
A52264	267	10	,	,	,
A52264	267	11	the	the	DT
A52264	267	12	angles	angle	NNS
A52264	267	13	opposite	opposite	JJ
A52264	267	14	to	to	IN
A52264	267	15	the	the	DT
A52264	267	16	circumference	circumference	NN
A52264	267	17	are	be	VBP
A52264	267	18	halfe	halfe	NN
A52264	267	19	as	as	RB
A52264	267	20	much	much	JJ
A52264	267	21	as	as	IN
A52264	267	22	that	that	DT
A52264	267	23	part	part	NN
A52264	267	24	of	of	IN
A52264	267	25	the	the	DT
A52264	267	26	Circumference	Circumference	NNP
A52264	267	27	which	which	WDT
A52264	267	28	is	be	VBZ
A52264	267	29	opposite	opposite	JJ
A52264	267	30	to	to	IN
A52264	267	31	the	the	DT
A52264	267	32	angles	angle	NNS
A52264	267	33	.	.	.
A52264	268	1	As	as	IN
A52264	268	2	if	if	IN
A52264	268	3	in	in	IN
A52264	268	4	the	the	DT
A52264	268	5	circle	circle	NN
A52264	268	6	ABC	ABC	NNP
A52264	268	7	the	the	DT
A52264	268	8	circumference	circumference	NN
A52264	268	9	BC	BC	NNP
A52264	268	10	be	be	VB
A52264	268	11	120	120	CD
A52264	268	12	degrees	degree	NNS
A52264	268	13	,	,	,
A52264	268	14	then	then	RB
A52264	268	15	the	the	DT
A52264	268	16	angle	angle	NN
A52264	268	17	BAC	BAC	NNP
A52264	268	18	which	which	WDT
A52264	268	19	is	be	VBZ
A52264	268	20	opposite	opposite	JJ
A52264	268	21	to	to	IN
A52264	268	22	that	that	DT
A52264	268	23	circumference	circumference	NN
A52264	268	24	shall	shall	MD
A52264	268	25	be	be	VB
A52264	268	26	60	60	CD
A52264	268	27	degrees	degree	NNS
A52264	268	28	.	.	.
A52264	269	1	The	the	DT
A52264	269	2	reason	reason	NN
A52264	269	3	is	be	VBZ
A52264	269	4	,	,	,
A52264	269	5	because	because	IN
A52264	269	6	the	the	DT
A52264	269	7	whole	whole	JJ
A52264	269	8	circle	circle	NN
A52264	269	9	ABC	ABC	NNP
A52264	269	10	is	be	VBZ
A52264	269	11	360	360	CD
A52264	269	12	degrees	degree	NNS
A52264	269	13	,	,	,
A52264	269	14	and	and	CC
A52264	269	15	the	the	DT
A52264	269	16	three	three	CD
A52264	269	17	angles	angle	NNS
A52264	269	18	of	of	IN
A52264	269	19	a	a	DT
A52264	269	20	plain	plain	JJ
A52264	269	21	triangle	triangle	NN
A52264	269	22	can	can	MD
A52264	269	23	not	not	RB
A52264	269	24	exceed	exceed	VB
A52264	269	25	180	180	CD
A52264	269	26	degrees	degree	NNS
A52264	269	27	,	,	,
A52264	269	28	or	or	CC
A52264	269	29	two	two	CD
A52264	269	30	right	right	JJ
A52264	269	31	angles	angle	NNS
A52264	269	32	,	,	,
A52264	269	33	by	by	IN
A52264	269	34	the	the	DT
A52264	269	35	last	last	JJ
A52264	269	36	aforegoing	aforegoing	NN
A52264	269	37	,	,	,
A52264	269	38	therefore	therefore	RB
A52264	269	39	,	,	,
A52264	269	40	as	as	IN
A52264	269	41	every	every	DT
A52264	269	42	arch	arch	NN
A52264	269	43	is	be	VBZ
A52264	269	44	the	the	DT
A52264	269	45	one	one	CD
A52264	269	46	third	third	NN
A52264	269	47	of	of	IN
A52264	269	48	360	360	CD
A52264	269	49	,	,	,
A52264	269	50	so	so	CC
A52264	269	51	every	every	DT
A52264	269	52	angle	angle	NN
A52264	269	53	opposite	opposite	RB
A52264	269	54	to	to	IN
A52264	269	55	that	that	DT
A52264	269	56	arch	arch	NN
A52264	269	57	is	be	VBZ
A52264	269	58	the	the	DT
A52264	269	59	one	one	CD
A52264	269	60	third	third	NN
A52264	269	61	of	of	IN
A52264	269	62	180	180	CD
A52264	269	63	,	,	,
A52264	269	64	that	that	RB
A52264	269	65	is	is	RB
A52264	269	66	60	60	CD
A52264	269	67	degrees	degree	NNS
A52264	269	68	.	.	.
A52264	270	1	Or	or	CC
A52264	270	2	thus	thus	RB
A52264	270	3	,	,	,
A52264	270	4	From	from	IN
A52264	270	5	the	the	DT
A52264	270	6	angle	angle	NN
A52264	270	7	ABC	ABC	NNP
A52264	270	8	,	,	,
A52264	270	9	let	let	VB
A52264	270	10	there	there	EX
A52264	270	11	be	be	VB
A52264	270	12	drawn	draw	VBN
A52264	270	13	the	the	DT
A52264	270	14	diameter	diameter	NN
A52264	270	15	BED	bed	NN
A52264	270	16	,	,	,
A52264	270	17	and	and	CC
A52264	270	18	from	from	IN
A52264	270	19	the	the	DT
A52264	270	20	center	center	NN
A52264	270	21	E	e	NN
A52264	270	22	to	to	IN
A52264	270	23	the	the	DT
A52264	270	24	circumference	circumference	NN
A52264	270	25	,	,	,
A52264	270	26	let	let	VB
A52264	270	27	there	there	EX
A52264	270	28	be	be	VB
A52264	270	29	drawn	draw	VBN
A52264	270	30	the	the	DT
A52264	270	31	two	two	CD
A52264	270	32	Radii	Radii	NNP
A52264	270	33	or	or	CC
A52264	270	34	semidiameters	semidiameter	NNS
A52264	270	35	AE	AE	NNP
A52264	270	36	and	and	CC
A52264	270	37	AC	AC	NNP
A52264	270	38	,	,	,
A52264	270	39	I	-PRON-	PRP
A52264	270	40	say	say	VBP
A52264	270	41	then	then	RB
A52264	270	42	that	that	IN
A52264	270	43	the	the	DT
A52264	270	44	divided	divide	VBN
A52264	270	45	angles	angle	NNS
A52264	270	46	ABD	ABD	NNP
A52264	270	47	and	and	CC
A52264	270	48	DBC	DBC	NNP
A52264	270	49	are	be	VBP
A52264	270	50	the	the	DT
A52264	270	51	one	one	CD
A52264	270	52	halfe	halfe	NN
A52264	270	53	of	of	IN
A52264	270	54	the	the	DT
A52264	270	55	angles	angle	NNS
A52264	270	56	AED	AED	NNP
A52264	270	57	and	and	CC
A52264	270	58	DEC	DEC	NNP
A52264	270	59	:	:	:
A52264	270	60	for	for	IN
A52264	270	61	the	the	DT
A52264	270	62	angles	angle	NNS
A52264	270	63	ABE	ABE	NNP
A52264	270	64	and	and	CC
A52264	270	65	BAE	BAE	NNP
A52264	270	66	are	be	VBP
A52264	270	67	equall	equall	JJ
A52264	270	68	,	,	,
A52264	270	69	because	because	IN
A52264	270	70	their	-PRON-	PRP$
A52264	270	71	Radii	Radii	NNP
A52264	270	72	AE	AE	NNP
A52264	270	73	and	and	CC
A52264	270	74	EB	EB	NNP
A52264	270	75	are	be	VBP
A52264	270	76	equall	equall	JJ
A52264	270	77	,	,	,
A52264	270	78	and	and	CC
A52264	270	79	also	also	RB
A52264	270	80	the	the	DT
A52264	270	81	angle	angle	NN
A52264	270	82	AED	AED	NNP
A52264	270	83	is	be	VBZ
A52264	270	84	equal	equal	JJ
A52264	270	85	to	to	IN
A52264	270	86	the	the	DT
A52264	270	87	angles	angle	NNS
A52264	270	88	ABE	ABE	NNP
A52264	270	89	and	and	CC
A52264	270	90	BAE	BAE	NNP
A52264	270	91	added	add	VBD
A52264	270	92	together	together	RB
A52264	270	93	,	,	,
A52264	270	94	for	for	IN
A52264	270	95	if	if	IN
A52264	270	96	you	-PRON-	PRP
A52264	270	97	draw	draw	VBP
A52264	270	98	the	the	DT
A52264	270	99	line	line	NN
A52264	270	100	EF	EF	NNP
A52264	270	101	parallel	parallel	NN
A52264	270	102	to	to	IN
A52264	270	103	AB	AB	NNP
A52264	270	104	,	,	,
A52264	270	105	the	the	DT
A52264	270	106	angle	angle	NN
A52264	270	107	FED	FED	NNP
A52264	270	108	shall	shall	MD
A52264	270	109	be	be	VB
A52264	270	110	equal	equal	JJ
A52264	270	111	to	to	IN
A52264	270	112	the	the	DT
A52264	270	113	angle	angle	JJ
A52264	270	114	ABE	ABE	NNP
A52264	270	115	by	by	IN
A52264	270	116	the	the	DT
A52264	270	117	9	9	CD
A52264	270	118	th	th	NN
A52264	270	119	.	.	.
A52264	271	1	hereof	hereof	NNP
A52264	271	2	;	;	:
A52264	271	3	and	and	CC
A52264	271	4	by	by	IN
A52264	271	5	the	the	DT
A52264	271	6	like	like	JJ
A52264	271	7	reason	reason	NN
A52264	271	8	the	the	DT
A52264	271	9	angle	angle	NN
A52264	271	10	AEF	AEF	NNP
A52264	271	11	is	be	VBZ
A52264	271	12	also	also	RB
A52264	271	13	equal	equal	JJ
A52264	271	14	to	to	IN
A52264	271	15	the	the	DT
A52264	271	16	angle	angle	NN
A52264	271	17	BAE	BAE	NNP
A52264	271	18	.	.	.
A52264	272	1	and	and	CC
A52264	272	2	therefore	therefore	RB
A52264	272	3	the	the	DT
A52264	272	4	angle	angle	NN
A52264	272	5	AED	AED	NNP
A52264	272	6	is	be	VBZ
A52264	272	7	equal	equal	JJ
A52264	272	8	to	to	IN
A52264	272	9	the	the	DT
A52264	272	10	angles	angle	NNS
A52264	272	11	ABE	ABE	NNP
A52264	272	12	,	,	,
A52264	272	13	and	and	CC
A52264	272	14	BAE	bae	NN
A52264	272	15	:	:	:
A52264	272	16	or	or	CC
A52264	272	17	,	,	,
A52264	272	18	which	which	WDT
A52264	272	19	is	be	VBZ
A52264	272	20	all	all	DT
A52264	272	21	one	one	CD
A52264	272	22	,	,	,
A52264	272	23	the	the	DT
A52264	272	24	angle	angle	NN
A52264	272	25	AED	AED	NNP
A52264	272	26	is	be	VBZ
A52264	272	27	double	double	JJ
A52264	272	28	to	to	IN
A52264	272	29	the	the	DT
A52264	272	30	angle	angle	NN
A52264	272	31	ABD	ABD	NNP
A52264	272	32	.	.	.
A52264	273	1	In	in	IN
A52264	273	2	like	like	JJ
A52264	273	3	manner	manner	NN
A52264	273	4	,	,	,
A52264	273	5	the	the	DT
A52264	273	6	angles	angle	NNS
A52264	273	7	EBC	EBC	NNP
A52264	273	8	and	and	CC
A52264	273	9	ECB	ECB	NNP
A52264	273	10	are	be	VBP
A52264	273	11	equal	equal	JJ
A52264	273	12	,	,	,
A52264	273	13	and	and	CC
A52264	273	14	the	the	DT
A52264	273	15	angle	angle	NN
A52264	273	16	DEC	DEC	NNP
A52264	273	17	is	be	VBZ
A52264	273	18	equal	equal	JJ
A52264	273	19	to	to	IN
A52264	273	20	them	-PRON-	PRP
A52264	273	21	both	both	DT
A52264	273	22	:	:	:
A52264	273	23	therefore	therefore	RB
A52264	273	24	the	the	DT
A52264	273	25	angle	angle	JJ
A52264	273	26	DEC	DEC	NNP
A52264	273	27	is	be	VBZ
A52264	273	28	double	double	JJ
A52264	273	29	to	to	IN
A52264	273	30	the	the	DT
A52264	273	31	angle	angle	NN
A52264	273	32	DBC	DBC	NNP
A52264	273	33	.	.	.
A52264	274	1	Then	then	RB
A52264	274	2	because	because	IN
A52264	274	3	the	the	DT
A52264	274	4	parts	part	NNS
A52264	274	5	of	of	IN
A52264	274	6	the	the	DT
A52264	274	7	angle	angle	NN
A52264	274	8	AEC	AEC	NNP
A52264	274	9	are	be	VBP
A52264	274	10	double	double	JJ
A52264	274	11	to	to	IN
A52264	274	12	the	the	DT
A52264	274	13	parts	part	NNS
A52264	274	14	of	of	IN
A52264	274	15	the	the	DT
A52264	274	16	angle	angle	NN
A52264	274	17	ABC	ABC	NNP
A52264	274	18	;	;	:
A52264	274	19	therefore	therefore	RB
A52264	274	20	also	also	RB
A52264	274	21	the	the	DT
A52264	274	22	whole	whole	JJ
A52264	274	23	angle	angle	NN
A52264	274	24	AEC	AEC	NNP
A52264	274	25	is	be	VBZ
A52264	274	26	double	double	JJ
A52264	274	27	to	to	IN
A52264	274	28	the	the	DT
A52264	274	29	whose	whose	WP$
A52264	274	30	angle	angle	NN
A52264	274	31	ABC	ABC	NNP
A52264	274	32	;	;	:
A52264	274	33	and	and	CC
A52264	274	34	thereupon	thereupon	IN
A52264	274	35	the	the	DT
A52264	274	36	angle	angle	NN
A52264	274	37	ABC	ABC	NNP
A52264	274	38	is	be	VBZ
A52264	274	39	half	half	PDT
A52264	274	40	the	the	DT
A52264	274	41	angle	angle	NN
A52264	274	42	AEC	AEC	NNP
A52264	274	43	;	;	:
A52264	274	44	and	and	CC
A52264	274	45	consequently	consequently	RB
A52264	274	46	,	,	,
A52264	274	47	half	half	PDT
A52264	274	48	the	the	DT
A52264	274	49	arch	arch	JJ
A52264	274	50	ADC	adc	NN
A52264	274	51	;	;	:
A52264	274	52	is	be	VBZ
A52264	274	53	the	the	DT
A52264	274	54	measure	measure	NN
A52264	274	55	of	of	IN
A52264	274	56	the	the	DT
A52264	274	57	angle	angle	NN
A52264	274	58	ABC	ABC	NNP
A52264	274	59	,	,	,
A52264	274	60	as	as	IN
A52264	274	61	was	be	VBD
A52264	274	62	to	to	TO
A52264	274	63	be	be	VB
A52264	274	64	proved	prove	VBN
A52264	274	65	.	.	.
A52264	275	1	Hence	hence	RB
A52264	275	2	it	-PRON-	PRP
A52264	275	3	followeth	followeth	VBD
A52264	275	4	,	,	,
A52264	275	5	1	1	CD
A52264	275	6	.	.	.
A52264	276	1	If	if	IN
A52264	276	2	the	the	DT
A52264	276	3	side	side	NN
A52264	276	4	of	of	IN
A52264	276	5	a	a	DT
A52264	276	6	plain	plain	JJ
A52264	276	7	Triangele	Triangele	NNP
A52264	276	8	inscribed	inscribe	VBN
A52264	276	9	in	in	IN
A52264	276	10	a	a	DT
A52264	276	11	circle	circle	NN
A52264	276	12	be	be	VB
A52264	276	13	the	the	DT
A52264	276	14	diameter	diameter	NN
A52264	276	15	,	,	,
A52264	276	16	the	the	DT
A52264	276	17	angle	angle	NN
A52264	276	18	opposite	opposite	RB
A52264	276	19	to	to	IN
A52264	276	20	that	that	DT
A52264	276	21	side	side	NN
A52264	276	22	is	be	VBZ
A52264	276	23	a	a	DT
A52264	276	24	right	right	JJ
A52264	276	25	angle	angle	NN
A52264	276	26	,	,	,
A52264	276	27	that	that	RB
A52264	276	28	is	is	RB
A52264	276	29	,	,	,
A52264	276	30	90	90	CD
A52264	276	31	degrees	degree	NNS
A52264	276	32	;	;	:
A52264	276	33	for	for	IN
A52264	276	34	that	that	DT
A52264	276	35	it	-PRON-	PRP
A52264	276	36	is	be	VBZ
A52264	276	37	opposite	opposite	JJ
A52264	276	38	to	to	IN
A52264	276	39	a	a	DT
A52264	276	40	semicircle	semicircle	NN
A52264	276	41	,	,	,
A52264	276	42	which	which	WDT
A52264	276	43	is	be	VBZ
A52264	276	44	180	180	CD
A52264	276	45	degrees	degree	NNS
A52264	276	46	.	.	.
A52264	277	1	2	2	LS
A52264	277	2	.	.	.
A52264	278	1	If	if	IN
A52264	278	2	divers	diver	NNS
A52264	278	3	right	right	RB
A52264	278	4	lined	line	VBD
A52264	278	5	triangles	triangle	NNS
A52264	278	6	be	be	VB
A52264	278	7	inscribed	inscribe	VBN
A52264	278	8	in	in	IN
A52264	278	9	the	the	DT
A52264	278	10	same	same	JJ
A52264	278	11	segment	segment	NN
A52264	278	12	of	of	IN
A52264	278	13	a	a	DT
A52264	278	14	circle	circle	NN
A52264	278	15	upon	upon	IN
A52264	278	16	one	one	CD
A52264	278	17	base	base	NN
A52264	278	18	;	;	:
A52264	278	19	the	the	DT
A52264	278	20	angles	angle	NNS
A52264	278	21	,	,	,
A52264	278	22	in	in	IN
A52264	278	23	the	the	DT
A52264	278	24	circumference	circumference	NN
A52264	278	25	are	be	VBP
A52264	278	26	equal	equal	JJ
A52264	278	27	.	.	.
A52264	279	1	As	as	IN
A52264	279	2	the	the	DT
A52264	279	3	two	two	CD
A52264	279	4	triangles	triangle	NNS
A52264	279	5	ABD	ABD	NNP
A52264	279	6	and	and	CC
A52264	279	7	ACD	ACD	NNP
A52264	279	8	being	be	VBG
A52264	279	9	inscribed	inscribe	VBN
A52264	279	10	in	in	IN
A52264	279	11	the	the	DT
A52264	279	12	same	same	JJ
A52264	279	13	segmeut	segmeut	NN
A52264	279	14	of	of	IN
A52264	279	15	the	the	DT
A52264	279	16	circle	circle	NN
A52264	279	17	ABCD	ABCD	NNP
A52264	279	18	,	,	,
A52264	279	19	upon	upon	IN
A52264	279	20	the	the	DT
A52264	279	21	same	same	JJ
A52264	279	22	base	base	NN
A52264	279	23	AD	ad	NN
A52264	279	24	are	be	VBP
A52264	279	25	equiangled	equiangle	VBN
A52264	279	26	in	in	IN
A52264	279	27	the	the	DT
A52264	279	28	points	point	NNS
A52264	279	29	B	B	NNP
A52264	279	30	and	and	CC
A52264	279	31	C	C	NNP
A52264	279	32	,	,	,
A52264	279	33	falling	fall	VBG
A52264	279	34	in	in	IN
A52264	279	35	the	the	DT
A52264	279	36	circumference	circumference	NN
A52264	279	37	.	.	.
A52264	280	1	For	for	IN
A52264	280	2	the	the	DT
A52264	280	3	same	same	JJ
A52264	280	4	arch	arch	JJ
A52264	280	5	AD	ad	NN
A52264	280	6	is	be	VBZ
A52264	280	7	opposite	opposite	JJ
A52264	280	8	to	to	IN
A52264	280	9	both	both	PDT
A52264	280	10	those	those	DT
A52264	280	11	angles	angle	NNS
A52264	280	12	;	;	:
A52264	280	13	that	that	RB
A52264	280	14	is	is	RB
A52264	280	15	,	,	,
A52264	280	16	to	to	IN
A52264	280	17	the	the	DT
A52264	280	18	angle	angle	NN
A52264	280	19	ACD	ACD	NNP
A52264	280	20	,	,	,
A52264	280	21	and	and	CC
A52264	280	22	also	also	RB
A52264	280	23	to	to	IN
A52264	280	24	the	the	DT
A52264	280	25	angle	angle	NN
A52264	280	26	ABD	ABD	NNP
A52264	280	27	.	.	.
A52264	281	1	20	20	CD
A52264	281	2	Theor	Theor	NNP
A52264	281	3	.	.	.
A52264	282	1	If	if	IN
A52264	282	2	two	two	CD
A52264	282	3	plaine	plaine	JJ
A52264	282	4	Triangles	Triangles	NNPS
A52264	282	5	inscribed	inscribe	VBN
A52264	282	6	in	in	IN
A52264	282	7	the	the	DT
A52264	282	8	same	same	JJ
A52264	282	9	segment	segment	NN
A52264	282	10	of	of	IN
A52264	282	11	a	a	DT
A52264	282	12	circle	circle	NN
A52264	282	13	,	,	,
A52264	282	14	upon	upon	IN
A52264	282	15	the	the	DT
A52264	282	16	same	same	JJ
A52264	282	17	base	base	NN
A52264	282	18	,	,	,
A52264	282	19	be	be	VB
A52264	282	20	so	so	RB
A52264	282	21	joyned	joyned	JJ
A52264	282	22	together	together	RB
A52264	282	23	in	in	IN
A52264	282	24	the	the	DT
A52264	282	25	top	top	NN
A52264	282	26	,	,	,
A52264	282	27	(	(	-LRB-
A52264	282	28	or	or	CC
A52264	282	29	in	in	IN
A52264	282	30	the	the	DT
A52264	282	31	angles	angle	NNS
A52264	282	32	falling	fall	VBG
A52264	282	33	in	in	IN
A52264	282	34	the	the	DT
A52264	282	35	circumference	circumference	NN
A52264	282	36	)	)	-RRB-
A52264	282	37	that	that	IN
A52264	282	38	thereof	thereof	RB
A52264	282	39	is	be	VBZ
A52264	282	40	made	make	VBN
A52264	282	41	a	a	DT
A52264	282	42	four	four	CD
A52264	282	43	-	-	HYPH
A52264	282	44	sided	sided	JJ
A52264	282	45	figure	figure	NN
A52264	282	46	,	,	,
A52264	282	47	intersected	intersect	VBD
A52264	282	48	with	with	IN
A52264	282	49	Diagonals	Diagonals	NNPS
A52264	282	50	,	,	,
A52264	282	51	the	the	DT
A52264	282	52	right	right	RB
A52264	282	53	angled	angle	VBN
A52264	282	54	figure	figure	NN
A52264	282	55	made	make	VBN
A52264	282	56	of	of	IN
A52264	282	57	the	the	DT
A52264	282	58	Diagonals	Diagonals	NNPS
A52264	282	59	,	,	,
A52264	282	60	is	be	VBZ
A52264	282	61	equall	equall	JJ
A52264	282	62	to	to	IN
A52264	282	63	the	the	DT
A52264	282	64	right	right	NN
A52264	282	65	angled	angle	VBN
A52264	282	66	figures	figure	NNS
A52264	282	67	made	make	VBN
A52264	282	68	of	of	IN
A52264	282	69	the	the	DT
A52264	282	70	opposite	opposite	JJ
A52264	282	71	sides	side	NNS
A52264	282	72	added	add	VBN
A52264	282	73	together	together	RB
A52264	282	74	.	.	.
A52264	283	1	Let	let	VB
A52264	283	2	ABD	ABD	NNP
A52264	283	3	and	and	CC
A52264	283	4	ACD	ACD	NNP
A52264	283	5	be	be	VB
A52264	283	6	two	two	CD
A52264	283	7	triangles	triangle	NNS
A52264	283	8	,	,	,
A52264	283	9	inscribed	inscribe	VBN
A52264	283	10	in	in	IN
A52264	283	11	the	the	DT
A52264	283	12	same	same	JJ
A52264	283	13	segment	segment	NN
A52264	283	14	of	of	IN
A52264	283	15	the	the	DT
A52264	283	16	circle	circle	NN
A52264	283	17	ABCD	ABCD	NNP
A52264	283	18	upon	upon	IN
A52264	283	19	the	the	DT
A52264	283	20	same	same	JJ
A52264	283	21	base	base	NN
A52264	283	22	AD	AD	NNP
A52264	283	23	so	so	RB
A52264	283	24	joyned	joyned	JJ
A52264	283	25	in	in	IN
A52264	283	26	the	the	DT
A52264	283	27	top	top	NN
A52264	283	28	by	by	IN
A52264	283	29	the	the	DT
A52264	283	30	right	right	JJ
A52264	283	31	line	line	NN
A52264	283	32	BC	BC	NNP
A52264	283	33	,	,	,
A52264	283	34	that	that	IN
A52264	283	35	thereupon	thereupon	RB
A52264	283	36	is	be	VBZ
A52264	283	37	made	make	VBN
A52264	283	38	the	the	DT
A52264	283	39	four	four	CD
A52264	283	40	sided	side	VBN
A52264	283	41	figure	figure	NN
A52264	283	42	ABCD	ABCD	NNP
A52264	283	43	.	.	.
A52264	284	1	I	-PRON-	PRP
A52264	284	2	say	say	VBP
A52264	284	3	,	,	,
A52264	284	4	that	that	IN
A52264	284	5	the	the	DT
A52264	284	6	right	right	NN
A52264	284	7	angled	angle	VBN
A52264	284	8	figures	figure	NNS
A52264	284	9	made	make	VBN
A52264	284	10	of	of	IN
A52264	284	11	the	the	DT
A52264	284	12	opposit	opposit	JJ
A52264	284	13	sides	side	NNS
A52264	284	14	AB	AB	NNP
A52264	284	15	and	and	CC
A52264	284	16	DC	DC	NNP
A52264	284	17	,	,	,
A52264	284	18	and	and	CC
A52264	284	19	also	also	RB
A52264	284	20	of	of	IN
A52264	284	21	the	the	DT
A52264	284	22	sides	side	NNS
A52264	284	23	BC	BC	NNP
A52264	284	24	and	and	CC
A52264	284	25	AD	AD	NNP
A52264	284	26	added	add	VBN
A52264	284	27	together	together	RB
A52264	284	28	are	be	VBP
A52264	284	29	equall	equall	JJ
A52264	284	30	to	to	IN
A52264	284	31	the	the	DT
A52264	284	32	right	right	JJ
A52264	284	33	angled	angle	VBN
A52264	284	34	figure	figure	NN
A52264	284	35	made	make	VBN
A52264	284	36	of	of	IN
A52264	284	37	the	the	DT
A52264	284	38	Diagonals	Diagonals	NNPS
A52264	284	39	AC	AC	NNP
A52264	284	40	and	and	CC
A52264	284	41	BD	BD	NNP
A52264	284	42	.	.	.
A52264	285	1	Demonstration	demonstration	NN
A52264	285	2	.	.	.
A52264	286	1	If	if	IN
A52264	286	2	at	at	IN
A52264	286	3	the	the	DT
A52264	286	4	point	point	NN
A52264	286	5	B	b	NN
A52264	286	6	you	-PRON-	PRP
A52264	286	7	make	make	VBP
A52264	286	8	the	the	DT
A52264	286	9	angle	angle	NN
A52264	286	10	ABE	ABE	NNP
A52264	286	11	equall	equall	NN
A52264	286	12	to	to	IN
A52264	286	13	the	the	DT
A52264	286	14	angle	angle	NN
A52264	286	15	DBC	DBC	NNP
A52264	286	16	,	,	,
A52264	286	17	and	and	CC
A52264	286	18	so	so	RB
A52264	286	19	cut	cut	VB
A52264	286	20	the	the	DT
A52264	286	21	Diagonall	Diagonall	NNP
A52264	286	22	AC	AC	NNP
A52264	286	23	into	into	IN
A52264	286	24	two	two	CD
A52264	286	25	parts	part	NNS
A52264	286	26	by	by	IN
A52264	286	27	the	the	DT
A52264	286	28	right	right	JJ
A52264	286	29	line	line	NN
A52264	286	30	EB	eb	NN
A52264	286	31	at	at	IN
A52264	286	32	the	the	DT
A52264	286	33	point	point	NN
A52264	286	34	E	e	NN
A52264	286	35	,	,	,
A52264	286	36	then	then	RB
A52264	286	37	shall	shall	MD
A52264	286	38	the	the	DT
A52264	286	39	angles	angle	NNS
A52264	286	40	ABD	ABD	NNP
A52264	286	41	and	and	CC
A52264	286	42	EBC	EBC	NNP
A52264	286	43	be	be	VBP
A52264	286	44	equall	equall	JJ
A52264	286	45	,	,	,
A52264	286	46	because	because	IN
A52264	286	47	the	the	DT
A52264	286	48	angles	angle	NNS
A52264	286	49	ABE	ABE	NNP
A52264	286	50	and	and	CC
A52264	286	51	DBC	DBC	NNP
A52264	286	52	are	be	VBP
A52264	286	53	equal	equal	JJ
A52264	286	54	by	by	IN
A52264	286	55	the	the	DT
A52264	286	56	proposition	proposition	NN
A52264	286	57	,	,	,
A52264	286	58	and	and	CC
A52264	286	59	the	the	DT
A52264	286	60	angle	angle	NN
A52264	286	61	EBD	EBD	NNP
A52264	286	62	common	common	JJ
A52264	286	63	to	to	IN
A52264	286	64	both	both	DT
A52264	286	65	,	,	,
A52264	286	66	and	and	CC
A52264	286	67	the	the	DT
A52264	286	68	angles	angle	NNS
A52264	286	69	ADB	ADB	NNP
A52264	286	70	&	&	CC
A52264	286	71	ECB	ECB	NNP
A52264	286	72	are	be	VBP
A52264	286	73	equal	equal	JJ
A52264	286	74	,	,	,
A52264	286	75	because	because	IN
A52264	286	76	the	the	DT
A52264	286	77	arch	arch	JJ
A52264	286	78	AB	AB	NNP
A52264	286	79	is	be	VBZ
A52264	286	80	the	the	DT
A52264	286	81	double	double	JJ
A52264	286	82	measure	measure	NN
A52264	286	83	of	of	IN
A52264	286	84	them	-PRON-	PRP
A52264	286	85	both	both	DT
A52264	286	86	by	by	IN
A52264	286	87	the	the	DT
A52264	286	88	last	last	JJ
A52264	286	89	aforegoing	aforegoing	NN
A52264	286	90	,	,	,
A52264	286	91	and	and	CC
A52264	286	92	therefore	therefore	RB
A52264	286	93	the	the	DT
A52264	286	94	triangles	triangle	NNS
A52264	286	95	ABD	ABD	NNP
A52264	286	96	&	&	CC
A52264	286	97	EBC	EBC	NNP
A52264	286	98	are	be	VBP
A52264	286	99	equiangled	equiangle	VBN
A52264	286	100	and	and	CC
A52264	286	101	there	there	EX
A52264	286	102	sides	side	NNS
A52264	286	103	proportional	proportional	JJ
A52264	286	104	by	by	IN
A52264	286	105	the	the	DT
A52264	286	106	18	18	CD
A52264	286	107	th	th	NN
A52264	286	108	and	and	CC
A52264	286	109	16	16	CD
A52264	286	110	th	th	NNP
A52264	286	111	Theoremes	theoreme	NNS
A52264	286	112	of	of	IN
A52264	286	113	this	this	DT
A52264	286	114	chapter	chapter	NN
A52264	286	115	,	,	,
A52264	286	116	that	that	RB
A52264	286	117	is	is	RB
A52264	286	118	,	,	,
A52264	286	119	as	as	IN
A52264	286	120	BD	BD	NNP
A52264	286	121	to	to	IN
A52264	286	122	DA	DA	NNP
A52264	286	123	,	,	,
A52264	286	124	so	so	RB
A52264	286	125	is	be	VBZ
A52264	286	126	BC	BC	NNP
A52264	286	127	to	to	IN
A52264	286	128	CE	CE	NNP
A52264	286	129	,	,	,
A52264	286	130	and	and	CC
A52264	286	131	therefore	therefore	RB
A52264	286	132	also	also	RB
A52264	286	133	the	the	DT
A52264	286	134	rectangles	rectangle	NNS
A52264	286	135	of	of	IN
A52264	286	136	BD	BD	NNP
A52264	286	137	in	in	IN
A52264	286	138	CE	CE	NNP
A52264	286	139	is	be	VBZ
A52264	286	140	equal	equal	JJ
A52264	286	141	to	to	IN
A52264	286	142	the	the	DT
A52264	286	143	rectangle	rectangle	NN
A52264	286	144	of	of	IN
A52264	286	145	DA	DA	NNP
A52264	286	146	in	in	IN
A52264	286	147	BC	BC	NNP
A52264	286	148	by	by	IN
A52264	286	149	the	the	DT
A52264	286	150	10	10	CD
A52264	286	151	th	th	NNP
A52264	286	152	hereof	hereof	NNP
A52264	286	153	.	.	.
A52264	287	1	And	and	CC
A52264	287	2	because	because	IN
A52264	287	3	the	the	DT
A52264	287	4	angles	angle	NNS
A52264	287	5	DBC	DBC	NNP
A52264	287	6	and	and	CC
A52264	287	7	ABE	ABE	NNP
A52264	287	8	are	be	VBP
A52264	287	9	equal	equal	JJ
A52264	287	10	by	by	IN
A52264	287	11	the	the	DT
A52264	287	12	proposition	proposition	NN
A52264	287	13	,	,	,
A52264	287	14	and	and	CC
A52264	287	15	the	the	DT
A52264	287	16	angles	angle	NNS
A52264	287	17	BDC	BDC	NNP
A52264	287	18	and	and	CC
A52264	287	19	EAB	EAB	NNP
A52264	287	20	equall	equall	NN
A52264	287	21	because	because	IN
A52264	287	22	the	the	DT
A52264	287	23	arch	arch	JJ
A52264	287	24	BC	BC	NNP
A52264	287	25	is	be	VBZ
A52264	287	26	the	the	DT
A52264	287	27	double	double	JJ
A52264	287	28	measure	measure	NN
A52264	287	29	of	of	IN
A52264	287	30	them	-PRON-	PRP
A52264	287	31	both	both	DT
A52264	287	32	by	by	IN
A52264	287	33	the	the	DT
A52264	287	34	last	last	JJ
A52264	287	35	aforegoing	aforegoing	NN
A52264	287	36	,	,	,
A52264	287	37	the	the	DT
A52264	287	38	triangles	triangle	NNS
A52264	287	39	BDC	BDC	NNP
A52264	287	40	,	,	,
A52264	287	41	&	&	CC
A52264	287	42	EAB	EAB	NNP
A52264	287	43	are	be	VBP
A52264	287	44	equiangled	equiangle	VBN
A52264	287	45	and	and	CC
A52264	287	46	there	there	EX
A52264	287	47	sides	side	NNS
A52264	287	48	proportional	proportional	JJ
A52264	287	49	by	by	IN
A52264	287	50	the	the	DT
A52264	287	51	18	18	CD
A52264	287	52	th	th	NNS
A52264	287	53	and	and	CC
A52264	287	54	16	16	CD
A52264	287	55	Theoremes	theoreme	NNS
A52264	287	56	of	of	IN
A52264	287	57	this	this	DT
A52264	287	58	chapter	chapter	NN
A52264	287	59	,	,	,
A52264	287	60	that	that	RB
A52264	287	61	is	is	RB
A52264	287	62	as	as	IN
A52264	287	63	BD	BD	NNP
A52264	287	64	to	to	IN
A52264	287	65	DC	DC	NNP
A52264	287	66	so	so	RB
A52264	287	67	is	be	VBZ
A52264	287	68	AB	AB	NNP
A52264	287	69	to	to	IN
A52264	287	70	AE	AE	NNP
A52264	287	71	;	;	:
A52264	287	72	and	and	CC
A52264	287	73	therefore	therefore	RB
A52264	287	74	also	also	RB
A52264	287	75	the	the	DT
A52264	287	76	rectangle	rectangle	NN
A52264	287	77	of	of	IN
A52264	287	78	BD	BD	NNP
A52264	287	79	in	in	IN
A52264	287	80	AE	AE	NNP
A52264	287	81	is	be	VBZ
A52264	287	82	equal	equal	JJ
A52264	287	83	to	to	IN
A52264	287	84	the	the	DT
A52264	287	85	rectangle	rectangle	NN
A52264	287	86	of	of	IN
A52264	287	87	DC	DC	NNP
A52264	287	88	in	in	IN
A52264	287	89	AB	AB	NNP
A52264	287	90	.	.	.
A52264	288	1	And	and	CC
A52264	288	2	because	because	IN
A52264	288	3	the	the	DT
A52264	288	4	rectangled	rectangled	JJ
A52264	288	5	figure	figure	NN
A52264	288	6	〈	〈	VBZ
A52264	288	7	…	…	NFP
A52264	288	8	〉	〉	XX
A52264	288	9	of	of	IN
A52264	288	10	AD	AD	NNP
A52264	288	11	and	and	CC
A52264	288	12	DF	DF	NNP
A52264	288	13	is	be	VBZ
A52264	288	14	equall	equall	JJ
A52264	288	15	to	to	IN
A52264	288	16	the	the	DT
A52264	288	17	two	two	CD
A52264	288	18	rectangled	rectangled	JJ
A52264	288	19	figures	figure	NNS
A52264	288	20	of	of	IN
A52264	288	21	AD	ad	NN
A52264	288	22	in	in	IN
A52264	288	23	DC	DC	NNP
A52264	288	24	and	and	CC
A52264	288	25	BC	BC	NNP
A52264	288	26	in	in	IN
A52264	288	27	CF	CF	NNP
A52264	288	28	,	,	,
A52264	288	29	therefore	therefore	RB
A52264	288	30	also	also	RB
A52264	288	31	the	the	DT
A52264	288	32	rectangled	rectangle	VBN
A52264	288	33	figure	figure	NN
A52264	288	34	of	of	IN
A52264	288	35	BD	BD	NNP
A52264	288	36	in	in	IN
A52264	288	37	AC	AC	NNP
A52264	288	38	is	be	VBZ
A52264	288	39	equal	equal	JJ
A52264	288	40	to	to	IN
A52264	288	41	the	the	DT
A52264	288	42	rectangled	rectangle	VBN
A52264	288	43	figures	figure	NNS
A52264	288	44	of	of	IN
A52264	288	45	BD	BD	NNP
A52264	288	46	in	in	IN
A52264	288	47	AE	AE	NNP
A52264	288	48	and	and	CC
A52264	288	49	BD	BD	NNP
A52264	288	50	in	in	IN
A52264	288	51	EC	EC	NNP
A52264	288	52	.	.	.
A52264	289	1	From	from	IN
A52264	289	2	hen	hen	NN
A52264	289	3	●	●	NFP
A52264	289	4	●	●	NFP
A52264	289	5	and	and	CC
A52264	289	6	the	the	DT
A52264	289	7	two	two	CD
A52264	289	8	former	former	JJ
A52264	289	9	proportions	proportion	NNS
A52264	289	10	the	the	DT
A52264	289	11	proposition	proposition	NN
A52264	289	12	is	be	VBZ
A52264	289	13	thus	thus	RB
A52264	289	14	Demonstrated	demonstrate	VBN
A52264	289	15	.	.	.
A52264	290	1	1	1	LS
A52264	290	2	.	.	.
A52264	291	1	BD	BD	NNP
A52264	291	2	in	in	IN
A52264	291	3	CE	CE	NNP
A52264	291	4	is	be	VBZ
A52264	291	5	equal	equal	JJ
A52264	291	6	to	to	IN
A52264	291	7	DA	DA	NNP
A52264	291	8	in	in	IN
A52264	291	9	BC	BC	NNP
A52264	291	10	2	2	CD
A52264	291	11	.	.	.
A52264	292	1	BD	BD	NNP
A52264	292	2	in	in	IN
A52264	292	3	AE	AE	NNP
A52264	292	4	DC	DC	NNP
A52264	292	5	in	in	IN
A52264	292	6	AB	AB	NNP
A52264	292	7	And	and	CC
A52264	292	8	by	by	IN
A52264	292	9	Composition	composition	NN
A52264	292	10	.	.	.
A52264	293	1	BD	BD	NNP
A52264	293	2	in	in	IN
A52264	293	3	CE	CE	NNP
A52264	293	4	more	more	JJR
A52264	293	5	by	by	IN
A52264	293	6	BD	BD	NNP
A52264	293	7	in	in	IN
A52264	293	8	AE	AE	NNP
A52264	293	9	is	be	VBZ
A52264	293	10	equal	equal	JJ
A52264	293	11	to	to	IN
A52264	293	12	DA	DA	NNP
A52264	293	13	in	in	IN
A52264	293	14	BC	BC	NNP
A52264	293	15	more	more	RBR
A52264	293	16	by	by	IN
A52264	293	17	DC	DC	NNP
A52264	293	18	in	in	IN
A52264	293	19	AB	AB	NNP
A52264	293	20	,	,	,
A52264	293	21	now	now	RB
A52264	293	22	then	then	RB
A52264	293	23	because	because	IN
A52264	293	24	BD	BD	NNP
A52264	293	25	in	in	IN
A52264	293	26	AC	AC	NNP
A52264	293	27	is	be	VBZ
A52264	293	28	equal	equal	JJ
A52264	293	29	to	to	IN
A52264	293	30	BD	BD	NNP
A52264	293	31	in	in	IN
A52264	293	32	〈	〈	NNP
A52264	293	33	◊	◊	NNP
A52264	293	34	〉	〉	NNP
A52264	293	35	EC	EC	NNP
A52264	293	36	more	more	RBR
A52264	293	37	by	by	IN
A52264	293	38	BD	BD	NNP
A52264	293	39	in	in	IN
A52264	293	40	EA	EA	NNP
A52264	293	41	,	,	,
A52264	293	42	therefore	therefore	RB
A52264	293	43	also	also	RB
A52264	293	44	BD	BD	NNP
A52264	293	45	in	in	IN
A52264	293	46	AC	AC	NNP
A52264	293	47	is	be	VBZ
A52264	293	48	equall	equall	JJ
A52264	293	49	to	to	IN
A52264	293	50	DA	DA	NNP
A52264	293	51	in	in	IN
A52264	293	52	BC	BC	NNP
A52264	293	53	more	more	RBR
A52264	293	54	by	by	IN
A52264	293	55	DC	DC	NNP
A52264	293	56	in	in	IN
A52264	293	57	AB	AB	NNP
A52264	293	58	which	which	WDT
A52264	293	59	was	be	VBD
A52264	293	60	to	to	TO
A52264	293	61	be	be	VB
A52264	293	62	demonstrated	demonstrate	VBN
A52264	293	63	.	.	.
A52264	294	1	21	21	CD
A52264	294	2	.	.	.
A52264	295	1	Theor	Theor	NNP
A52264	295	2	.	.	.
A52264	296	1	If	if	IN
A52264	296	2	two	two	CD
A52264	296	3	right	right	JJ
A52264	296	4	lines	line	NNS
A52264	296	5	inscribed	inscribe	VBN
A52264	296	6	in	in	IN
A52264	296	7	a	a	DT
A52264	296	8	circle	circle	NN
A52264	296	9	cut	cut	VBN
A52264	296	10	each	each	DT
A52264	296	11	other	other	JJ
A52264	296	12	within	within	IN
A52264	296	13	the	the	DT
A52264	296	14	circle	circle	NN
A52264	296	15	,	,	,
A52264	296	16	the	the	DT
A52264	296	17	rectangle	rectangle	NN
A52264	296	18	under	under	IN
A52264	296	19	the	the	DT
A52264	296	20	segments	segment	NNS
A52264	296	21	of	of	IN
A52264	296	22	the	the	DT
A52264	296	23	one	one	NN
A52264	296	24	,	,	,
A52264	296	25	is	be	VBZ
A52264	296	26	equall	equall	JJ
A52264	296	27	to	to	IN
A52264	296	28	the	the	DT
A52264	296	29	rectangle	rectangle	NN
A52264	296	30	under	under	IN
A52264	296	31	the	the	DT
A52264	296	32	segment	segment	NN
A52264	296	33	of	of	IN
A52264	296	34	the	the	DT
A52264	296	35	other	other	JJ
A52264	296	36	.	.	.
A52264	297	1	Let	let	VB
A52264	297	2	the	the	DT
A52264	297	3	two	two	CD
A52264	297	4	lines	line	NNS
A52264	297	5	be	be	VB
A52264	297	6	FD	FD	NNP
A52264	297	7	and	and	CC
A52264	297	8	BC	BC	NNP
A52264	297	9	,	,	,
A52264	297	10	intersecting	intersect	VBG
A52264	297	11	each	each	DT
A52264	297	12	other	other	JJ
A52264	297	13	in	in	IN
A52264	297	14	the	the	DT
A52264	297	15	point	point	NN
A52264	297	16	A	a	NN
A52264	297	17	;	;	:
A52264	297	18	I	-PRON-	PRP
A52264	297	19	say	say	VBP
A52264	297	20	,	,	,
A52264	297	21	the	the	DT
A52264	297	22	triangles	triangle	NNS
A52264	297	23	ABF	ABF	NNP
A52264	297	24	and	and	CC
A52264	297	25	ADC	ADC	NNP
A52264	297	26	are	be	VBP
A52264	297	27	like	like	IN
A52264	297	28	,	,	,
A52264	297	29	because	because	IN
A52264	297	30	of	of	IN
A52264	297	31	their	-PRON-	PRP$
A52264	297	32	equal	equal	JJ
A52264	297	33	angles	angle	NNS
A52264	297	34	AFB	AFB	NNP
A52264	297	35	and	and	CC
A52264	297	36	ACD	ACD	NNP
A52264	297	37	,	,	,
A52264	297	38	which	which	WDT
A52264	297	39	are	be	VBP
A52264	297	40	equal	equal	JJ
A52264	297	41	,	,	,
A52264	297	42	because	because	IN
A52264	297	43	the	the	DT
A52264	297	44	arch	arch	JJ
A52264	297	45	BD	BD	NNP
A52264	297	46	is	be	VBZ
A52264	297	47	the	the	DT
A52264	297	48	double	double	JJ
A52264	297	49	measure	measure	NN
A52264	297	50	of	of	IN
A52264	297	51	them	-PRON-	PRP
A52264	297	52	both	both	DT
A52264	297	53	,	,	,
A52264	297	54	and	and	CC
A52264	297	55	because	because	IN
A52264	297	56	of	of	IN
A52264	297	57	their	-PRON-	PRP$
A52264	297	58	equal	equal	JJ
A52264	297	59	angles	angle	NNS
A52264	297	60	BAF	BAF	NNP
A52264	297	61	and	and	CC
A52264	297	62	DAC	DAC	NNP
A52264	297	63	,	,	,
A52264	297	64	which	which	WDT
A52264	297	65	are	be	VBP
A52264	297	66	equal	equal	JJ
A52264	297	67	by	by	IN
A52264	297	68	the	the	DT
A52264	297	69	ninth	ninth	JJ
A52264	297	70	hereof	hereof	NNP
A52264	297	71	,	,	,
A52264	297	72	and	and	CC
A52264	297	73	where	where	WRB
A52264	297	74	two	two	CD
A52264	297	75	are	be	VBP
A52264	297	76	equal	equal	JJ
A52264	297	77	,	,	,
A52264	297	78	the	the	DT
A52264	297	79	third	third	JJ
A52264	297	80	is	be	VBZ
A52264	297	81	eqaul	eqaul	NNP
A52264	297	82	by	by	IN
A52264	297	83	the	the	DT
A52264	297	84	18	18	CD
A52264	297	85	aforegoing	aforegoing	NN
A52264	297	86	;	;	:
A52264	297	87	therefore	therefore	RB
A52264	297	88	AD	ad	NN
A52264	297	89	in	in	IN
A52264	297	90	AF	AF	NNP
A52264	297	91	is	be	VBZ
A52264	297	92	equal	equal	JJ
A52264	297	93	to	to	IN
A52264	297	94	AC	AC	NNP
A52264	297	95	in	in	IN
A52264	297	96	AB	AB	NNP
A52264	297	97	,	,	,
A52264	297	98	which	which	WDT
A52264	297	99	was	be	VBD
A52264	297	100	to	to	TO
A52264	297	101	be	be	VB
A52264	297	102	proved	prove	VBN
A52264	297	103	.	.	.
A52264	298	1	Theor	Theor	NNP
A52264	298	2	.	.	.
A52264	299	1	22	22	CD
A52264	299	2	.	.	.
A52264	300	1	In	in	IN
A52264	300	2	a	a	DT
A52264	300	3	plain	plain	JJ
A52264	300	4	right	right	NN
A52264	300	5	angled	angle	VBN
A52264	300	6	Triangle	Triangle	NNP
A52264	300	7	,	,	,
A52264	300	8	a	a	DT
A52264	300	9	perpendicular	perpendicular	NN
A52264	300	10	let	let	NN
A52264	300	11	fall	fall	VB
A52264	300	12	from	from	IN
A52264	300	13	the	the	DT
A52264	300	14	right	right	JJ
A52264	300	15	angle	angle	NN
A52264	300	16	upon	upon	IN
A52264	300	17	the	the	DT
A52264	300	18	Hypothenuse	Hypothenuse	NNP
A52264	300	19	,	,	,
A52264	300	20	divides	divide	VBZ
A52264	300	21	the	the	DT
A52264	300	22	triangle	triangle	NN
A52264	300	23	into	into	IN
A52264	300	24	two	two	CD
A52264	300	25	triangles	triangle	NNS
A52264	300	26	,	,	,
A52264	300	27	both	both	DT
A52264	300	28	like	like	UH
A52264	300	29	to	to	IN
A52264	300	30	the	the	DT
A52264	300	31	whole	whole	NN
A52264	300	32	,	,	,
A52264	300	33	and	and	CC
A52264	300	34	to	to	IN
A52264	300	35	one	one	CD
A52264	300	36	another	another	DT
A52264	300	37	.	.	.
A52264	301	1	The	the	DT
A52264	301	2	triangle	triangle	NN
A52264	301	3	ABC	ABC	NNP
A52264	301	4	is	be	VBZ
A52264	301	5	right	right	RB
A52264	301	6	angled	angle	VBN
A52264	301	7	at	at	IN
A52264	301	8	B	b	NN
A52264	301	9	,	,	,
A52264	301	10	the	the	DT
A52264	301	11	hypotenuse	hypotenuse	NN
A52264	301	12	or	or	CC
A52264	301	13	side	side	NN
A52264	301	14	subtending	subtend	VBG
A52264	301	15	the	the	DT
A52264	301	16	right	right	JJ
A52264	301	17	angle	angle	NN
A52264	301	18	is	be	VBZ
A52264	301	19	AC	AC	NNP
A52264	301	20	,	,	,
A52264	301	21	upon	upon	IN
A52264	301	22	which	which	WDT
A52264	301	23	from	from	IN
A52264	301	24	the	the	DT
A52264	301	25	point	point	NN
A52264	301	26	B	b	NN
A52264	301	27	is	be	VBZ
A52264	301	28	drawn	draw	VBN
A52264	301	29	the	the	DT
A52264	301	30	perpendicular	perpendicular	JJ
A52264	301	31	BD	BD	NNP
A52264	301	32	which	which	WDT
A52264	301	33	divideth	divideth	VBP
A52264	301	34	the	the	DT
A52264	301	35	triangle	triangle	NN
A52264	301	36	ABC	ABC	NNP
A52264	301	37	into	into	IN
A52264	301	38	two	two	CD
A52264	301	39	triangles	triangle	NNS
A52264	301	40	,	,	,
A52264	301	41	ADB	ADB	NNP
A52264	301	42	and	and	CC
A52264	301	43	BDC	BDC	NNP
A52264	301	44	,	,	,
A52264	301	45	each	each	DT
A52264	301	46	of	of	IN
A52264	301	47	them	-PRON-	PRP
A52264	301	48	like	like	VBP
A52264	301	49	to	to	IN
A52264	301	50	the	the	DT
A52264	301	51	whole	whole	JJ
A52264	301	52	triangle	triangle	NN
A52264	301	53	ABC	ABC	NNP
A52264	301	54	,	,	,
A52264	301	55	and	and	CC
A52264	301	56	each	each	DT
A52264	301	57	like	like	UH
A52264	301	58	to	to	IN
A52264	301	59	one	one	CD
A52264	301	60	another	another	DT
A52264	301	61	also	also	RB
A52264	301	62	,	,	,
A52264	301	63	that	that	DT
A52264	301	64	is	be	VBZ
A52264	301	65	equiangled	equiangle	VBN
A52264	301	66	one	one	CD
A52264	301	67	to	to	IN
A52264	301	68	another	another	DT
A52264	301	69	.	.	.
A52264	302	1	Demonstration	demonstration	NN
A52264	302	2	.	.	.
A52264	303	1	In	in	IN
A52264	303	2	the	the	DT
A52264	303	3	triangle	triangle	NN
A52264	303	4	ABD	ABD	NNP
A52264	303	5	,	,	,
A52264	303	6	the	the	DT
A52264	303	7	angles	angle	NNS
A52264	303	8	ABD	ABD	NNP
A52264	303	9	and	and	CC
A52264	303	10	ADB	ADB	NNP
A52264	303	11	are	be	VBP
A52264	303	12	equal	equal	JJ
A52264	303	13	to	to	IN
A52264	303	14	the	the	DT
A52264	303	15	angles	angle	NNS
A52264	303	16	ACB	ACB	NNP
A52264	303	17	and	and	CC
A52264	303	18	ABC	ABC	NNP
A52264	303	19	,	,	,
A52264	303	20	because	because	IN
A52264	303	21	of	of	IN
A52264	303	22	their	-PRON-	PRP$
A52264	303	23	common	common	JJ
A52264	303	24	angle	angle	NN
A52264	303	25	at	at	IN
A52264	303	26	A	a	NN
A52264	303	27	,	,	,
A52264	303	28	and	and	CC
A52264	303	29	their	-PRON-	PRP$
A52264	303	30	right	right	JJ
A52264	303	31	angles	angle	NNS
A52264	303	32	at	at	IN
A52264	303	33	B	b	NN
A52264	303	34	and	and	CC
A52264	303	35	D	D	NNP
A52264	303	36	,	,	,
A52264	303	37	and	and	CC
A52264	303	38	in	in	IN
A52264	303	39	the	the	DT
A52264	303	40	triangle	triangle	NN
A52264	303	41	CDB	CDB	NNP
A52264	303	42	,	,	,
A52264	303	43	the	the	DT
A52264	303	44	angle	angle	NN
A52264	303	45	.	.	.
A52264	304	1	CBD	CBD	NNP
A52264	304	2	and	and	CC
A52264	304	3	BDC	BDC	NNP
A52264	304	4	are	be	VBP
A52264	304	5	equal	equal	JJ
A52264	304	6	to	to	IN
A52264	304	7	the	the	DT
A52264	304	8	angles	angle	NNS
A52264	304	9	ABC	ABC	NNP
A52264	304	10	and	and	CC
A52264	304	11	CAB	CAB	NNP
A52264	304	12	,	,	,
A52264	304	13	because	because	IN
A52264	304	14	of	of	IN
A52264	304	15	their	-PRON-	PRP$
A52264	304	16	common	common	JJ
A52264	304	17	angle	angle	NN
A52264	304	18	at	at	IN
A52264	304	19	C	C	NNP
A52264	304	20	,	,	,
A52264	304	21	and	and	CC
A52264	304	22	their	-PRON-	PRP$
A52264	304	23	right	right	JJ
A52264	304	24	angles	angle	NNS
A52264	304	25	at	at	IN
A52264	304	26	B	b	NN
A52264	304	27	and	and	CC
A52264	304	28	D	d	NN
A52264	304	29	;	;	:
A52264	304	30	these	these	DT
A52264	304	31	triangles	triangle	NNS
A52264	304	32	are	be	VBP
A52264	304	33	therefore	therefore	RB
A52264	304	34	each	each	DT
A52264	304	35	of	of	IN
A52264	304	36	them	-PRON-	PRP
A52264	304	37	like	like	VBP
A52264	304	38	to	to	IN
A52264	304	39	the	the	DT
A52264	304	40	whole	whole	JJ
A52264	304	41	triangle	triangle	NN
A52264	304	42	ABC	ABC	NNP
A52264	304	43	,	,	,
A52264	304	44	and	and	CC
A52264	304	45	by	by	IN
A52264	304	46	consequence	consequence	NN
A52264	304	47	like	like	UH
A52264	304	48	to	to	IN
A52264	304	49	one	one	CD
A52264	304	50	another	another	DT
A52264	304	51	.	.	.
A52264	305	1	23	23	CD
A52264	305	2	.	.	.
A52264	306	1	Theor	Theor	NNP
A52264	306	2	.	.	.
A52264	307	1	If	if	IN
A52264	307	2	two	two	CD
A52264	307	3	sides	side	NNS
A52264	307	4	of	of	IN
A52264	307	5	one	one	CD
A52264	307	6	triangle	triangle	NN
A52264	307	7	be	be	VB
A52264	307	8	equal	equal	JJ
A52264	307	9	to	to	IN
A52264	307	10	two	two	CD
A52264	307	11	sides	side	NNS
A52264	307	12	of	of	IN
A52264	307	13	another	another	DT
A52264	307	14	,	,	,
A52264	307	15	&	&	CC
A52264	307	16	the	the	DT
A52264	307	17	angle	angle	NN
A52264	307	18	comprehended	comprehend	VBN
A52264	307	19	by	by	IN
A52264	307	20	the	the	DT
A52264	307	21	equal	equal	JJ
A52264	307	22	sides	side	NNS
A52264	307	23	equal	equal	JJ
A52264	307	24	,	,	,
A52264	307	25	the	the	DT
A52264	307	26	third	third	JJ
A52264	307	27	side	side	NN
A52264	307	28	or	or	CC
A52264	307	29	base	base	NN
A52264	307	30	of	of	IN
A52264	307	31	the	the	DT
A52264	307	32	one	one	NN
A52264	307	33	,	,	,
A52264	307	34	shall	shall	MD
A52264	307	35	be	be	VB
A52264	307	36	equal	equal	JJ
A52264	307	37	to	to	IN
A52264	307	38	the	the	DT
A52264	307	39	base	base	NN
A52264	307	40	of	of	IN
A52264	307	41	the	the	DT
A52264	307	42	other	other	JJ
A52264	307	43	,	,	,
A52264	307	44	and	and	CC
A52264	307	45	the	the	DT
A52264	307	46	remaining	remain	VBG
A52264	307	47	angles	angle	NNS
A52264	307	48	of	of	IN
A52264	307	49	the	the	DT
A52264	307	50	one	one	NN
A52264	307	51	equal	equal	JJ
A52264	307	52	to	to	IN
A52264	307	53	the	the	DT
A52264	307	54	remaining	remain	VBG
A52264	307	55	angles	angle	NNS
A52264	307	56	of	of	IN
A52264	307	57	the	the	DT
A52264	307	58	other	other	JJ
A52264	307	59	.	.	.
A52264	308	1	Of	of	IN
A52264	308	2	these	these	DT
A52264	308	3	two	two	CD
A52264	308	4	triangles	triangle	NNS
A52264	308	5	CBH	CBH	NNP
A52264	308	6	and	and	CC
A52264	308	7	DEF	DEF	NNP
A52264	308	8	,	,	,
A52264	308	9	the	the	DT
A52264	308	10	sides	side	NNS
A52264	308	11	CB	CB	NNP
A52264	308	12	&	&	CC
A52264	308	13	BH	BH	NNP
A52264	308	14	in	in	IN
A52264	308	15	the	the	DT
A52264	308	16	one	one	NN
A52264	308	17	are	be	VBP
A52264	308	18	equal	equal	JJ
A52264	308	19	,	,	,
A52264	308	20	to	to	IN
A52264	308	21	DE	DE	NNP
A52264	308	22	&	&	CC
A52264	308	23	EF	EF	NNP
A52264	308	24	in	in	IN
A52264	308	25	the	the	DT
A52264	308	26	other	other	JJ
A52264	308	27	and	and	CC
A52264	308	28	the	the	DT
A52264	308	29	angle	angle	NN
A52264	308	30	CBH	CBH	NNP
A52264	308	31	equal	equal	JJ
A52264	308	32	to	to	IN
A52264	308	33	the	the	DT
A52264	308	34	angle	angle	NN
A52264	308	35	DEF	DEF	NNP
A52264	308	36	,	,	,
A52264	308	37	therefore	therefore	RB
A52264	308	38	CH	CH	NNP
A52264	308	39	in	in	IN
A52264	308	40	one	one	CD
A52264	308	41	is	be	VBZ
A52264	308	42	equal	equal	JJ
A52264	308	43	to	to	IN
A52264	308	44	DF	DF	NNP
A52264	308	45	in	in	IN
A52264	308	46	the	the	DT
A52264	308	47	other	other	JJ
A52264	308	48	,	,	,
A52264	308	49	for	for	IN
A52264	308	50	if	if	IN
A52264	308	51	the	the	DT
A52264	308	52	base	base	NN
A52264	308	53	CH	CH	NNP
A52264	308	54	be	be	VB
A52264	308	55	greater	great	JJR
A52264	308	56	then	then	IN
A52264	308	57	the	the	DT
A52264	308	58	base	base	NN
A52264	308	59	CF	cf	NN
A52264	308	60	from	from	IN
A52264	308	61	CH	CH	NNP
A52264	308	62	let	let	VBP
A52264	308	63	be	be	VB
A52264	308	64	taken	take	VBN
A52264	308	65	.	.	.
A52264	309	1	CG	CG	NNP
A52264	309	2	equal	equal	JJ
A52264	309	3	to	to	IN
A52264	309	4	DF	DF	NNP
A52264	309	5	and	and	CC
A52264	309	6	let	let	VB
A52264	309	7	there	there	EX
A52264	309	8	be	be	VB
A52264	309	9	drawne	drawne	VB
A52264	309	10	the	the	DT
A52264	309	11	right	right	JJ
A52264	309	12	line	line	NN
A52264	309	13	BG	BG	NNP
A52264	309	14	,	,	,
A52264	309	15	now	now	RB
A52264	309	16	if	if	IN
A52264	309	17	BC	BC	NNP
A52264	309	18	and	and	CC
A52264	309	19	BG	BG	NNP
A52264	309	20	be	be	VB
A52264	309	21	equal	equal	JJ
A52264	309	22	to	to	IN
A52264	309	23	DE	DE	NNP
A52264	309	24	and	and	CC
A52264	309	25	EF	EF	NNP
A52264	309	26	,	,	,
A52264	309	27	yet	yet	CC
A52264	309	28	the	the	DT
A52264	309	29	angle	angle	NN
A52264	309	30	CBG	CBG	NNP
A52264	309	31	can	can	MD
A52264	309	32	not	not	RB
A52264	309	33	be	be	VB
A52264	309	34	equal	equal	JJ
A52264	309	35	to	to	IN
A52264	309	36	the	the	DT
A52264	309	37	angle	angle	NN
A52264	309	38	DEF	DEF	NNP
A52264	309	39	by	by	IN
A52264	309	40	the	the	DT
A52264	309	41	angle	angle	NN
A52264	309	42	GBH	GBH	NNP
A52264	309	43	which	which	WDT
A52264	309	44	is	be	VBZ
A52264	309	45	contrary	contrary	JJ
A52264	309	46	to	to	IN
A52264	309	47	the	the	DT
A52264	309	48	Proposition	Proposition	NNP
A52264	309	49	,	,	,
A52264	309	50	and	and	CC
A52264	309	51	therefore	therefore	RB
A52264	309	52	CH	CH	NNP
A52264	309	53	must	must	MD
A52264	309	54	be	be	VB
A52264	309	55	equal	equal	JJ
A52264	309	56	to	to	IN
A52264	309	57	DF	DF	NNP
A52264	309	58	,	,	,
A52264	309	59	and	and	CC
A52264	309	60	consequently	consequently	RB
A52264	309	61	the	the	DT
A52264	309	62	angle	angle	NN
A52264	309	63	BCH	BCH	NNP
A52264	309	64	equal	equal	JJ
A52264	309	65	to	to	IN
A52264	309	66	EDF	EDF	NNP
A52264	309	67	,	,	,
A52264	309	68	and	and	CC
A52264	309	69	CHB	CHB	NNP
A52264	309	70	equal	equal	JJ
A52264	309	71	to	to	IN
A52264	309	72	DFE	DFE	NNP
A52264	309	73	which	which	WDT
A52264	309	74	was	be	VBD
A52264	309	75	to	to	TO
A52264	309	76	be	be	VB
A52264	309	77	proved	prove	VBN
A52264	309	78	.	.	.
A52264	310	1	24	24	CD
A52264	310	2	.	.	.
A52264	311	1	Theor	Theor	NNP
A52264	311	2	.	.	.
A52264	312	1	An	an	DT
A52264	312	2	Isocles	Isocles	NNPS
A52264	312	3	or	or	CC
A52264	312	4	triangle	triangle	NN
A52264	312	5	of	of	IN
A52264	312	6	two	two	CD
A52264	312	7	equal	equal	JJ
A52264	312	8	sides	side	NNS
A52264	312	9	,	,	,
A52264	312	10	hath	hath	VB
A52264	312	11	his	-PRON-	PRP$
A52264	312	12	angles	angle	NNS
A52264	312	13	at	at	IN
A52264	312	14	the	the	DT
A52264	312	15	base	base	NN
A52264	312	16	equal	equal	VBP
A52264	312	17	the	the	DT
A52264	312	18	one	one	NN
A52264	312	19	to	to	IN
A52264	312	20	the	the	DT
A52264	312	21	other	other	JJ
A52264	312	22	,	,	,
A52264	312	23	and	and	CC
A52264	312	24	contrarily	contrarily	RB
A52264	312	25	.	.	.
A52264	313	1	25	25	CD
A52264	313	2	.	.	.
A52264	314	1	Theor	Theor	NNP
A52264	314	2	.	.	.
A52264	315	1	If	if	IN
A52264	315	2	the	the	DT
A52264	315	3	Radius	Radius	NNP
A52264	315	4	of	of	IN
A52264	315	5	a	a	DT
A52264	315	6	circle	circle	NN
A52264	315	7	be	be	VB
A52264	315	8	divided	divide	VBN
A52264	315	9	,	,	,
A52264	315	10	in	in	IN
A52264	315	11	extreame	extreame	NN
A52264	315	12	and	and	CC
A52264	315	13	mean	mean	JJ
A52264	315	14	proportion	proportion	NN
A52264	315	15	,	,	,
A52264	315	16	the	the	DT
A52264	315	17	greater	great	JJR
A52264	315	18	segment	segment	NN
A52264	315	19	shall	shall	MD
A52264	315	20	be	be	VB
A52264	315	21	the	the	DT
A52264	315	22	side	side	NN
A52264	315	23	of	of	IN
A52264	315	24	a	a	DT
A52264	315	25	Decangle	Decangle	NNP
A52264	315	26	,	,	,
A52264	315	27	in	in	IN
A52264	315	28	the	the	DT
A52264	315	29	same	same	JJ
A52264	315	30	circle	circle	NN
A52264	315	31	.	.	.
A52264	316	1	These	these	DT
A52264	316	2	foundations	foundation	NNS
A52264	316	3	being	be	VBG
A52264	316	4	laid	lay	VBN
A52264	316	5	we	-PRON-	PRP
A52264	316	6	will	will	MD
A52264	316	7	proceed	proceed	VB
A52264	316	8	to	to	IN
A52264	316	9	the	the	DT
A52264	316	10	making	making	NN
A52264	316	11	of	of	IN
A52264	316	12	the	the	DT
A52264	316	13	tables	table	NNS
A52264	316	14	,	,	,
A52264	316	15	whereby	whereby	WRB
A52264	316	16	any	any	DT
A52264	316	17	triangle	triangle	NN
A52264	316	18	may	may	MD
A52264	316	19	be	be	VB
A52264	316	20	measured	measure	VBN
A52264	316	21	.	.	.
A52264	317	1	Chap	Chap	NNP
A52264	317	2	.	.	.
A52264	318	1	III	iii	CD
A52264	318	2	of	of	IN
A52264	318	3	Trigonometria	Trigonometria	NNP
A52264	318	4	,	,	,
A52264	318	5	or	or	CC
A52264	318	6	the	the	DT
A52264	318	7	measuring	measuring	NN
A52264	318	8	of	of	IN
A52264	318	9	all	all	DT
A52264	318	10	Triangles	triangle	NNS
A52264	318	11	.	.	.
A52264	319	1	THe	the	DT
A52264	319	2	dimension	dimension	NN
A52264	319	3	of	of	IN
A52264	319	4	triangles	triangle	NNS
A52264	319	5	,	,	,
A52264	319	6	is	be	VBZ
A52264	319	7	performed	perform	VBN
A52264	319	8	by	by	IN
A52264	319	9	the	the	DT
A52264	319	10	Golden	Golden	NNP
A52264	319	11	Rule	Rule	NNP
A52264	319	12	of	of	IN
A52264	319	13	Arithmetick	Arithmetick	NNP
A52264	319	14	,	,	,
A52264	319	15	which	which	WDT
A52264	319	16	teacheth	teacheth	NNS
A52264	319	17	of	of	IN
A52264	319	18	four	four	CD
A52264	319	19	numbers	number	NNS
A52264	319	20	proportional	proportional	JJ
A52264	319	21	one	one	CD
A52264	319	22	to	to	IN
A52264	319	23	another	another	DT
A52264	319	24	,	,	,
A52264	319	25	any	any	DT
A52264	319	26	three	three	CD
A52264	319	27	of	of	IN
A52264	319	28	them	-PRON-	PRP
A52264	319	29	being	be	VBG
A52264	319	30	given	give	VBN
A52264	319	31	,	,	,
A52264	319	32	to	to	TO
A52264	319	33	finde	finde	VB
A52264	319	34	out	out	RP
A52264	319	35	a	a	DT
A52264	319	36	fourth	fourth	JJ
A52264	319	37	.	.	.
A52264	320	1	Therefore	therefore	RB
A52264	320	2	for	for	IN
A52264	320	3	the	the	DT
A52264	320	4	measuring	measuring	NN
A52264	320	5	of	of	IN
A52264	320	6	all	all	DT
A52264	320	7	triangles	triangle	NNS
A52264	320	8	there	there	EX
A52264	320	9	must	must	MD
A52264	320	10	be	be	VB
A52264	320	11	certain	certain	JJ
A52264	320	12	proportions	proportion	NNS
A52264	320	13	of	of	IN
A52264	320	14	all	all	PDT
A52264	320	15	the	the	DT
A52264	320	16	parts	part	NNS
A52264	320	17	of	of	IN
A52264	320	18	a	a	DT
A52264	320	19	triangle	triangle	NN
A52264	320	20	one	one	CD
A52264	320	21	to	to	IN
A52264	320	22	another	another	DT
A52264	320	23	,	,	,
A52264	320	24	and	and	CC
A52264	320	25	these	these	DT
A52264	320	26	proportions	proportion	NNS
A52264	320	27	must	must	MD
A52264	320	28	be	be	VB
A52264	320	29	explained	explain	VBN
A52264	320	30	in	in	IN
A52264	320	31	numbers	number	NNS
A52264	320	32	.	.	.
A52264	321	1	2	2	LS
A52264	321	2	.	.	.
A52264	322	1	And	and	CC
A52264	322	2	the	the	DT
A52264	322	3	proportions	proportion	NNS
A52264	322	4	of	of	IN
A52264	322	5	all	all	PDT
A52264	322	6	the	the	DT
A52264	322	7	parts	part	NNS
A52264	322	8	of	of	IN
A52264	322	9	a	a	DT
A52264	322	10	triangle	triangle	NN
A52264	322	11	one	one	CD
A52264	322	12	to	to	IN
A52264	322	13	another	another	DT
A52264	322	14	can	can	MD
A52264	322	15	not	not	RB
A52264	322	16	be	be	VB
A52264	322	17	certain	certain	JJ
A52264	322	18	unlesse	unlesse	IN
A52264	322	19	the	the	DT
A52264	322	20	arches	arch	NNS
A52264	322	21	of	of	IN
A52264	322	22	circles	circle	NNS
A52264	322	23	(	(	-LRB-
A52264	322	24	by	by	IN
A52264	322	25	which	which	WDT
A52264	322	26	the	the	DT
A52264	322	27	angles	angle	NNS
A52264	322	28	of	of	IN
A52264	322	29	all	all	DT
A52264	322	30	triangles	triangle	NNS
A52264	322	31	,	,	,
A52264	322	32	and	and	CC
A52264	322	33	of	of	IN
A52264	322	34	Spherical	spherical	JJ
A52264	322	35	triangles	triangle	NNS
A52264	322	36	,	,	,
A52264	322	37	also	also	RB
A52264	322	38	the	the	DT
A52264	322	39	sides	side	NNS
A52264	322	40	are	be	VBP
A52264	322	41	measured	measure	VBN
A52264	322	42	)	)	-RRB-
A52264	322	43	be	be	VB
A52264	322	44	first	first	RB
A52264	322	45	reduced	reduce	VBN
A52264	322	46	into	into	IN
A52264	322	47	right	right	JJ
A52264	322	48	lines	line	NNS
A52264	322	49	,	,	,
A52264	322	50	because	because	IN
A52264	322	51	the	the	DT
A52264	322	52	proportions	proportion	NNS
A52264	322	53	of	of	IN
A52264	322	54	arches	arch	NNS
A52264	322	55	one	one	CD
A52264	322	56	to	to	IN
A52264	322	57	another	another	DT
A52264	322	58	,	,	,
A52264	322	59	or	or	CC
A52264	322	60	of	of	IN
A52264	322	61	an	an	DT
A52264	322	62	arch	arch	NN
A52264	322	63	to	to	IN
A52264	322	64	a	a	DT
A52264	322	65	right	right	JJ
A52264	322	66	line	line	NN
A52264	322	67	,	,	,
A52264	322	68	is	be	VBZ
A52264	322	69	not	not	RB
A52264	322	70	as	as	RB
A52264	322	71	yet	yet	RB
A52264	322	72	found	find	VBN
A52264	322	73	out	out	RP
A52264	322	74	.	.	.
A52264	323	1	3	3	LS
A52264	323	2	.	.	.
A52264	324	1	The	the	DT
A52264	324	2	arches	arch	NNS
A52264	324	3	of	of	IN
A52264	324	4	every	every	DT
A52264	324	5	circle	circle	NN
A52264	324	6	are	be	VBP
A52264	324	7	after	after	IN
A52264	324	8	a	a	DT
A52264	324	9	sort	sort	RB
A52264	324	10	reduced	reduce	VBN
A52264	324	11	to	to	IN
A52264	324	12	right	right	JJ
A52264	324	13	lines	line	NNS
A52264	324	14	,	,	,
A52264	324	15	by	by	IN
A52264	324	16	defining	define	VBG
A52264	324	17	the	the	DT
A52264	324	18	quantity	quantity	NN
A52264	324	19	,	,	,
A52264	324	20	which	which	WDT
A52264	324	21	the	the	DT
A52264	324	22	right	right	JJ
A52264	324	23	lines	line	NNS
A52264	324	24	to	to	IN
A52264	324	25	them	-PRON-	PRP
A52264	324	26	applied	apply	VBD
A52264	324	27	have	have	VBP
A52264	324	28	,	,	,
A52264	324	29	in	in	IN
A52264	324	30	respect	respect	NN
A52264	324	31	of	of	IN
A52264	324	32	Radius	Radius	NNP
A52264	324	33	,	,	,
A52264	324	34	or	or	CC
A52264	324	35	the	the	DT
A52264	324	36	Semidiameter	Semidiameter	NNP
A52264	324	37	of	of	IN
A52264	324	38	the	the	DT
A52264	324	39	circle	circle	NN
A52264	324	40	.	.	.
A52264	325	1	4	4	LS
A52264	325	2	.	.	.
A52264	326	1	The	the	DT
A52264	326	2	arches	arch	NNS
A52264	326	3	of	of	IN
A52264	326	4	a	a	DT
A52264	326	5	circle	circle	NN
A52264	326	6	thus	thus	RB
A52264	326	7	reduced	reduce	VBN
A52264	326	8	to	to	IN
A52264	326	9	right	right	JJ
A52264	326	10	lines	line	NNS
A52264	326	11	are	be	VBP
A52264	326	12	either	either	CC
A52264	326	13	Chords	Chords	NNPS
A52264	326	14	,	,	,
A52264	326	15	Sines	Sines	NNPS
A52264	326	16	,	,	,
A52264	326	17	Tangents	Tangents	NNP
A52264	326	18	,	,	,
A52264	326	19	or	or	CC
A52264	326	20	Secants	Secants	NNP
A52264	326	21	,	,	,
A52264	326	22	5	5	CD
A52264	326	23	.	.	.
A52264	327	1	A	a	DT
A52264	327	2	Chord	Chord	NNP
A52264	327	3	or	or	CC
A52264	327	4	Subtense	Subtense	NNP
A52264	327	5	is	be	VBZ
A52264	327	6	a	a	DT
A52264	327	7	right	right	JJ
A52264	327	8	line	line	NN
A52264	327	9	inscribed	inscribe	VBN
A52264	327	10	in	in	IN
A52264	327	11	a	a	DT
A52264	327	12	circle	circle	NN
A52264	327	13	,	,	,
A52264	327	14	dividing	divide	VBG
A52264	327	15	the	the	DT
A52264	327	16	whole	whole	JJ
A52264	327	17	circle	circle	NN
A52264	327	18	into	into	IN
A52264	327	19	two	two	CD
A52264	327	20	segments	segment	NNS
A52264	327	21	,	,	,
A52264	327	22	and	and	CC
A52264	327	23	in	in	IN
A52264	327	24	like	like	JJ
A52264	327	25	manner	manner	NN
A52264	327	26	subtending	subtend	VBG
A52264	327	27	both	both	CC
A52264	327	28	the	the	DT
A52264	327	29	segments	segment	NNS
A52264	327	30	.	.	.
A52264	328	1	6	6	CD
A52264	328	2	.	.	.
A52264	329	1	A	a	DT
A52264	329	2	chord	chord	NN
A52264	329	3	or	or	CC
A52264	329	4	subtense	subtense	NN
A52264	329	5	is	be	VBZ
A52264	329	6	either	either	CC
A52264	329	7	the	the	DT
A52264	329	8	greatest	great	JJS
A52264	329	9	or	or	CC
A52264	329	10	not	not	RB
A52264	329	11	the	the	DT
A52264	329	12	greatest	great	JJS
A52264	329	13	.	.	.
A52264	330	1	7	7	LS
A52264	330	2	.	.	.
A52264	331	1	The	the	DT
A52264	331	2	greatest	great	JJS
A52264	331	3	Subtense	Subtense	NNP
A52264	331	4	is	be	VBZ
A52264	331	5	that	that	DT
A52264	331	6	which	which	WDT
A52264	331	7	divideth	divideth	VBP
A52264	331	8	the	the	DT
A52264	331	9	whole	whole	JJ
A52264	331	10	circle	circle	NN
A52264	331	11	into	into	IN
A52264	331	12	two	two	CD
A52264	331	13	equal	equal	JJ
A52264	331	14	segments	segment	NNS
A52264	331	15	,	,	,
A52264	331	16	as	as	IN
A52264	331	17	the	the	DT
A52264	331	18	right	right	JJ
A52264	331	19	line	line	NN
A52264	331	20	GD	GD	NNP
A52264	331	21	,	,	,
A52264	331	22	and	and	CC
A52264	331	23	is	be	VBZ
A52264	331	24	also	also	RB
A52264	331	25	commonly	commonly	RB
A52264	331	26	called	call	VBN
A52264	331	27	a	a	DT
A52264	331	28	diameter	diameter	NN
A52264	331	29	.	.	.
A52264	332	1	8	8	LS
A52264	332	2	.	.	.
A52264	333	1	A	a	DT
A52264	333	2	subtense	subtense	NN
A52264	333	3	not	not	RB
A52264	333	4	the	the	DT
A52264	333	5	greatest	great	JJS
A52264	333	6	,	,	,
A52264	333	7	is	be	VBZ
A52264	333	8	that	that	DT
A52264	333	9	which	which	WDT
A52264	333	10	divideth	divideth	VBP
A52264	333	11	the	the	DT
A52264	333	12	whole	whole	JJ
A52264	333	13	circle	circle	NN
A52264	333	14	into	into	IN
A52264	333	15	two	two	CD
A52264	333	16	unequal	unequal	JJ
A52264	333	17	segments	segment	NNS
A52264	333	18	:	:	:
A52264	333	19	and	and	CC
A52264	333	20	so	so	RB
A52264	333	21	on	on	IN
A52264	333	22	the	the	DT
A52264	333	23	one	one	CD
A52264	333	24	side	side	NN
A52264	333	25	subtendeth	subtendeth	VBP
A52264	333	26	an	an	DT
A52264	333	27	arch	arch	NN
A52264	333	28	less	less	RBR
A52264	333	29	then	then	RB
A52264	333	30	a	a	DT
A52264	333	31	semicircle	semicircle	NN
A52264	333	32	;	;	:
A52264	333	33	and	and	CC
A52264	333	34	on	on	IN
A52264	333	35	the	the	DT
A52264	333	36	other	other	JJ
A52264	333	37	side	side	NN
A52264	333	38	subtendeth	subtendeth	VBP
A52264	333	39	an	an	DT
A52264	333	40	arch	arch	NN
A52264	333	41	more	more	RBR
A52264	333	42	then	then	IN
A52264	333	43	a	a	DT
A52264	333	44	semicircle	semicircle	NN
A52264	333	45	,	,	,
A52264	333	46	as	as	IN
A52264	333	47	the	the	DT
A52264	333	48	right	right	JJ
A52264	333	49	line	line	NN
A52264	333	50	CK	CK	NNP
A52264	333	51	on	on	IN
A52264	333	52	the	the	DT
A52264	333	53	one	one	CD
A52264	333	54	side	side	NN
A52264	333	55	subtendeth	subtendeth	VB
A52264	333	56	the	the	DT
A52264	333	57	arch	arch	JJ
A52264	333	58	CDK	CDK	NNP
A52264	333	59	,	,	,
A52264	333	60	lesse	lesse	NNP
A52264	333	61	then	then	RB
A52264	333	62	a	a	DT
A52264	333	63	semicircle	semicircle	NN
A52264	333	64	;	;	:
A52264	333	65	and	and	CC
A52264	333	66	on	on	IN
A52264	333	67	the	the	DT
A52264	333	68	other	other	JJ
A52264	333	69	side	side	NN
A52264	333	70	subtendeth	subtendeth	VBP
A52264	333	71	the	the	DT
A52264	333	72	arch	arch	JJ
A52264	333	73	CGK	CGK	NNP
A52264	333	74	more	more	RBR
A52264	333	75	then	then	RB
A52264	333	76	a	a	DT
A52264	333	77	semicircle	semicircle	NN
A52264	333	78	.	.	.
A52264	334	1	9	9	CD
A52264	334	2	.	.	.
A52264	335	1	A	a	DT
A52264	335	2	sine	sine	NN
A52264	335	3	is	be	VBZ
A52264	335	4	either	either	CC
A52264	335	5	right	right	JJ
A52264	335	6	or	or	CC
A52264	335	7	versed	versed	JJ
A52264	335	8	.	.	.
A52264	336	1	10	10	CD
A52264	336	2	.	.	.
A52264	337	1	A	a	DT
A52264	337	2	right	right	JJ
A52264	337	3	sine	sine	NN
A52264	337	4	is	be	VBZ
A52264	337	5	the	the	DT
A52264	337	6	one	one	CD
A52264	337	7	half	half	NN
A52264	337	8	of	of	IN
A52264	337	9	the	the	DT
A52264	337	10	subtense	subtense	NN
A52264	337	11	of	of	IN
A52264	337	12	the	the	DT
A52264	337	13	double	double	JJ
A52264	337	14	arch	arch	NN
A52264	337	15	,	,	,
A52264	337	16	as	as	IN
A52264	337	17	the	the	DT
A52264	337	18	right	right	JJ
A52264	337	19	sine	sine	NN
A52264	337	20	of	of	IN
A52264	337	21	the	the	DT
A52264	337	22	arches	arch	NNS
A52264	337	23	CD	CD	NNP
A52264	337	24	and	and	CC
A52264	337	25	CG	CG	NNP
A52264	337	26	is	be	VBZ
A52264	337	27	the	the	DT
A52264	337	28	right	right	JJ
A52264	337	29	line	line	NN
A52264	337	30	AC	AC	NNP
A52264	337	31	,	,	,
A52264	337	32	be	be	VB
A52264	337	33	●	●	NFP
A52264	337	34	●	●	NFP
A52264	337	35	●	●	NFP
A52264	337	36	half	half	PDT
A52264	337	37	the	the	DT
A52264	337	38	chord	chord	NN
A52264	337	39	or	or	CC
A52264	337	40	subtense	subtense	NN
A52264	337	41	of	of	IN
A52264	337	42	the	the	DT
A52264	337	43	double	double	JJ
A52264	337	44	arches	arch	NNS
A52264	337	45	of	of	IN
A52264	337	46	CD	CD	NNP
A52264	337	47	and	and	CC
A52264	337	48	CG	CG	NNP
A52264	337	49	,	,	,
A52264	337	50	that	that	RB
A52264	337	51	is	is	RB
A52264	337	52	,	,	,
A52264	337	53	half	half	NN
A52264	337	54	of	of	IN
A52264	337	55	the	the	DT
A52264	337	56	right	right	JJ
A52264	337	57	line	line	NN
A52264	337	58	CAK	CAK	NNP
A52264	337	59	,	,	,
A52264	337	60	which	which	WDT
A52264	337	61	subtendeth	subtendeth	VBP
A52264	337	62	the	the	DT
A52264	337	63	arches	arch	NNS
A52264	337	64	CDK	CDK	NNP
A52264	337	65	and	and	CC
A52264	337	66	CGK	CGK	NNP
A52264	337	67	;	;	:
A52264	337	68	whence	whence	IN
A52264	337	69	it	-PRON-	PRP
A52264	337	70	is	be	VBZ
A52264	337	71	manifest	manif	JJS
A52264	337	72	,	,	,
A52264	337	73	that	that	IN
A52264	337	74	the	the	DT
A52264	337	75	right	right	JJ
A52264	337	76	sine	sine	NN
A52264	337	77	of	of	IN
A52264	337	78	an	an	DT
A52264	337	79	arch	arch	JJ
A52264	337	80	lesse	lesse	NN
A52264	337	81	then	then	RB
A52264	337	82	a	a	DT
A52264	337	83	Quadrant	Quadrant	NNP
A52264	337	84	,	,	,
A52264	337	85	is	be	VBZ
A52264	337	86	also	also	RB
A52264	337	87	the	the	DT
A52264	337	88	right	right	JJ
A52264	337	89	sine	sine	NN
A52264	337	90	of	of	IN
A52264	337	91	an	an	DT
A52264	337	92	arch	arch	NN
A52264	337	93	greater	great	JJR
A52264	337	94	th	th	XX
A52264	337	95	●	●	NFP
A52264	337	96	n	n	NN
A52264	337	97	a	a	DT
A52264	337	98	Quadrant	quadrant	NN
A52264	337	99	.	.	.
A52264	338	1	For	for	IN
A52264	338	2	as	as	IN
A52264	338	3	the	the	DT
A52264	338	4	arch	arch	JJ
A52264	338	5	CD	CD	NNP
A52264	338	6	is	be	VBZ
A52264	338	7	lesse	lesse	NNP
A52264	338	8	then	then	RB
A52264	338	9	a	a	DT
A52264	338	10	Quadrant	Quadrant	NNP
A52264	338	11	by	by	IN
A52264	338	12	the	the	DT
A52264	338	13	arch	arch	JJ
A52264	338	14	CE	CE	NNP
A52264	338	15	;	;	:
A52264	338	16	so	so	RB
A52264	338	17	the	the	DT
A52264	338	18	arch	arch	JJ
A52264	338	19	CG	cg	NN
A52264	338	20	doth	doth	NN
A52264	338	21	as	as	RB
A52264	338	22	much	much	JJ
A52264	338	23	exceed	exceed	VBP
A52264	338	24	a	a	DT
A52264	338	25	Quadrant	Quadrant	NNP
A52264	338	26	,	,	,
A52264	338	27	the	the	DT
A52264	338	28	right	right	JJ
A52264	338	29	line	line	NN
A52264	338	30	AC	AC	NNP
A52264	338	31	being	be	VBG
A52264	338	32	the	the	DT
A52264	338	33	right	right	JJ
A52264	338	34	sine	sine	NN
A52264	338	35	unto	unto	IN
A52264	338	36	them	-PRON-	PRP
A52264	338	37	both	both	DT
A52264	338	38	.	.	.
A52264	339	1	And	and	CC
A52264	339	2	hence	hence	RB
A52264	339	3	instead	instead	RB
A52264	339	4	of	of	IN
A52264	339	5	the	the	DT
A52264	339	6	obtuse	obtuse	NNP
A52264	339	7	angle	angle	NN
A52264	339	8	GBC	GBC	NNP
A52264	339	9	,	,	,
A52264	339	10	which	which	WDT
A52264	339	11	exceeds	exceed	VBZ
A52264	339	12	90	90	CD
A52264	339	13	degrees	degree	NNS
A52264	339	14	,	,	,
A52264	339	15	we	-PRON-	PRP
A52264	339	16	take	take	VBP
A52264	339	17	the	the	DT
A52264	339	18	acute	acute	JJ
A52264	339	19	angle	angle	NN
A52264	339	20	CBA	CBA	NNP
A52264	339	21	,	,	,
A52264	339	22	the	the	DT
A52264	339	23	complement	complement	NN
A52264	339	24	thereof	thereof	RB
A52264	339	25	to	to	IN
A52264	339	26	180	180	CD
A52264	339	27	:	:	:
A52264	339	28	and	and	CC
A52264	339	29	so	so	RB
A52264	339	30	our	-PRON-	PRP$
A52264	339	31	Canon	Canon	NNP
A52264	339	32	of	of	IN
A52264	339	33	sines	sine	NNS
A52264	339	34	doth	doth	NNP
A52264	339	35	never	never	RB
A52264	339	36	exceed	exceed	VBP
A52264	339	37	a	a	DT
A52264	339	38	quadrant	quadrant	NN
A52264	339	39	or	or	CC
A52264	339	40	90	90	CD
A52264	339	41	d.	d.	NN
A52264	339	42	11	11	CD
A52264	339	43	.	.	.
A52264	340	1	Againe	Againe	NNP
A52264	340	2	,	,	,
A52264	340	3	a	a	DT
A52264	340	4	right	right	NN
A52264	340	5	〈	〈	NNS
A52264	340	6	◊	◊	NNP
A52264	340	7	〉	〉	NNP
A52264	340	8	is	be	VBZ
A52264	340	9	either	either	DT
A52264	340	10	Sinus	Sinus	NNP
A52264	340	11	totus	totus	NN
A52264	340	12	,	,	,
A52264	340	13	that	that	DT
A52264	340	14	is	be	VBZ
A52264	340	15	the	the	DT
A52264	340	16	Radius	Radius	NNP
A52264	340	17	or	or	CC
A52264	340	18	whole	whole	JJ
A52264	340	19	sine	sine	NN
A52264	340	20	,	,	,
A52264	340	21	as	as	IN
A52264	340	22	in	in	IN
A52264	340	23	the	the	DT
A52264	340	24	triangle	triangle	NN
A52264	340	25	ABC	ABC	NNP
A52264	340	26	,	,	,
A52264	340	27	AC	AC	NNP
A52264	340	28	is	be	VBZ
A52264	340	29	the	the	DT
A52264	340	30	Radius	Radius	NNP
A52264	340	31	,	,	,
A52264	340	32	semidiameter	semidiameter	NN
A52264	340	33	,	,	,
A52264	340	34	or	or	CC
A52264	340	35	whole	whole	RB
A52264	340	36	sine	sine	NN
A52264	340	37	,	,	,
A52264	340	38	Or	or	CC
A52264	340	39	else	else	RB
A52264	340	40	the	the	DT
A52264	340	41	right	right	JJ
A52264	340	42	sine	sine	NN
A52264	340	43	is	be	VBZ
A52264	340	44	the	the	DT
A52264	340	45	Sinus	Sinus	NNP
A52264	340	46	simpliciter	simpliciter	NN
A52264	340	47	,	,	,
A52264	340	48	that	that	RB
A52264	340	49	is	is	RB
A52264	340	50	,	,	,
A52264	340	51	the	the	DT
A52264	340	52	first	first	JJ
A52264	340	53	sine	sine	NN
A52264	340	54	,	,	,
A52264	340	55	as	as	IN
A52264	340	56	CA	CA	NNP
A52264	340	57	or	or	CC
A52264	340	58	BA	BA	NNP
A52264	340	59	,	,	,
A52264	340	60	the	the	DT
A52264	340	61	one	one	NN
A52264	340	62	whereof	whereof	NN
A52264	340	63	is	be	VBZ
A52264	340	64	alwayes	alwayes	NNP
A52264	340	65	the	the	DT
A52264	340	66	complement	complement	NN
A52264	340	67	of	of	IN
A52264	340	68	the	the	DT
A52264	340	69	other	other	JJ
A52264	340	70	to	to	TO
A52264	340	71	90	90	CD
A52264	340	72	degrees	degree	NNS
A52264	340	73	;	;	:
A52264	340	74	we	-PRON-	PRP
A52264	340	75	usualy	usualy	NNP
A52264	340	76	call	call	VBP
A52264	340	77	them	-PRON-	PRP
A52264	340	78	sine	sine	RB
A52264	340	79	and	and	CC
A52264	340	80	co	co	JJ
A52264	340	81	-	-	NN
A52264	340	82	sine	sine	NN
A52264	340	83	.	.	.
A52264	341	1	12	12	CD
A52264	341	2	.	.	.
A52264	342	1	The	the	DT
A52264	342	2	versed	versed	JJ
A52264	342	3	sine	sine	NN
A52264	342	4	of	of	IN
A52264	342	5	an	an	DT
A52264	342	6	arch	arch	NN
A52264	342	7	is	be	VBZ
A52264	342	8	that	that	DT
A52264	342	9	part	part	NN
A52264	342	10	of	of	IN
A52264	342	11	the	the	DT
A52264	342	12	diameter	diameter	NN
A52264	342	13	,	,	,
A52264	342	14	which	which	WDT
A52264	342	15	lieth	lieth	VBP
A52264	342	16	between	between	IN
A52264	342	17	the	the	DT
A52264	342	18	right	right	JJ
A52264	342	19	sine	sine	NN
A52264	342	20	of	of	IN
A52264	342	21	that	that	DT
A52264	342	22	arch	arch	NN
A52264	342	23	and	and	CC
A52264	342	24	the	the	DT
A52264	342	25	circumference	circumference	NN
A52264	342	26	.	.	.
A52264	343	1	Thus	thus	RB
A52264	343	2	AD	ad	NN
A52264	343	3	is	be	VBZ
A52264	343	4	the	the	DT
A52264	343	5	versed	versed	JJ
A52264	343	6	sine	sine	NN
A52264	343	7	of	of	IN
A52264	343	8	the	the	DT
A52264	343	9	arch	arch	JJ
A52264	343	10	CD	cd	NN
A52264	343	11	,	,	,
A52264	343	12	and	and	CC
A52264	343	13	AG	AG	NNP
A52264	343	14	the	the	DT
A52264	343	15	versed	versed	JJ
A52264	343	16	Sine	Sine	NNP
A52264	343	17	of	of	IN
A52264	343	18	the	the	DT
A52264	343	19	arch	arch	JJ
A52264	343	20	CEG	ceg	NN
A52264	343	21	;	;	:
A52264	343	22	therefore	therefore	RB
A52264	343	23	of	of	IN
A52264	343	24	versed	versed	JJ
A52264	343	25	Sines	Sines	NNP
A52264	343	26	some	some	DT
A52264	343	27	are	be	VBP
A52264	343	28	greater	great	JJR
A52264	343	29	,	,	,
A52264	343	30	and	and	CC
A52264	343	31	some	some	DT
A52264	343	32	are	be	VBP
A52264	343	33	lesse	lesse	JJ
A52264	343	34	.	.	.
A52264	344	1	13	13	CD
A52264	344	2	.	.	.
A52264	345	1	A	a	DT
A52264	345	2	greater	great	JJR
A52264	345	3	versed	versed	JJ
A52264	345	4	Sine	Sine	NNP
A52264	345	5	is	be	VBZ
A52264	345	6	the	the	DT
A52264	345	7	versed	versed	JJ
A52264	345	8	Sine	Sine	NNP
A52264	345	9	of	of	IN
A52264	345	10	an	an	DT
A52264	345	11	arch	arch	NN
A52264	345	12	greater	great	JJR
A52264	345	13	then	then	RB
A52264	345	14	a	a	DT
A52264	345	15	Quadrant	Quadrant	NNP
A52264	345	16	,	,	,
A52264	345	17	as	as	IN
A52264	345	18	AG	AG	NNP
A52264	345	19	is	be	VBZ
A52264	345	20	the	the	DT
A52264	345	21	versed	versed	JJ
A52264	345	22	Sine	Sine	NNP
A52264	345	23	of	of	IN
A52264	345	24	the	the	DT
A52264	345	25	arch	arch	JJ
A52264	345	26	CEG	CEG	NNP
A52264	345	27	greater	great	JJR
A52264	345	28	then	then	RB
A52264	345	29	a	a	DT
A52264	345	30	Quadrant	Quadrant	NNP
A52264	345	31	.	.	.
A52264	346	1	14	14	CD
A52264	346	2	.	.	.
A52264	347	1	A	a	DT
A52264	347	2	lesser	less	JJR
A52264	347	3	versed	versed	JJ
A52264	347	4	sine	sine	NN
A52264	347	5	is	be	VBZ
A52264	347	6	the	the	DT
A52264	347	7	versed	versed	JJ
A52264	347	8	Sine	Sine	NNP
A52264	347	9	of	of	IN
A52264	347	10	an	an	DT
A52264	347	11	arch	arch	JJ
A52264	347	12	lesse	lesse	NN
A52264	347	13	then	then	RB
A52264	347	14	a	a	DT
A52264	347	15	Quadrant	Quadrant	NNP
A52264	347	16	,	,	,
A52264	347	17	as	as	IN
A52264	347	18	AD	ad	NN
A52264	347	19	is	be	VBZ
A52264	347	20	the	the	DT
A52264	347	21	versed	versed	JJ
A52264	347	22	sine	sine	NN
A52264	347	23	of	of	IN
A52264	347	24	the	the	DT
A52264	347	25	arch	arch	JJ
A52264	347	26	CD	cd	NN
A52264	347	27	less	less	RBR
A52264	347	28	then	then	RB
A52264	347	29	a	a	DT
A52264	347	30	Quadrant	Quadrant	NNP
A52264	347	31	.	.	.
A52264	348	1	15	15	CD
A52264	348	2	.	.	.
A52264	349	1	A	a	DT
A52264	349	2	tangent	tangent	NN
A52264	349	3	of	of	IN
A52264	349	4	an	an	DT
A52264	349	5	arch	arch	JJ
A52264	349	6	or	or	CC
A52264	349	7	angle	angle	NN
A52264	349	8	is	be	VBZ
A52264	349	9	a	a	DT
A52264	349	10	right	right	JJ
A52264	349	11	line	line	NN
A52264	349	12	drawn	draw	VBN
A52264	349	13	perpendicular	perpendicular	JJ
A52264	349	14	to	to	IN
A52264	349	15	the	the	DT
A52264	349	16	Radius	Radius	NNP
A52264	349	17	or	or	CC
A52264	349	18	semidiameter	semidiameter	NN
A52264	349	19	of	of	IN
A52264	349	20	the	the	DT
A52264	349	21	circle	circle	NN
A52264	349	22	of	of	IN
A52264	349	23	the	the	DT
A52264	349	24	triangle	triangle	NN
A52264	349	25	,	,	,
A52264	349	26	so	so	IN
A52264	349	27	as	as	IN
A52264	349	28	that	that	IN
A52264	349	29	it	-PRON-	PRP
A52264	349	30	toucheth	toucheth	VBZ
A52264	349	31	the	the	DT
A52264	349	32	outside	outside	NN
A52264	349	33	of	of	IN
A52264	349	34	the	the	DT
A52264	349	35	circumference	circumference	NN
A52264	349	36	,	,	,
A52264	349	37	And	and	CC
A52264	349	38	thus	thus	RB
A52264	349	39	the	the	DT
A52264	349	40	right	right	JJ
A52264	349	41	line	line	NN
A52264	349	42	FD	FD	NNP
A52264	349	43	is	be	VBZ
A52264	349	44	the	the	DT
A52264	349	45	tangent	tangent	NN
A52264	349	46	of	of	IN
A52264	349	47	the	the	DT
A52264	349	48	arch	arch	JJ
A52264	349	49	DC	DC	NNP
A52264	349	50	.	.	.
A52264	350	1	16	16	CD
A52264	350	2	.	.	.
A52264	351	1	A	a	DT
A52264	351	2	secant	secant	NN
A52264	351	3	is	be	VBZ
A52264	351	4	a	a	DT
A52264	351	5	right	right	JJ
A52264	351	6	line	line	NN
A52264	351	7	proceeding	proceed	VBG
A52264	351	8	from	from	IN
A52264	351	9	the	the	DT
A52264	351	10	center	center	NN
A52264	351	11	of	of	IN
A52264	351	12	the	the	DT
A52264	351	13	circle	circle	NN
A52264	351	14	,	,	,
A52264	351	15	and	and	CC
A52264	351	16	extended	extend	VBD
A52264	351	17	through	through	IN
A52264	351	18	the	the	DT
A52264	351	19	circumference	circumference	NN
A52264	351	20	to	to	IN
A52264	351	21	the	the	DT
A52264	351	22	end	end	NN
A52264	351	23	of	of	IN
A52264	351	24	the	the	DT
A52264	351	25	tangent	tangent	NN
A52264	351	26	;	;	:
A52264	351	27	and	and	CC
A52264	351	28	thus	thus	RB
A52264	351	29	BF	BF	NNP
A52264	351	30	is	be	VBZ
A52264	351	31	the	the	DT
A52264	351	32	Secant	Secant	NNP
A52264	351	33	of	of	IN
A52264	351	34	the	the	DT
A52264	351	35	arch	arch	JJ
A52264	351	36	DC	DC	NNP
A52264	351	37	.	.	.
A52264	352	1	17	17	CD
A52264	352	2	.	.	.
A52264	353	1	The	the	DT
A52264	353	2	definition	definition	NN
A52264	353	3	of	of	IN
A52264	353	4	the	the	DT
A52264	353	5	quantity	quantity	NN
A52264	353	6	which	which	WDT
A52264	353	7	right	right	JJ
A52264	353	8	lines	line	NNS
A52264	353	9	applyed	apply	VBD
A52264	353	10	to	to	IN
A52264	353	11	a	a	DT
A52264	353	12	circle	circle	NN
A52264	353	13	have	have	VBP
A52264	353	14	,	,	,
A52264	353	15	is	be	VBZ
A52264	353	16	the	the	DT
A52264	353	17	making	making	NN
A52264	353	18	of	of	IN
A52264	353	19	the	the	DT
A52264	353	20	Tables	Tables	NNPS
A52264	353	21	of	of	IN
A52264	353	22	Sines	Sines	NNPS
A52264	353	23	,	,	,
A52264	353	24	tangents	tangent	NNS
A52264	353	25	and	and	CC
A52264	353	26	secants	secant	NNS
A52264	353	27	;	;	:
A52264	353	28	that	that	DT
A52264	353	29	is	be	VBZ
A52264	353	30	to	to	TO
A52264	353	31	say	say	VB
A52264	353	32	,	,	,
A52264	353	33	of	of	IN
A52264	353	34	right	right	JJ
A52264	353	35	Sines	Sines	NNPS
A52264	353	36	and	and	CC
A52264	353	37	not	not	RB
A52264	353	38	of	of	IN
A52264	353	39	versed	verse	VBN
A52264	353	40	;	;	:
A52264	353	41	for	for	IN
A52264	353	42	the	the	DT
A52264	353	43	versed	versed	JJ
A52264	353	44	Sines	Sines	NNPS
A52264	353	45	are	be	VBP
A52264	353	46	found	find	VBN
A52264	353	47	by	by	IN
A52264	353	48	the	the	DT
A52264	353	49	right	right	NN
A52264	353	50	without	without	IN
A52264	353	51	any	any	DT
A52264	353	52	labour	labour	NN
A52264	353	53	.	.	.
A52264	354	1	18	18	CD
A52264	354	2	.	.	.
A52264	355	1	The	the	DT
A52264	355	2	lesser	less	JJR
A52264	355	3	versed	versed	JJ
A52264	355	4	sine	sine	NN
A52264	355	5	with	with	IN
A52264	355	6	the	the	DT
A52264	355	7	sine	sine	NN
A52264	355	8	of	of	IN
A52264	355	9	the	the	DT
A52264	355	10	complement	complement	NN
A52264	355	11	is	be	VBZ
A52264	355	12	equal	equal	JJ
A52264	355	13	to	to	IN
A52264	355	14	the	the	DT
A52264	355	15	Rad	Rad	NNP
A52264	355	16	●	●	NNP
A52264	355	17	●	●	NFP
A52264	355	18	●	●	NFP
A52264	355	19	as	as	IN
A52264	355	20	the	the	DT
A52264	355	21	lesser	less	JJR
A52264	355	22	versed	verse	VBD
A52264	355	23	sine	sine	NN
A52264	355	24	AD	AD	NNP
A52264	355	25	with	with	IN
A52264	355	26	the	the	DT
A52264	355	27	right	right	JJ
A52264	355	28	sine	sine	NN
A52264	355	29	of	of	IN
A52264	355	30	the	the	DT
A52264	355	31	complement	complement	JJ
A52264	355	32	AB	AB	NNP
A52264	355	33	is	be	VBZ
A52264	355	34	equal	equal	JJ
A52264	355	35	to	to	IN
A52264	355	36	the	the	DT
A52264	355	37	Radius	Radius	NNP
A52264	355	38	BD	BD	NNP
A52264	355	39	;	;	:
A52264	355	40	therefore	therefore	RB
A52264	355	41	if	if	IN
A52264	355	42	you	-PRON-	PRP
A52264	355	43	substract	substract	VBP
A52264	355	44	the	the	DT
A52264	355	45	right	right	JJ
A52264	355	46	sine	sine	NN
A52264	355	47	of	of	IN
A52264	355	48	the	the	DT
A52264	355	49	complement	complement	JJ
A52264	355	50	AB	AB	NNP
A52264	355	51	from	from	IN
A52264	355	52	the	the	DT
A52264	355	53	Radius	Radius	NNP
A52264	355	54	BD	BD	NNP
A52264	355	55	,	,	,
A52264	355	56	the	the	DT
A52264	355	57	remainder	remainder	NN
A52264	355	58	is	be	VBZ
A52264	355	59	the	the	DT
A52264	355	60	versed	versed	JJ
A52264	355	61	sine	sine	NN
A52264	355	62	AD	AD	NNP
A52264	355	63	.	.	.
A52264	356	1	19	19	CD
A52264	356	2	.	.	.
A52264	357	1	The	the	DT
A52264	357	2	greater	great	JJR
A52264	357	3	versed	versed	JJ
A52264	357	4	sine	sine	NN
A52264	357	5	is	be	VBZ
A52264	357	6	equal	equal	JJ
A52264	357	7	to	to	IN
A52264	357	8	the	the	DT
A52264	357	9	Radius	radius	NN
A52264	357	10	added	add	VBN
A52264	357	11	to	to	IN
A52264	357	12	the	the	DT
A52264	357	13	right	right	JJ
A52264	357	14	sine	sine	NN
A52264	357	15	of	of	IN
A52264	357	16	the	the	DT
A52264	357	17	excesse	excesse	NN
A52264	357	18	of	of	IN
A52264	357	19	an	an	DT
A52264	357	20	arch	arch	NN
A52264	357	21	more	more	RBR
A52264	357	22	then	then	RB
A52264	357	23	a	a	DT
A52264	357	24	Quadrant	Quadrant	NNP
A52264	357	25	,	,	,
A52264	357	26	as	as	IN
A52264	357	27	the	the	DT
A52264	357	28	greater	great	JJR
A52264	357	29	versed	versed	JJ
A52264	357	30	sine	sine	NN
A52264	357	31	AG	AG	NNP
A52264	357	32	is	be	VBZ
A52264	357	33	equal	equal	JJ
A52264	357	34	to	to	IN
A52264	357	35	the	the	DT
A52264	357	36	Radius	Radius	NNP
A52264	357	37	BG	BG	NNP
A52264	357	38	with	with	IN
A52264	357	39	the	the	DT
A52264	357	40	sine	sine	NN
A52264	357	41	of	of	IN
A52264	357	42	the	the	DT
A52264	357	43	excess	excess	JJ
A52264	357	44	AC	ac	NN
A52264	357	45	:	:	:
A52264	357	46	therefore	therefore	RB
A52264	357	47	if	if	IN
A52264	357	48	you	-PRON-	PRP
A52264	357	49	adde	adde	VBP
A52264	357	50	the	the	DT
A52264	357	51	right	right	JJ
A52264	357	52	sine	sine	NN
A52264	357	53	of	of	IN
A52264	357	54	the	the	DT
A52264	357	55	excess	excess	JJ
A52264	357	56	AB	ab	NN
A52264	357	57	to	to	IN
A52264	357	58	the	the	DT
A52264	357	59	Radins	Radins	NNP
A52264	357	60	BG	BG	NNP
A52264	357	61	,	,	,
A52264	357	62	you	-PRON-	PRP
A52264	357	63	shal	shal	VBP
A52264	357	64	have	have	VBP
A52264	357	65	the	the	DT
A52264	357	66	versed	versed	JJ
A52264	357	67	sine	sine	NN
A52264	357	68	of	of	IN
A52264	357	69	the	the	DT
A52264	357	70	arch	arch	JJ
A52264	357	71	CEG	CEG	NNP
A52264	357	72	,	,	,
A52264	357	73	&	&	CC
A52264	357	74	so	so	RB
A52264	357	75	there	there	EX
A52264	357	76	is	be	VBZ
A52264	357	77	no	no	DT
A52264	357	78	need	need	NN
A52264	357	79	of	of	IN
A52264	357	80	the	the	DT
A52264	357	81	table	table	NN
A52264	357	82	of	of	IN
A52264	357	83	versed	versed	JJ
A52264	357	84	sines	sine	NNS
A52264	357	85	,	,	,
A52264	357	86	the	the	DT
A52264	357	87	right	right	JJ
A52264	357	88	sines	sine	NNS
A52264	357	89	may	may	MD
A52264	357	90	thus	thus	RB
A52264	357	91	be	be	VB
A52264	357	92	made	make	VBN
A52264	357	93	.	.	.
A52264	358	1	20	20	CD
A52264	358	2	.	.	.
A52264	359	1	The	the	DT
A52264	359	2	Tables	Tables	NNPS
A52264	359	3	of	of	IN
A52264	359	4	Sines	Sines	NNPS
A52264	359	5	,	,	,
A52264	359	6	Tangents	Tangents	NNP
A52264	359	7	,	,	,
A52264	359	8	and	and	CC
A52264	359	9	Secants	Secants	NNP
A52264	359	10	may	may	MD
A52264	359	11	be	be	VB
A52264	359	12	made	make	VBN
A52264	359	13	to	to	IN
A52264	359	14	minutes	minute	NNS
A52264	359	15	,	,	,
A52264	359	16	but	but	CC
A52264	359	17	may	may	MD
A52264	359	18	,	,	,
A52264	359	19	by	by	IN
A52264	359	20	the	the	DT
A52264	359	21	like	like	JJ
A52264	359	22	reason	reason	NN
A52264	359	23	,	,	,
A52264	359	24	be	be	VB
A52264	359	25	made	make	VBN
A52264	359	26	to	to	IN
A52264	359	27	seconds	second	NNS
A52264	359	28	,	,	,
A52264	359	29	thirds	third	NNS
A52264	359	30	,	,	,
A52264	359	31	fourths	fourth	NNS
A52264	359	32	,	,	,
A52264	359	33	or	or	CC
A52264	359	34	more	more	JJR
A52264	359	35	,	,	,
A52264	359	36	if	if	IN
A52264	359	37	any	any	DT
A52264	359	38	please	please	NN
A52264	359	39	to	to	TO
A52264	359	40	take	take	VB
A52264	359	41	that	that	DT
A52264	359	42	paines	paine	NNS
A52264	359	43	:	:	:
A52264	359	44	for	for	IN
A52264	359	45	the	the	DT
A52264	359	46	making	making	NN
A52264	359	47	whereof	whereof	IN
A52264	359	48	the	the	DT
A52264	359	49	Radius	Radius	NNP
A52264	359	50	must	must	MD
A52264	359	51	first	first	RB
A52264	359	52	be	be	VB
A52264	359	53	taken	take	VBN
A52264	359	54	of	of	IN
A52264	359	55	a	a	DT
A52264	359	56	certain	certain	JJ
A52264	359	57	number	number	NN
A52264	359	58	of	of	IN
A52264	359	59	parts	part	NNS
A52264	359	60	,	,	,
A52264	359	61	and	and	CC
A52264	359	62	of	of	IN
A52264	359	63	what	what	WP
A52264	359	64	-	-	HYPH
A52264	359	65	parts	part	NNS
A52264	359	66	soever	soever	VBP
A52264	359	67	the	the	DT
A52264	359	68	Radius	Radius	NNP
A52264	359	69	be	be	VB
A52264	359	70	taken	take	VBN
A52264	359	71	,	,	,
A52264	359	72	the	the	DT
A52264	359	73	Sines	Sines	NNPS
A52264	359	74	,	,	,
A52264	359	75	Tangents	Tangents	NNP
A52264	359	76	,	,	,
A52264	359	77	and	and	CC
A52264	359	78	Secants	secant	NNS
A52264	359	79	are	be	VBP
A52264	359	80	for	for	IN
A52264	359	81	the	the	DT
A52264	359	82	most	most	JJS
A52264	359	83	part	part	NN
A52264	359	84	irrational	irrational	JJ
A52264	359	85	●	●	NFP
A52264	359	86	●	●	NFP
A52264	359	87	i	i	NN
A52264	359	88	●	●	NFP
A52264	359	89	,	,	,
A52264	359	90	that	that	RB
A52264	359	91	is	is	RB
A52264	359	92	,	,	,
A52264	359	93	they	-PRON-	PRP
A52264	359	94	are	be	VBP
A52264	359	95	inexplicable	inexplicable	JJ
A52264	359	96	in	in	IN
A52264	359	97	any	any	DT
A52264	359	98	true	true	JJ
A52264	359	99	whole	whole	JJ
A52264	359	100	numbers	number	NNS
A52264	359	101	or	or	CC
A52264	359	102	fractions	fraction	NNS
A52264	359	103	precisely	precisely	RB
A52264	359	104	,	,	,
A52264	359	105	because	because	IN
A52264	359	106	there	there	EX
A52264	359	107	are	be	VBP
A52264	359	108	but	but	CC
A52264	359	109	few	few	JJ
A52264	359	110	proportional	proportional	JJ
A52264	359	111	parts	part	NNS
A52264	359	112	to	to	IN
A52264	359	113	any	any	DT
A52264	359	114	Radius	Radius	NNP
A52264	359	115	,	,	,
A52264	359	116	〈	〈	NNP
A52264	359	117	…	…	NFP
A52264	359	118	〉	〉	NNP
A52264	359	119	,	,	,
A52264	359	120	whose	whose	WP$
A52264	359	121	square	square	JJ
A52264	359	122	root	root	NN
A52264	359	123	multiplied	multiply	VBN
A52264	359	124	in	in	IN
A52264	359	125	it	-PRON-	PRP
A52264	359	126	self	self	NN
A52264	359	127	will	will	MD
A52264	359	128	produce	produce	VB
A52264	359	129	the	the	DT
A52264	359	130	number	number	NN
A52264	359	131	from	from	IN
A52264	359	132	whence	whence	NN
A52264	359	133	it	-PRON-	PRP
A52264	359	134	was	be	VBD
A52264	359	135	taken	take	VBN
A52264	359	136	,	,	,
A52264	359	137	without	without	IN
A52264	359	138	some	some	DT
A52264	359	139	fraction	fraction	NN
A52264	359	140	still	still	RB
A52264	359	141	remaining	remain	VBG
A52264	359	142	to	to	IN
A52264	359	143	it	-PRON-	PRP
A52264	359	144	,	,	,
A52264	359	145	and	and	CC
A52264	359	146	therefore	therefore	RB
A52264	359	147	the	the	DT
A52264	359	148	Tables	Tables	NNPS
A52264	359	149	of	of	IN
A52264	359	150	Sines	Sines	NNPS
A52264	359	151	,	,	,
A52264	359	152	Tangents	Tangents	NNP
A52264	359	153	,	,	,
A52264	359	154	and	and	CC
A52264	359	155	Secants	Secants	NNP
A52264	359	156	can	can	MD
A52264	359	157	not	not	RB
A52264	359	158	be	be	VB
A52264	359	159	exactly	exactly	RB
A52264	359	160	made	make	VBN
A52264	359	161	by	by	IN
A52264	359	162	any	any	DT
A52264	359	163	meanes	meane	NNS
A52264	359	164	;	;	:
A52264	359	165	and	and	CC
A52264	359	166	yet	yet	RB
A52264	359	167	such	such	JJ
A52264	359	168	may	may	MD
A52264	359	169	and	and	CC
A52264	359	170	ought	ought	MD
A52264	359	171	to	to	TO
A52264	359	172	be	be	VB
A52264	359	173	made	make	VBN
A52264	359	174	,	,	,
A52264	359	175	wherein	wherein	WRB
A52264	359	176	no	no	DT
A52264	359	177	number	number	NN
A52264	359	178	is	be	VBZ
A52264	359	179	different	different	JJ
A52264	359	180	from	from	IN
A52264	359	181	the	the	DT
A52264	359	182	truth	truth	NN
A52264	359	183	by	by	IN
A52264	359	184	an	an	DT
A52264	359	185	integer	integer	NN
A52264	359	186	of	of	IN
A52264	359	187	those	those	DT
A52264	359	188	parts	part	NNS
A52264	359	189	,	,	,
A52264	359	190	whereof	whereof	NNP
A52264	359	191	the	the	DT
A52264	359	192	Radius	Radius	NNP
A52264	359	193	is	be	VBZ
A52264	359	194	taken	take	VBN
A52264	359	195	,	,	,
A52264	359	196	as	as	IN
A52264	359	197	if	if	IN
A52264	359	198	the	the	DT
A52264	359	199	Radius	Radius	NNP
A52264	359	200	be	be	VB
A52264	359	201	taken	take	VBN
A52264	359	202	of	of	IN
A52264	359	203	ten	ten	CD
A52264	359	204	Millions	Millions	NNPS
A52264	359	205	,	,	,
A52264	359	206	no	no	DT
A52264	359	207	number	number	NN
A52264	359	208	of	of	IN
A52264	359	209	these	these	DT
A52264	359	210	Tables	table	NNS
A52264	359	211	ought	ought	MD
A52264	359	212	to	to	TO
A52264	359	213	be	be	VB
A52264	359	214	different	different	JJ
A52264	359	215	from	from	IN
A52264	359	216	the	the	DT
A52264	359	217	truth	truth	NN
A52264	359	218	by	by	IN
A52264	359	219	one	one	CD
A52264	359	220	of	of	IN
A52264	359	221	ten	ten	CD
A52264	359	222	Millions	million	NNS
A52264	359	223	.	.	.
A52264	360	1	That	that	IN
A52264	360	2	you	-PRON-	PRP
A52264	360	3	may	may	MD
A52264	360	4	attain	attain	VB
A52264	360	5	to	to	IN
A52264	360	6	this	this	DT
A52264	360	7	exactnesse	exactnesse	NNP
A52264	360	8	,	,	,
A52264	360	9	either	either	CC
A52264	360	10	you	-PRON-	PRP
A52264	360	11	must	must	MD
A52264	360	12	use	use	VB
A52264	360	13	the	the	DT
A52264	360	14	fractions	fraction	NNS
A52264	360	15	,	,	,
A52264	360	16	or	or	CC
A52264	360	17	else	else	RB
A52264	360	18	take	take	VB
A52264	360	19	the	the	DT
A52264	360	20	Radius	Radius	NNP
A52264	360	21	for	for	IN
A52264	360	22	the	the	DT
A52264	360	23	making	making	NN
A52264	360	24	of	of	IN
A52264	360	25	the	the	DT
A52264	360	26	Tables	Tables	NNPS
A52264	360	27	much	much	RB
A52264	360	28	greater	great	JJR
A52264	360	29	then	then	RB
A52264	360	30	the	the	DT
A52264	360	31	true	true	JJ
A52264	360	32	Radius	Radius	NNP
A52264	360	33	,	,	,
A52264	360	34	but	but	CC
A52264	360	35	to	to	TO
A52264	360	36	work	work	VB
A52264	360	37	with	with	IN
A52264	360	38	whole	whole	JJ
A52264	360	39	numbers	number	NNS
A52264	360	40	and	and	CC
A52264	360	41	fractions	fraction	NNS
A52264	360	42	is	be	VBZ
A52264	360	43	in	in	IN
A52264	360	44	the	the	DT
A52264	360	45	calculation	calculation	NN
A52264	360	46	very	very	RB
A52264	360	47	tedious	tedious	JJ
A52264	360	48	;	;	:
A52264	360	49	besides	besides	IN
A52264	360	50	here	here	RB
A52264	360	51	no	no	DT
A52264	360	52	fractions	fraction	NNS
A52264	360	53	almost	almost	RB
A52264	360	54	are	be	VBP
A52264	360	55	exquisitely	exquisitely	RB
A52264	360	56	true	true	JJ
A52264	360	57	:	:	:
A52264	360	58	therefore	therefore	RB
A52264	360	59	the	the	DT
A52264	360	60	Radius	Radius	NNP
A52264	360	61	for	for	IN
A52264	360	62	the	the	DT
A52264	360	63	making	making	NN
A52264	360	64	of	of	IN
A52264	360	65	rhese	rhese	JJ
A52264	360	66	Tables	Tables	NNP
A52264	360	67	is	be	VBZ
A52264	360	68	to	to	TO
A52264	360	69	be	be	VB
A52264	360	70	taken	take	VBN
A52264	360	71	so	so	RB
A52264	360	72	much	much	RB
A52264	360	73	the	the	DT
A52264	360	74	more	more	JJR
A52264	360	75	,	,	,
A52264	360	76	that	that	IN
A52264	360	77	there	there	EX
A52264	360	78	may	may	MD
A52264	360	79	be	be	VB
A52264	360	80	no	no	DT
A52264	360	81	errour	errour	NN
A52264	360	82	,	,	,
A52264	360	83	in	in	IN
A52264	360	84	so	so	RB
A52264	360	85	many	many	JJ
A52264	360	86	of	of	IN
A52264	360	87	the	the	DT
A52264	360	88	figures	figure	NNS
A52264	360	89	towards	towards	IN
A52264	360	90	the	the	DT
A52264	360	91	left	left	JJ
A52264	360	92	hand	hand	NN
A52264	360	93	as	as	IN
A52264	360	94	you	-PRON-	PRP
A52264	360	95	would	would	MD
A52264	360	96	have	have	VB
A52264	360	97	placed	place	VBN
A52264	360	98	in	in	IN
A52264	360	99	the	the	DT
A52264	360	100	Tables	Tables	NNPS
A52264	360	101	;	;	:
A52264	360	102	and	and	CC
A52264	360	103	as	as	IN
A52264	360	104	for	for	IN
A52264	360	105	the	the	DT
A52264	360	106	numbers	number	NNS
A52264	360	107	superfluous	superfluous	JJ
A52264	360	108	,	,	,
A52264	360	109	they	-PRON-	PRP
A52264	360	110	are	be	VBP
A52264	360	111	to	to	TO
A52264	360	112	be	be	VB
A52264	360	113	cut	cut	VBN
A52264	360	114	off	off	RP
A52264	360	115	from	from	IN
A52264	360	116	the	the	DT
A52264	360	117	right	right	JJ
A52264	360	118	hand	hand	NN
A52264	360	119	towards	towards	IN
A52264	360	120	the	the	DT
A52264	360	121	left	left	NN
A52264	360	122	after	after	IN
A52264	360	123	the	the	DT
A52264	360	124	ending	ending	NN
A52264	360	125	of	of	IN
A52264	360	126	the	the	DT
A52264	360	127	supputation	supputation	NN
A52264	360	128	,	,	,
A52264	360	129	Thus	thus	RB
A52264	360	130	,	,	,
A52264	360	131	to	to	TO
A52264	360	132	finde	finde	VB
A52264	360	133	the	the	DT
A52264	360	134	numbers	number	NNS
A52264	360	135	answering	answer	VBG
A52264	360	136	to	to	IN
A52264	360	137	each	each	DT
A52264	360	138	degree	degree	NN
A52264	360	139	and	and	CC
A52264	360	140	minute	minute	NN
A52264	360	141	of	of	IN
A52264	360	142	the	the	DT
A52264	360	143	Quadrant	Quadrant	NNP
A52264	360	144	to	to	IN
A52264	360	145	the	the	DT
A52264	360	146	Radius	Radius	NNP
A52264	360	147	of	of	IN
A52264	360	148	10000000	10000000	CD
A52264	360	149	or	or	CC
A52264	360	150	ten	ten	CD
A52264	360	151	millions	million	NNS
A52264	360	152	,	,	,
A52264	360	153	I	-PRON-	PRP
A52264	360	154	adde	adde	VBP
A52264	360	155	eight	eight	CD
A52264	360	156	ciphers	cipher	NNS
A52264	360	157	more	more	RBR
A52264	360	158	,	,	,
A52264	360	159	and	and	CC
A52264	360	160	then	then	RB
A52264	360	161	my	-PRON-	PRP$
A52264	360	162	Radius	Radius	NNP
A52264	360	163	doth	doth	NN
A52264	360	164	consist	consist	NN
A52264	360	165	of	of	IN
A52264	360	166	sixteen	sixteen	CD
A52264	360	167	places	place	NNS
A52264	360	168	.	.	.
A52264	361	1	This	this	DT
A52264	361	2	done	do	VBN
A52264	361	3	,	,	,
A52264	361	4	you	-PRON-	PRP
A52264	361	5	must	must	MD
A52264	361	6	next	next	IN
A52264	361	7	finde	finde	NN
A52264	361	8	out	out	RP
A52264	361	9	the	the	DT
A52264	361	10	right	right	JJ
A52264	361	11	Sines	Sines	NNPS
A52264	361	12	of	of	IN
A52264	361	13	all	all	PDT
A52264	361	14	the	the	DT
A52264	361	15	arches	arch	NNS
A52264	361	16	lesse	lesse	NNP
A52264	361	17	then	then	RB
A52264	361	18	a	a	DT
A52264	361	19	Quadant	Quadant	NNP
A52264	361	20	,	,	,
A52264	361	21	in	in	IN
A52264	361	22	the	the	DT
A52264	361	23	same	same	JJ
A52264	361	24	parts	part	NNS
A52264	361	25	as	as	IN
A52264	361	26	the	the	DT
A52264	361	27	Radius	Radius	NNP
A52264	361	28	is	be	VBZ
A52264	361	29	taken	take	VBN
A52264	361	30	of	of	IN
A52264	361	31	,	,	,
A52264	361	32	whatsoever	whatsoever	RB
A52264	361	33	bignesse	bignesse	NN
A52264	361	34	it	-PRON-	PRP
A52264	361	35	be	be	VBP
A52264	361	36	,	,	,
A52264	361	37	and	and	CC
A52264	361	38	from	from	IN
A52264	361	39	those	those	DT
A52264	361	40	right	right	JJ
A52264	361	41	Sines	Sines	NNPS
A52264	361	42	the	the	DT
A52264	361	43	Tangents	Tangents	NNPS
A52264	361	44	and	and	CC
A52264	361	45	secants	secant	NNS
A52264	361	46	must	must	MD
A52264	361	47	be	be	VB
A52264	361	48	found	find	VBN
A52264	361	49	out	out	RP
A52264	361	50	.	.	.
A52264	362	1	21	21	CD
A52264	362	2	.	.	.
A52264	363	1	The	the	DT
A52264	363	2	right	right	JJ
A52264	363	3	Sines	Sines	NNPS
A52264	363	4	in	in	IN
A52264	363	5	making	making	NN
A52264	363	6	of	of	IN
A52264	363	7	the	the	DT
A52264	363	8	Tables	table	NNS
A52264	363	9	are	be	VBP
A52264	363	10	either	either	CC
A52264	363	11	primary	primary	JJ
A52264	363	12	or	or	CC
A52264	363	13	secondary	secondary	JJ
A52264	363	14	.	.	.
A52264	364	1	The	the	DT
A52264	364	2	primarie	primarie	NN
A52264	364	3	Sines	Sines	NNP
A52264	364	4	are	be	VBP
A52264	364	5	those	those	DT
A52264	364	6	,	,	,
A52264	364	7	by	by	IN
A52264	364	8	which	which	WDT
A52264	364	9	the	the	DT
A52264	364	10	rest	rest	NN
A52264	364	11	are	be	VBP
A52264	364	12	found	find	VBN
A52264	364	13	,	,	,
A52264	364	14	And	and	CC
A52264	364	15	thus	thus	RB
A52264	364	16	the	the	DT
A52264	364	17	Radius	Radius	NNP
A52264	364	18	or	or	CC
A52264	364	19	whole	whole	JJ
A52264	364	20	Sine	Sine	NNP
A52264	364	21	is	be	VBZ
A52264	364	22	the	the	DT
A52264	364	23	first	first	JJ
A52264	364	24	primary	primary	NN
A52264	364	25	Sine	Sine	NNP
A52264	364	26	,	,	,
A52264	364	27	the	the	DT
A52264	364	28	which	which	WDT
A52264	364	29	how	how	WRB
A52264	364	30	great	great	JJ
A52264	364	31	or	or	CC
A52264	364	32	little	little	JJ
A52264	364	33	soever	soever	NN
A52264	364	34	is	be	VBZ
A52264	364	35	equall	equall	JJ
A52264	364	36	to	to	IN
A52264	364	37	the	the	DT
A52264	364	38	side	side	NN
A52264	364	39	of	of	IN
A52264	364	40	a	a	DT
A52264	364	41	six	six	CD
A52264	364	42	-	-	HYPH
A52264	364	43	angled	angle	VBN
A52264	364	44	figure	figure	NN
A52264	364	45	inscribed	inscribe	VBN
A52264	364	46	in	in	IN
A52264	364	47	a	a	DT
A52264	364	48	circle	circle	NN
A52264	364	49	,	,	,
A52264	364	50	that	that	RB
A52264	364	51	is	is	RB
A52264	364	52	,	,	,
A52264	364	53	to	to	IN
A52264	364	54	the	the	DT
A52264	364	55	subtense	subtense	NN
A52264	364	56	of	of	IN
A52264	364	57	60	60	CD
A52264	364	58	degrees	degree	NNS
A52264	364	59	,	,	,
A52264	364	60	the	the	DT
A52264	364	61	which	which	WDT
A52264	364	62	is	be	VBZ
A52264	364	63	thus	thus	RB
A52264	364	64	demonstrated	demonstrate	VBN
A52264	364	65	.	.	.
A52264	365	1	Out	out	IN
A52264	365	2	of	of	IN
A52264	365	3	the	the	DT
A52264	365	4	Radius	Radius	NNP
A52264	365	5	or	or	CC
A52264	365	6	subtense	subtense	NN
A52264	365	7	of	of	IN
A52264	365	8	60	60	CD
A52264	365	9	degrees	degree	NNS
A52264	365	10	the	the	DT
A52264	365	11	sine	sine	NN
A52264	365	12	of	of	IN
A52264	365	13	30	30	CD
A52264	365	14	degrees	degree	NNS
A52264	365	15	is	be	VBZ
A52264	365	16	easily	easily	RB
A52264	365	17	found	find	VBN
A52264	365	18	,	,	,
A52264	365	19	the	the	DT
A52264	365	20	halfe	halfe	NN
A52264	365	21	of	of	IN
A52264	365	22	the	the	DT
A52264	365	23	subtense	subtense	NN
A52264	365	24	being	be	VBG
A52264	365	25	the	the	DT
A52264	365	26	measure	measure	NN
A52264	365	27	of	of	IN
A52264	365	28	an	an	DT
A52264	365	29	angle	angle	NN
A52264	365	30	at	at	IN
A52264	365	31	the	the	DT
A52264	365	32	circumference	circumference	NN
A52264	365	33	opposite	opposite	JJ
A52264	365	34	thereunto	thereunto	NNS
A52264	365	35	by	by	IN
A52264	365	36	the	the	DT
A52264	365	37	19	19	CD
A52264	365	38	of	of	IN
A52264	365	39	the	the	DT
A52264	365	40	second	second	JJ
A52264	365	41	;	;	:
A52264	365	42	if	if	IN
A52264	365	43	therefore	therefore	RB
A52264	365	44	your	-PRON-	PRP$
A52264	365	45	Radius	radius	NN
A52264	365	46	consists	consist	VBZ
A52264	365	47	of	of	IN
A52264	365	48	16	16	CD
A52264	365	49	places	place	NNS
A52264	365	50	being	be	VBG
A52264	365	51	1000.0000.0000.0000	1000.0000.0000.0000	CD
A52264	365	52	.	.	.
A52264	366	1	The	the	DT
A52264	366	2	sine	sine	NN
A52264	366	3	of	of	IN
A52264	366	4	30	30	CD
A52264	366	5	degrees	degree	NNS
A52264	366	6	will	will	MD
A52264	366	7	be	be	VB
A52264	366	8	the	the	DT
A52264	366	9	one	one	CD
A52264	366	10	half	half	NN
A52264	366	11	thereof	thereof	RB
A52264	366	12	,	,	,
A52264	366	13	to	to	IN
A52264	366	14	wit	wit	NN
A52264	366	15	,	,	,
A52264	366	16	500.0000.0000.0000	500.0000.0000.0000	:
A52264	366	17	.	.	.
A52264	367	1	22	22	CD
A52264	367	2	.	.	.
A52264	368	1	The	the	DT
A52264	368	2	other	other	JJ
A52264	368	3	primary	primary	JJ
A52264	368	4	sines	sine	NNS
A52264	368	5	are	be	VBP
A52264	368	6	the	the	DT
A52264	368	7	sines	sine	NNS
A52264	368	8	of	of	IN
A52264	368	9	60	60	CD
A52264	368	10	,	,	,
A52264	368	11	45	45	CD
A52264	368	12	,	,	,
A52264	368	13	36	36	CD
A52264	368	14	,	,	,
A52264	368	15	and	and	CC
A52264	368	16	of	of	IN
A52264	368	17	18	18	CD
A52264	368	18	degrees	degree	NNS
A52264	368	19	,	,	,
A52264	368	20	being	be	VBG
A52264	368	21	the	the	DT
A52264	368	22	halfe	halfe	NN
A52264	368	23	of	of	IN
A52264	368	24	the	the	DT
A52264	368	25	subtenses	subtense	NNS
A52264	368	26	of	of	IN
A52264	368	27	120	120	CD
A52264	368	28	,	,	,
A52264	368	29	90	90	CD
A52264	368	30	,	,	,
A52264	368	31	72	72	CD
A52264	368	32	,	,	,
A52264	368	33	and	and	CC
A52264	368	34	of	of	IN
A52264	368	35	36	36	CD
A52264	368	36	degrees	degree	NNS
A52264	368	37	.	.	.
A52264	369	1	23	23	CD
A52264	369	2	.	.	.
A52264	370	1	The	the	DT
A52264	370	2	subtense	subtense	NN
A52264	370	3	of	of	IN
A52264	370	4	120	120	CD
A52264	370	5	degrees	degree	NNS
A52264	370	6	is	be	VBZ
A52264	370	7	the	the	DT
A52264	370	8	side	side	NN
A52264	370	9	of	of	IN
A52264	370	10	an	an	DT
A52264	370	11	equilateral	equilateral	JJ
A52264	370	12	triangle	triangle	NN
A52264	370	13	inscribed	inscribe	VBN
A52264	370	14	in	in	IN
A52264	370	15	a	a	DT
A52264	370	16	circle	circle	NN
A52264	370	17	,	,	,
A52264	370	18	and	and	CC
A52264	370	19	may	may	MD
A52264	370	20	thus	thus	RB
A52264	370	21	be	be	VB
A52264	370	22	found	find	VBN
A52264	370	23	.	.	.
A52264	371	1	The	the	DT
A52264	371	2	Rule	Rule	NNP
A52264	371	3	.	.	.
A52264	372	1	Substract	substract	VB
A52264	372	2	the	the	DT
A52264	372	3	Square	Square	NNP
A52264	372	4	of	of	IN
A52264	372	5	the	the	DT
A52264	372	6	subtense	subtense	NN
A52264	372	7	of	of	IN
A52264	372	8	60	60	CD
A52264	372	9	degrees	degree	NNS
A52264	372	10	,	,	,
A52264	372	11	from	from	IN
A52264	372	12	the	the	DT
A52264	372	13	Square	Square	NNP
A52264	372	14	of	of	IN
A52264	372	15	the	the	DT
A52264	372	16	diameter	diameter	NN
A52264	372	17	,	,	,
A52264	372	18	the	the	DT
A52264	372	19	Square	Square	NNP
A52264	372	20	root	root	NN
A52264	372	21	of	of	IN
A52264	372	22	what	what	WP
A52264	372	23	remaineth	remaineth	NNP
A52264	372	24	is	be	VBZ
A52264	372	25	the	the	DT
A52264	372	26	side	side	NN
A52264	372	27	of	of	IN
A52264	372	28	an	an	DT
A52264	372	29	equilateral	equilateral	JJ
A52264	372	30	triangle	triangle	NN
A52264	372	31	inscribed	inscribe	VBN
A52264	372	32	in	in	IN
A52264	372	33	a	a	DT
A52264	372	34	circle	circle	NN
A52264	372	35	●	●	NFP
A52264	372	36	or	or	CC
A52264	372	37	the	the	DT
A52264	372	38	subtense	subtense	NN
A52264	372	39	of	of	IN
A52264	372	40	120	120	CD
A52264	372	41	degrees	degree	NNS
A52264	372	42	.	.	.
A52264	373	1	The	the	DT
A52264	373	2	reason	reason	NN
A52264	373	3	of	of	IN
A52264	373	4	the	the	DT
A52264	373	5	Rule	Rule	NNP
A52264	373	6	.	.	.
A52264	374	1	The	the	DT
A52264	374	2	subtense	subtense	NN
A52264	374	3	of	of	IN
A52264	374	4	an	an	DT
A52264	374	5	arch	arch	NN
A52264	374	6	with	with	IN
A52264	374	7	the	the	DT
A52264	374	8	subtense	subtense	NN
A52264	374	9	of	of	IN
A52264	374	10	the	the	DT
A52264	374	11	complement	complement	NN
A52264	374	12	thereof	thereof	RB
A52264	374	13	to	to	IN
A52264	374	14	180	180	CD
A52264	374	15	with	with	IN
A52264	374	16	the	the	DT
A52264	374	17	diameter	diameter	NN
A52264	374	18	,	,	,
A52264	374	19	make	make	VB
A52264	374	20	in	in	IN
A52264	374	21	the	the	DT
A52264	374	22	meeting	meeting	NN
A52264	374	23	of	of	IN
A52264	374	24	the	the	DT
A52264	374	25	two	two	CD
A52264	374	26	subtenses	subtense	NNS
A52264	374	27	a	a	DT
A52264	374	28	right	right	NN
A52264	374	29	angled	angle	VBN
A52264	374	30	triangle	triangle	NN
A52264	374	31	.	.	.
A52264	375	1	As	as	IN
A52264	375	2	the	the	DT
A52264	375	3	subtense	subtense	NN
A52264	375	4	AB	AB	NNP
A52264	375	5	60	60	CD
A52264	375	6	degrees	degree	NNS
A52264	375	7	,	,	,
A52264	375	8	with	with	IN
A52264	375	9	the	the	DT
A52264	375	10	subtense	subtense	NN
A52264	375	11	AC	AC	NNP
A52264	375	12	120	120	CD
A52264	375	13	degrees	degree	NNS
A52264	375	14	,	,	,
A52264	375	15	and	and	CC
A52264	375	16	the	the	DT
A52264	375	17	diameter	diameter	NN
A52264	375	18	CB	CB	NNP
A52264	375	19	,	,	,
A52264	375	20	make	make	VB
A52264	375	21	the	the	DT
A52264	375	22	right	right	NN
A52264	375	23	angled	angle	VBN
A52264	375	24	triangle	triangle	NN
A52264	375	25	ABC	ABC	NNP
A52264	375	26	,	,	,
A52264	375	27	right	right	RB
A52264	375	28	angled	angle	VBD
A52264	375	29	at	at	IN
A52264	375	30	A	A	NNP
A52264	375	31	,	,	,
A52264	375	32	by	by	IN
A52264	375	33	the	the	DT
A52264	375	34	19	19	CD
A52264	375	35	of	of	IN
A52264	375	36	the	the	DT
A52264	375	37	second	second	JJ
A52264	375	38	.	.	.
A52264	376	1	And	and	CC
A52264	376	2	therfore	therfore	VB
A52264	376	3	the	the	DT
A52264	376	4	sides	side	NNS
A52264	376	5	including	include	VBG
A52264	376	6	the	the	DT
A52264	376	7	right	right	JJ
A52264	376	8	angle	angle	NN
A52264	376	9	are	be	VBP
A52264	376	10	equal	equal	JJ
A52264	376	11	in	in	IN
A52264	376	12	power	power	NN
A52264	376	13	to	to	IN
A52264	376	14	the	the	DT
A52264	376	15	third	third	JJ
A52264	376	16	side	side	NN
A52264	376	17	,	,	,
A52264	376	18	by	by	IN
A52264	376	19	the	the	DT
A52264	376	20	〈	〈	NNP
A52264	376	21	◊	◊	NNP
A52264	376	22	〉	〉	NNP
A52264	376	23	of	of	IN
A52264	376	24	the	the	DT
A52264	376	25	second	second	JJ
A52264	376	26	.	.	.
A52264	377	1	Therefore	therefore	RB
A52264	377	2	the	the	DT
A52264	377	3	square	square	NN
A52264	377	4	of	of	IN
A52264	377	5	AB	AB	NNP
A52264	377	6	being	be	VBG
A52264	377	7	taken	take	VBN
A52264	377	8	from	from	IN
A52264	377	9	the	the	DT
A52264	377	10	square	square	NN
A52264	377	11	of	of	IN
A52264	377	12	CB	CB	NNP
A52264	377	13	,	,	,
A52264	377	14	there	there	RB
A52264	377	15	remaineth	remaineth	VBD
A52264	377	16	the	the	DT
A52264	377	17	square	square	NN
A52264	377	18	of	of	IN
A52264	377	19	AC	AC	NNP
A52264	377	20	,	,	,
A52264	377	21	whose	whose	WP$
A52264	377	22	squar	squar	JJ
A52264	377	23	root	root	NN
A52264	377	24	is	be	VBZ
A52264	377	25	the	the	DT
A52264	377	26	subtense	subtense	NN
A52264	377	27	of	of	IN
A52264	377	28	〈	〈	NNP
A52264	377	29	◊	◊	NNP
A52264	377	30	〉	〉	NNP
A52264	377	31	degrees	degree	NNS
A52264	377	32	or	or	CC
A52264	377	33	the	the	DT
A52264	377	34	side	side	NN
A52264	377	35	of	of	IN
A52264	377	36	an	an	DT
A52264	377	37	equilateral	equilateral	JJ
A52264	377	38	triangle	triangle	NN
A52264	377	39	inscribed	inscribe	VBN
A52264	377	40	in	in	IN
A52264	377	41	a	a	DT
A52264	377	42	circle	circle	NN
A52264	377	43	,	,	,
A52264	377	44	Example	example	NN
A52264	377	45	.	.	.
A52264	378	1	Let	let	VB
A52264	378	2	the	the	DT
A52264	378	3	diameter	diameter	NN
A52264	378	4	CB	cb	NN
A52264	378	5	be	be	VB
A52264	378	6	2000.0000	2000.0000	CD
A52264	378	7	.	.	.
A52264	379	1	0000.0000	0000.0000	CD
A52264	379	2	.	.	.
A52264	380	1	the	the	DT
A52264	380	2	square	square	NN
A52264	380	3	thereof	thereof	RB
A52264	380	4	is	be	VBZ
A52264	380	5	400000	400000	CD
A52264	380	6	.	.	.
A52264	381	1	00000.00000.00000.00000.00000	00000.00000.00000.00000.00000	NFP
A52264	381	2	.	.	.
A52264	382	1	The	the	DT
A52264	382	2	subtense	subtense	NN
A52264	382	3	of	of	IN
A52264	382	4	AB	AB	NNP
A52264	382	5	is	be	VBZ
A52264	382	6	100000.00000.00000	100000.00000.00000	CD
A52264	382	7	.	.	.
A52264	383	1	The	the	DT
A52264	383	2	square	square	NN
A52264	383	3	thereof	thereof	RB
A52264	383	4	is	be	VBZ
A52264	383	5	100000.00000.00000	100000.00000.00000	CD
A52264	383	6	.	.	.
A52264	384	1	00000.00000.00000	00000.00000.00000	NNP
A52264	384	2	,	,	,
A52264	384	3	which	which	WDT
A52264	384	4	being	be	VBG
A52264	384	5	substracted	substracte	VBN
A52264	384	6	from	from	IN
A52264	384	7	the	the	DT
A52264	384	8	square	square	NN
A52264	384	9	of	of	IN
A52264	384	10	CB	CB	NNP
A52264	384	11	,	,	,
A52264	384	12	the	the	DT
A52264	384	13	remainder	remainder	NN
A52264	384	14	is	be	VBZ
A52264	384	15	300000.00000.00000.00000.00000.00000	300000.00000.00000.00000.00000.00000	CD
A52264	384	16	,	,	,
A52264	384	17	whose	whose	WP$
A52264	384	18	square	square	NN
A52264	384	19	root	root	NN
A52264	384	20	173205.08075.68877	173205.08075.68877	CD
A52264	384	21	.	.	.
A52264	385	1	the	the	DT
A52264	385	2	subtense	subtense	NN
A52264	385	3	of	of	IN
A52264	385	4	120	120	CD
A52264	385	5	degrees	degree	NNS
A52264	385	6	.	.	.
A52264	386	1	CONSECTARY	CONSECTARY	NNP
A52264	386	2	.	.	.
A52264	387	1	Hence	hence	RB
A52264	387	2	it	-PRON-	PRP
A52264	387	3	followeth	followeth	VBD
A52264	387	4	,	,	,
A52264	387	5	that	that	IN
A52264	387	6	the	the	DT
A52264	387	7	subtense	subtense	NN
A52264	387	8	of	of	IN
A52264	387	9	an	an	DT
A52264	387	10	arch	arch	JJ
A52264	387	11	lesse	lesse	NN
A52264	387	12	then	then	RB
A52264	387	13	a	a	DT
A52264	387	14	Semicircle	Semicircle	NNP
A52264	387	15	being	be	VBG
A52264	387	16	given	give	VBN
A52264	387	17	,	,	,
A52264	387	18	the	the	DT
A52264	387	19	subtense	subtense	NN
A52264	387	20	of	of	IN
A52264	387	21	the	the	DT
A52264	387	22	complement	complement	NN
A52264	387	23	of	of	IN
A52264	387	24	that	that	DT
A52264	387	25	arch	arch	NN
A52264	387	26	to	to	IN
A52264	387	27	a	a	DT
A52264	387	28	Semicirc	Semicirc	NNP
A52264	387	29	●	●	NNP
A52264	387	30	e	e	NNP
A52264	387	31	is	be	VBZ
A52264	387	32	also	also	RB
A52264	387	33	given	give	VBN
A52264	387	34	.	.	.
A52264	388	1	24	24	CD
A52264	388	2	.	.	.
A52264	389	1	The	the	DT
A52264	389	2	Subtense	Subtense	NNP
A52264	389	3	of	of	IN
A52264	389	4	90	90	CD
A52264	389	5	degrees	degree	NNS
A52264	389	6	is	be	VBZ
A52264	389	7	the	the	DT
A52264	389	8	side	side	NN
A52264	389	9	of	of	IN
A52264	389	10	a	a	DT
A52264	389	11	square	square	NN
A52264	389	12	inscribed	inscribe	VBN
A52264	389	13	in	in	IN
A52264	389	14	a	a	DT
A52264	389	15	circle	circle	NN
A52264	389	16	,	,	,
A52264	389	17	and	and	CC
A52264	389	18	may	may	MD
A52264	389	19	thus	thus	RB
A52264	389	20	be	be	VB
A52264	389	21	found	find	VBN
A52264	389	22	.	.	.
A52264	390	1	The	the	DT
A52264	390	2	Rule	Rule	NNP
A52264	390	3	.	.	.
A52264	391	1	Multiply	multiply	VB
A52264	391	2	the	the	DT
A52264	391	3	diameter	diameter	NN
A52264	391	4	in	in	IN
A52264	391	5	it	-PRON-	PRP
A52264	391	6	self	self	NN
A52264	391	7	,	,	,
A52264	391	8	and	and	CC
A52264	391	9	the	the	DT
A52264	391	10	square	square	JJ
A52264	391	11	root	root	NN
A52264	391	12	of	of	IN
A52264	391	13	half	half	PDT
A52264	391	14	the	the	DT
A52264	391	15	product	product	NN
A52264	391	16	is	be	VBZ
A52264	391	17	the	the	DT
A52264	391	18	subtense	subtense	NN
A52264	391	19	of	of	IN
A52264	391	20	90	90	CD
A52264	391	21	degrees	degree	NNS
A52264	391	22	,	,	,
A52264	391	23	or	or	CC
A52264	391	24	the	the	DT
A52264	391	25	side	side	NN
A52264	391	26	of	of	IN
A52264	391	27	a	a	DT
A52264	391	28	square	square	NN
A52264	391	29	inscribed	inscribe	VBN
A52264	391	30	in	in	IN
A52264	391	31	a	a	DT
A52264	391	32	circle	circle	NN
A52264	391	33	.	.	.
A52264	392	1	The	the	DT
A52264	392	2	reason	reason	NN
A52264	392	3	of	of	IN
A52264	392	4	this	this	DT
A52264	392	5	Rule	Rule	NNP
A52264	392	6	.	.	.
A52264	393	1	The	the	DT
A52264	393	2	diagonal	diagonal	JJ
A52264	393	3	lines	line	NNS
A52264	393	4	of	of	IN
A52264	393	5	a	a	DT
A52264	393	6	square	square	NN
A52264	393	7	inscribed	inscribe	VBN
A52264	393	8	in	in	IN
A52264	393	9	a	a	DT
A52264	393	10	circle	circle	NN
A52264	393	11	are	be	VBP
A52264	393	12	two	two	CD
A52264	393	13	diameters	diameter	NNS
A52264	393	14	,	,	,
A52264	393	15	and	and	CC
A52264	393	16	the	the	DT
A52264	393	17	right	right	RB
A52264	393	18	angled	angle	VBN
A52264	393	19	figure	figure	NN
A52264	393	20	made	make	VBN
A52264	393	21	of	of	IN
A52264	393	22	the	the	DT
A52264	393	23	diagonals	diagonal	NNS
A52264	393	24	is	be	VBZ
A52264	393	25	equal	equal	JJ
A52264	393	26	to	to	IN
A52264	393	27	the	the	DT
A52264	393	28	right	right	NN
A52264	393	29	angled	angle	VBN
A52264	393	30	figures	figure	NNS
A52264	393	31	made	make	VBN
A52264	393	32	of	of	IN
A52264	393	33	the	the	DT
A52264	393	34	opposite	opposite	JJ
A52264	393	35	sides	side	NNS
A52264	393	36	,	,	,
A52264	393	37	by	by	IN
A52264	393	38	the	the	DT
A52264	393	39	20	20	CD
A52264	393	40	th	th	NN
A52264	393	41	.	.	.
A52264	394	1	of	of	IN
A52264	394	2	the	the	DT
A52264	394	3	second	second	JJ
A52264	394	4	,	,	,
A52264	394	5	now	now	RB
A52264	394	6	because	because	IN
A52264	394	7	the	the	DT
A52264	394	8	diagonal	diagonal	JJ
A52264	394	9	lines	line	NNS
A52264	394	10	AB	AB	NNP
A52264	394	11	and	and	CC
A52264	394	12	CD	cd	NN
A52264	394	13	are	be	VBP
A52264	394	14	equal	equal	JJ
A52264	394	15	,	,	,
A52264	394	16	it	-PRON-	PRP
A52264	394	17	is	be	VBZ
A52264	394	18	all	all	DT
A52264	394	19	one	one	CD
A52264	394	20	,	,	,
A52264	394	21	whether	whether	IN
A52264	394	22	I	-PRON-	PRP
A52264	394	23	multiply	multiply	VBP
A52264	394	24	AC	AC	NNP
A52264	394	25	by	by	IN
A52264	394	26	it	-PRON-	PRP
A52264	394	27	self	self	NN
A52264	394	28	,	,	,
A52264	394	29	or	or	CC
A52264	394	30	by	by	IN
A52264	394	31	the	the	DT
A52264	394	32	other	other	JJ
A52264	394	33	diagonal	diagonal	JJ
A52264	394	34	CD	cd	NN
A52264	394	35	,	,	,
A52264	394	36	the	the	DT
A52264	394	37	p	p	NN
A52264	394	38	●	●	NNP
A52264	394	39	oduct	oduct	NN
A52264	394	40	will	will	MD
A52264	394	41	be	be	VB
A52264	394	42	still	still	RB
A52264	394	43	the	the	DT
A52264	394	44	same	same	JJ
A52264	394	45	,	,	,
A52264	394	46	then	then	RB
A52264	394	47	because	because	IN
A52264	394	48	the	the	DT
A52264	394	49	sides	side	NNS
A52264	394	50	AB	AB	NNP
A52264	394	51	,	,	,
A52264	394	52	AC	AC	NNP
A52264	394	53	,	,	,
A52264	394	54	and	and	CC
A52264	394	55	BC	BC	NNP
A52264	394	56	do	do	VBP
A52264	394	57	make	make	VB
A52264	394	58	a	a	DT
A52264	394	59	right	right	RB
A52264	394	60	angled	angle	VBN
A52264	394	61	triangle	triangle	NN
A52264	394	62	,	,	,
A52264	394	63	right	right	RB
A52264	394	64	angled	angle	VBD
A52264	394	65	at	at	IN
A52264	394	66	C	C	NNP
A52264	394	67	,	,	,
A52264	394	68	by	by	IN
A52264	394	69	the	the	DT
A52264	394	70	〈	〈	NNP
A52264	394	71	◊	◊	NNP
A52264	394	72	〉	〉	NNP
A52264	394	73	of	of	IN
A52264	394	74	the	the	DT
A52264	394	75	second	second	JJ
A52264	394	76	,	,	,
A52264	394	77	&	&	CC
A52264	394	78	that	that	IN
A52264	394	79	the	the	DT
A52264	394	80	〈	〈	NNP
A52264	394	81	◊	◊	NNP
A52264	394	82	〉	〉	NNP
A52264	394	83	AC	AC	NNP
A52264	394	84	and	and	CC
A52264	394	85	●	●	NFP
A52264	394	86	B	b	NN
A52264	394	87	are	be	VBP
A52264	394	88	equal	equal	JJ
A52264	394	89	by	by	IN
A52264	394	90	the	the	DT
A52264	394	91	work	work	NN
A52264	394	92	,	,	,
A52264	394	93	the	the	DT
A52264	394	94	half	half	NN
A52264	394	95	of	of	IN
A52264	394	96	the	the	DT
A52264	394	97	square	square	NN
A52264	394	98	of	of	IN
A52264	394	99	AB	AB	NNP
A52264	394	100	must	must	MD
A52264	394	101	needs	needs	VB
A52264	394	102	be	be	VB
A52264	394	103	the	the	DT
A52264	394	104	square	square	NN
A52264	394	105	of	of	IN
A52264	394	106	AC	AC	NNP
A52264	394	107	or	or	CC
A52264	394	108	CB	CB	NNP
A52264	394	109	,	,	,
A52264	394	110	by	by	IN
A52264	394	111	the	the	DT
A52264	394	112	17	17	CD
A52264	394	113	th	th	NN
A52264	394	114	.	.	.
A52264	395	1	of	of	IN
A52264	395	2	the	the	DT
A52264	395	3	second	second	JJ
A52264	395	4	,	,	,
A52264	395	5	whose	whose	WP$
A52264	395	6	square	square	NN
A52264	395	7	rootes	root	VBZ
A52264	395	8	the	the	DT
A52264	395	9	subtense	subtense	NN
A52264	395	10	of	of	IN
A52264	395	11	CB	CB	NNP
A52264	395	12	,	,	,
A52264	395	13	the	the	DT
A52264	395	14	side	side	NN
A52264	395	15	of	of	IN
A52264	395	16	a	a	DT
A52264	395	17	square	square	JJ
A52264	395	18	or	or	CC
A52264	395	19	90	90	CD
A52264	395	20	degree	degree	NN
A52264	395	21	.	.	.
A52264	396	1	Example	example	NN
A52264	396	2	.	.	.
A52264	397	1	Let	let	VB
A52264	397	2	the	the	DT
A52264	397	3	diameter	diameter	NN
A52264	397	4	AB	ab	NN
A52264	397	5	be	be	VB
A52264	397	6	200000.00000	200000.00000	CD
A52264	397	7	.	.	.
A52264	398	1	00000	00000	CD
A52264	398	2	,	,	,
A52264	398	3	the	the	DT
A52264	398	4	square	square	NN
A52264	398	5	thereof	thereof	RB
A52264	398	6	is	be	VBZ
A52264	398	7	400000.00000	400000.00000	CD
A52264	398	8	.	.	.
A52264	399	1	00000.00000.00000.00000	00000.00000.00000.00000	NNP
A52264	399	2	,	,	,
A52264	399	3	the	the	DT
A52264	399	4	half	half	NN
A52264	399	5	whereof	whereof	NNP
A52264	399	6	is	be	VBZ
A52264	399	7	200000.00000.00000.00000.00000	200000.00000.00000.00000.00000	CD
A52264	399	8	.	.	.
A52264	400	1	00000	00000	NFP
A52264	400	2	.	.	.
A52264	400	3	whose	whose	WP$
A52264	400	4	square	square	JJ
A52264	400	5	root	root	NN
A52264	400	6	14142	14142	CD
A52264	400	7	●	●	NFP
A52264	400	8	.	.	.
A52264	401	1	356	356	CD
A52264	401	2	●	●	CD
A52264	401	3	3	3	CD
A52264	401	4	.	.	.
A52264	402	1	73095	73095	CD
A52264	402	2	.	.	.
A52264	402	3	is	be	VBZ
A52264	402	4	the	the	DT
A52264	402	5	subtense	subtense	NN
A52264	402	6	of	of	IN
A52264	402	7	90	90	CD
A52264	402	8	degrees	degree	NNS
A52264	402	9	,	,	,
A52264	402	10	or	or	CC
A52264	402	11	the	the	DT
A52264	402	12	side	side	NN
A52264	402	13	of	of	IN
A52264	402	14	a	a	DT
A52264	402	15	square	square	NN
A52264	402	16	inscribed	inscribe	VBN
A52264	402	17	in	in	IN
A52264	402	18	a	a	DT
A52264	402	19	Circle	Circle	NNP
A52264	402	20	.	.	.
A52264	403	1	25	25	CD
A52264	403	2	.	.	.
A52264	404	1	The	the	DT
A52264	404	2	subtense	subtense	NN
A52264	404	3	of	of	IN
A52264	404	4	36	36	CD
A52264	404	5	degrees	degree	NNS
A52264	404	6	is	be	VBZ
A52264	404	7	the	the	DT
A52264	404	8	side	side	NN
A52264	404	9	of	of	IN
A52264	404	10	a	a	DT
A52264	404	11	decangle	decangle	NN
A52264	404	12	,	,	,
A52264	404	13	and	and	CC
A52264	404	14	may	may	MD
A52264	404	15	thus	thus	RB
A52264	404	16	be	be	VB
A52264	404	17	found	find	VBN
A52264	404	18	.	.	.
A52264	405	1	The	the	DT
A52264	405	2	Rule	Rule	NNP
A52264	405	3	.	.	.
A52264	406	1	Divide	divide	VB
A52264	406	2	the	the	DT
A52264	406	3	Radius	Radius	NNP
A52264	406	4	by	by	IN
A52264	406	5	two	two	CD
A52264	406	6	,	,	,
A52264	406	7	then	then	RB
A52264	406	8	multiply	multiply	VB
A52264	406	9	the	the	DT
A52264	406	10	Radius	Radius	NNP
A52264	406	11	by	by	IN
A52264	406	12	it	-PRON-	PRP
A52264	406	13	self	self	NN
A52264	406	14	,	,	,
A52264	406	15	and	and	CC
A52264	406	16	the	the	DT
A52264	406	17	half	half	NN
A52264	406	18	thereof	thereof	RB
A52264	406	19	by	by	IN
A52264	406	20	it	-PRON-	PRP
A52264	406	21	self	self	NN
A52264	406	22	,	,	,
A52264	406	23	and	and	CC
A52264	406	24	from	from	IN
A52264	406	25	the	the	DT
A52264	406	26	square	square	JJ
A52264	406	27	root	root	NN
A52264	406	28	of	of	IN
A52264	406	29	the	the	DT
A52264	406	30	summe	summe	NN
A52264	406	31	of	of	IN
A52264	406	32	these	these	DT
A52264	406	33	two	two	CD
A52264	406	34	products	product	NNS
A52264	406	35	substract	substract	VBP
A52264	406	36	the	the	DT
A52264	406	37	half	half	NN
A52264	406	38	of	of	IN
A52264	406	39	Radius	Radius	NNP
A52264	406	40	,	,	,
A52264	406	41	what	what	WP
A52264	406	42	remaineth	remaineth	NNP
A52264	406	43	is	be	VBZ
A52264	406	44	the	the	DT
A52264	406	45	side	side	NN
A52264	406	46	of	of	IN
A52264	406	47	a	a	DT
A52264	406	48	decangle	decangle	NN
A52264	406	49	,	,	,
A52264	406	50	or	or	CC
A52264	406	51	the	the	DT
A52264	406	52	subtense	subtense	NN
A52264	406	53	of	of	IN
A52264	406	54	36	36	CD
A52264	406	55	degrees	degree	NNS
A52264	406	56	.	.	.
A52264	407	1	The	the	DT
A52264	407	2	reason	reason	NN
A52264	407	3	of	of	IN
A52264	407	4	the	the	DT
A52264	407	5	rule	rule	NN
A52264	407	6	.	.	.
A52264	408	1	For	for	IN
A52264	408	2	example	example	NN
A52264	408	3	.	.	.
A52264	409	1	Let	let	VB
A52264	409	2	the	the	DT
A52264	409	3	Radius	Radius	NNP
A52264	409	4	EB	EB	NNP
A52264	409	5	be	be	VB
A52264	409	6	100000.00000.00000	100000.00000.00000	CD
A52264	409	7	.	.	.
A52264	410	1	then	then	RB
A52264	410	2	is	be	VBZ
A52264	410	3	BH	BH	NNP
A52264	410	4	,	,	,
A52264	410	5	or	or	CC
A52264	410	6	the	the	DT
A52264	410	7	half	half	NN
A52264	410	8	thereof	thereof	IN
A52264	410	9	500000	500000	CD
A52264	410	10	.	.	.
A52264	411	1	00000.00000	00000.00000	LS
A52264	411	2	.	.	.
A52264	412	1	the	the	DT
A52264	412	2	square	square	NN
A52264	412	3	of	of	IN
A52264	412	4	EB	EB	NNP
A52264	412	5	is	be	VBZ
A52264	412	6	100000	100000	CD
A52264	412	7	00000.00000.00000.00000.00000	00000.00000.00000.00000.00000	CD
A52264	412	8	.	.	.
A52264	413	1	and	and	CC
A52264	413	2	the	the	DT
A52264	413	3	square	square	NN
A52264	413	4	of	of	IN
A52264	413	5	BH	BH	NNP
A52264	413	6	250000.00000.00000.00000	250000.00000.00000.00000	NNP
A52264	413	7	.	.	.
A52264	414	1	00000.00000.00000	00000.00000.00000	NNS
A52264	414	2	.	.	.
A52264	415	1	The	the	DT
A52264	415	2	summe	summe	NN
A52264	415	3	of	of	IN
A52264	415	4	these	these	DT
A52264	415	5	two	two	CD
A52264	415	6	squares	square	NNS
A52264	415	7	,	,	,
A52264	415	8	viz	viz	VB
A52264	415	9	125000.00000.00000	125000.00000.00000	CD
A52264	415	10	.	.	.
A52264	416	1	00000	00000	CD
A52264	416	2	,	,	,
A52264	416	3	00000	00000	CD
A52264	416	4	.	.	.
A52264	417	1	00000	00000	CD
A52264	417	2	,	,	,
A52264	417	3	is	be	VBZ
A52264	417	4	the	the	DT
A52264	417	5	square	square	NN
A52264	417	6	of	of	IN
A52264	417	7	HE	HE	NNP
A52264	417	8	or	or	CC
A52264	417	9	HK	HK	NNP
A52264	417	10	,	,	,
A52264	417	11	whose	whose	WP$
A52264	417	12	square	square	JJ
A52264	417	13	root	root	NN
A52264	417	14	is	be	VBZ
A52264	417	15	1118033	1118033	CD
A52264	417	16	●	●	SYM
A52264	417	17	887	887	CD
A52264	417	18	●	●	CD
A52264	417	19	9895	9895	CD
A52264	417	20	,	,	,
A52264	417	21	from	from	IN
A52264	417	22	which	which	WDT
A52264	417	23	deduct	deduct	VBP
A52264	417	24	the	the	DT
A52264	417	25	halfe	halfe	NN
A52264	417	26	Radius	Radius	NNP
A52264	417	27	BH	BH	NNP
A52264	417	28	500000000000000	500000000000000	CD
A52264	417	29	,	,	,
A52264	417	30	and	and	CC
A52264	417	31	there	there	EX
A52264	417	32	remaineth	remaineth	NNP
A52264	417	33	618033988749895	618033988749895	CD
A52264	417	34	,	,	,
A52264	417	35	the	the	DT
A52264	417	36	right	right	JJ
A52264	417	37	line	line	NN
A52264	417	38	KB	KB	NNP
A52264	417	39	,	,	,
A52264	417	40	which	which	WDT
A52264	417	41	is	be	VBZ
A52264	417	42	the	the	DT
A52264	417	43	side	side	NN
A52264	417	44	of	of	IN
A52264	417	45	a	a	DT
A52264	417	46	decangle	decangle	NN
A52264	417	47	,	,	,
A52264	417	48	or	or	CC
A52264	417	49	the	the	DT
A52264	417	50	subtense	subtense	NN
A52264	417	51	of	of	IN
A52264	417	52	36	36	CD
A52264	417	53	degrees	degree	NNS
A52264	417	54	.	.	.
A52264	418	1	26	26	CD
A52264	418	2	The	the	DT
A52264	418	3	subtense	subtense	NN
A52264	418	4	of	of	IN
A52264	418	5	72	72	CD
A52264	418	6	degrees	degree	NNS
A52264	418	7	is	be	VBZ
A52264	418	8	the	the	DT
A52264	418	9	side	side	NN
A52264	418	10	of	of	IN
A52264	418	11	a	a	DT
A52264	418	12	Pentagon	Pentagon	NNP
A52264	418	13	inscribed	inscribe	VBN
A52264	418	14	in	in	IN
A52264	418	15	a	a	DT
A52264	418	16	circle	circle	NN
A52264	418	17	,	,	,
A52264	418	18	and	and	CC
A52264	418	19	may	may	MD
A52264	418	20	thus	thus	RB
A52264	418	21	be	be	VB
A52264	418	22	sound	sound	JJ
A52264	418	23	.	.	.
A52264	419	1	The	the	DT
A52264	419	2	Rule	Rule	NNP
A52264	419	3	.	.	.
A52264	420	1	Substract	substract	VB
A52264	420	2	the	the	DT
A52264	420	3	side	side	NN
A52264	420	4	of	of	IN
A52264	420	5	a	a	DT
A52264	420	6	decangle	decangle	NN
A52264	420	7	from	from	IN
A52264	420	8	the	the	DT
A52264	420	9	diameter	diameter	NN
A52264	420	10	,	,	,
A52264	420	11	the	the	DT
A52264	420	12	remainer	remainer	NN
A52264	420	13	multiplied	multiply	VBN
A52264	420	14	by	by	IN
A52264	420	15	the	the	DT
A52264	420	16	Radius	Radius	NNP
A52264	420	17	,	,	,
A52264	420	18	shall	shall	MD
A52264	420	19	be	be	VB
A52264	420	20	the	the	DT
A52264	420	21	square	square	NN
A52264	420	22	of	of	IN
A52264	420	23	one	one	CD
A52264	420	24	side	side	NN
A52264	420	25	of	of	IN
A52264	420	26	a	a	DT
A52264	420	27	Pentagon	Pentagon	NNP
A52264	420	28	,	,	,
A52264	420	29	whose	whose	WP$
A52264	420	30	square	square	JJ
A52264	420	31	root	root	NN
A52264	420	32	shall	shall	MD
A52264	420	33	be	be	VB
A52264	420	34	the	the	DT
A52264	420	35	side	side	NN
A52264	420	36	it	-PRON-	PRP
A52264	420	37	self	self	NN
A52264	420	38	,	,	,
A52264	420	39	or	or	CC
A52264	420	40	subtense	subtense	NN
A52264	420	41	of	of	IN
A52264	420	42	72	72	CD
A52264	420	43	degrees	degree	NNS
A52264	420	44	.	.	.
A52264	421	1	The	the	DT
A52264	421	2	Reason	reason	NN
A52264	421	3	of	of	IN
A52264	421	4	the	the	DT
A52264	421	5	Rule	Rule	NNP
A52264	421	6	.	.	.
A52264	422	1	In	in	IN
A52264	422	2	the	the	DT
A52264	422	3	following	follow	VBG
A52264	422	4	Diagram	Diagram	NNP
A52264	422	5	let	let	VBD
A52264	422	6	AC	AC	NNP
A52264	422	7	be	be	VB
A52264	422	8	the	the	DT
A52264	422	9	side	side	NN
A52264	422	10	of	of	IN
A52264	422	11	a	a	DT
A52264	422	12	decangle	decangle	NN
A52264	422	13	,	,	,
A52264	422	14	equal	equal	JJ
A52264	422	15	to	to	IN
A52264	422	16	CX	cx	NN
A52264	422	17	in	in	IN
A52264	422	18	the	the	DT
A52264	422	19	diameter	diameter	NN
A52264	422	20	,	,	,
A52264	422	21	and	and	CC
A52264	422	22	let	let	VB
A52264	422	23	the	the	DT
A52264	422	24	rest	rest	NN
A52264	422	25	of	of	IN
A52264	422	26	the	the	DT
A52264	422	27	semicircle	semicircle	NN
A52264	422	28	be	be	VB
A52264	422	29	bisected	bisect	VBN
A52264	422	30	in	in	IN
A52264	422	31	the	the	DT
A52264	422	32	point	point	NN
A52264	422	33	E	e	NN
A52264	422	34	,	,	,
A52264	422	35	then	then	RB
A52264	422	36	shall	shall	MD
A52264	422	37	either	either	DT
A52264	422	38	of	of	IN
A52264	422	39	the	the	DT
A52264	422	40	right	right	JJ
A52264	422	41	lines	line	NNS
A52264	422	42	AE	ae	RB
A52264	422	43	or	or	CC
A52264	422	44	EB	EB	NNP
A52264	422	45	represent	represent	VB
A52264	422	46	the	the	DT
A52264	422	47	side	side	NN
A52264	422	48	of	of	IN
A52264	422	49	an	an	DT
A52264	422	50	equilateral	equilateral	JJ
A52264	422	51	pentagon	pentagon	NNP
A52264	422	52	,	,	,
A52264	422	53	for	for	IN
A52264	422	54	AC	AC	NNP
A52264	422	55	the	the	DT
A52264	422	56	side	side	NN
A52264	422	57	of	of	IN
A52264	422	58	a	a	DT
A52264	422	59	decangle	decangle	NN
A52264	422	60	subtends	subtend	VBZ
A52264	422	61	an	an	DT
A52264	422	62	arch	arch	NN
A52264	422	63	of	of	IN
A52264	422	64	36	36	CD
A52264	422	65	degrees	degree	NNS
A52264	422	66	the	the	DT
A52264	422	67	tenth	tenth	JJ
A52264	422	68	part	part	NN
A52264	422	69	of	of	IN
A52264	422	70	a	a	DT
A52264	422	71	circle	circle	NN
A52264	422	72	,	,	,
A52264	422	73	and	and	CC
A52264	422	74	therefore	therefore	RB
A52264	422	75	AEB	AEB	NNP
A52264	422	76	the	the	DT
A52264	422	77	remaining	remain	VBG
A52264	422	78	arch	arch	NN
A52264	422	79	of	of	IN
A52264	422	80	a	a	DT
A52264	422	81	semicircle	semicircle	NN
A52264	422	82	is	be	VBZ
A52264	422	83	144	144	CD
A52264	422	84	degrees	degree	NNS
A52264	422	85	,	,	,
A52264	422	86	the	the	DT
A52264	422	87	half	half	NN
A52264	422	88	whereof	whereof	NNP
A52264	422	89	AE	AE	NNP
A52264	422	90	or	or	CC
A52264	422	91	EB	EB	NNP
A52264	422	92	is	be	VBZ
A52264	422	93	72	72	CD
A52264	422	94	degrees	degree	NNS
A52264	422	95	,	,	,
A52264	422	96	the	the	DT
A52264	422	97	fift	fift	JJ
A52264	422	98	part	part	NN
A52264	422	99	of	of	IN
A52264	422	100	a	a	DT
A52264	422	101	circle	circle	NN
A52264	422	102	,	,	,
A52264	422	103	or	or	CC
A52264	422	104	side	side	NN
A52264	422	105	of	of	IN
A52264	422	106	an	an	DT
A52264	422	107	equilateral	equilateral	JJ
A52264	422	108	pentagon	pentagon	NNP
A52264	422	109	,	,	,
A52264	422	110	the	the	DT
A52264	422	111	square	square	NN
A52264	422	112	whereof	whereof	NN
A52264	422	113	is	be	VBZ
A52264	422	114	equal	equal	JJ
A52264	422	115	to	to	IN
A52264	422	116	the	the	DT
A52264	422	117	oblong	oblong	JJ
A52264	422	118	made	make	VBN
A52264	422	119	of	of	IN
A52264	422	120	DB	DB	NNP
A52264	422	121	and	and	CC
A52264	422	122	BX	BX	NNP
A52264	422	123	.	.	.
A52264	423	1	Demonstration	demonstration	NN
A52264	423	2	.	.	.
A52264	424	1	Draw	draw	VB
A52264	424	2	the	the	DT
A52264	424	3	right	right	JJ
A52264	424	4	lines	line	NNS
A52264	424	5	EX	EX	NNP
A52264	424	6	,	,	,
A52264	424	7	ED	ED	NNP
A52264	424	8	,	,	,
A52264	424	9	and	and	CC
A52264	424	10	EC	EC	NNP
A52264	424	11	,	,	,
A52264	424	12	then	then	RB
A52264	424	13	will	will	MD
A52264	424	14	the	the	DT
A52264	424	15	sides	side	NNS
A52264	424	16	of	of	IN
A52264	424	17	the	the	DT
A52264	424	18	angles	angle	NNS
A52264	424	19	ACE	ACE	NNP
A52264	424	20	and	and	CC
A52264	424	21	ECX	ECX	NNP
A52264	424	22	be	be	VB
A52264	424	23	equal	equal	JJ
A52264	424	24	,	,	,
A52264	424	25	because	because	IN
A52264	424	26	CX	CX	NNP
A52264	424	27	is	be	VBZ
A52264	424	28	made	make	VBN
A52264	424	29	equal	equal	JJ
A52264	424	30	to	to	IN
A52264	424	31	AC	AC	NNP
A52264	424	32	,	,	,
A52264	424	33	and	and	CC
A52264	424	34	EC	EC	NNP
A52264	424	35	common	common	JJ
A52264	424	36	to	to	IN
A52264	424	37	both	both	DT
A52264	424	38	;	;	:
A52264	424	39	and	and	CC
A52264	424	40	the	the	DT
A52264	424	41	angles	angle	NNS
A52264	424	42	themselves	-PRON-	PRP
A52264	424	43	are	be	VBP
A52264	424	44	equal	equal	JJ
A52264	424	45	,	,	,
A52264	424	46	because	because	IN
A52264	424	47	they	-PRON-	PRP
A52264	424	48	are	be	VBP
A52264	424	49	in	in	IN
A52264	424	50	equal	equal	JJ
A52264	424	51	segments	segment	NNS
A52264	424	52	of	of	IN
A52264	424	53	the	the	DT
A52264	424	54	same	same	JJ
A52264	424	55	circle	circle	NN
A52264	424	56	by	by	IN
A52264	424	57	the	the	DT
A52264	424	58	19	19	CD
A52264	424	59	of	of	IN
A52264	424	60	the	the	DT
A52264	424	61	second	second	JJ
A52264	424	62	;	;	:
A52264	424	63	and	and	CC
A52264	424	64	their	-PRON-	PRP$
A52264	424	65	bases	basis	NNS
A52264	424	66	AE	AE	NNP
A52264	424	67	and	and	CC
A52264	424	68	EX	EX	NNP
A52264	424	69	are	be	VBP
A52264	424	70	equal	equal	JJ
A52264	424	71	by	by	IN
A52264	424	72	the	the	DT
A52264	424	73	23	23	CD
A52264	424	74	of	of	IN
A52264	424	75	the	the	DT
A52264	424	76	second	second	JJ
A52264	424	77	;	;	:
A52264	424	78	and	and	CC
A52264	424	79	because	because	IN
A52264	424	80	EX	EX	NNP
A52264	424	81	is	be	VBZ
A52264	424	82	equal	equal	JJ
A52264	424	83	to	to	IN
A52264	424	84	AE	AE	NNP
A52264	424	85	,	,	,
A52264	424	86	it	-PRON-	PRP
A52264	424	87	is	be	VBZ
A52264	424	88	also	also	RB
A52264	424	89	equal	equal	JJ
A52264	424	90	to	to	IN
A52264	424	91	EB	EB	NNP
A52264	424	92	,	,	,
A52264	424	93	and	and	CC
A52264	424	94	so	so	RB
A52264	424	95	the	the	DT
A52264	424	96	triangle	triangle	NN
A52264	424	97	EXB	EXB	NNP
A52264	424	98	is	be	VBZ
A52264	424	99	equicrural	equicrural	JJ
A52264	424	100	,	,	,
A52264	424	101	and	and	CC
A52264	424	102	so	so	RB
A52264	424	103	is	be	VBZ
A52264	424	104	the	the	DT
A52264	424	105	triangle	triangle	NN
A52264	424	106	EDB	EDB	NNP
A52264	424	107	,	,	,
A52264	424	108	because	because	IN
A52264	424	109	the	the	DT
A52264	424	110	sides	side	NNS
A52264	424	111	ED	ED	NNP
A52264	424	112	and	and	CC
A52264	424	113	DB	DB	NNP
A52264	424	114	are	be	VBP
A52264	424	115	Radii	Radii	NNP
A52264	424	116	,	,	,
A52264	424	117	and	and	CC
A52264	424	118	the	the	DT
A52264	424	119	angles	angle	NNS
A52264	424	120	at	at	IN
A52264	424	121	their	-PRON-	PRP$
A52264	424	122	bases	basis	NNS
A52264	424	123	X	x	NN
A52264	424	124	and	and	CC
A52264	424	125	B	b	NN
A52264	424	126	,	,	,
A52264	424	127	E	e	NN
A52264	424	128	and	and	CC
A52264	424	129	B	b	NN
A52264	424	130	,	,	,
A52264	424	131	by	by	IN
A52264	424	132	the	the	DT
A52264	424	133	24th	24th	NN
A52264	424	134	.	.	.
A52264	425	1	of	of	IN
A52264	425	2	the	the	DT
A52264	425	3	second	second	JJ
A52264	425	4	,	,	,
A52264	425	5	and	and	CC
A52264	425	6	because	because	IN
A52264	425	7	the	the	DT
A52264	425	8	angles	angle	NNS
A52264	425	9	at	at	IN
A52264	425	10	B	b	NN
A52264	425	11	is	be	VBZ
A52264	425	12	common	common	JJ
A52264	425	13	to	to	IN
A52264	425	14	both	both	DT
A52264	425	15	,	,	,
A52264	425	16	therefore	therefore	RB
A52264	425	17	the	the	DT
A52264	425	18	two	two	CD
A52264	425	19	triangles	triangle	NNS
A52264	425	20	,	,	,
A52264	425	21	EXB	EXB	NNP
A52264	425	22	and	and	CC
A52264	425	23	EDB	EDB	NNP
A52264	425	24	are	be	VBP
A52264	425	25	equiangled	equiangle	VBN
A52264	425	26	,	,	,
A52264	425	27	and	and	CC
A52264	425	28	their	-PRON-	PRP$
A52264	425	29	sides	side	NNS
A52264	425	30	proportional	proportional	JJ
A52264	425	31	,	,	,
A52264	425	32	by	by	IN
A52264	425	33	the	the	DT
A52264	425	34	18	18	CD
A52264	425	35	th	th	NN
A52264	425	36	.	.	.
A52264	426	1	and	and	CC
A52264	426	2	16	16	CD
A52264	426	3	th	th	NN
A52264	426	4	.	.	.
A52264	427	1	Theoremes	theoreme	NNS
A52264	427	2	of	of	IN
A52264	427	3	the	the	DT
A52264	427	4	second	second	JJ
A52264	427	5	Chapter	chapter	NN
A52264	427	6	,	,	,
A52264	427	7	that	that	RB
A52264	427	8	is	be	VBZ
A52264	427	9	as	as	IN
A52264	427	10	DB	DB	NNP
A52264	427	11	to	to	IN
A52264	427	12	EB	EB	NNP
A52264	427	13	;	;	:
A52264	427	14	so	so	RB
A52264	427	15	is	be	VBZ
A52264	427	16	EB	eb	NN
A52264	427	17	to	to	IN
A52264	427	18	BX	BX	NNP
A52264	427	19	,	,	,
A52264	427	20	and	and	CC
A52264	427	21	the	the	DT
A52264	427	22	rectangle	rectangle	NN
A52264	427	23	of	of	IN
A52264	427	24	DB	DB	NNP
A52264	427	25	in	in	IN
A52264	427	26	BX	BX	NNP
A52264	427	27	is	be	VBZ
A52264	427	28	equal	equal	JJ
A52264	427	29	to	to	IN
A52264	427	30	the	the	DT
A52264	427	31	square	square	NN
A52264	427	32	of	of	IN
A52264	427	33	EB	EB	NNP
A52264	427	34	,	,	,
A52264	427	35	whose	whose	WP$
A52264	427	36	square	square	JJ
A52264	427	37	root	root	NN
A52264	427	38	is	be	VBZ
A52264	427	39	the	the	DT
A52264	427	40	side	side	NN
A52264	427	41	EB	eb	NN
A52264	427	42	,	,	,
A52264	427	43	or	or	CC
A52264	427	44	subtense	subtense	NN
A52264	427	45	of	of	IN
A52264	427	46	72	72	CD
A52264	427	47	degrees	degree	NNS
A52264	427	48	,	,	,
A52264	427	49	Example	example	NN
A52264	427	50	.	.	.
A52264	428	1	Let	let	VB
A52264	428	2	AC	AC	NNP
A52264	428	3	,	,	,
A52264	428	4	the	the	DT
A52264	428	5	side	side	NN
A52264	428	6	of	of	IN
A52264	428	7	a	a	DT
A52264	428	8	decangle	decangle	NN
A52264	428	9	or	or	CC
A52264	428	10	the	the	DT
A52264	428	11	subtense	subtense	NN
A52264	428	12	of	of	IN
A52264	428	13	36	36	CD
A52264	428	14	degrees	degree	NNS
A52264	428	15	,	,	,
A52264	428	16	be	be	VB
A52264	428	17	as	as	IN
A52264	428	18	before	before	RB
A52264	428	19	:	:	:
A52264	428	20	618033988749895	618033988749895	CD
A52264	428	21	,	,	,
A52264	428	22	which	which	WDT
A52264	428	23	being	be	VBG
A52264	428	24	substracted	substracte	VBN
A52264	428	25	from	from	IN
A52264	428	26	the	the	DT
A52264	428	27	diameter	diameter	NN
A52264	428	28	BC	BC	NNP
A52264	428	29	200000.00000	200000.00000	CD
A52264	428	30	,	,	,
A52264	428	31	00000	00000	CD
A52264	428	32	.	.	.
A52264	428	33	the	the	DT
A52264	428	34	remainer	remainer	NN
A52264	428	35	is	be	VBZ
A52264	428	36	XB	XB	NNP
A52264	428	37	,	,	,
A52264	428	38	1381966011151105	1381966011151105	CD
A52264	428	39	,	,	,
A52264	428	40	which	which	WDT
A52264	428	41	being	be	VBG
A52264	428	42	multiplied	multiply	VBN
A52264	428	43	by	by	IN
A52264	428	44	the	the	DT
A52264	428	45	Radius	Radius	NNP
A52264	428	46	DB	DB	NNP
A52264	428	47	,	,	,
A52264	428	48	the	the	DT
A52264	428	49	product	product	NN
A52264	428	50	1381966011251105	1381966011251105	CD
A52264	428	51	00000.00000.0000	00000.00000.0000	NNS
A52264	428	52	,	,	,
A52264	428	53	shall	shall	MD
A52264	428	54	be	be	VB
A52264	428	55	the	the	DT
A52264	428	56	square	square	NN
A52264	428	57	of	of	IN
A52264	428	58	EB	EB	NNP
A52264	428	59	whose	whose	WP$
A52264	428	60	square	square	NN
A52264	428	61	root	root	NN
A52264	428	62	1175570504584946	1175570504584946	CD
A52264	428	63	is	be	VBZ
A52264	428	64	the	the	DT
A52264	428	65	right	right	JJ
A52264	428	66	line	line	NN
A52264	428	67	EB	EB	NNP
A52264	428	68	,	,	,
A52264	428	69	the	the	DT
A52264	428	70	side	side	NN
A52264	428	71	of	of	IN
A52264	428	72	a	a	DT
A52264	428	73	Pentagon	Pentagon	NNP
A52264	428	74	or	or	CC
A52264	428	75	subtense	subtense	NN
A52264	428	76	of	of	IN
A52264	428	77	72	72	CD
A52264	428	78	degrees	degree	NNS
A52264	428	79	.	.	.
A52264	429	1	CONSECTARY	CONSECTARY	NNP
A52264	429	2	.	.	.
A52264	430	1	Hence	hence	RB
A52264	430	2	it	-PRON-	PRP
A52264	430	3	followes	follow	VBZ
A52264	430	4	,	,	,
A52264	430	5	that	that	IN
A52264	430	6	the	the	DT
A52264	430	7	subtense	subtense	NN
A52264	430	8	of	of	IN
A52264	430	9	an	an	DT
A52264	430	10	arch	arch	JJ
A52264	430	11	lesse	lesse	NN
A52264	430	12	then	then	RB
A52264	430	13	a	a	DT
A52264	430	14	semicircle	semicircle	NN
A52264	430	15	being	be	VBG
A52264	430	16	given	give	VBN
A52264	430	17	,	,	,
A52264	430	18	the	the	DT
A52264	430	19	subtense	subtense	NN
A52264	430	20	of	of	IN
A52264	430	21	half	half	PDT
A52264	430	22	the	the	DT
A52264	430	23	complement	complement	NN
A52264	430	24	to	to	IN
A52264	430	25	a	a	DT
A52264	430	26	semicircle	semicircle	NN
A52264	430	27	is	be	VBZ
A52264	430	28	given	give	VBN
A52264	430	29	also	also	RB
A52264	430	30	,	,	,
A52264	430	31	Thus	thus	RB
A52264	430	32	much	much	JJ
A52264	430	33	of	of	IN
A52264	430	34	the	the	DT
A52264	430	35	primarie	primarie	NNP
A52264	430	36	Sines	Sines	NNP
A52264	430	37	,	,	,
A52264	430	38	the	the	DT
A52264	430	39	secondary	secondary	JJ
A52264	430	40	Sines	Sines	NNPS
A52264	430	41	or	or	CC
A52264	430	42	all	all	PDT
A52264	430	43	the	the	DT
A52264	430	44	Sines	Sines	NNPS
A52264	430	45	remaining	remain	VBG
A52264	430	46	may	may	MD
A52264	430	47	be	be	VB
A52264	430	48	found	find	VBN
A52264	430	49	by	by	IN
A52264	430	50	these	these	DT
A52264	430	51	and	and	CC
A52264	430	52	the	the	DT
A52264	430	53	Propositions	Propositions	NNPS
A52264	430	54	following	follow	VBG
A52264	430	55	27	27	CD
A52264	430	56	.	.	.
A52264	431	1	The	the	DT
A52264	431	2	subtenses	subtense	NNS
A52264	431	3	of	of	IN
A52264	431	4	any	any	DT
A52264	431	5	two	two	CD
A52264	431	6	arches	arch	NNS
A52264	431	7	together	together	RB
A52264	431	8	lesse	lesse	NNP
A52264	431	9	then	then	RB
A52264	431	10	a	a	DT
A52264	431	11	semicircle	semicircle	NN
A52264	431	12	being	be	VBG
A52264	431	13	given	give	VBN
A52264	431	14	,	,	,
A52264	431	15	to	to	TO
A52264	431	16	finde	finde	VB
A52264	431	17	the	the	DT
A52264	431	18	subtense	subtense	NN
A52264	431	19	of	of	IN
A52264	431	20	both	both	PDT
A52264	431	21	those	those	DT
A52264	431	22	arches	arch	NNS
A52264	431	23	.	.	.
A52264	432	1	The	the	DT
A52264	432	2	Rule	Rule	NNP
A52264	432	3	.	.	.
A52264	433	1	Finde	Finde	NNP
A52264	433	2	the	the	DT
A52264	433	3	subtense	subtense	NN
A52264	433	4	of	of	IN
A52264	433	5	their	-PRON-	PRP$
A52264	433	6	complements	complement	NNS
A52264	433	7	to	to	IN
A52264	433	8	a	a	DT
A52264	433	9	semicircle	semicircle	NN
A52264	433	10	,	,	,
A52264	433	11	by	by	IN
A52264	433	12	the	the	DT
A52264	433	13	23	23	CD
A52264	433	14	hereof	hereof	NN
A52264	433	15	;	;	:
A52264	433	16	then	then	RB
A52264	433	17	multiply	multiply	VB
A52264	433	18	each	each	DT
A52264	433	19	subtense	subtense	NN
A52264	433	20	given	give	VBN
A52264	433	21	by	by	IN
A52264	433	22	the	the	DT
A52264	433	23	subtense	subtense	NN
A52264	433	24	of	of	IN
A52264	433	25	the	the	DT
A52264	433	26	complement	complement	NN
A52264	433	27	of	of	IN
A52264	433	28	the	the	DT
A52264	433	29	other	other	JJ
A52264	433	30	subtense	subtense	NN
A52264	433	31	given	give	VBN
A52264	433	32	,	,	,
A52264	433	33	the	the	DT
A52264	433	34	sum	sum	NN
A52264	433	35	of	of	IN
A52264	433	36	both	both	PDT
A52264	433	37	the	the	DT
A52264	433	38	products	product	NNS
A52264	433	39	being	be	VBG
A52264	433	40	divided	divide	VBN
A52264	433	41	by	by	IN
A52264	433	42	the	the	DT
A52264	433	43	diameter	diameter	NN
A52264	433	44	,	,	,
A52264	433	45	shall	shall	MD
A52264	433	46	be	be	VB
A52264	433	47	the	the	DT
A52264	433	48	subtense	subtense	NN
A52264	433	49	of	of	IN
A52264	433	50	both	both	PDT
A52264	433	51	the	the	DT
A52264	433	52	arches	arch	NNS
A52264	433	53	given	give	VBN
A52264	433	54	.	.	.
A52264	434	1	The	the	DT
A52264	434	2	reason	reason	NN
A52264	434	3	of	of	IN
A52264	434	4	the	the	DT
A52264	434	5	Rule	Rule	NNP
A52264	434	6	.	.	.
A52264	435	1	Example	example	NN
A52264	435	2	.	.	.
A52264	436	1	Let	let	VB
A52264	436	2	AI	AI	NNP
A52264	436	3	,	,	,
A52264	436	4	the	the	DT
A52264	436	5	side	side	NN
A52264	436	6	of	of	IN
A52264	436	7	a	a	DT
A52264	436	8	square	square	JJ
A52264	436	9	or	or	CC
A52264	436	10	subtense	subtense	NN
A52264	436	11	of	of	IN
A52264	436	12	90	90	CD
A52264	436	13	degrees	degree	NNS
A52264	436	14	be	be	VB
A52264	436	15	141421.35623.73059	141421.35623.73059	CD
A52264	436	16	.	.	.
A52264	437	1	And	and	CC
A52264	437	2	EO	EO	NNP
A52264	437	3	,	,	,
A52264	437	4	the	the	DT
A52264	437	5	side	side	NN
A52264	437	6	of	of	IN
A52264	437	7	a	a	DT
A52264	437	8	triangle	triangle	NN
A52264	437	9	,	,	,
A52264	437	10	or	or	CC
A52264	437	11	subtense	subtense	NN
A52264	437	12	of	of	IN
A52264	437	13	120	120	CD
A52264	437	14	degrees	degree	NNS
A52264	437	15	,	,	,
A52264	437	16	173205.08075.68877	173205.08075.68877	CD
A52264	437	17	,	,	,
A52264	437	18	the	the	DT
A52264	437	19	product	product	NN
A52264	437	20	of	of	IN
A52264	437	21	these	these	DT
A52264	437	22	two	two	CD
A52264	437	23	will	will	MD
A52264	437	24	be	be	VB
A52264	437	25	2449489742783	2449489742783	CD
A52264	437	26	▪	▪	XX
A52264	437	27	77659465844164315	77659465844164315	CD
A52264	437	28	.	.	.
A52264	438	1	Let	let	VB
A52264	438	2	AE	AE	NNP
A52264	438	3	,	,	,
A52264	438	4	the	the	DT
A52264	438	5	side	side	NN
A52264	438	6	of	of	IN
A52264	438	7	a	a	DT
A52264	438	8	sixangled	sixangled	JJ
A52264	438	9	figure	figure	NN
A52264	438	10	,	,	,
A52264	438	11	or	or	CC
A52264	438	12	the	the	DT
A52264	438	13	subtense	subtense	NN
A52264	438	14	of	of	IN
A52264	438	15	60	60	CD
A52264	438	16	degrees	degree	NNS
A52264	438	17	be	be	VB
A52264	438	18	100000	100000	CD
A52264	438	19	00000.00000	00000.00000	CD
A52264	438	20	.	.	.
A52264	439	1	And	and	CC
A52264	439	2	IO	IO	NNP
A52264	439	3	,	,	,
A52264	439	4	the	the	DT
A52264	439	5	side	side	NN
A52264	439	6	of	of	IN
A52264	439	7	a	a	DT
A52264	439	8	square	square	NN
A52264	439	9	,	,	,
A52264	439	10	or	or	CC
A52264	439	11	subtense	subtense	NN
A52264	439	12	of	of	IN
A52264	439	13	90	90	CD
A52264	439	14	degrees	degree	NNS
A52264	439	15	141421.35623.73059	141421.35623.73059	CD
A52264	439	16	the	the	DT
A52264	439	17	product	product	NN
A52264	439	18	of	of	IN
A52264	439	19	these	these	DT
A52264	439	20	two	two	CD
A52264	439	21	will	will	MD
A52264	439	22	be	be	VB
A52264	439	23	141421.35623.73059	141421.35623.73059	CD
A52264	439	24	.	.	.
A52264	440	1	00000.00000.00000	00000.00000.00000	NNS
A52264	440	2	.	.	.
A52264	441	1	the	the	DT
A52264	441	2	summe	summe	NN
A52264	441	3	of	of	IN
A52264	441	4	these	these	DT
A52264	441	5	two	two	CD
A52264	441	6	products	product	NNS
A52264	441	7	3863703305156272659465844164315	3863703305156272659465844164315	CD
A52264	441	8	.	.	.
A52264	442	1	And	and	CC
A52264	442	2	this	this	DT
A52264	442	3	summe	summe	NN
A52264	442	4	divided	divide	VBN
A52264	442	5	by	by	IN
A52264	442	6	the	the	DT
A52264	442	7	diameter	diameter	NN
A52264	442	8	AO	AO	NNP
A52264	442	9	,	,	,
A52264	442	10	200000.00000.00000	200000.00000.00000	CD
A52264	442	11	.	.	.
A52264	443	1	leaveth	leaveth	NNP
A52264	443	2	in	in	IN
A52264	443	3	the	the	DT
A52264	443	4	quotient	quotient	NN
A52264	443	5	for	for	IN
A52264	443	6	the	the	DT
A52264	443	7	side	side	NN
A52264	443	8	EI	EI	NNP
A52264	443	9	,	,	,
A52264	443	10	or	or	CC
A52264	443	11	subtense	subtense	NN
A52264	443	12	of	of	IN
A52264	443	13	150	150	CD
A52264	443	14	degrees	degree	NNS
A52264	443	15	,	,	,
A52264	443	16	1931851652578136	1931851652578136	CD
A52264	443	17	.	.	.
A52264	443	18	the	the	DT
A52264	443	19	half	half	NN
A52264	443	20	whereof	whereof	NNP
A52264	443	21	965925826289068	965925826289068	CD
A52264	443	22	,	,	,
A52264	443	23	is	be	VBZ
A52264	443	24	the	the	DT
A52264	443	25	Sine	Sine	NNP
A52264	443	26	of	of	IN
A52264	443	27	75	75	CD
A52264	443	28	degrees	degree	NNS
A52264	443	29	.	.	.
A52264	444	1	28	28	CD
A52264	444	2	The	the	DT
A52264	444	3	subtenses	subtense	NNS
A52264	444	4	of	of	IN
A52264	444	5	any	any	DT
A52264	444	6	two	two	CD
A52264	444	7	arches	arch	NNS
A52264	444	8	lesse	lesse	NNP
A52264	444	9	then	then	RB
A52264	444	10	a	a	DT
A52264	444	11	Semicircle	Semicircle	NNP
A52264	444	12	being	be	VBG
A52264	444	13	given	give	VBN
A52264	444	14	,	,	,
A52264	444	15	to	to	TO
A52264	444	16	finde	finde	VB
A52264	444	17	the	the	DT
A52264	444	18	subtense	subtense	NN
A52264	444	19	of	of	IN
A52264	444	20	the	the	DT
A52264	444	21	difference	difference	NN
A52264	444	22	of	of	IN
A52264	444	23	those	those	DT
A52264	444	24	arches	arch	NNS
A52264	444	25	,	,	,
A52264	444	26	The	the	DT
A52264	444	27	Rule	Rule	NNP
A52264	444	28	.	.	.
A52264	445	1	Finde	finde	IN
A52264	445	2	the	the	DT
A52264	445	3	subtenses	subtense	NNS
A52264	445	4	of	of	IN
A52264	445	5	their	-PRON-	PRP$
A52264	445	6	complements	complement	NNS
A52264	445	7	to	to	IN
A52264	445	8	a	a	DT
A52264	445	9	semicircle	semicircle	NN
A52264	445	10	,	,	,
A52264	445	11	by	by	IN
A52264	445	12	the	the	DT
A52264	445	13	23	23	CD
A52264	445	14	hereof	hereof	NN
A52264	445	15	,	,	,
A52264	445	16	as	as	IN
A52264	445	17	before	before	RB
A52264	445	18	,	,	,
A52264	445	19	then	then	RB
A52264	445	20	multiply	multiply	VB
A52264	445	21	each	each	DT
A52264	445	22	subtense	subtense	NN
A52264	445	23	given	give	VBN
A52264	445	24	,	,	,
A52264	445	25	by	by	IN
A52264	445	26	the	the	DT
A52264	445	27	subtense	subtense	NN
A52264	445	28	of	of	IN
A52264	445	29	the	the	DT
A52264	445	30	complement	complement	NN
A52264	445	31	of	of	IN
A52264	445	32	the	the	DT
A52264	445	33	other	other	JJ
A52264	445	34	subtense	subtense	NN
A52264	445	35	given	give	VBN
A52264	445	36	;	;	:
A52264	445	37	the	the	DT
A52264	445	38	lesser	less	JJR
A52264	445	39	product	product	NN
A52264	445	40	being	be	VBG
A52264	445	41	substracted	substracte	VBN
A52264	445	42	from	from	IN
A52264	445	43	the	the	DT
A52264	445	44	greater	great	JJR
A52264	445	45	,	,	,
A52264	445	46	and	and	CC
A52264	445	47	their	-PRON-	PRP$
A52264	445	48	difference	difference	NN
A52264	445	49	divided	divide	VBN
A52264	445	50	by	by	IN
A52264	445	51	the	the	DT
A52264	445	52	diameter	diameter	NN
A52264	445	53	,	,	,
A52264	445	54	shall	shall	MD
A52264	445	55	be	be	VB
A52264	445	56	the	the	DT
A52264	445	57	subtense	subtense	NN
A52264	445	58	of	of	IN
A52264	445	59	the	the	DT
A52264	445	60	difference	difference	NN
A52264	445	61	of	of	IN
A52264	445	62	the	the	DT
A52264	445	63	arches	arch	NNS
A52264	445	64	given	give	VBN
A52264	445	65	.	.	.
A52264	446	1	The	the	DT
A52264	446	2	Reason	reason	NN
A52264	446	3	of	of	IN
A52264	446	4	the	the	DT
A52264	446	5	Rule	Rule	NNP
A52264	446	6	.	.	.
A52264	447	1	Let	let	VB
A52264	447	2	the	the	DT
A52264	447	3	subtenses	subtense	NNS
A52264	447	4	of	of	IN
A52264	447	5	the	the	DT
A52264	447	6	given	give	VBN
A52264	447	7	arches	arch	NNS
A52264	447	8	be	be	VBP
A52264	447	9	AE	AE	NNP
A52264	447	10	and	and	CC
A52264	447	11	EI	EI	NNP
A52264	447	12	,	,	,
A52264	447	13	and	and	CC
A52264	447	14	let	let	VB
A52264	447	15	the	the	DT
A52264	447	16	subtense	subtense	NN
A52264	447	17	sought	seek	VBN
A52264	447	18	be	be	VB
A52264	447	19	the	the	DT
A52264	447	20	right	right	JJ
A52264	447	21	line	line	NN
A52264	447	22	EI	EI	NNP
A52264	447	23	;	;	:
A52264	447	24	then	then	RB
A52264	447	25	because	because	IN
A52264	447	26	the	the	DT
A52264	447	27	right	right	NN
A52264	447	28	angled	angle	VBN
A52264	447	29	figure	figure	NN
A52264	447	30	made	make	VBN
A52264	447	31	of	of	IN
A52264	447	32	the	the	DT
A52264	447	33	diagonals	diagonal	NNS
A52264	447	34	.	.	.
A52264	448	1	AI	AI	NNP
A52264	448	2	and	and	CC
A52264	448	3	EO	EO	NNP
A52264	448	4	is	be	VBZ
A52264	448	5	equal	equal	JJ
A52264	448	6	to	to	IN
A52264	448	7	the	the	DT
A52264	448	8	right	right	NN
A52264	448	9	angled	angle	VBN
A52264	448	10	figures	figure	NNS
A52264	448	11	made	make	VBN
A52264	448	12	of	of	IN
A52264	448	13	their	-PRON-	PRP$
A52264	448	14	opposite	opposite	JJ
A52264	448	15	sides	side	NNS
A52264	448	16	,	,	,
A52264	448	17	by	by	IN
A52264	448	18	the	the	DT
A52264	448	19	20	20	CD
A52264	448	20	of	of	IN
A52264	448	21	the	the	DT
A52264	448	22	second	second	JJ
A52264	448	23	;	;	:
A52264	448	24	therefore	therefore	RB
A52264	448	25	if	if	IN
A52264	448	26	I	-PRON-	PRP
A52264	448	27	subtract	subtract	VBP
A52264	448	28	the	the	DT
A52264	448	29	right	right	NN
A52264	448	30	angled	angle	VBN
A52264	448	31	figure	figure	NN
A52264	448	32	made	make	VBN
A52264	448	33	of	of	IN
A52264	448	34	AE	AE	NNP
A52264	448	35	and	and	CC
A52264	448	36	IO	IO	NNP
A52264	448	37	,	,	,
A52264	448	38	from	from	IN
A52264	448	39	the	the	DT
A52264	448	40	right	right	JJ
A52264	448	41	angled	angle	VBN
A52264	448	42	figure	figure	NN
A52264	448	43	made	make	VBN
A52264	448	44	of	of	IN
A52264	448	45	AI	AI	NNP
A52264	448	46	and	and	CC
A52264	448	47	EO	EO	NNP
A52264	448	48	the	the	DT
A52264	448	49	remainer	remainer	NN
A52264	448	50	will	will	MD
A52264	448	51	be	be	VB
A52264	448	52	the	the	DT
A52264	448	53	right	right	RB
A52264	448	54	angled	angle	VBN
A52264	448	55	figure	figure	NN
A52264	448	56	of	of	IN
A52264	448	57	AO	AO	NNP
A52264	448	58	and	and	CC
A52264	448	59	EI	EI	NNP
A52264	448	60	,	,	,
A52264	448	61	which	which	WDT
A52264	448	62	being	be	VBG
A52264	448	63	divided	divide	VBN
A52264	448	64	by	by	IN
A52264	448	65	the	the	DT
A52264	448	66	diameter	diameter	NN
A52264	448	67	AO	AO	NNP
A52264	448	68	,	,	,
A52264	448	69	leaveth	leaveth	NNP
A52264	448	70	in	in	IN
A52264	448	71	the	the	DT
A52264	448	72	quotient	quotient	NN
A52264	448	73	EI	EI	NNP
A52264	448	74	.	.	.
A52264	449	1	Example	example	NN
A52264	449	2	,	,	,
A52264	449	3	29	29	CD
A52264	449	4	.	.	.
A52264	450	1	The	the	DT
A52264	450	2	sine	sine	NN
A52264	450	3	of	of	IN
A52264	450	4	an	an	DT
A52264	450	5	arch	arch	JJ
A52264	450	6	lesse	lesse	NN
A52264	450	7	then	then	RB
A52264	450	8	a	a	DT
A52264	450	9	Quadrant	Quadrant	NNP
A52264	450	10	being	be	VBG
A52264	450	11	given	give	VBN
A52264	450	12	,	,	,
A52264	450	13	together	together	RB
A52264	450	14	with	with	IN
A52264	450	15	the	the	DT
A52264	450	16	sine	sine	NN
A52264	450	17	of	of	IN
A52264	450	18	half	half	PDT
A52264	450	19	his	-PRON-	PRP$
A52264	450	20	complement	complement	NN
A52264	450	21	,	,	,
A52264	450	22	to	to	TO
A52264	450	23	finde	finde	VB
A52264	450	24	the	the	DT
A52264	450	25	sine	sine	NN
A52264	450	26	of	of	IN
A52264	450	27	an	an	DT
A52264	450	28	arch	arch	JJ
A52264	450	29	equal	equal	JJ
A52264	450	30	to	to	IN
A52264	450	31	the	the	DT
A52264	450	32	commplement	commplement	NN
A52264	450	33	of	of	IN
A52264	450	34	the	the	DT
A52264	450	35	arch	arch	JJ
A52264	450	36	given	give	VBN
A52264	450	37	,	,	,
A52264	450	38	and	and	CC
A52264	450	39	the	the	DT
A52264	450	40	half	half	JJ
A52264	450	41	complement	complement	NN
A52264	450	42	added	add	VBN
A52264	450	43	together	together	RB
A52264	450	44	.	.	.
A52264	451	1	The	the	DT
A52264	451	2	Rule	Rule	NNP
A52264	451	3	.	.	.
A52264	452	1	Multiply	multiply	VB
A52264	452	2	the	the	DT
A52264	452	3	double	double	JJ
A52264	452	4	of	of	IN
A52264	452	5	the	the	DT
A52264	452	6	sine	sine	NN
A52264	452	7	given	give	VBN
A52264	452	8	,	,	,
A52264	452	9	by	by	IN
A52264	452	10	the	the	DT
A52264	452	11	sine	sine	NN
A52264	452	12	of	of	IN
A52264	452	13	half	half	PDT
A52264	452	14	his	-PRON-	PRP$
A52264	452	15	complement	complement	NN
A52264	452	16	,	,	,
A52264	452	17	the	the	DT
A52264	452	18	product	product	NN
A52264	452	19	divided	divide	VBN
A52264	452	20	by	by	IN
A52264	452	21	the	the	DT
A52264	452	22	Radius	Radius	NNP
A52264	452	23	,	,	,
A52264	452	24	will	will	MD
A52264	452	25	leave	leave	VB
A52264	452	26	in	in	IN
A52264	452	27	the	the	DT
A52264	452	28	quotient	quotient	NN
A52264	452	29	,	,	,
A52264	452	30	a	a	DT
A52264	452	31	number	number	NN
A52264	452	32	,	,	,
A52264	452	33	which	which	WDT
A52264	452	34	being	be	VBG
A52264	452	35	added	add	VBN
A52264	452	36	to	to	IN
A52264	452	37	the	the	DT
A52264	452	38	sine	sine	NN
A52264	452	39	of	of	IN
A52264	452	40	the	the	DT
A52264	452	41	half	half	JJ
A52264	452	42	complement	complement	NN
A52264	452	43	shall	shall	MD
A52264	452	44	be	be	VB
A52264	452	45	the	the	DT
A52264	452	46	sine	sine	NN
A52264	452	47	of	of	IN
A52264	452	48	the	the	DT
A52264	452	49	arch	arch	NN
A52264	452	50	sought	seek	VBD
A52264	452	51	.	.	.
A52264	453	1	The	the	DT
A52264	453	2	reason	reason	NN
A52264	453	3	of	of	IN
A52264	453	4	the	the	DT
A52264	453	5	Rule	Rule	NNP
A52264	453	6	.	.	.
A52264	454	1	That	that	RB
A52264	454	2	is	is	RB
A52264	454	3	,	,	,
A52264	454	4	as	as	IN
A52264	454	5	AI	AI	NNP
A52264	454	6	,	,	,
A52264	454	7	is	be	VBZ
A52264	454	8	to	to	TO
A52264	454	9	AM	am	VB
A52264	454	10	:	:	:
A52264	454	11	so	so	RB
A52264	454	12	is	be	VBZ
A52264	454	13	CP	CP	NNP
A52264	454	14	,	,	,
A52264	454	15	to	to	IN
A52264	454	16	PM	pm	NN
A52264	454	17	;	;	:
A52264	454	18	and	and	CC
A52264	454	19	so	so	RB
A52264	454	20	is	be	VBZ
A52264	454	21	PS	PS	NNP
A52264	454	22	,	,	,
A52264	454	23	to	to	IN
A52264	454	24	PN	PN	NNP
A52264	454	25	,	,	,
A52264	454	26	and	and	CC
A52264	454	27	then	then	RB
A52264	454	28	by	by	IN
A52264	454	29	composition	composition	NN
A52264	454	30	,	,	,
A52264	454	31	as	as	IN
A52264	454	32	AI	AI	NNP
A52264	454	33	,	,	,
A52264	454	34	AM	AM	NNP
A52264	454	35	:	:	:
A52264	454	36	so	so	RB
A52264	454	37	is	be	VBZ
A52264	454	38	CS	CS	NNP
A52264	454	39	,	,	,
A52264	454	40	to	to	IN
A52264	454	41	MN	MN	NNP
A52264	454	42	.	.	.
A52264	455	1	Now	now	RB
A52264	455	2	then	then	RB
A52264	455	3	let	let	VB
A52264	455	4	ES	ES	NNP
A52264	455	5	be	be	VB
A52264	455	6	the	the	DT
A52264	455	7	arch	arch	NN
A52264	455	8	given	give	VBN
A52264	455	9	,	,	,
A52264	455	10	and	and	CC
A52264	455	11	SI	SI	NNP
A52264	455	12	the	the	DT
A52264	455	13	complement	complement	NN
A52264	455	14	thereof	thereof	RB
A52264	455	15	to	to	IN
A52264	455	16	a	a	DT
A52264	455	17	Quadrant	Quadrant	NNP
A52264	455	18	,	,	,
A52264	455	19	then	then	RB
A52264	455	20	is	be	VBZ
A52264	455	21	CG	CG	NNP
A52264	455	22	or	or	CC
A52264	455	23	IB	IB	NNP
A52264	455	24	,	,	,
A52264	455	25	being	be	VBG
A52264	455	26	equal	equal	JJ
A52264	455	27	to	to	IN
A52264	455	28	EY	EY	NNP
A52264	455	29	,	,	,
A52264	455	30	the	the	DT
A52264	455	31	half	half	NN
A52264	455	32	of	of	IN
A52264	455	33	the	the	DT
A52264	455	34	said	say	VBN
A52264	455	35	complement	complement	JJ
A52264	455	36	SI	SI	NNP
A52264	455	37	,	,	,
A52264	455	38	and	and	CC
A52264	455	39	AM	AM	NNP
A52264	455	40	is	be	VBZ
A52264	455	41	the	the	DT
A52264	455	42	Sine	Sine	NNP
A52264	455	43	thereof	thereof	RB
A52264	455	44	,	,	,
A52264	455	45	and	and	CC
A52264	455	46	the	the	DT
A52264	455	47	Sine	Sine	NNP
A52264	455	48	of	of	IN
A52264	455	49	ES	ES	NNP
A52264	455	50	is	be	VBZ
A52264	455	51	the	the	DT
A52264	455	52	right	right	JJ
A52264	455	53	line	line	NN
A52264	455	54	HS	HS	NNP
A52264	455	55	,	,	,
A52264	455	56	and	and	CC
A52264	455	57	the	the	DT
A52264	455	58	double	double	JJ
A52264	455	59	CS	CS	NNP
A52264	455	60	,	,	,
A52264	455	61	MN	MN	NNP
A52264	455	62	is	be	VBZ
A52264	455	63	the	the	DT
A52264	455	64	difference	difference	NN
A52264	455	65	between	between	IN
A52264	455	66	AM	AM	NNP
A52264	455	67	,	,	,
A52264	455	68	the	the	DT
A52264	455	69	Sine	Sine	NNP
A52264	455	70	of	of	IN
A52264	455	71	CG	CG	NNP
A52264	455	72	or	or	CC
A52264	455	73	IB	IB	NNP
A52264	455	74	,	,	,
A52264	455	75	and	and	CC
A52264	455	76	AN	an	DT
A52264	455	77	the	the	DT
A52264	455	78	Sine	Sine	NNP
A52264	455	79	of	of	IN
A52264	455	80	SB	SB	NNP
A52264	455	81	,	,	,
A52264	455	82	and	and	CC
A52264	455	83	AI	AI	NNP
A52264	455	84	is	be	VBZ
A52264	455	85	the	the	DT
A52264	455	86	Radius	Radius	NNP
A52264	455	87	,	,	,
A52264	455	88	and	and	CC
A52264	455	89	it	-PRON-	PRP
A52264	455	90	is	be	VBZ
A52264	455	91	already	already	RB
A52264	455	92	proved	prove	VBN
A52264	455	93	,	,	,
A52264	455	94	that	that	IN
A52264	455	95	AI	AI	NNP
A52264	455	96	is	be	VBZ
A52264	455	97	in	in	IN
A52264	455	98	proportion	proportion	NN
A52264	455	99	to	to	IN
A52264	455	100	AM	AM	NNP
A52264	455	101	,	,	,
A52264	455	102	as	as	IN
A52264	455	103	CS	CS	NNP
A52264	455	104	,	,	,
A52264	455	105	is	be	VBZ
A52264	455	106	to	to	IN
A52264	455	107	MN	MN	NNP
A52264	455	108	,	,	,
A52264	455	109	therefore	therefore	RB
A52264	455	110	if	if	IN
A52264	455	111	you	-PRON-	PRP
A52264	455	112	multiply	multiply	VBP
A52264	455	113	AM	am	NN
A52264	455	114	by	by	IN
A52264	455	115	SC	SC	NNP
A52264	455	116	,	,	,
A52264	455	117	and	and	CC
A52264	455	118	divide	divide	VB
A52264	455	119	the	the	DT
A52264	455	120	product	product	NN
A52264	455	121	by	by	IN
A52264	455	122	AI	AI	NNP
A52264	455	123	,	,	,
A52264	455	124	the	the	DT
A52264	455	125	quotient	quotient	NN
A52264	455	126	will	will	MD
A52264	455	127	be	be	VB
A52264	455	128	NM	NM	NNP
A52264	455	129	,	,	,
A52264	455	130	which	which	WDT
A52264	455	131	being	be	VBG
A52264	455	132	added	add	VBN
A52264	455	133	to	to	IN
A52264	455	134	AM	AM	NNP
A52264	455	135	,	,	,
A52264	455	136	doth	doth	NN
A52264	455	137	make	make	VBP
A52264	455	138	AN	an	NN
A52264	455	139	,	,	,
A52264	455	140	the	the	DT
A52264	455	141	Sine	Sine	NNP
A52264	455	142	or	or	CC
A52264	455	143	the	the	DT
A52264	455	144	arch	arch	NN
A52264	455	145	sought	seek	VBD
A52264	455	146	.	.	.
A52264	456	1	Example	example	NN
A52264	456	2	.	.	.
A52264	457	1	Let	let	VB
A52264	457	2	ES	ES	NNP
A52264	457	3	,	,	,
A52264	457	4	the	the	DT
A52264	457	5	arch	arch	NN
A52264	457	6	given	give	VBN
A52264	457	7	,	,	,
A52264	457	8	be	be	VB
A52264	457	9	84	84	CD
A52264	457	10	degrees	degree	NNS
A52264	457	11	,	,	,
A52264	457	12	and	and	CC
A52264	457	13	the	the	DT
A52264	457	14	Sine	Sine	NNP
A52264	457	15	thereof	thereof	IN
A52264	457	16	9945219	9945219	CD
A52264	457	17	,	,	,
A52264	457	18	which	which	WDT
A52264	457	19	doubled	double	VBD
A52264	457	20	is	be	VBZ
A52264	457	21	19890438	19890438	CD
A52264	457	22	,	,	,
A52264	457	23	the	the	DT
A52264	457	24	Sine	Sine	NNP
A52264	457	25	of	of	IN
A52264	457	26	3	3	CD
A52264	457	27	degrees	degree	NNS
A52264	457	28	,	,	,
A52264	457	29	the	the	DT
A52264	457	30	halfe	halfe	NN
A52264	457	31	complement	complement	NN
A52264	457	32	is	be	VBZ
A52264	457	33	523360	523360	CD
A52264	457	34	,	,	,
A52264	457	35	by	by	IN
A52264	457	36	which	which	WDT
A52264	457	37	the	the	DT
A52264	457	38	double	double	JJ
A52264	457	39	Sine	Sine	NNP
A52264	457	40	of	of	IN
A52264	457	41	84	84	CD
A52264	457	42	degrees	degree	NNS
A52264	457	43	being	be	VBG
A52264	457	44	multiplied	multiply	VBN
A52264	457	45	,	,	,
A52264	457	46	the	the	DT
A52264	457	47	product	product	NN
A52264	457	48	will	will	MD
A52264	457	49	be	be	VB
A52264	457	50	104098	104098	CD
A52264	457	51	●	●	SYM
A52264	457	52	9	9	CD
A52264	457	53	.	.	.
A52264	458	1	631680	631680	CD
A52264	458	2	,	,	,
A52264	458	3	which	which	WDT
A52264	458	4	divided	divide	VBN
A52264	458	5	by	by	IN
A52264	458	6	the	the	DT
A52264	458	7	Radius	Radius	NNP
A52264	458	8	,	,	,
A52264	458	9	the	the	DT
A52264	458	10	quotient	quotient	NN
A52264	458	11	will	will	MD
A52264	458	12	be	be	VB
A52264	458	13	10409859	10409859	CD
A52264	458	14	,	,	,
A52264	458	15	from	from	IN
A52264	458	16	which	which	WDT
A52264	458	17	also	also	RB
A52264	458	18	cutting	cut	VBG
A52264	458	19	off	off	RP
A52264	458	20	the	the	DT
A52264	458	21	last	last	JJ
A52264	458	22	figure	figure	NN
A52264	458	23	,	,	,
A52264	458	24	because	because	IN
A52264	458	25	the	the	DT
A52264	458	26	Sine	Sine	NNP
A52264	458	27	of	of	IN
A52264	458	28	3	3	CD
A52264	458	29	degrees	degree	NNS
A52264	458	30	was	be	VBD
A52264	458	31	at	at	IN
A52264	458	32	first	first	RB
A52264	458	33	taken	take	VBN
A52264	458	34	too	too	RB
A52264	458	35	little	little	JJ
A52264	458	36	,	,	,
A52264	458	37	and	and	CC
A52264	458	38	adding	add	VBG
A52264	458	39	the	the	DT
A52264	458	40	remainer	remainer	NN
A52264	458	41	to	to	IN
A52264	458	42	the	the	DT
A52264	458	43	Sine	Sine	NNP
A52264	458	44	of	of	IN
A52264	458	45	3	3	CD
A52264	458	46	degrees	degree	NNS
A52264	458	47	,	,	,
A52264	458	48	the	the	DT
A52264	458	49	aggregate	aggregate	NN
A52264	458	50	1564345	1564345	CD
A52264	458	51	is	be	VBZ
A52264	458	52	the	the	DT
A52264	458	53	Sine	Sine	NNP
A52264	458	54	of	of	IN
A52264	458	55	6	6	CD
A52264	458	56	degrees	degree	NNS
A52264	458	57	,	,	,
A52264	458	58	the	the	DT
A52264	458	59	complement	complement	NN
A52264	458	60	of	of	IN
A52264	458	61	84	84	CD
A52264	458	62	,	,	,
A52264	458	63	and	and	CC
A52264	458	64	of	of	IN
A52264	458	65	3	3	CD
A52264	458	66	degrees	degree	NNS
A52264	458	67	,	,	,
A52264	458	68	the	the	DT
A52264	458	69	halfe	halfe	NN
A52264	458	70	complement	complement	NN
A52264	458	71	added	add	VBD
A52264	458	72	together	together	RB
A52264	458	73	,	,	,
A52264	458	74	that	that	RB
A52264	458	75	is	is	RB
A52264	458	76	,	,	,
A52264	458	77	it	-PRON-	PRP
A52264	458	78	is	be	VBZ
A52264	458	79	the	the	DT
A52264	458	80	sine	sine	NN
A52264	458	81	of	of	IN
A52264	458	82	9	9	CD
A52264	458	83	degrees	degree	NNS
A52264	458	84	.	.	.
A52264	459	1	30	30	CD
A52264	459	2	.	.	.
A52264	460	1	The	the	DT
A52264	460	2	subtense	subtense	NN
A52264	460	3	of	of	IN
A52264	460	4	an	an	DT
A52264	460	5	arch	arch	NN
A52264	460	6	being	be	VBG
A52264	460	7	given	give	VBN
A52264	460	8	,	,	,
A52264	460	9	to	to	TO
A52264	460	10	find	find	VB
A52264	460	11	the	the	DT
A52264	460	12	subtense	subtense	NN
A52264	460	13	of	of	IN
A52264	460	14	the	the	DT
A52264	460	15	triple	triple	JJ
A52264	460	16	arch	arch	NN
A52264	460	17	.	.	.
A52264	461	1	The	the	DT
A52264	461	2	Rule	Rule	NNP
A52264	461	3	.	.	.
A52264	462	1	Multiply	multiply	VB
A52264	462	2	the	the	DT
A52264	462	3	subtense	subtense	NN
A52264	462	4	given	give	VBN
A52264	462	5	by	by	IN
A52264	462	6	thrice	thrice	NN
A52264	462	7	Radius	Radius	NNP
A52264	462	8	square	square	NN
A52264	462	9	,	,	,
A52264	462	10	and	and	CC
A52264	462	11	from	from	IN
A52264	462	12	the	the	DT
A52264	462	13	product	product	NN
A52264	462	14	substract	substract	VB
A52264	462	15	the	the	DT
A52264	462	16	cube	cube	NN
A52264	462	17	of	of	IN
A52264	462	18	the	the	DT
A52264	462	19	subtense	subtense	NN
A52264	462	20	given	give	VBN
A52264	462	21	,	,	,
A52264	462	22	what	what	WDT
A52264	462	23	remaineth	remaineth	NNP
A52264	462	24	shall	shall	MD
A52264	462	25	be	be	VB
A52264	462	26	the	the	DT
A52264	462	27	subtense	subtense	NN
A52264	462	28	of	of	IN
A52264	462	29	the	the	DT
A52264	462	30	triple	triple	JJ
A52264	462	31	arch	arch	NN
A52264	462	32	.	.	.
A52264	463	1	The	the	DT
A52264	463	2	reason	reason	NN
A52264	463	3	of	of	IN
A52264	463	4	the	the	DT
A52264	463	5	Rule	Rule	NNP
A52264	463	6	.	.	.
A52264	464	1	Now	now	RB
A52264	464	2	then	then	RB
A52264	464	3	we	-PRON-	PRP
A52264	464	4	have	have	VBP
A52264	464	5	already	already	RB
A52264	464	6	proved	prove	VBN
A52264	464	7	,	,	,
A52264	464	8	that	that	IN
A52264	464	9	the	the	DT
A52264	464	10	square	square	NN
A52264	464	11	of	of	IN
A52264	464	12	AO	AO	NNP
A52264	464	13	divided	divide	VBN
A52264	464	14	by	by	IN
A52264	464	15	Radius	Radius	NNP
A52264	464	16	,	,	,
A52264	464	17	is	be	VBZ
A52264	464	18	equal	equal	JJ
A52264	464	19	to	to	IN
A52264	464	20	OX	OX	NNP
A52264	464	21	,	,	,
A52264	464	22	and	and	CC
A52264	464	23	also	also	RB
A52264	464	24	that	that	IN
A52264	464	25	OX	OX	NNP
A52264	464	26	is	be	VBZ
A52264	464	27	equal	equal	JJ
A52264	464	28	to	to	IN
A52264	464	29	SA	SA	NNP
A52264	464	30	,	,	,
A52264	464	31	and	and	CC
A52264	464	32	therefore	therefore	RB
A52264	464	33	SN	SN	NNP
A52264	464	34	is	be	VBZ
A52264	464	35	less	less	JJR
A52264	464	36	then	then	RB
A52264	464	37	twice	twice	RB
A52264	464	38	Radius	radius	NN
A52264	464	39	by	by	IN
A52264	464	40	the	the	DT
A52264	464	41	right	right	JJ
A52264	464	42	line	line	NN
A52264	464	43	AS	as	IN
A52264	464	44	;	;	:
A52264	464	45	or	or	CC
A52264	464	46	thus	thus	RB
A52264	464	47	,	,	,
A52264	464	48	NS	NS	NNP
A52264	464	49	is	be	VBZ
A52264	464	50	twice	twice	RB
A52264	464	51	Radius	radius	NN
A52264	464	52	less	less	RBR
A52264	464	53	by	by	IN
A52264	464	54	AO	AO	NNP
A52264	464	55	square	square	NN
A52264	464	56	divided	divide	VBN
A52264	464	57	by	by	IN
A52264	464	58	Radius	radius	NN
A52264	464	59	:	:	:
A52264	464	60	and	and	CC
A52264	464	61	NS	NS	NNP
A52264	464	62	multiplied	multiply	VBN
A52264	464	63	by	by	IN
A52264	464	64	SA	SA	NNP
A52264	464	65	is	be	VBZ
A52264	464	66	the	the	DT
A52264	464	67	same	same	JJ
A52264	464	68	with	with	IN
A52264	464	69	twice	twice	JJ
A52264	464	70	Radius	Radius	NNP
A52264	464	71	lesse	lesse	NN
A52264	464	72	by	by	IN
A52264	464	73	AO	AO	NNP
A52264	464	74	square	square	NN
A52264	464	75	divided	divide	VBN
A52264	464	76	by	by	IN
A52264	464	77	Radius	Radius	NNP
A52264	464	78	,	,	,
A52264	464	79	multiplied	multiply	VBN
A52264	464	80	into	into	IN
A52264	464	81	AO	AO	NNP
A52264	464	82	square	square	NN
A52264	464	83	divided	divide	VBN
A52264	464	84	by	by	IN
A52264	464	85	Radius	Radius	NNP
A52264	464	86	,	,	,
A52264	464	87	and	and	CC
A52264	464	88	NS	NS	NNP
A52264	464	89	multiplied	multiply	VBN
A52264	464	90	by	by	IN
A52264	464	91	SA	SA	NNP
A52264	464	92	is	be	VBZ
A52264	464	93	equal	equal	JJ
A52264	464	94	to	to	IN
A52264	464	95	SC	SC	NNP
A52264	464	96	multiplied	multiply	VBN
A52264	464	97	by	by	IN
A52264	464	98	OS	OS	NNP
A52264	464	99	;	;	:
A52264	464	100	and	and	CC
A52264	464	101	therefore	therefore	RB
A52264	464	102	twice	twice	RB
A52264	464	103	Radius	radius	NN
A52264	464	104	less	less	RBR
A52264	464	105	AO	AO	NNP
A52264	464	106	square	square	NN
A52264	464	107	divided	divide	VBN
A52264	464	108	by	by	IN
A52264	464	109	Rad	Rad	NNP
A52264	464	110	.	.	.
A52264	465	1	multiplied	multiply	VBN
A52264	465	2	by	by	IN
A52264	465	3	AO	AO	NNP
A52264	465	4	square	square	NN
A52264	465	5	divided	divide	VBN
A52264	465	6	by	by	IN
A52264	465	7	Radius	Radius	NNP
A52264	465	8	,	,	,
A52264	465	9	is	be	VBZ
A52264	465	10	equal	equal	JJ
A52264	465	11	to	to	IN
A52264	465	12	SC	SC	NNP
A52264	465	13	,	,	,
A52264	465	14	multiplied	multiply	VBN
A52264	465	15	by	by	IN
A52264	465	16	SO	SO	NNP
A52264	465	17	:	:	:
A52264	465	18	or	or	CC
A52264	465	19	thus	thus	RB
A52264	465	20	,	,	,
A52264	465	21	2	2	CD
A52264	465	22	Radius	Radius	NNP
A52264	465	23	less	less	JJR
A52264	465	24	AO	AO	NNP
A52264	465	25	square	square	NN
A52264	465	26	divided	divide	VBN
A52264	465	27	by	by	IN
A52264	465	28	Radius	Radius	NNP
A52264	465	29	,	,	,
A52264	465	30	multiplied	multiply	VBN
A52264	465	31	into	into	IN
A52264	465	32	AO	AO	NNP
A52264	465	33	square	square	NN
A52264	465	34	divided	divide	VBN
A52264	465	35	by	by	IN
A52264	465	36	Radius	Radius	NNP
A52264	465	37	,	,	,
A52264	465	38	and	and	CC
A52264	465	39	divided	divide	VBN
A52264	465	40	by	by	IN
A52264	465	41	AO	AO	NNP
A52264	465	42	or	or	CC
A52264	465	43	SO	SO	NNP
A52264	465	44	is	be	VBZ
A52264	465	45	equal	equal	JJ
A52264	465	46	to	to	IN
A52264	465	47	SC	SC	NNP
A52264	465	48	.	.	.
A52264	466	1	All	all	PDT
A52264	466	2	the	the	DT
A52264	466	3	parts	part	NNS
A52264	466	4	of	of	IN
A52264	466	5	the	the	DT
A52264	466	6	first	first	JJ
A52264	466	7	side	side	NN
A52264	466	8	of	of	IN
A52264	466	9	this	this	DT
A52264	466	10	Equation	Equation	NNP
A52264	466	11	are	be	VBP
A52264	466	12	fractions	fraction	NNS
A52264	466	13	,	,	,
A52264	466	14	except	except	IN
A52264	466	15	AO	AO	NNP
A52264	466	16	and	and	CC
A52264	466	17	the	the	DT
A52264	466	18	two	two	CD
A52264	466	19	Radii	Radii	NNP
A52264	466	20	,	,	,
A52264	466	21	as	as	IN
A52264	466	22	will	will	MD
A52264	466	23	plainly	plainly	RB
A52264	466	24	appear	appear	VB
A52264	466	25	,	,	,
A52264	466	26	by	by	IN
A52264	466	27	setting	set	VBG
A52264	466	28	it	-PRON-	PRP
A52264	466	29	down	down	RP
A52264	466	30	according	accord	VBG
A52264	466	31	to	to	IN
A52264	466	32	the	the	DT
A52264	466	33	form	form	NN
A52264	466	34	of	of	IN
A52264	466	35	Symbolical	symbolical	JJ
A52264	466	36	or	or	CC
A52264	466	37	specious	specious	JJ
A52264	466	38	Arithmetick	Arithmetick	NNP
A52264	466	39	;	;	:
A52264	466	40	thus	thus	RB
A52264	466	41	.	.	.
A52264	467	1	.	.	.
A52264	468	1	Which	which	WDT
A52264	468	2	being	be	VBG
A52264	468	3	reduced	reduce	VBN
A52264	468	4	into	into	IN
A52264	468	5	an	an	DT
A52264	468	6	improper	improper	JJ
A52264	468	7	fraction	fraction	NN
A52264	468	8	,	,	,
A52264	468	9	by	by	IN
A52264	468	10	multiplying	multiply	VBG
A52264	468	11	2	2	CD
A52264	468	12	Radius	Radius	NNP
A52264	468	13	by	by	IN
A52264	468	14	Radius	Radius	NNP
A52264	468	15	,	,	,
A52264	468	16	the	the	DT
A52264	468	17	Equation	Equation	NNP
A52264	468	18	will	will	MD
A52264	468	19	run	run	VB
A52264	468	20	thus	thus	RB
A52264	468	21	:	:	:
A52264	468	22	And	and	CC
A52264	468	23	then	then	RB
A52264	468	24	these	these	DT
A52264	468	25	two	two	CD
A52264	468	26	fractions	fraction	NNS
A52264	468	27	having	have	VBG
A52264	468	28	one	one	CD
A52264	468	29	common	common	JJ
A52264	468	30	denominator	denominator	NN
A52264	468	31	,	,	,
A52264	468	32	they	-PRON-	PRP
A52264	468	33	may	may	MD
A52264	468	34	be	be	VB
A52264	468	35	reduced	reduce	VBN
A52264	468	36	into	into	IN
A52264	468	37	one	one	CD
A52264	468	38	after	after	IN
A52264	468	39	the	the	DT
A52264	468	40	manner	manner	NN
A52264	468	41	of	of	IN
A52264	468	42	vulgar	vulgar	JJ
A52264	468	43	fractions	fraction	NNS
A52264	468	44	,	,	,
A52264	468	45	that	that	RB
A52264	468	46	is	is	RB
A52264	468	47	,	,	,
A52264	468	48	by	by	IN
A52264	468	49	multiplying	multiply	VBG
A52264	468	50	the	the	DT
A52264	468	51	numerators	numerator	NNS
A52264	468	52	,	,	,
A52264	468	53	the	the	DT
A52264	468	54	product	product	NN
A52264	468	55	will	will	MD
A52264	468	56	be	be	VB
A52264	468	57	a	a	DT
A52264	468	58	new	new	JJ
A52264	468	59	numerator	numerator	NN
A52264	468	60	,	,	,
A52264	468	61	and	and	CC
A52264	468	62	by	by	IN
A52264	468	63	multiplying	multiply	VBG
A52264	468	64	the	the	DT
A52264	468	65	denominators	denominator	NNS
A52264	468	66	the	the	DT
A52264	468	67	product	product	NN
A52264	468	68	will	will	MD
A52264	468	69	be	be	VB
A52264	468	70	a	a	DT
A52264	468	71	new	new	JJ
A52264	468	72	denominator	denominator	NN
A52264	468	73	;	;	:
A52264	468	74	thus	thus	RB
A52264	468	75	multiplying	multiply	VBG
A52264	468	76	the	the	DT
A52264	468	77	numerators	numerator	NNS
A52264	468	78	,	,	,
A52264	468	79	2	2	CD
A52264	468	80	Rad	Rad	NNP
A52264	468	81	.	.	.
A52264	469	1	aa	aa	NNP
A52264	469	2	−	−	NNP
A52264	469	3	AO	AO	NNP
A52264	469	4	aa	aa	RB
A52264	469	5	by	by	IN
A52264	469	6	the	the	DT
A52264	469	7	numerator	numerator	NN
A52264	469	8	AO	AO	NNP
A52264	469	9	aa	aa	NNP
A52264	469	10	,	,	,
A52264	469	11	the	the	DT
A52264	469	12	product	product	NN
A52264	469	13	is	be	VBZ
A52264	469	14	2	2	CD
A52264	469	15	Rad	Rad	NNP
A52264	469	16	.	.	.
A52264	470	1	square	square	NN
A52264	470	2	into	into	IN
A52264	470	3	AO	AO	NNP
A52264	470	4	square	square	NN
A52264	470	5	,	,	,
A52264	470	6	less	less	RBR
A52264	470	7	AO	AO	NNP
A52264	470	8	square	square	JJ
A52264	470	9	square	square	NN
A52264	470	10	,	,	,
A52264	470	11	as	as	IN
A52264	470	12	doth	doth	NN
A52264	470	13	appear	appear	VBP
A52264	470	14	by	by	IN
A52264	470	15	the	the	DT
A52264	470	16	operation	operation	NN
A52264	470	17	;	;	:
A52264	470	18	And	and	CC
A52264	470	19	then	then	RB
A52264	470	20	the	the	DT
A52264	470	21	denominators	denominator	NNS
A52264	470	22	being	be	VBG
A52264	470	23	multiplied	multiply	VBN
A52264	470	24	by	by	IN
A52264	470	25	the	the	DT
A52264	470	26	other	other	JJ
A52264	470	27	,	,	,
A52264	470	28	that	that	RB
A52264	470	29	is	is	RB
A52264	470	30	,	,	,
A52264	470	31	Radius	Radius	NNP
A52264	470	32	being	be	VBG
A52264	470	33	multiplied	multiply	VBN
A52264	470	34	by	by	IN
A52264	470	35	Radius	Radius	NNP
A52264	470	36	,	,	,
A52264	470	37	the	the	DT
A52264	470	38	product	product	NN
A52264	470	39	will	will	MD
A52264	470	40	be	be	VB
A52264	470	41	Radius	Radius	NNP
A52264	470	42	aa	aa	NNP
A52264	470	43	for	for	IN
A52264	470	44	a	a	DT
A52264	470	45	new	new	JJ
A52264	470	46	denominator	denominator	NN
A52264	470	47	;	;	:
A52264	470	48	and	and	CC
A52264	470	49	then	then	RB
A52264	470	50	the	the	DT
A52264	470	51	Equation	Equation	NNP
A52264	470	52	will	will	MD
A52264	470	53	run	run	VB
A52264	470	54	thus	thus	RB
A52264	470	55	;	;	:
A52264	470	56	:	:	:
A52264	470	57	but	but	CC
A52264	470	58	before	before	IN
A52264	470	59	this	this	DT
A52264	470	60	fraction	fraction	NN
A52264	470	61	can	can	MD
A52264	470	62	be	be	VB
A52264	470	63	divided	divide	VBN
A52264	470	64	by	by	IN
A52264	470	65	AO	AO	NNP
A52264	470	66	,	,	,
A52264	470	67	AO	AO	NNP
A52264	470	68	being	be	VBG
A52264	470	69	a	a	DT
A52264	470	70	whole	whole	JJ
A52264	470	71	number	number	NN
A52264	470	72	,	,	,
A52264	470	73	must	must	MD
A52264	470	74	be	be	VB
A52264	470	75	reduced	reduce	VBN
A52264	470	76	into	into	IN
A52264	470	77	an	an	DT
A52264	470	78	improper	improper	JJ
A52264	470	79	fraction	fraction	NN
A52264	470	80	,	,	,
A52264	470	81	by	by	IN
A52264	470	82	subscribing	subscribe	VBG
A52264	470	83	an	an	DT
A52264	470	84	Unite	Unite	NNP
A52264	470	85	,	,	,
A52264	470	86	and	and	CC
A52264	470	87	then	then	RB
A52264	470	88	the	the	DT
A52264	470	89	Equation	Equation	NNP
A52264	470	90	will	will	MD
A52264	470	91	be	be	VB
A52264	470	92	;	;	:
A52264	470	93	.	.	.
A52264	471	1	Now	now	RB
A52264	471	2	as	as	IN
A52264	471	3	in	in	IN
A52264	471	4	vulgar	vulgar	JJ
A52264	471	5	fractions	fraction	NNS
A52264	471	6	,	,	,
A52264	471	7	if	if	IN
A52264	471	8	you	-PRON-	PRP
A52264	471	9	multiply	multiply	VBP
A52264	471	10	the	the	DT
A52264	471	11	numerator	numerator	NN
A52264	471	12	of	of	IN
A52264	471	13	the	the	DT
A52264	471	14	dividend	dividend	NN
A52264	471	15	by	by	IN
A52264	471	16	the	the	DT
A52264	471	17	denominators	denominator	NNS
A52264	471	18	of	of	IN
A52264	471	19	the	the	DT
A52264	471	20	divisor	divisor	NN
A52264	471	21	,	,	,
A52264	471	22	the	the	DT
A52264	471	23	product	product	NN
A52264	471	24	shall	shall	MD
A52264	471	25	be	be	VB
A52264	471	26	a	a	DT
A52264	471	27	new	new	JJ
A52264	471	28	numerator	numerator	NN
A52264	471	29	;	;	:
A52264	471	30	again	again	RB
A52264	471	31	,	,	,
A52264	471	32	if	if	IN
A52264	471	33	you	-PRON-	PRP
A52264	471	34	multiply	multiply	VBP
A52264	471	35	the	the	DT
A52264	471	36	denominator	denominator	NN
A52264	471	37	of	of	IN
A52264	471	38	the	the	DT
A52264	471	39	dividend	dividend	NN
A52264	471	40	by	by	IN
A52264	471	41	the	the	DT
A52264	471	42	numerator	numerator	NN
A52264	471	43	of	of	IN
A52264	471	44	the	the	DT
A52264	471	45	divisor	divisor	NN
A52264	471	46	,	,	,
A52264	471	47	their	-PRON-	PRP$
A52264	471	48	product	product	NN
A52264	471	49	shall	shall	MD
A52264	471	50	be	be	VB
A52264	471	51	a	a	DT
A52264	471	52	new	new	JJ
A52264	471	53	denominator	denominator	NN
A52264	471	54	,	,	,
A52264	471	55	and	and	CC
A52264	471	56	this	this	DT
A52264	471	57	new	new	JJ
A52264	471	58	fraction	fraction	NN
A52264	471	59	is	be	VBZ
A52264	471	60	the	the	DT
A52264	471	61	Quotient	Quotient	NNP
A52264	471	62	sought	seek	VBN
A52264	471	63	in	in	IN
A52264	471	64	this	this	DT
A52264	471	65	example	example	NN
A52264	471	66	,	,	,
A52264	471	67	the	the	DT
A52264	471	68	numerator	numerator	NN
A52264	471	69	will	will	MD
A52264	471	70	be	be	VB
A52264	471	71	still	still	RB
A52264	471	72	the	the	DT
A52264	471	73	same	same	JJ
A52264	471	74	,	,	,
A52264	471	75	and	and	CC
A52264	471	76	the	the	DT
A52264	471	77	denominator	denominator	NN
A52264	471	78	will	will	MD
A52264	471	79	be	be	VB
A52264	471	80	Radius	Radius	NNP
A52264	471	81	square	square	NN
A52264	471	82	multiplied	multiply	VBN
A52264	471	83	in	in	IN
A52264	471	84	AO	AO	NNP
A52264	471	85	,	,	,
A52264	471	86	and	and	CC
A52264	471	87	the	the	DT
A52264	471	88	fraction	fraction	NN
A52264	471	89	will	will	MD
A52264	471	90	be	be	VB
A52264	471	91	.	.	.
A52264	472	1	And	and	CC
A52264	472	2	in	in	IN
A52264	472	3	its	-PRON-	PRP$
A52264	472	4	least	least	JJS
A52264	472	5	termes	term	VBZ
A52264	472	6	it	-PRON-	PRP
A52264	472	7	is	be	VBZ
A52264	472	8	.	.	.
A52264	473	1	In	in	IN
A52264	473	2	words	word	NNS
A52264	473	3	thu	thu	JJ
A52264	473	4	●	●	NFP
A52264	473	5	:	:	:
A52264	473	6	Twice	twice	RB
A52264	473	7	Radius	Radius	NNP
A52264	473	8	square	square	NN
A52264	473	9	multiplied	multiply	VBN
A52264	473	10	in	in	IN
A52264	473	11	AO	AO	NNP
A52264	473	12	,	,	,
A52264	473	13	lesse	lesse	NNP
A52264	473	14	by	by	IN
A52264	473	15	the	the	DT
A52264	473	16	cube	cube	NN
A52264	473	17	of	of	IN
A52264	473	18	AO	AO	NNP
A52264	473	19	divided	divide	VBN
A52264	473	20	by	by	IN
A52264	473	21	Radius	Radius	NNP
A52264	473	22	square	square	NN
A52264	473	23	is	be	VBZ
A52264	473	24	equal	equal	JJ
A52264	473	25	to	to	IN
A52264	473	26	SC	SC	NNP
A52264	473	27	.	.	.
A52264	474	1	And	and	CC
A52264	474	2	by	by	IN
A52264	474	3	adding	add	VBG
A52264	474	4	AO	AO	NNP
A52264	474	5	to	to	IN
A52264	474	6	both	both	DT
A52264	474	7	sides	side	NNS
A52264	474	8	of	of	IN
A52264	474	9	the	the	DT
A52264	474	10	Equation	Equation	NNP
A52264	474	11	,	,	,
A52264	474	12	it	-PRON-	PRP
A52264	474	13	will	will	MD
A52264	474	14	be	be	VB
A52264	474	15	,	,	,
A52264	474	16	twice	twice	RB
A52264	474	17	Radius	Radius	NNP
A52264	474	18	square	square	NN
A52264	474	19	in	in	IN
A52264	474	20	AO	AO	NNP
A52264	474	21	,	,	,
A52264	474	22	lesse	lesse	NNP
A52264	474	23	AO	AO	NNP
A52264	474	24	cube	cube	NN
A52264	474	25	divided	divide	VBN
A52264	474	26	by	by	IN
A52264	474	27	Radius	Radius	NNP
A52264	474	28	square	square	NN
A52264	474	29	,	,	,
A52264	474	30	more	more	JJR
A52264	474	31	AO	AO	NNP
A52264	474	32	,	,	,
A52264	474	33	is	be	VBZ
A52264	474	34	equal	equal	JJ
A52264	474	35	to	to	IN
A52264	474	36	SC	SC	NNP
A52264	474	37	more	more	JJR
A52264	474	38	AO	AO	NNP
A52264	474	39	,	,	,
A52264	474	40	that	that	RB
A52264	474	41	is	is	RB
A52264	474	42	,	,	,
A52264	474	43	to	to	IN
A52264	474	44	OC	OC	NNP
A52264	474	45	.	.	.
A52264	475	1	Here	here	RB
A52264	475	2	again	again	RB
A52264	475	3	AO	AO	NNP
A52264	475	4	,	,	,
A52264	475	5	the	the	DT
A52264	475	6	last	last	JJ
A52264	475	7	part	part	NN
A52264	475	8	of	of	IN
A52264	475	9	the	the	DT
A52264	475	10	first	first	JJ
A52264	475	11	side	side	NN
A52264	475	12	of	of	IN
A52264	475	13	this	this	DT
A52264	475	14	Equation	Equation	NNP
A52264	475	15	is	be	VBZ
A52264	475	16	a	a	DT
A52264	475	17	whole	whole	JJ
A52264	475	18	number	number	NN
A52264	475	19	,	,	,
A52264	475	20	and	and	CC
A52264	475	21	must	must	MD
A52264	475	22	be	be	VB
A52264	475	23	reduced	reduce	VBN
A52264	475	24	into	into	IN
A52264	475	25	an	an	DT
A52264	475	26	improper	improper	JJ
A52264	475	27	fraction	fraction	NN
A52264	475	28	,	,	,
A52264	475	29	by	by	IN
A52264	475	30	being	be	VBG
A52264	475	31	multiplied	multiply	VBN
A52264	475	32	by	by	IN
A52264	475	33	Radius	Radius	NNP
A52264	475	34	square	square	NN
A52264	475	35	,	,	,
A52264	475	36	the	the	DT
A52264	475	37	denominator	denominator	NN
A52264	475	38	of	of	IN
A52264	475	39	the	the	DT
A52264	475	40	fraction	fraction	NN
A52264	475	41	;	;	:
A52264	475	42	and	and	CC
A52264	475	43	then	then	RB
A52264	475	44	it	-PRON-	PRP
A52264	475	45	will	will	MD
A52264	475	46	be	be	VB
A52264	475	47	Radius	Radius	NNP
A52264	475	48	square	square	NN
A52264	475	49	in	in	IN
A52264	475	50	AO	AO	NNP
A52264	475	51	divided	divide	VBN
A52264	475	52	by	by	IN
A52264	475	53	Radius	Radius	NNP
A52264	475	54	square	square	NN
A52264	475	55	,	,	,
A52264	475	56	which	which	WDT
A52264	475	57	being	be	VBG
A52264	475	58	added	add	VBN
A52264	475	59	to	to	IN
A52264	475	60	twice	twice	RB
A52264	475	61	Radius	Radius	NNP
A52264	475	62	square	square	NN
A52264	475	63	in	in	IN
A52264	475	64	AO	AO	NNP
A52264	475	65	,	,	,
A52264	475	66	divided	divide	VBN
A52264	475	67	by	by	IN
A52264	475	68	Radius	Radius	NNP
A52264	475	69	,	,	,
A52264	475	70	the	the	DT
A52264	475	71	summe	summe	NN
A52264	475	72	will	will	MD
A52264	475	73	be	be	VB
A52264	475	74	3	3	CD
A52264	475	75	Radius	Radius	NNP
A52264	475	76	square	square	NN
A52264	475	77	in	in	IN
A52264	475	78	AO	AO	NNP
A52264	475	79	divided	divide	VBN
A52264	475	80	by	by	IN
A52264	475	81	Radius	Radius	NNP
A52264	475	82	square	square	NN
A52264	475	83	,	,	,
A52264	475	84	and	and	CC
A52264	475	85	the	the	DT
A52264	475	86	whole	whole	JJ
A52264	475	87	Equation	Equation	NNP
A52264	475	88	,	,	,
A52264	475	89	the	the	DT
A52264	475	90	subtense	subtense	NN
A52264	475	91	of	of	IN
A52264	475	92	the	the	DT
A52264	475	93	triple	triple	JJ
A52264	475	94	arch	arch	NN
A52264	475	95	.	.	.
A52264	476	1	For	for	IN
A52264	476	2	Example	example	NN
A52264	476	3	.	.	.
A52264	477	1	Let	let	VB
A52264	477	2	AO	AO	NNP
A52264	477	3	or	or	CC
A52264	477	4	AB	AB	NNP
A52264	477	5	,	,	,
A52264	477	6	17431	17431	CD
A52264	477	7	.	.	.
A52264	478	1	14854	14854	CD
A52264	478	2	.	.	.
A52264	479	1	95316	95316	CD
A52264	479	2	.	.	.
A52264	479	3	the	the	DT
A52264	479	4	subtense	subtense	NN
A52264	479	5	of	of	IN
A52264	479	6	10	10	CD
A52264	479	7	degrees	degree	NNS
A52264	479	8	be	be	VB
A52264	479	9	the	the	DT
A52264	479	10	subtense	subtense	NN
A52264	479	11	given	give	VBN
A52264	479	12	,	,	,
A52264	479	13	and	and	CC
A52264	479	14	let	let	VB
A52264	479	15	the	the	DT
A52264	479	16	subtense	subtense	NN
A52264	479	17	of	of	IN
A52264	479	18	30	30	CD
A52264	479	19	degrees	degree	NNS
A52264	479	20	be	be	VB
A52264	479	21	required	require	VBN
A52264	479	22	;	;	:
A52264	479	23	the	the	DT
A52264	479	24	Radius	Radius	NNP
A52264	479	25	of	of	IN
A52264	479	26	this	this	DT
A52264	479	27	subtense	subtense	NN
A52264	479	28	given	give	VBN
A52264	479	29	consists	consist	NNS
A52264	479	30	of	of	IN
A52264	479	31	16	16	CD
A52264	479	32	places	place	NNS
A52264	479	33	,	,	,
A52264	479	34	that	that	RB
A52264	479	35	is	is	RB
A52264	479	36	,	,	,
A52264	479	37	of	of	IN
A52264	479	38	a	a	DT
A52264	479	39	unite	unite	NN
A52264	479	40	and	and	CC
A52264	479	41	15	15	CD
A52264	479	42	ciphers	cipher	NNS
A52264	479	43	,	,	,
A52264	479	44	and	and	CC
A52264	479	45	therefore	therefore	RB
A52264	479	46	thrice	thrice	NN
A52264	479	47	Rad	Rad	NNP
A52264	479	48	.	.	.
A52264	480	1	square	square	NNP
A52264	480	2	is	be	VBZ
A52264	480	3	3	3	CD
A52264	480	4	,	,	,
A52264	480	5	and	and	CC
A52264	480	6	30	30	CD
A52264	480	7	ciphers	cipher	NNS
A52264	480	8	thereunto	thereunto	IN
A52264	480	9	annexed	annex	VBD
A52264	480	10	,	,	,
A52264	480	11	by	by	IN
A52264	480	12	which	which	WDT
A52264	480	13	if	if	IN
A52264	480	14	you	-PRON-	PRP
A52264	480	15	multiply	multiply	VBP
A52264	480	16	the	the	DT
A52264	480	17	subtense	subtense	NN
A52264	480	18	given	give	VBN
A52264	480	19	,	,	,
A52264	480	20	the	the	DT
A52264	480	21	product	product	NN
A52264	480	22	will	will	MD
A52264	480	23	be	be	VB
A52264	480	24	52293	52293	CD
A52264	480	25	.	.	.
A52264	481	1	44564	44564	CD
A52264	481	2	.	.	.
A52264	482	1	85948	85948	CD
A52264	482	2	.	.	.
A52264	483	1	00000	00000	NFP
A52264	483	2	.	.	.
A52264	484	1	00000	00000	NFP
A52264	484	2	.	.	.
A52264	485	1	00000	00000	NFP
A52264	485	2	.	.	.
A52264	486	1	00000	00000	NFP
A52264	486	2	.	.	.
A52264	487	1	00000	00000	NFP
A52264	487	2	.	.	.
A52264	488	1	00000	00000	NFP
A52264	488	2	.	.	.
A52264	488	3	the	the	DT
A52264	488	4	square	square	NN
A52264	488	5	of	of	IN
A52264	488	6	this	this	DT
A52264	488	7	subtense	subtense	NN
A52264	488	8	given	give	VBN
A52264	488	9	is	be	VBZ
A52264	488	10	3038449397	3038449397	CD
A52264	488	11	.	.	.
A52264	489	1	55837.60253.85793.9856	55837.60253.85793.9856	NNP
A52264	489	2	,	,	,
A52264	489	3	and	and	CC
A52264	489	4	the	the	DT
A52264	489	5	cube	cube	NNP
A52264	489	6	529.63662.80907.48519.77452.00270	529.63662.80907.48519.77452.00270	NNP
A52264	489	7	.	.	.
A52264	490	1	23994	23994	CD
A52264	490	2	.	.	.
A52264	491	1	54977	54977	CD
A52264	491	2	.	.	.
A52264	492	1	14496	14496	CD
A52264	492	2	,	,	,
A52264	492	3	which	which	WDT
A52264	492	4	being	be	VBG
A52264	492	5	substracted	substracte	VBN
A52264	492	6	from	from	IN
A52264	492	7	the	the	DT
A52264	492	8	former	former	JJ
A52264	492	9	product	product	NN
A52264	492	10	,	,	,
A52264	492	11	there	there	EX
A52264	492	12	will	will	MD
A52264	492	13	remain	remain	VB
A52264	492	14	51763.80902.05040.51480.22547.99729	51763.80902.05040.51480.22547.99729	CD
A52264	492	15	.	.	.
A52264	493	1	76005.45022.85504	76005.45022.85504	NNS
A52264	493	2	.	.	.
A52264	494	1	this	this	DT
A52264	494	2	remainer	remainer	NN
A52264	494	3	divided	divide	VBN
A52264	494	4	by	by	IN
A52264	494	5	the	the	DT
A52264	494	6	square	square	NN
A52264	494	7	of	of	IN
A52264	494	8	Radius	Radius	NNP
A52264	494	9	,	,	,
A52264	494	10	will	will	MD
A52264	494	11	leave	leave	VB
A52264	494	12	in	in	IN
A52264	494	13	the	the	DT
A52264	494	14	quotient	quotient	NN
A52264	494	15	,	,	,
A52264	494	16	51763.80902.05040	51763.80902.05040	NNP
A52264	494	17	.	.	.
A52264	495	1	for	for	IN
A52264	495	2	the	the	DT
A52264	495	3	subtense	subtense	NN
A52264	495	4	of	of	IN
A52264	495	5	30	30	CD
A52264	495	6	degrees	degree	NNS
A52264	495	7	.	.	.
A52264	496	1	31	31	CD
A52264	496	2	.	.	.
A52264	497	1	The	the	DT
A52264	497	2	subtense	subtense	NN
A52264	497	3	of	of	IN
A52264	497	4	an	an	DT
A52264	497	5	arch	arch	NN
A52264	497	6	being	be	VBG
A52264	497	7	given	give	VBN
A52264	497	8	,	,	,
A52264	497	9	to	to	TO
A52264	497	10	finde	finde	VB
A52264	497	11	the	the	DT
A52264	497	12	subtense	subtense	NN
A52264	497	13	of	of	IN
A52264	497	14	the	the	DT
A52264	497	15	third	third	JJ
A52264	497	16	part	part	NN
A52264	497	17	of	of	IN
A52264	497	18	the	the	DT
A52264	497	19	arch	arch	NN
A52264	497	20	given	give	VBN
A52264	497	21	.	.	.
A52264	498	1	The	the	DT
A52264	498	2	Rule	Rule	NNP
A52264	498	3	.	.	.
A52264	499	1	Multiply	multiply	VB
A52264	499	2	the	the	DT
A52264	499	3	subtense	subtense	NN
A52264	499	4	given	give	VBN
A52264	499	5	by	by	IN
A52264	499	6	Radius	Radius	NNP
A52264	499	7	square	square	NN
A52264	499	8	,	,	,
A52264	499	9	and	and	CC
A52264	499	10	divide	divide	VB
A52264	499	11	the	the	DT
A52264	499	12	product	product	NN
A52264	499	13	by	by	IN
A52264	499	14	thrice	thrice	NN
A52264	499	15	Radius	Radius	NNP
A52264	499	16	square	square	NN
A52264	499	17	,	,	,
A52264	499	18	substracting	substracte	VBG
A52264	499	19	in	in	RB
A52264	499	20	every	every	DT
A52264	499	21	operation	operation	NN
A52264	499	22	the	the	DT
A52264	499	23	cube	cube	NN
A52264	499	24	of	of	IN
A52264	499	25	the	the	DT
A52264	499	26	figure	figure	NN
A52264	499	27	placed	place	VBN
A52264	499	28	in	in	IN
A52264	499	29	the	the	DT
A52264	499	30	quotient	quotient	NN
A52264	499	31	from	from	IN
A52264	499	32	the	the	DT
A52264	499	33	triple	triple	NN
A52264	499	34	thereof	thereof	RB
A52264	499	35	;	;	:
A52264	499	36	so	so	CC
A52264	499	37	shall	shall	MD
A52264	499	38	the	the	DT
A52264	499	39	quotient	quotient	NN
A52264	499	40	in	in	IN
A52264	499	41	this	this	DT
A52264	499	42	division	division	NN
A52264	499	43	be	be	VB
A52264	499	44	the	the	DT
A52264	499	45	subtense	subtense	NN
A52264	499	46	of	of	IN
A52264	499	47	the	the	DT
A52264	499	48	third	third	JJ
A52264	499	49	part	part	NN
A52264	499	50	of	of	IN
A52264	499	51	the	the	DT
A52264	499	52	arch	arch	NN
A52264	499	53	given	give	VBN
A52264	499	54	.	.	.
A52264	500	1	The	the	DT
A52264	500	2	reason	reason	NN
A52264	500	3	of	of	IN
A52264	500	4	the	the	DT
A52264	500	5	Rule	Rule	NNP
A52264	500	6	.	.	.
A52264	501	1	The	the	DT
A52264	501	2	reason	reason	NN
A52264	501	3	of	of	IN
A52264	501	4	the	the	DT
A52264	501	5	rule	rule	NN
A52264	501	6	is	be	VBZ
A52264	501	7	the	the	DT
A52264	501	8	same	same	JJ
A52264	501	9	with	with	IN
A52264	501	10	the	the	DT
A52264	501	11	triple	triple	JJ
A52264	501	12	arch	arch	NN
A52264	501	13	,	,	,
A52264	501	14	but	but	CC
A52264	501	15	the	the	DT
A52264	501	16	manner	manner	NN
A52264	501	17	of	of	IN
A52264	501	18	working	work	VBG
A52264	501	19	is	be	VBZ
A52264	501	20	more	more	RBR
A52264	501	21	troublesome	troublesome	JJ
A52264	501	22	,	,	,
A52264	501	23	the	the	DT
A52264	501	24	which	which	WDT
A52264	501	25	I	-PRON-	PRP
A52264	501	26	shall	shall	MD
A52264	501	27	endeovour	endeovour	VB
A52264	501	28	to	to	TO
A52264	501	29	explain	explain	VB
A52264	501	30	by	by	IN
A52264	501	31	example	example	NN
A52264	501	32	.	.	.
A52264	502	1	Let	let	VB
A52264	502	2	there	there	EX
A52264	502	3	be	be	VB
A52264	502	4	given	give	VBN
A52264	502	5	the	the	DT
A52264	502	6	subtense	subtense	NN
A52264	502	7	of	of	IN
A52264	502	8	30	30	CD
A52264	502	9	degrees	degree	NNS
A52264	502	10	,	,	,
A52264	502	11	517638090205040	517638090205040	CD
A52264	502	12	,	,	,
A52264	502	13	and	and	CC
A52264	502	14	let	let	VB
A52264	502	15	the	the	DT
A52264	502	16	subtense	subtense	NN
A52264	502	17	of	of	IN
A52264	502	18	10	10	CD
A52264	502	19	degrees	degree	NNS
A52264	502	20	be	be	VB
A52264	502	21	required	require	VBN
A52264	502	22	:	:	:
A52264	502	23	First	first	RB
A52264	502	24	,	,	,
A52264	502	25	I	-PRON-	PRP
A52264	502	26	multiply	multiply	VBP
A52264	502	27	the	the	DT
A52264	502	28	subtense	subtense	NN
A52264	502	29	given	give	VBN
A52264	502	30	by	by	IN
A52264	502	31	the	the	DT
A52264	502	32	square	square	NN
A52264	502	33	of	of	IN
A52264	502	34	Radius	Radius	NNP
A52264	502	35	,	,	,
A52264	502	36	that	that	RB
A52264	502	37	is	is	RB
A52264	502	38	,	,	,
A52264	502	39	I	-PRON-	PRP
A52264	502	40	adde	adde	VBP
A52264	502	41	30	30	CD
A52264	502	42	ciphers	cipher	NNS
A52264	502	43	thereunto	thereunto	NNS
A52264	502	44	,	,	,
A52264	502	45	and	and	CC
A52264	502	46	for	for	IN
A52264	502	47	the	the	DT
A52264	502	48	better	well	JJR
A52264	502	49	proceeding	proceeding	NN
A52264	502	50	in	in	IN
A52264	502	51	the	the	DT
A52264	502	52	work	work	NN
A52264	502	53	,	,	,
A52264	502	54	I	-PRON-	PRP
A52264	502	55	distinguish	distinguish	VBP
A52264	502	56	the	the	DT
A52264	502	57	subtense	subtense	NN
A52264	502	58	given	give	VBN
A52264	502	59	thus	thus	RB
A52264	502	60	inlarged	inlarge	VBN
A52264	502	61	by	by	IN
A52264	502	62	multiplication	multiplication	NN
A52264	502	63	into	into	IN
A52264	502	64	little	little	JJ
A52264	502	65	cubes	cube	NNS
A52264	502	66	,	,	,
A52264	502	67	setting	set	VBG
A52264	502	68	a	a	DT
A52264	502	69	point	point	NN
A52264	502	70	between	between	IN
A52264	502	71	every	every	DT
A52264	502	72	third	third	JJ
A52264	502	73	figure	figure	NN
A52264	502	74	or	or	CC
A52264	502	75	cipher	cipher	NN
A52264	502	76	,	,	,
A52264	502	77	beginning	begin	VBG
A52264	502	78	with	with	IN
A52264	502	79	the	the	DT
A52264	502	80	last	last	JJ
A52264	502	81	first	first	JJ
A52264	502	82	,	,	,
A52264	502	83	and	and	CC
A52264	502	84	then	then	RB
A52264	502	85	the	the	DT
A52264	502	86	subtense	subtense	NN
A52264	502	87	given	give	VBN
A52264	502	88	will	will	MD
A52264	502	89	stand	stand	VB
A52264	502	90	thus	thus	RB
A52264	502	91	:	:	:
A52264	502	92	517.638.090.205.040.000.000.000.000.000	517.638.090.205.040.000.000.000.000.000	CD
A52264	502	93	000.000.000.000.000	000.000.000.000.000	NFP
A52264	502	94	.	.	.
A52264	503	1	And	and	CC
A52264	503	2	so	so	RB
A52264	503	3	many	many	JJ
A52264	503	4	points	point	NNS
A52264	503	5	as	as	IN
A52264	503	6	in	in	IN
A52264	503	7	this	this	DT
A52264	503	8	manner	manner	NN
A52264	503	9	are	be	VBP
A52264	503	10	interposed	interpose	VBN
A52264	503	11	,	,	,
A52264	503	12	of	of	IN
A52264	503	13	so	so	RB
A52264	503	14	many	many	JJ
A52264	503	15	places	place	NNS
A52264	503	16	the	the	DT
A52264	503	17	quotient	quotient	NN
A52264	503	18	wil	wil	NNP
A52264	503	19	consist	consist	VBP
A52264	503	20	,	,	,
A52264	503	21	the	the	DT
A52264	503	22	which	which	WDT
A52264	503	23	in	in	IN
A52264	503	24	this	this	DT
A52264	503	25	example	example	NN
A52264	503	26	is	be	VBZ
A52264	503	27	15	15	CD
A52264	503	28	,	,	,
A52264	503	29	and	and	CC
A52264	503	30	because	because	IN
A52264	503	31	here	here	RB
A52264	503	32	are	be	VBP
A52264	503	33	too	too	RB
A52264	503	34	many	many	JJ
A52264	503	35	figures	figure	NNS
A52264	503	36	to	to	TO
A52264	503	37	be	be	VB
A52264	503	38	placed	place	VBN
A52264	503	39	in	in	IN
A52264	503	40	so	so	RB
A52264	503	41	narrow	narrow	JJ
A52264	503	42	a	a	DT
A52264	503	43	page	page	NN
A52264	503	44	,	,	,
A52264	503	45	we	-PRON-	PRP
A52264	503	46	will	will	MD
A52264	503	47	take	take	VB
A52264	503	48	so	so	RB
A52264	503	49	many	many	JJ
A52264	503	50	of	of	IN
A52264	503	51	them	-PRON-	PRP
A52264	503	52	onely	onely	RB
A52264	503	53	as	as	IN
A52264	503	54	will	will	MD
A52264	503	55	be	be	VB
A52264	503	56	necessary	necessary	JJ
A52264	503	57	for	for	IN
A52264	503	58	our	-PRON-	PRP$
A52264	503	59	present	present	JJ
A52264	503	60	purpose	purpose	NN
A52264	503	61	;	;	:
A52264	503	62	as	as	RB
A52264	503	63	namely	namely	RB
A52264	503	64	,	,	,
A52264	503	65	the	the	DT
A52264	503	66	15	15	CD
A52264	503	67	first	first	JJ
A52264	503	68	figures	figure	NNS
A52264	503	69	,	,	,
A52264	503	70	which	which	WDT
A52264	503	71	being	be	VBG
A52264	503	72	ordered	order	VBN
A52264	503	73	,	,	,
A52264	503	74	according	accord	VBG
A52264	503	75	to	to	IN
A52264	503	76	the	the	DT
A52264	503	77	rules	rule	NNS
A52264	503	78	of	of	IN
A52264	503	79	decimal	decimal	JJ
A52264	503	80	Arithmetick	Arithmetick	NNP
A52264	503	81	,	,	,
A52264	503	82	may	may	MD
A52264	503	83	be	be	VB
A52264	503	84	divided	divide	VBN
A52264	503	85	into	into	IN
A52264	503	86	little	little	JJ
A52264	503	87	cubes	cube	NNS
A52264	503	88	,	,	,
A52264	503	89	beginning	begin	VBG
A52264	503	90	with	with	IN
A52264	503	91	the	the	DT
A52264	503	92	first	first	JJ
A52264	503	93	figure	figure	NN
A52264	503	94	,	,	,
A52264	503	95	but	but	CC
A52264	503	96	then	then	RB
A52264	503	97	you	-PRON-	PRP
A52264	503	98	must	must	MD
A52264	503	99	consider	consider	VB
A52264	503	100	whether	whether	IN
A52264	503	101	the	the	DT
A52264	503	102	number	number	NN
A52264	503	103	given	give	VBN
A52264	503	104	to	to	TO
A52264	503	105	be	be	VB
A52264	503	106	thus	thus	RB
A52264	503	107	divided	divide	VBN
A52264	503	108	be	be	VB
A52264	503	109	a	a	DT
A52264	503	110	whole	whole	JJ
A52264	503	111	number	number	NN
A52264	503	112	or	or	CC
A52264	503	113	a	a	DT
A52264	503	114	fraction	fraction	NN
A52264	503	115	,	,	,
A52264	503	116	if	if	IN
A52264	503	117	it	-PRON-	PRP
A52264	503	118	be	be	VB
A52264	503	119	a	a	DT
A52264	503	120	whole	whole	JJ
A52264	503	121	number	number	NN
A52264	503	122	,	,	,
A52264	503	123	you	-PRON-	PRP
A52264	503	124	must	must	MD
A52264	503	125	set	set	VB
A52264	503	126	your	-PRON-	PRP$
A52264	503	127	point	point	NN
A52264	503	128	after	after	RB
A52264	503	129	or	or	CC
A52264	503	130	over	over	IN
A52264	503	131	the	the	DT
A52264	503	132	head	head	NN
A52264	503	133	of	of	IN
A52264	503	134	the	the	DT
A52264	503	135	first	first	JJ
A52264	503	136	figure	figure	NN
A52264	503	137	,	,	,
A52264	503	138	if	if	IN
A52264	503	139	it	-PRON-	PRP
A52264	503	140	be	be	VB
A52264	503	141	a	a	DT
A52264	503	142	fraction	fraction	NN
A52264	503	143	,	,	,
A52264	503	144	place	place	NN
A52264	503	145	as	as	IN
A52264	503	146	many	many	JJ
A52264	503	147	ciphers	cipher	NNS
A52264	503	148	before	before	IN
A52264	503	149	the	the	DT
A52264	503	150	fraction	fraction	NN
A52264	503	151	given	give	VBN
A52264	503	152	,	,	,
A52264	503	153	as	as	IN
A52264	503	154	will	will	MD
A52264	503	155	make	make	VB
A52264	503	156	it	-PRON-	PRP
A52264	503	157	consist	consist	VB
A52264	503	158	of	of	IN
A52264	503	159	equal	equal	JJ
A52264	503	160	places	place	NNS
A52264	503	161	with	with	IN
A52264	503	162	the	the	DT
A52264	503	163	denominator	denominator	NN
A52264	503	164	of	of	IN
A52264	503	165	the	the	DT
A52264	503	166	Fraction	Fraction	NNP
A52264	503	167	given	give	VBN
A52264	503	168	;	;	:
A52264	503	169	thus	thus	RB
A52264	503	170	the	the	DT
A52264	503	171	subtense	subtense	NN
A52264	503	172	given	give	VBN
A52264	503	173	being	be	VBG
A52264	503	174	a	a	DT
A52264	503	175	fraction	fraction	NN
A52264	503	176	,	,	,
A52264	503	177	part	part	NN
A52264	503	178	of	of	IN
A52264	503	179	the	the	DT
A52264	503	180	supposed	suppose	VBN
A52264	503	181	Radius	Radius	NNP
A52264	503	182	of	of	IN
A52264	503	183	a	a	DT
A52264	503	184	circle	circle	NN
A52264	503	185	,	,	,
A52264	503	186	the	the	DT
A52264	503	187	which	which	WDT
A52264	503	188	,	,	,
A52264	503	189	as	as	IN
A52264	503	190	hath	hath	NNP
A52264	503	191	been	be	VBN
A52264	503	192	said	say	VBD
A52264	503	193	doth	doth	NNP
A52264	503	194	consist	consist	NNP
A52264	503	195	of	of	IN
A52264	503	196	16	16	CD
A52264	503	197	,	,	,
A52264	503	198	and	and	CC
A52264	503	199	the	the	DT
A52264	503	200	subtense	subtense	NN
A52264	503	201	given	give	VBN
A52264	503	202	but	but	CC
A52264	503	203	of	of	IN
A52264	503	204	fifteen	fifteen	CD
A52264	503	205	,	,	,
A52264	503	206	I	-PRON-	PRP
A52264	503	207	set	set	VBD
A52264	503	208	a	a	DT
A52264	503	209	cipher	cipher	NN
A52264	503	210	before	before	IN
A52264	503	211	it	-PRON-	PRP
A52264	503	212	,	,	,
A52264	503	213	and	and	CC
A52264	503	214	distinguish	distinguish	VB
A52264	503	215	that	that	DT
A52264	503	216	cipher	cipher	NN
A52264	503	217	from	from	IN
A52264	503	218	the	the	DT
A52264	503	219	subtense	subtense	NN
A52264	503	220	given	give	VBN
A52264	503	221	by	by	IN
A52264	503	222	a	a	DT
A52264	503	223	point	point	NN
A52264	503	224	or	or	CC
A52264	503	225	line	line	NN
A52264	503	226	,	,	,
A52264	503	227	and	and	CC
A52264	503	228	every	every	DT
A52264	503	229	third	third	JJ
A52264	503	230	figure	figure	NN
A52264	503	231	after	after	RB
A52264	503	232	,	,	,
A52264	503	233	so	so	RB
A52264	503	234	will	will	MD
A52264	503	235	the	the	DT
A52264	503	236	subtense	subtense	NN
A52264	503	237	given	give	VBN
A52264	503	238	be	be	VB
A52264	503	239	distinguished	distinguish	VBN
A52264	503	240	into	into	IN
A52264	503	241	little	little	JJ
A52264	503	242	cubes	cube	NNS
A52264	503	243	,	,	,
A52264	503	244	as	as	IN
A52264	503	245	before	before	RB
A52264	503	246	.	.	.
A52264	504	1	This	this	DT
A52264	504	2	done	do	VBN
A52264	504	3	,	,	,
A52264	504	4	I	-PRON-	PRP
A52264	504	5	place	place	VBP
A52264	504	6	my	-PRON-	PRP$
A52264	504	7	divisor	divisor	NN
A52264	504	8	thrice	thrice	NN
A52264	504	9	Radius	Radius	NNP
A52264	504	10	square	square	NN
A52264	504	11	,	,	,
A52264	504	12	that	that	RB
A52264	504	13	is	is	RB
A52264	504	14	,	,	,
A52264	504	15	3	3	CD
A52264	504	16	with	with	IN
A52264	504	17	ciphers	cipher	NNS
A52264	504	18	(	(	-LRB-
A52264	504	19	or	or	CC
A52264	504	20	at	at	IN
A52264	504	21	least	least	JJS
A52264	504	22	supposing	suppose	VBG
A52264	504	23	ciphers	cipher	NNS
A52264	504	24	to	to	TO
A52264	504	25	be	be	VB
A52264	504	26	thereunto	thereunto	NNS
A52264	504	27	annexed	annex	VBN
A52264	504	28	)	)	-RRB-
A52264	504	29	as	as	IN
A52264	504	30	in	in	IN
A52264	504	31	common	common	JJ
A52264	504	32	division	division	NN
A52264	504	33	under	under	IN
A52264	504	34	the	the	DT
A52264	504	35	first	first	JJ
A52264	504	36	figure	figure	NN
A52264	504	37	of	of	IN
A52264	504	38	the	the	DT
A52264	504	39	subtense	subtense	NN
A52264	504	40	given	give	VBN
A52264	504	41	,	,	,
A52264	504	42	that	that	RB
A52264	504	43	is	is	RB
A52264	504	44	,	,	,
A52264	504	45	as	as	IN
A52264	504	46	we	-PRON-	PRP
A52264	504	47	have	have	VBP
A52264	504	48	now	now	RB
A52264	504	49	ordered	order	VBN
A52264	504	50	it	-PRON-	PRP
A52264	504	51	under	under	IN
A52264	504	52	the	the	DT
A52264	504	53	cipher	cipher	NN
A52264	504	54	,	,	,
A52264	504	55	and	and	CC
A52264	504	56	ask	ask	VB
A52264	504	57	how	how	WRB
A52264	504	58	often	often	RB
A52264	504	59	3	3	CD
A52264	504	60	in	in	IN
A52264	504	61	nought	nought	NN
A52264	504	62	,	,	,
A52264	504	63	which	which	WDT
A52264	504	64	being	be	VBG
A52264	504	65	not	not	RB
A52264	504	66	once	once	RB
A52264	504	67	,	,	,
A52264	504	68	I	-PRON-	PRP
A52264	504	69	put	put	VBD
A52264	504	70	a	a	DT
A52264	504	71	cipher	cipher	NN
A52264	504	72	in	in	IN
A52264	504	73	the	the	DT
A52264	504	74	margine	margine	NN
A52264	504	75	,	,	,
A52264	504	76	and	and	CC
A52264	504	77	move	move	VB
A52264	504	78	my	-PRON-	PRP$
A52264	504	79	divisor	divisor	NN
A52264	504	80	a	a	DT
A52264	504	81	place	place	NN
A52264	504	82	forwarder	forwarder	NN
A52264	504	83	,	,	,
A52264	504	84	setting	set	VBG
A52264	504	85	it	-PRON-	PRP
A52264	504	86	under	under	IN
A52264	504	87	5	5	CD
A52264	504	88	,	,	,
A52264	504	89	and	and	CC
A52264	504	90	ask	ask	VB
A52264	504	91	how	how	WRB
A52264	504	92	often	often	RB
A52264	504	93	3	3	CD
A52264	504	94	in	in	IN
A52264	504	95	5	5	CD
A52264	504	96	,	,	,
A52264	504	97	which	which	WDT
A52264	504	98	being	be	VBG
A52264	504	99	but	but	CC
A52264	504	100	once	once	RB
A52264	504	101	,	,	,
A52264	504	102	I	-PRON-	PRP
A52264	504	103	place	place	VBP
A52264	504	104	one	one	CD
A52264	504	105	in	in	IN
A52264	504	106	the	the	DT
A52264	504	107	quotient	quotient	NN
A52264	504	108	,	,	,
A52264	504	109	and	and	CC
A52264	504	110	the	the	DT
A52264	504	111	triple	triple	JJ
A52264	504	112	thereof	thereof	RB
A52264	504	113	being	be	VBG
A52264	504	114	3	3	CD
A52264	504	115	,	,	,
A52264	504	116	I	-PRON-	PRP
A52264	504	117	place	place	VBP
A52264	504	118	under	under	IN
A52264	504	119	3	3	CD
A52264	504	120	my	-PRON-	PRP$
A52264	504	121	divisor	divisor	NN
A52264	504	122	,	,	,
A52264	504	123	and	and	CC
A52264	504	124	the	the	DT
A52264	504	125	cube	cube	NN
A52264	504	126	of	of	IN
A52264	504	127	the	the	DT
A52264	504	128	figure	figure	NN
A52264	504	129	placed	place	VBN
A52264	504	130	in	in	IN
A52264	504	131	the	the	DT
A52264	504	132	quotient	quotient	NN
A52264	504	133	,	,	,
A52264	504	134	which	which	WDT
A52264	504	135	in	in	IN
A52264	504	136	this	this	DT
A52264	504	137	case	case	NN
A52264	504	138	is	be	VBZ
A52264	504	139	the	the	DT
A52264	504	140	same	same	JJ
A52264	504	141	with	with	IN
A52264	504	142	the	the	DT
A52264	504	143	quotient	quotient	NN
A52264	504	144	it	-PRON-	PRP
A52264	504	145	self	self	NN
A52264	504	146	,	,	,
A52264	504	147	I	-PRON-	PRP
A52264	504	148	set	set	VBD
A52264	504	149	under	under	IN
A52264	504	150	the	the	DT
A52264	504	151	last	last	JJ
A52264	504	152	figure	figure	NN
A52264	504	153	of	of	IN
A52264	504	154	the	the	DT
A52264	504	155	first	first	JJ
A52264	504	156	cube	cube	NN
A52264	504	157	,	,	,
A52264	504	158	and	and	CC
A52264	504	159	supposing	suppose	VBG
A52264	504	160	ciphers	cipher	NNS
A52264	504	161	to	to	TO
A52264	504	162	be	be	VB
A52264	504	163	annexed	annex	VBN
A52264	504	164	to	to	IN
A52264	504	165	the	the	DT
A52264	504	166	triple	triple	JJ
A52264	504	167	root	root	NN
A52264	504	168	,	,	,
A52264	504	169	I	-PRON-	PRP
A52264	504	170	substract	substract	VBP
A52264	504	171	this	this	DT
A52264	504	172	cube	cube	NN
A52264	504	173	from	from	IN
A52264	504	174	it	-PRON-	PRP
A52264	504	175	,	,	,
A52264	504	176	and	and	CC
A52264	504	177	there	there	RB
A52264	504	178	doth	doth	NNP
A52264	504	179	remain	remain	VBP
A52264	504	180	299	299	CD
A52264	504	181	,	,	,
A52264	504	182	which	which	WDT
A52264	504	183	is	be	VBZ
A52264	504	184	my	-PRON-	PRP$
A52264	504	185	divisor	divisor	NN
A52264	504	186	corrected	correct	VBN
A52264	504	187	;	;	:
A52264	504	188	with	with	IN
A52264	504	189	this	this	DT
A52264	504	190	therefore	therefore	RB
A52264	504	191	I	-PRON-	PRP
A52264	504	192	see	see	VBP
A52264	504	193	whether	whether	IN
A52264	504	194	I	-PRON-	PRP
A52264	504	195	have	have	VBP
A52264	504	196	rightly	rightly	RB
A52264	504	197	wrought	work	VBN
A52264	504	198	or	or	CC
A52264	504	199	not	not	RB
A52264	504	200	,	,	,
A52264	504	201	by	by	IN
A52264	504	202	asking	ask	VBG
A52264	504	203	,	,	,
A52264	504	204	how	how	WRB
A52264	504	205	often	often	RB
A52264	504	206	299	299	CD
A52264	504	207	is	be	VBZ
A52264	504	208	contained	contain	VBN
A52264	504	209	in	in	IN
A52264	504	210	the	the	DT
A52264	504	211	first	first	JJ
A52264	504	212	cube	cube	NN
A52264	504	213	of	of	IN
A52264	504	214	the	the	DT
A52264	504	215	subtense	subtense	NN
A52264	504	216	given	give	VBN
A52264	504	217	,	,	,
A52264	504	218	517	517	CD
A52264	504	219	,	,	,
A52264	504	220	which	which	WDT
A52264	504	221	being	be	VBG
A52264	504	222	but	but	CC
A52264	504	223	once	once	RB
A52264	504	224	,	,	,
A52264	504	225	as	as	IN
A52264	504	226	before	before	RB
A52264	504	227	,	,	,
A52264	504	228	the	the	DT
A52264	504	229	former	former	JJ
A52264	504	230	work	work	NN
A52264	504	231	must	must	MD
A52264	504	232	stand	stand	VB
A52264	504	233	,	,	,
A52264	504	234	&	&	CC
A52264	504	235	this	this	DT
A52264	504	236	divisor	divisor	NN
A52264	504	237	corrected	correct	VBN
A52264	504	238	must	must	MD
A52264	504	239	be	be	VB
A52264	504	240	subtracted	subtract	VBN
A52264	504	241	from	from	IN
A52264	504	242	the	the	DT
A52264	504	243	first	first	JJ
A52264	504	244	cube	cube	NN
A52264	504	245	in	in	IN
A52264	504	246	the	the	DT
A52264	504	247	subtense	subtense	NN
A52264	504	248	given	give	VBN
A52264	504	249	,	,	,
A52264	504	250	and	and	CC
A52264	504	251	there	there	EX
A52264	504	252	will	will	MD
A52264	504	253	rest	rest	VB
A52264	504	254	218	218	CD
A52264	504	255	,	,	,
A52264	504	256	and	and	CC
A52264	504	257	so	so	RB
A52264	504	258	have	have	VBP
A52264	504	259	I	-PRON-	PRP
A52264	504	260	wrote	write	VBD
A52264	504	261	once	once	RB
A52264	504	262	.	.	.
A52264	505	1	To	to	IN
A52264	505	2	this	this	DT
A52264	505	3	remainer	remainer	NN
A52264	505	4	of	of	IN
A52264	505	5	the	the	DT
A52264	505	6	first	first	JJ
A52264	505	7	cube	cube	NNP
A52264	505	8	218	218	CD
A52264	505	9	,	,	,
A52264	505	10	I	-PRON-	PRP
A52264	505	11	draw	draw	VBP
A52264	505	12	down	down	RP
A52264	505	13	638	638	CD
A52264	505	14	,	,	,
A52264	505	15	the	the	DT
A52264	505	16	figures	figure	NNS
A52264	505	17	of	of	IN
A52264	505	18	the	the	DT
A52264	505	19	next	next	JJ
A52264	505	20	cube	cube	NNP
A52264	505	21	&	&	CC
A52264	505	22	moving	move	VBG
A52264	505	23	my	-PRON-	PRP$
A52264	505	24	divisor	divisor	NN
A52264	505	25	a	a	DT
A52264	505	26	place	place	NN
A52264	505	27	forwarder	forwarder	NN
A52264	505	28	,	,	,
A52264	505	29	I	-PRON-	PRP
A52264	505	30	ask	ask	VBP
A52264	505	31	,	,	,
A52264	505	32	how	how	WRB
A52264	505	33	often	often	RB
A52264	505	34	3	3	CD
A52264	505	35	in	in	IN
A52264	505	36	21	21	CD
A52264	505	37	,	,	,
A52264	505	38	which	which	WDT
A52264	505	39	being	be	VBG
A52264	505	40	7	7	CD
A52264	505	41	times	time	NNS
A52264	505	42	,	,	,
A52264	505	43	I	-PRON-	PRP
A52264	505	44	put	put	VBD
A52264	505	45	7	7	CD
A52264	505	46	in	in	IN
A52264	505	47	the	the	DT
A52264	505	48	quotient	quotient	NN
A52264	505	49	,	,	,
A52264	505	50	and	and	CC
A52264	505	51	under	under	IN
A52264	505	52	the	the	DT
A52264	505	53	first	first	JJ
A52264	505	54	figure	figure	NN
A52264	505	55	of	of	IN
A52264	505	56	this	this	DT
A52264	505	57	second	second	JJ
A52264	505	58	cube	cube	NN
A52264	505	59	,	,	,
A52264	505	60	that	that	RB
A52264	505	61	is	is	RB
A52264	505	62	,	,	,
A52264	505	63	under	under	IN
A52264	505	64	6	6	CD
A52264	505	65	I	-PRON-	PRP
A52264	505	66	set	set	VBD
A52264	505	67	the	the	DT
A52264	505	68	triple	triple	JJ
A52264	505	69	square	square	NN
A52264	505	70	of	of	IN
A52264	505	71	the	the	DT
A52264	505	72	first	first	JJ
A52264	505	73	figure	figure	NN
A52264	505	74	in	in	IN
A52264	505	75	the	the	DT
A52264	505	76	quotient	quotient	NN
A52264	505	77	,	,	,
A52264	505	78	that	that	RB
A52264	505	79	is	is	RB
A52264	505	80	,	,	,
A52264	505	81	3	3	CD
A52264	505	82	,	,	,
A52264	505	83	for	for	IN
A52264	505	84	the	the	DT
A52264	505	85	quotient	quotient	NN
A52264	505	86	being	being	NN
A52264	505	87	but	but	CC
A52264	505	88	one	one	CD
A52264	505	89	,	,	,
A52264	505	90	the	the	DT
A52264	505	91	square	square	NN
A52264	505	92	is	be	VBZ
A52264	505	93	no	no	RB
A52264	505	94	more	more	JJR
A52264	505	95	,	,	,
A52264	505	96	and	and	CC
A52264	505	97	the	the	DT
A52264	505	98	triple	triple	JJ
A52264	505	99	thereof	thereof	RB
A52264	505	100	is	be	VBZ
A52264	505	101	3	3	CD
A52264	505	102	;	;	:
A52264	505	103	under	under	IN
A52264	505	104	the	the	DT
A52264	505	105	second	second	JJ
A52264	505	106	figure	figure	NN
A52264	505	107	of	of	IN
A52264	505	108	this	this	DT
A52264	505	109	second	second	JJ
A52264	505	110	cube	cube	NN
A52264	505	111	I	-PRON-	PRP
A52264	505	112	set	set	VBD
A52264	505	113	the	the	DT
A52264	505	114	triple	triple	JJ
A52264	505	115	quotient	quotient	NN
A52264	505	116	,	,	,
A52264	505	117	the	the	DT
A52264	505	118	which	which	WDT
A52264	505	119	in	in	IN
A52264	505	120	this	this	DT
A52264	505	121	example	example	NN
A52264	505	122	is	be	VBZ
A52264	505	123	likewise	likewise	RB
A52264	505	124	3	3	CD
A52264	505	125	,	,	,
A52264	505	126	and	and	CC
A52264	505	127	both	both	PDT
A52264	505	128	these	these	DT
A52264	505	129	added	add	VBD
A52264	505	130	together	together	RB
A52264	505	131	,	,	,
A52264	505	132	do	do	VBP
A52264	505	133	make	make	VB
A52264	505	134	33	33	CD
A52264	505	135	,	,	,
A52264	505	136	which	which	WDT
A52264	505	137	being	be	VBG
A52264	505	138	substracted	substracte	VBN
A52264	505	139	from	from	IN
A52264	505	140	my	-PRON-	PRP$
A52264	505	141	divisor	divisor	NN
A52264	505	142	3000	3000	CD
A52264	505	143	,	,	,
A52264	505	144	there	there	EX
A52264	505	145	will	will	MD
A52264	505	146	remain	remain	VB
A52264	505	147	2967	2967	CD
A52264	505	148	,	,	,
A52264	505	149	for	for	IN
A52264	505	150	the	the	DT
A52264	505	151	divisor	divisor	NN
A52264	505	152	corrected	correct	VBN
A52264	505	153	,	,	,
A52264	505	154	and	and	CC
A52264	505	155	by	by	IN
A52264	505	156	this	this	DT
A52264	505	157	also	also	RB
A52264	505	158	I	-PRON-	PRP
A52264	505	159	finde	finde	VBP
A52264	505	160	the	the	DT
A52264	505	161	quotient	quotient	NN
A52264	505	162	to	to	TO
A52264	505	163	be	be	VB
A52264	505	164	7	7	CD
A52264	505	165	,	,	,
A52264	505	166	and	and	CC
A52264	505	167	yet	yet	RB
A52264	505	168	I	-PRON-	PRP
A52264	505	169	know	know	VBP
A52264	505	170	not	not	RB
A52264	505	171	whether	whether	IN
A52264	505	172	my	-PRON-	PRP$
A52264	505	173	work	work	NN
A52264	505	174	be	be	VB
A52264	505	175	right	right	JJ
A52264	505	176	or	or	CC
A52264	505	177	not	not	RB
A52264	505	178	,	,	,
A52264	505	179	I	-PRON-	PRP
A52264	505	180	must	must	MD
A52264	505	181	therefore	therefore	RB
A52264	505	182	proceed	proceed	VB
A52264	505	183	,	,	,
A52264	505	184	and	and	CC
A52264	505	185	set	set	VBD
A52264	505	186	the	the	DT
A52264	505	187	triple	triple	NN
A52264	505	188	of	of	IN
A52264	505	189	the	the	DT
A52264	505	190	figure	figure	NN
A52264	505	191	last	last	RB
A52264	505	192	placed	place	VBN
A52264	505	193	in	in	IN
A52264	505	194	the	the	DT
A52264	505	195	Quotient	Quotient	NNP
A52264	505	196	under	under	IN
A52264	505	197	the	the	DT
A52264	505	198	first	first	JJ
A52264	505	199	figure	figure	NN
A52264	505	200	of	of	IN
A52264	505	201	the	the	DT
A52264	505	202	remainer	remainer	NN
A52264	505	203	of	of	IN
A52264	505	204	the	the	DT
A52264	505	205	first	first	JJ
A52264	505	206	cube	cube	NN
A52264	505	207	,	,	,
A52264	505	208	that	that	RB
A52264	505	209	is	is	RB
A52264	505	210	,	,	,
A52264	505	211	I	-PRON-	PRP
A52264	505	212	must	must	MD
A52264	505	213	set	set	VB
A52264	505	214	21	21	CD
A52264	505	215	,	,	,
A52264	505	216	the	the	DT
A52264	505	217	triple	triple	NN
A52264	505	218	of	of	IN
A52264	505	219	7	7	CD
A52264	505	220	under	under	IN
A52264	505	221	2	2	CD
A52264	505	222	,	,	,
A52264	505	223	the	the	DT
A52264	505	224	first	first	JJ
A52264	505	225	figure	figure	NN
A52264	505	226	of	of	IN
A52264	505	227	218	218	CD
A52264	505	228	,	,	,
A52264	505	229	and	and	CC
A52264	505	230	now	now	RB
A52264	505	231	having	have	VBG
A52264	505	232	two	two	CD
A52264	505	233	figures	figure	NNS
A52264	505	234	in	in	IN
A52264	505	235	the	the	DT
A52264	505	236	quotient	quotient	NN
A52264	505	237	,	,	,
A52264	505	238	for	for	IN
A52264	505	239	distinction	distinction	NN
A52264	505	240	sake	sake	NN
A52264	505	241	I	-PRON-	PRP
A52264	505	242	call	call	VBP
A52264	505	243	the	the	DT
A52264	505	244	first	first	JJ
A52264	505	245	a	a	NN
A52264	505	246	,	,	,
A52264	505	247	and	and	CC
A52264	505	248	the	the	DT
A52264	505	249	second	second	JJ
A52264	505	250	e	e	NNP
A52264	505	251	,	,	,
A52264	505	252	that	that	IN
A52264	505	253	so	so	RB
A52264	505	254	the	the	DT
A52264	505	255	method	method	NN
A52264	505	256	of	of	IN
A52264	505	257	the	the	DT
A52264	505	258	work	work	NN
A52264	505	259	may	may	MD
A52264	505	260	the	the	DT
A52264	505	261	better	well	RBR
A52264	505	262	be	be	VB
A52264	505	263	seen	see	VBN
A52264	505	264	in	in	IN
A52264	505	265	the	the	DT
A52264	505	266	margine	margine	NN
A52264	505	267	,	,	,
A52264	505	268	and	and	CC
A52264	505	269	I	-PRON-	PRP
A52264	505	270	set	set	VBP
A52264	505	271	3	3	CD
A52264	505	272	aae	aae	CC
A52264	505	273	,	,	,
A52264	505	274	that	that	RB
A52264	505	275	is	is	RB
A52264	505	276	,	,	,
A52264	505	277	3	3	CD
A52264	505	278	,	,	,
A52264	505	279	the	the	DT
A52264	505	280	square	square	NN
A52264	505	281	of	of	IN
A52264	505	282	the	the	DT
A52264	505	283	first	first	JJ
A52264	505	284	figure	figure	NN
A52264	505	285	noted	note	VBN
A52264	505	286	with	with	IN
A52264	505	287	the	the	DT
A52264	505	288	letter	letter	NN
A52264	505	289	a	a	DT
A52264	505	290	,	,	,
A52264	505	291	viz	viz	NN
A52264	505	292	.	.	.
A52264	506	1	1	1	LS
A52264	506	2	.	.	.
A52264	506	3	multiplied	multiply	VBN
A52264	506	4	by	by	IN
A52264	506	5	the	the	DT
A52264	506	6	second	second	JJ
A52264	506	7	figure	figure	NN
A52264	506	8	,	,	,
A52264	506	9	noted	note	VBN
A52264	506	10	with	with	IN
A52264	506	11	the	the	DT
A52264	506	12	letter	letter	NN
A52264	506	13	(	(	-LRB-
A52264	506	14	e	e	NNP
A52264	506	15	)	)	-RRB-
A52264	506	16	to	to	IN
A52264	506	17	wit	wit	NN
A52264	506	18	,	,	,
A52264	506	19	7	7	CD
A52264	506	20	,	,	,
A52264	506	21	under	under	IN
A52264	506	22	the	the	DT
A52264	506	23	first	first	JJ
A52264	506	24	figure	figure	NN
A52264	506	25	of	of	IN
A52264	506	26	the	the	DT
A52264	506	27	next	next	JJ
A52264	506	28	cube	cube	NN
A52264	506	29	,	,	,
A52264	506	30	now	now	RB
A52264	506	31	the	the	DT
A52264	506	32	square	square	NN
A52264	506	33	of	of	IN
A52264	506	34	(	(	-LRB-
A52264	506	35	a	a	LS
A52264	506	36	)	)	-RRB-
A52264	506	37	that	that	RB
A52264	506	38	is	is	RB
A52264	506	39	,	,	,
A52264	506	40	of	of	IN
A52264	506	41	one	one	CD
A52264	506	42	is	be	VBZ
A52264	506	43	one	one	CD
A52264	506	44	,	,	,
A52264	506	45	and	and	CC
A52264	506	46	the	the	DT
A52264	506	47	triple	triple	NN
A52264	506	48	of	of	IN
A52264	506	49	this	this	DT
A52264	506	50	square	square	NN
A52264	506	51	is	be	VBZ
A52264	506	52	3	3	CD
A52264	506	53	,	,	,
A52264	506	54	and	and	CC
A52264	506	55	3	3	CD
A52264	506	56	times	time	NNS
A52264	506	57	7	7	CD
A52264	506	58	is	be	VBZ
A52264	506	59	21	21	CD
A52264	506	60	,	,	,
A52264	506	61	which	which	WDT
A52264	506	62	is	be	VBZ
A52264	506	63	(	(	-LRB-
A52264	506	64	3	3	CD
A52264	506	65	aae	aae	CC
A52264	506	66	)	)	-RRB-
A52264	506	67	or	or	CC
A52264	506	68	thrice	thrice	NN
A52264	506	69	(	(	-LRB-
A52264	506	70	a	a	DT
A52264	506	71	)	)	-RRB-
A52264	506	72	square	square	NN
A52264	506	73	in	in	IN
A52264	506	74	e	e	NNP
A52264	506	75	,	,	,
A52264	506	76	the	the	DT
A52264	506	77	last	last	JJ
A52264	506	78	figure	figure	NN
A52264	506	79	whereof	whereof	NNP
A52264	506	80	,	,	,
A52264	506	81	to	to	IN
A52264	506	82	wit	wit	NN
A52264	506	83	,	,	,
A52264	506	84	one	one	CD
A52264	506	85	,	,	,
A52264	506	86	I	-PRON-	PRP
A52264	506	87	place	place	VBP
A52264	506	88	under	under	IN
A52264	506	89	6	6	CD
A52264	506	90	,	,	,
A52264	506	91	the	the	DT
A52264	506	92	first	first	JJ
A52264	506	93	figure	figure	NN
A52264	506	94	of	of	IN
A52264	506	95	the	the	DT
A52264	506	96	next	next	JJ
A52264	506	97	cube	cube	NN
A52264	506	98	638	638	CD
A52264	506	99	:	:	:
A52264	506	100	next	next	RB
A52264	506	101	I	-PRON-	PRP
A52264	506	102	set	set	VBP
A52264	506	103	(	(	-LRB-
A52264	506	104	3	3	CD
A52264	506	105	aee	aee	UH
A52264	506	106	)	)	-RRB-
A52264	506	107	that	that	RB
A52264	506	108	is	is	RB
A52264	506	109	,	,	,
A52264	506	110	three	three	CD
A52264	506	111	times	time	NNS
A52264	506	112	one	one	CD
A52264	506	113	multiplied	multiply	VBN
A52264	506	114	by	by	IN
A52264	506	115	the	the	DT
A52264	506	116	square	square	NN
A52264	506	117	of	of	IN
A52264	506	118	7	7	CD
A52264	506	119	,	,	,
A52264	506	120	that	that	RB
A52264	506	121	is	is	RB
A52264	506	122	,	,	,
A52264	506	123	3	3	CD
A52264	506	124	multiplied	multiply	VBN
A52264	506	125	by	by	IN
A52264	506	126	49	49	CD
A52264	506	127	,	,	,
A52264	506	128	which	which	WDT
A52264	506	129	is	be	VBZ
A52264	506	130	1	1	CD
A52264	506	131	●	●	NFP
A52264	506	132	●	●	NFP
A52264	506	133	under	under	IN
A52264	506	134	the	the	DT
A52264	506	135	2	2	CD
A52264	506	136	figure	figure	NN
A52264	506	137	of	of	IN
A52264	506	138	the	the	DT
A52264	506	139	cube	cube	NN
A52264	506	140	638	638	CD
A52264	506	141	:	:	:
A52264	506	142	and	and	CC
A52264	506	143	lastly	lastly	RB
A52264	506	144	,	,	,
A52264	506	145	I	-PRON-	PRP
A52264	506	146	set	set	VBP
A52264	506	147	(	(	-LRB-
A52264	506	148	eee	eee	NNP
A52264	506	149	,	,	,
A52264	506	150	that	that	DT
A52264	506	151	is	is	RB
A52264	506	152	)	)	-RRB-
A52264	506	153	the	the	DT
A52264	506	154	cube	cube	NNP
A52264	506	155	of	of	IN
A52264	506	156	e	e	NNP
A52264	506	157	,	,	,
A52264	506	158	that	that	RB
A52264	506	159	is	is	RB
A52264	506	160	,	,	,
A52264	506	161	the	the	DT
A52264	506	162	cube	cube	NNP
A52264	506	163	of	of	IN
A52264	506	164	7	7	CD
A52264	506	165	,	,	,
A52264	506	166	viz	viz	NN
A52264	506	167	.	.	.
A52264	507	1	343	343	CD
A52264	507	2	,	,	,
A52264	507	3	under	under	IN
A52264	507	4	the	the	DT
A52264	507	5	last	last	JJ
A52264	507	6	figure	figure	NN
A52264	507	7	of	of	IN
A52264	507	8	the	the	DT
A52264	507	9	cube	cube	NNP
A52264	507	10	638	638	CD
A52264	507	11	,	,	,
A52264	507	12	and	and	CC
A52264	507	13	these	these	DT
A52264	507	14	3	3	CD
A52264	507	15	sums	sum	NNS
A52264	507	16	added	add	VBN
A52264	507	17	together	together	RB
A52264	507	18	do	do	VBP
A52264	507	19	make	make	VB
A52264	507	20	3	3	CD
A52264	507	21	●	●	NFP
A52264	507	22	●	●	CD
A52264	507	23	3	3	CD
A52264	507	24	,	,	,
A52264	507	25	which	which	WDT
A52264	507	26	being	be	VBG
A52264	507	27	substracted	substracte	VBN
A52264	507	28	from	from	IN
A52264	507	29	the	the	DT
A52264	507	30	triple	triple	JJ
A52264	507	31	root	root	NN
A52264	507	32	,	,	,
A52264	507	33	that	that	RB
A52264	507	34	is	is	RB
A52264	507	35	,	,	,
A52264	507	36	from	from	IN
A52264	507	37	21	21	CD
A52264	507	38	,	,	,
A52264	507	39	supposing	suppose	VBG
A52264	507	40	ciphers	cipher	NNS
A52264	507	41	to	to	TO
A52264	507	42	be	be	VB
A52264	507	43	thereunto	thereunto	NNS
A52264	507	44	annexed	annex	VBN
A52264	507	45	,	,	,
A52264	507	46	as	as	IN
A52264	507	47	before	before	RB
A52264	507	48	,	,	,
A52264	507	49	there	there	EX
A52264	507	50	will	will	MD
A52264	507	51	remain	remain	VB
A52264	507	52	〈	〈	NNP
A52264	507	53	…	…	NFP
A52264	507	54	〉	〉	NNP
A52264	507	55	,	,	,
A52264	507	56	and	and	CC
A52264	507	57	because	because	IN
A52264	507	58	this	this	DT
A52264	507	59	may	may	MD
A52264	507	60	be	be	VB
A52264	507	61	subtracted	subtract	VBN
A52264	507	62	from	from	IN
A52264	507	63	the	the	DT
A52264	507	64	2d	2d	CD
A52264	507	65	.	.	.
A52264	508	1	cube	cube	NNP
A52264	508	2	,	,	,
A52264	508	3	&	&	CC
A52264	508	4	the	the	DT
A52264	508	5	remainer	remainer	NN
A52264	508	6	of	of	IN
A52264	508	7	the	the	DT
A52264	508	8	first	first	JJ
A52264	508	9	,	,	,
A52264	508	10	I	-PRON-	PRP
A52264	508	11	finde	finde	VBP
A52264	508	12	that	that	DT
A52264	508	13	7	7	CD
A52264	508	14	is	be	VBZ
A52264	508	15	the	the	DT
A52264	508	16	true	true	JJ
A52264	508	17	figure	figure	NN
A52264	508	18	to	to	TO
A52264	508	19	be	be	VB
A52264	508	20	placed	place	VBN
A52264	508	21	in	in	IN
A52264	508	22	the	the	DT
A52264	508	23	quotient	quotient	NN
A52264	508	24	,	,	,
A52264	508	25	and	and	CC
A52264	508	26	such	such	PDT
A52264	508	27	a	a	DT
A52264	508	28	subtraction	subtraction	NN
A52264	508	29	being	be	VBG
A52264	508	30	made	make	VBN
A52264	508	31	,	,	,
A52264	508	32	the	the	DT
A52264	508	33	remainer	remainer	NN
A52264	508	34	will	will	MD
A52264	508	35	be	be	VB
A52264	508	36	12511	12511	CD
A52264	508	37	,	,	,
A52264	508	38	and	and	CC
A52264	508	39	so	so	RB
A52264	508	40	have	have	VBP
A52264	508	41	I	-PRON-	PRP
A52264	508	42	wrote	write	VBN
A52264	508	43	twice	twice	RB
A52264	508	44	.	.	.
A52264	509	1	The	the	DT
A52264	509	2	work	work	NN
A52264	509	3	following	following	NN
A52264	509	4	must	must	MD
A52264	509	5	be	be	VB
A52264	509	6	done	do	VBN
A52264	509	7	in	in	IN
A52264	509	8	all	all	DT
A52264	509	9	things	thing	NNS
A52264	509	10	,	,	,
A52264	509	11	as	as	IN
A52264	509	12	this	this	DT
A52264	509	13	second	second	JJ
A52264	509	14	,	,	,
A52264	509	15	save	save	VB
A52264	509	16	onely	onely	RB
A52264	509	17	in	in	IN
A52264	509	18	this	this	DT
A52264	509	19	particular	particular	JJ
A52264	509	20	,	,	,
A52264	509	21	that	that	IN
A52264	509	22	both	both	CC
A52264	509	23	the	the	DT
A52264	509	24	figures	figure	NNS
A52264	509	25	in	in	IN
A52264	509	26	the	the	DT
A52264	509	27	quotient	quotient	NN
A52264	509	28	are	be	VBP
A52264	509	29	reckoned	reckon	VBN
A52264	509	30	but	but	CC
A52264	509	31	as	as	IN
A52264	509	32	one	one	CD
A52264	509	33	,	,	,
A52264	509	34	which	which	WDT
A52264	509	35	for	for	IN
A52264	509	36	distinction	distinction	NN
A52264	509	37	sake	sake	NN
A52264	509	38	I	-PRON-	PRP
A52264	509	39	called	call	VBD
A52264	509	40	a	a	DT
A52264	509	41	,	,	,
A52264	509	42	and	and	CC
A52264	509	43	the	the	DT
A52264	509	44	figure	figure	NN
A52264	509	45	to	to	TO
A52264	509	46	be	be	VB
A52264	509	47	found	find	VBN
A52264	509	48	by	by	IN
A52264	509	49	division	division	NN
A52264	509	50	I	-PRON-	PRP
A52264	509	51	called	call	VBD
A52264	509	52	e	e	NNP
A52264	509	53	,	,	,
A52264	509	54	and	and	CC
A52264	509	55	therefore	therefore	RB
A52264	509	56	in	in	IN
A52264	509	57	this	this	DT
A52264	509	58	third	third	JJ
A52264	509	59	work	work	NN
A52264	509	60	3	3	CD
A52264	509	61	aa	aa	CC
A52264	509	62	,	,	,
A52264	509	63	or	or	CC
A52264	509	64	thrice	thrice	VB
A52264	509	65	a	a	DT
A52264	509	66	square	square	NN
A52264	509	67	is	be	VBZ
A52264	509	68	the	the	DT
A52264	509	69	square	square	NN
A52264	509	70	of	of	IN
A52264	509	71	17	17	CD
A52264	509	72	,	,	,
A52264	509	73	that	that	RB
A52264	509	74	is	is	RB
A52264	509	75	289	289	CD
A52264	509	76	,	,	,
A52264	509	77	3	3	CD
A52264	509	78	a	a	NN
A52264	509	79	or	or	CC
A52264	509	80	thrice	thrice	NN
A52264	509	81	a	a	DT
A52264	509	82	is	be	VBZ
A52264	509	83	3	3	CD
A52264	509	84	times	time	NNS
A52264	509	85	17	17	CD
A52264	509	86	,	,	,
A52264	509	87	that	that	RB
A52264	509	88	is	is	RB
A52264	509	89	,	,	,
A52264	509	90	51	51	CD
A52264	509	91	,	,	,
A52264	509	92	and	and	CC
A52264	509	93	so	so	RB
A52264	509	94	of	of	IN
A52264	509	95	the	the	DT
A52264	509	96	rest	rest	NN
A52264	509	97	,	,	,
A52264	509	98	in	in	IN
A52264	509	99	the	the	DT
A52264	509	100	fourth	fourth	JJ
A52264	509	101	work	work	NN
A52264	509	102	the	the	DT
A52264	509	103	three	three	CD
A52264	509	104	first	first	JJ
A52264	509	105	figures	figure	NNS
A52264	509	106	must	must	MD
A52264	509	107	be	be	VB
A52264	509	108	called	call	VBN
A52264	509	109	a	a	DT
A52264	509	110	,	,	,
A52264	509	111	in	in	IN
A52264	509	112	the	the	DT
A52264	509	113	fifth	fifth	JJ
A52264	509	114	work	work	NN
A52264	509	115	the	the	DT
A52264	509	116	four	four	CD
A52264	509	117	first	first	JJ
A52264	509	118	figures	figure	NNS
A52264	509	119	found	find	VBN
A52264	509	120	,	,	,
A52264	509	121	and	and	CC
A52264	509	122	so	so	RB
A52264	509	123	forward	forward	RB
A52264	509	124	,	,	,
A52264	509	125	till	till	IN
A52264	509	126	you	-PRON-	PRP
A52264	509	127	have	have	VBP
A52264	509	128	finished	finish	VBN
A52264	509	129	your	-PRON-	PRP$
A52264	509	130	division	division	NN
A52264	509	131	,	,	,
A52264	509	132	and	and	CC
A52264	509	133	therefore	therefore	RB
A52264	509	134	this	this	DT
A52264	509	135	second	second	JJ
A52264	509	136	manner	manner	NN
A52264	509	137	of	of	IN
A52264	509	138	working	work	VBG
A52264	509	139	being	be	VBG
A52264	509	140	well	well	RB
A52264	509	141	observed	observe	VBN
A52264	509	142	,	,	,
A52264	509	143	there	there	EX
A52264	509	144	can	can	MD
A52264	509	145	be	be	VB
A52264	509	146	no	no	DT
A52264	509	147	difficulty	difficulty	NN
A52264	509	148	in	in	IN
A52264	509	149	that	that	DT
A52264	509	150	which	which	WDT
A52264	509	151	followes	follow	VBZ
A52264	509	152	.	.	.
A52264	510	1	32	32	CD
A52264	510	2	.	.	.
A52264	511	1	The	the	DT
A52264	511	2	subtense	subtense	NN
A52264	511	3	of	of	IN
A52264	511	4	an	an	DT
A52264	511	5	arch	arch	NN
A52264	511	6	being	being	NN
A52264	511	7	given	give	VBN
A52264	511	8	to	to	IN
A52264	511	9	finde	finde	NNP
A52264	511	10	the	the	DT
A52264	511	11	subtense	subtense	NN
A52264	511	12	of	of	IN
A52264	511	13	the	the	DT
A52264	511	14	arch	arch	JJ
A52264	511	15	quintuple	quintuple	NN
A52264	511	16	,	,	,
A52264	511	17	or	or	CC
A52264	511	18	of	of	IN
A52264	511	19	an	an	DT
A52264	511	20	arch	arch	JJ
A52264	511	21	five	five	CD
A52264	511	22	times	time	NNS
A52264	511	23	as	as	RB
A52264	511	24	much	much	RB
A52264	511	25	.	.	.
A52264	512	1	The	the	DT
A52264	512	2	Rule	Rule	NNP
A52264	512	3	.	.	.
A52264	513	1	From	from	IN
A52264	513	2	the	the	DT
A52264	513	3	product	product	NN
A52264	513	4	of	of	IN
A52264	513	5	the	the	DT
A52264	513	6	subtense	subtense	NN
A52264	513	7	given	give	VBN
A52264	513	8	,	,	,
A52264	513	9	multiplied	multiply	VBN
A52264	513	10	by	by	IN
A52264	513	11	5	5	CD
A52264	513	12	times	time	NNS
A52264	513	13	Radius	Radius	NNP
A52264	513	14	square	square	JJ
A52264	513	15	square	square	NN
A52264	513	16	,	,	,
A52264	513	17	subtract	subtract	VB
A52264	513	18	the	the	DT
A52264	513	19	cube	cube	NN
A52264	513	20	of	of	IN
A52264	513	21	the	the	DT
A52264	513	22	subtense	subtense	NN
A52264	513	23	given	give	VBN
A52264	513	24	multiplied	multiply	VBN
A52264	513	25	by	by	IN
A52264	513	26	5	5	CD
A52264	513	27	times	time	NNS
A52264	513	28	Radius	Radius	NNP
A52264	513	29	square	square	NN
A52264	513	30	,	,	,
A52264	513	31	the	the	DT
A52264	513	32	squared	square	VBN
A52264	513	33	cube	cube	NNP
A52264	513	34	of	of	IN
A52264	513	35	the	the	DT
A52264	513	36	subtense	subtense	NN
A52264	513	37	given	give	VBN
A52264	513	38	being	be	VBG
A52264	513	39	first	first	RB
A52264	513	40	added	add	VBN
A52264	513	41	thereunto	thereunto	NNS
A52264	513	42	,	,	,
A52264	513	43	the	the	DT
A52264	513	44	remainer	remainer	NN
A52264	513	45	divided	divide	VBN
A52264	513	46	by	by	IN
A52264	513	47	Radius	Radius	NNP
A52264	513	48	square	square	JJ
A52264	513	49	square	square	NN
A52264	513	50	,	,	,
A52264	513	51	shall	shall	MD
A52264	513	52	leave	leave	VB
A52264	513	53	in	in	IN
A52264	513	54	the	the	DT
A52264	513	55	quotient	quotient	NN
A52264	513	56	the	the	DT
A52264	513	57	subtense	subtense	NN
A52264	513	58	of	of	IN
A52264	513	59	the	the	DT
A52264	513	60	arch	arch	JJ
A52264	513	61	quintuple	quintuple	NN
A52264	513	62	,	,	,
A52264	513	63	or	or	CC
A52264	513	64	the	the	DT
A52264	513	65	arch	arch	NN
A52264	513	66	5	5	CD
A52264	513	67	times	time	NNS
A52264	513	68	as	as	RB
A52264	513	69	much	much	RB
A52264	513	70	.	.	.
A52264	514	1	The	the	DT
A52264	514	2	reason	reason	NN
A52264	514	3	of	of	IN
A52264	514	4	the	the	DT
A52264	514	5	Rule	Rule	NNP
A52264	514	6	.	.	.
A52264	515	1	Multiply	multiply	VB
A52264	515	2	the	the	DT
A52264	515	3	numerator	numerator	NN
A52264	515	4	of	of	IN
A52264	515	5	the	the	DT
A52264	515	6	fractions	fraction	NNS
A52264	515	7	in	in	IN
A52264	515	8	the	the	DT
A52264	515	9	second	second	JJ
A52264	515	10	place	place	NN
A52264	515	11	by	by	IN
A52264	515	12	the	the	DT
A52264	515	13	numerator	numerator	NN
A52264	515	14	of	of	IN
A52264	515	15	the	the	DT
A52264	515	16	fraction	fraction	NN
A52264	515	17	in	in	IN
A52264	515	18	the	the	DT
A52264	515	19	third	third	JJ
A52264	515	20	,	,	,
A52264	515	21	and	and	CC
A52264	515	22	their	-PRON-	PRP$
A52264	515	23	product	product	NN
A52264	515	24	will	will	MD
A52264	515	25	be	be	VB
A52264	515	26	a	a	DT
A52264	515	27	new	new	JJ
A52264	515	28	numerator	numerator	NN
A52264	515	29	,	,	,
A52264	515	30	the	the	DT
A52264	515	31	numerator	numerator	NN
A52264	515	32	of	of	IN
A52264	515	33	the	the	DT
A52264	515	34	fraction	fraction	NN
A52264	515	35	in	in	IN
A52264	515	36	the	the	DT
A52264	515	37	second	second	JJ
A52264	515	38	term	term	NN
A52264	515	39	is	be	VBZ
A52264	515	40	2	2	CD
A52264	515	41	Rad	Rad	NNP
A52264	515	42	.	.	.
A52264	516	1	−	−	NNP
A52264	516	2	AO	AO	NNP
A52264	516	3	aa	aa	NNP
A52264	516	4	And	and	CC
A52264	516	5	in	in	IN
A52264	516	6	the	the	DT
A52264	516	7	third	third	JJ
A52264	516	8	,	,	,
A52264	516	9	3	3	CD
A52264	516	10	Rad	Rad	NNP
A52264	516	11	.	.	.
A52264	517	1	aa	aa	NNP
A52264	517	2	×	×	NNP
A52264	517	3	AO	AO	NNP
A52264	517	4	−	−	NNP
A52264	517	5	AO	AO	NNP
A52264	517	6	aaa	aaa	NN
A52264	517	7	That	that	DT
A52264	517	8	one	one	CD
A52264	517	9	of	of	IN
A52264	517	10	these	these	DT
A52264	517	11	termes	terme	NNS
A52264	517	12	may	may	MD
A52264	517	13	be	be	VB
A52264	517	14	the	the	DT
A52264	517	15	better	well	RBR
A52264	517	16	multiplied	multiply	VBN
A52264	517	17	by	by	IN
A52264	517	18	the	the	DT
A52264	517	19	other	other	JJ
A52264	517	20	,	,	,
A52264	517	21	the	the	DT
A52264	517	22	first	first	JJ
A52264	517	23	of	of	IN
A52264	517	24	the	the	DT
A52264	517	25	second	second	JJ
A52264	517	26	term	term	NN
A52264	517	27	,	,	,
A52264	517	28	2	2	CD
A52264	517	29	Rad	Rad	NNP
A52264	517	30	.	.	.
A52264	518	1	must	must	MD
A52264	518	2	be	be	VB
A52264	518	3	reduced	reduce	VBN
A52264	518	4	into	into	IN
A52264	518	5	an	an	DT
A52264	518	6	improper	improper	JJ
A52264	518	7	fraction	fraction	NN
A52264	518	8	,	,	,
A52264	518	9	by	by	IN
A52264	518	10	the	the	DT
A52264	518	11	multiplication	multiplication	NN
A52264	518	12	thereof	thereof	IN
A52264	518	13	by	by	IN
A52264	518	14	Radius	Radius	NNP
A52264	518	15	,	,	,
A52264	518	16	the	the	DT
A52264	518	17	denominator	denominator	NN
A52264	518	18	of	of	IN
A52264	518	19	that	that	DT
A52264	518	20	fraction	fraction	NN
A52264	518	21	,	,	,
A52264	518	22	and	and	CC
A52264	518	23	then	then	RB
A52264	518	24	the	the	DT
A52264	518	25	2d	2d	CD
A52264	518	26	.	.	.
A52264	519	1	term	term	NN
A52264	519	2	will	will	MD
A52264	519	3	be	be	VB
A52264	519	4	2	2	CD
A52264	519	5	Rad	Rad	NNP
A52264	519	6	.	.	.
A52264	520	1	aa	aa	NNP
A52264	520	2	−	−	NNP
A52264	520	3	AO	AO	NNP
A52264	520	4	aa	aa	NNP
A52264	520	5	,	,	,
A52264	520	6	and	and	CC
A52264	520	7	because	because	IN
A52264	520	8	this	this	DT
A52264	520	9	second	second	JJ
A52264	520	10	term	term	NN
A52264	520	11	is	be	VBZ
A52264	520	12	the	the	DT
A52264	520	13	lesse	lesse	NN
A52264	520	14	,	,	,
A52264	520	15	we	-PRON-	PRP
A52264	520	16	will	will	MD
A52264	520	17	multiply	multiply	VB
A52264	520	18	the	the	DT
A52264	520	19	third	third	JJ
A52264	520	20	thereby	thereby	RB
A52264	520	21	,	,	,
A52264	520	22	the	the	DT
A52264	520	23	work	work	NN
A52264	520	24	stands	stand	VBZ
A52264	520	25	thus	thus	RB
A52264	520	26	:	:	:
A52264	520	27	Thrice	Thrice	NNP
A52264	520	28	Radius	Radius	NNP
A52264	520	29	square	square	NN
A52264	520	30	in	in	IN
A52264	520	31	AO	AO	NNP
A52264	520	32	multiplied	multiply	VBN
A52264	520	33	by	by	IN
A52264	520	34	twice	twice	PDT
A52264	520	35	Radius	Radius	NNP
A52264	520	36	square	square	NN
A52264	520	37	,	,	,
A52264	520	38	doth	doth	NN
A52264	520	39	make	make	VBP
A52264	520	40	6	6	CD
A52264	520	41	Rad	Rad	NNP
A52264	520	42	.	.	.
A52264	521	1	square	square	JJ
A52264	521	2	squares	square	NNS
A52264	521	3	,	,	,
A52264	521	4	and	and	CC
A52264	521	5	AO	AO	NNP
A52264	521	6	cube	cube	NN
A52264	521	7	multiplied	multiply	VBN
A52264	521	8	by	by	IN
A52264	521	9	2	2	CD
A52264	521	10	Radius	Radius	NNP
A52264	521	11	square	square	NN
A52264	521	12	is	be	VBZ
A52264	521	13	2	2	CD
A52264	521	14	Rad	Rad	NNP
A52264	521	15	.	.	.
A52264	522	1	square	square	NN
A52264	522	2	in	in	IN
A52264	522	3	AO	AO	NNP
A52264	522	4	cube	cube	NN
A52264	522	5	,	,	,
A52264	522	6	and	and	CC
A52264	522	7	because	because	IN
A52264	522	8	it	-PRON-	PRP
A52264	522	9	hath	hath	VBP
A52264	522	10	the	the	DT
A52264	522	11	signe	signe	NN
A52264	522	12	lesse	lesse	NN
A52264	522	13	,	,	,
A52264	522	14	therefore	therefore	RB
A52264	522	15	the	the	DT
A52264	522	16	first	first	JJ
A52264	522	17	product	product	NN
A52264	522	18	is	be	VBZ
A52264	522	19	6	6	CD
A52264	522	20	Rad	Rad	NNP
A52264	522	21	.	.	.
A52264	523	1	aaaa	aaaa	NNP
A52264	523	2	×	×	NNP
A52264	523	3	AO	AO	NNP
A52264	523	4	−	−	NNP
A52264	523	5	2	2	CD
A52264	523	6	Rad	Rad	NNP
A52264	523	7	.	.	.
A52264	524	1	aa	aa	NNP
A52264	524	2	×	×	NNP
A52264	524	3	AO	AO	NNP
A52264	524	4	aaa	aaa	NN
A52264	524	5	.	.	.
A52264	525	1	Again	again	RB
A52264	525	2	,	,	,
A52264	525	3	3	3	CD
A52264	525	4	R.	R.	NNP
A52264	525	5	aa	aa	NN
A52264	525	6	in	in	IN
A52264	525	7	AO	AO	NNP
A52264	525	8	,	,	,
A52264	525	9	multiplied	multiply	VBN
A52264	525	10	by	by	IN
A52264	525	11	AO	AO	NNP
A52264	525	12	aa	aa	NNP
A52264	525	13	,	,	,
A52264	525	14	doth	doth	NNP
A52264	525	15	make	make	VBP
A52264	525	16	3	3	CD
A52264	525	17	R.	R.	NNP
A52264	525	18	aa	aa	NN
A52264	525	19	in	in	IN
A52264	525	20	AO	AO	NNP
A52264	525	21	aaa	aaa	NN
A52264	525	22	,	,	,
A52264	525	23	&	&	CC
A52264	525	24	AO	AO	NNP
A52264	525	25	aa	aa	NNP
A52264	525	26	multiplied	multiply	VBN
A52264	525	27	by	by	IN
A52264	525	28	AO	AO	NNP
A52264	525	29	aaa	aaa	NN
A52264	525	30	,	,	,
A52264	525	31	doth	doth	NN
A52264	525	32	make	make	VB
A52264	525	33	AO	AO	NNP
A52264	525	34	aaaaa	aaaaa	JJ
A52264	525	35	,	,	,
A52264	525	36	&	&	CC
A52264	525	37	because	because	IN
A52264	525	38	it	-PRON-	PRP
A52264	525	39	hath	hath	VBP
A52264	525	40	the	the	DT
A52264	525	41	sign	sign	NN
A52264	525	42	less	less	RBR
A52264	525	43	,	,	,
A52264	525	44	therefore	therefore	RB
A52264	525	45	the	the	DT
A52264	525	46	2	2	CD
A52264	525	47	.	.	.
A52264	525	48	product	product	NN
A52264	525	49	is	be	VBZ
A52264	525	50	3	3	CD
A52264	525	51	R.	R.	NNP
A52264	525	52	square	square	NN
A52264	525	53	×	×	NN
A52264	525	54	AO	AO	NNP
A52264	525	55	aaa	aaa	NN
A52264	525	56	+	+	SYM
A52264	525	57	AO	AO	NNP
A52264	525	58	aaaaa	aaaaa	NN
A52264	525	59	,	,	,
A52264	525	60	and	and	CC
A52264	525	61	so	so	RB
A52264	525	62	both	both	PDT
A52264	525	63	the	the	DT
A52264	525	64	products	product	NNS
A52264	525	65	will	will	MD
A52264	525	66	be	be	VB
A52264	525	67	6	6	CD
A52264	525	68	Rad	Rad	NNP
A52264	525	69	.	.	.
A52264	526	1	square	square	NN
A52264	526	2	of	of	IN
A52264	526	3	squares	square	NNS
A52264	526	4	multiplied	multiply	VBN
A52264	526	5	by	by	IN
A52264	526	6	AO	AO	NNP
A52264	526	7	lesse	lesse	NN
A52264	526	8	by	by	IN
A52264	526	9	5	5	CD
A52264	526	10	Rad	Rad	NNP
A52264	526	11	.	.	.
A52264	527	1	square	square	NN
A52264	527	2	in	in	IN
A52264	527	3	AO	AO	NNP
A52264	527	4	cube	cube	NN
A52264	527	5	more	more	JJR
A52264	527	6	by	by	IN
A52264	527	7	AO	AO	NNP
A52264	527	8	square	square	JJ
A52264	527	9	cube	cube	NN
A52264	527	10	.	.	.
A52264	528	1	And	and	CC
A52264	528	2	if	if	IN
A52264	528	3	you	-PRON-	PRP
A52264	528	4	multiply	multiply	VBP
A52264	528	5	Rad	Rad	NNP
A52264	528	6	.	.	.
A52264	529	1	square	square	NNP
A52264	529	2	,	,	,
A52264	529	3	the	the	DT
A52264	529	4	denominator	denominator	NN
A52264	529	5	of	of	IN
A52264	529	6	the	the	DT
A52264	529	7	third	third	JJ
A52264	529	8	term	term	NN
A52264	529	9	by	by	IN
A52264	529	10	Rad	Rad	NNP
A52264	529	11	.	.	.
A52264	530	1	the	the	DT
A52264	530	2	denominator	denominator	NN
A52264	530	3	of	of	IN
A52264	530	4	the	the	DT
A52264	530	5	second	second	JJ
A52264	530	6	,	,	,
A52264	530	7	the	the	DT
A52264	530	8	product	product	NN
A52264	530	9	will	will	MD
A52264	530	10	be	be	VB
A52264	530	11	Rad	Rad	NNP
A52264	530	12	.	.	.
A52264	531	1	cube	cube	NNP
A52264	531	2	,	,	,
A52264	531	3	and	and	CC
A52264	531	4	the	the	DT
A52264	531	5	whole	whole	JJ
A52264	531	6	product	product	NN
A52264	531	7	will	will	MD
A52264	531	8	stand	stand	VB
A52264	531	9	thus	thus	RB
A52264	531	10	,	,	,
A52264	531	11	To	to	TO
A52264	531	12	divide	divide	VB
A52264	531	13	this	this	DT
A52264	531	14	product	product	NN
A52264	531	15	by	by	IN
A52264	531	16	twice	twice	JJ
A52264	531	17	Radius	radius	NN
A52264	531	18	,	,	,
A52264	531	19	twice	twice	RB
A52264	531	20	Radius	radius	NN
A52264	531	21	being	be	VBG
A52264	531	22	a	a	DT
A52264	531	23	whole	whole	JJ
A52264	531	24	number	number	NN
A52264	531	25	must	must	MD
A52264	531	26	be	be	VB
A52264	531	27	first	first	RB
A52264	531	28	reduced	reduce	VBN
A52264	531	29	into	into	IN
A52264	531	30	an	an	DT
A52264	531	31	improper	improper	JJ
A52264	531	32	fraction	fraction	NN
A52264	531	33	,	,	,
A52264	531	34	by	by	IN
A52264	531	35	subscribing	subscribe	VBG
A52264	531	36	an	an	DT
A52264	531	37	unite	unite	NN
A52264	531	38	thus	thus	RB
A52264	531	39	,	,	,
A52264	531	40	.	.	.
A52264	532	1	then	then	RB
A52264	532	2	if	if	IN
A52264	532	3	you	-PRON-	PRP
A52264	532	4	multiply	multiply	VBP
A52264	532	5	the	the	DT
A52264	532	6	numerator	numerator	NN
A52264	532	7	of	of	IN
A52264	532	8	the	the	DT
A52264	532	9	product	product	NN
A52264	532	10	by	by	IN
A52264	532	11	one	one	CD
A52264	532	12	,	,	,
A52264	532	13	the	the	DT
A52264	532	14	denominator	denominator	NN
A52264	532	15	of	of	IN
A52264	532	16	this	this	DT
A52264	532	17	fraction	fraction	NN
A52264	532	18	,	,	,
A52264	532	19	the	the	DT
A52264	532	20	product	product	NN
A52264	532	21	will	will	MD
A52264	532	22	be	be	VB
A52264	532	23	still	still	RB
A52264	532	24	the	the	DT
A52264	532	25	same	same	JJ
A52264	532	26	,	,	,
A52264	532	27	and	and	CC
A52264	532	28	if	if	IN
A52264	532	29	you	-PRON-	PRP
A52264	532	30	multiply	multiply	VBP
A52264	532	31	the	the	DT
A52264	532	32	denominator	denominator	NN
A52264	532	33	of	of	IN
A52264	532	34	the	the	DT
A52264	532	35	product	product	NN
A52264	532	36	Rad	Rad	NNP
A52264	532	37	.	.	.
A52264	533	1	aaa	aaa	NNP
A52264	533	2	by	by	IN
A52264	533	3	2	2	CD
A52264	533	4	Radius	Radius	NNP
A52264	533	5	,	,	,
A52264	533	6	the	the	DT
A52264	533	7	numerator	numerator	NN
A52264	533	8	of	of	IN
A52264	533	9	this	this	DT
A52264	533	10	improper	improper	JJ
A52264	533	11	fraction	fraction	NN
A52264	533	12	,	,	,
A52264	533	13	the	the	DT
A52264	533	14	product	product	NN
A52264	533	15	will	will	MD
A52264	533	16	be	be	VB
A52264	533	17	2	2	CD
A52264	533	18	Rad	Rad	NNP
A52264	533	19	.	.	.
A52264	534	1	square	square	NNP
A52264	534	2	square	square	NNP
A52264	534	3	for	for	IN
A52264	534	4	a	a	DT
A52264	534	5	new	new	JJ
A52264	534	6	denominator	denominator	NN
A52264	534	7	,	,	,
A52264	534	8	and	and	CC
A52264	534	9	the	the	DT
A52264	534	10	Quotient	Quotient	NNP
A52264	534	11	will	will	MD
A52264	534	12	be	be	VB
A52264	534	13	the	the	DT
A52264	534	14	quantity	quantity	NN
A52264	534	15	of	of	IN
A52264	534	16	the	the	DT
A52264	534	17	right	right	JJ
A52264	534	18	line	line	NN
A52264	534	19	OT	OT	NNP
A52264	534	20	,	,	,
A52264	534	21	the	the	DT
A52264	534	22	double	double	JJ
A52264	534	23	whereof	whereof	NN
A52264	534	24	is	be	VBZ
A52264	534	25	which	which	WDT
A52264	534	26	is	be	VBZ
A52264	534	27	the	the	DT
A52264	534	28	quantity	quantity	NN
A52264	534	29	of	of	IN
A52264	534	30	the	the	DT
A52264	534	31	right	right	JJ
A52264	534	32	line	line	NN
A52264	534	33	OE	oe	IN
A52264	534	34	more	more	JJR
A52264	534	35	by	by	IN
A52264	534	36	CB	CB	NNP
A52264	534	37	,	,	,
A52264	534	38	and	and	CC
A52264	534	39	therefore	therefore	RB
A52264	534	40	CB	CB	NNP
A52264	534	41	or	or	CC
A52264	534	42	AO	AO	NNP
A52264	534	43	being	be	VBG
A52264	534	44	deducted	deduct	VBN
A52264	534	45	,	,	,
A52264	534	46	the	the	DT
A52264	534	47	remainer	remainer	NN
A52264	534	48	will	will	MD
A52264	534	49	be	be	VB
A52264	534	50	the	the	DT
A52264	534	51	right	right	JJ
A52264	534	52	line	line	NN
A52264	534	53	OE	OE	NNP
A52264	534	54	,	,	,
A52264	534	55	which	which	WDT
A52264	534	56	is	be	VBZ
A52264	534	57	the	the	DT
A52264	534	58	quintuplation	quintuplation	NN
A52264	534	59	of	of	IN
A52264	534	60	an	an	DT
A52264	534	61	angle	angle	NN
A52264	534	62	,	,	,
A52264	534	63	and	and	CC
A52264	534	64	to	to	IN
A52264	534	65	this	this	DT
A52264	534	66	end	end	NN
A52264	534	67	AO	AO	NNP
A52264	534	68	must	must	MD
A52264	534	69	be	be	VB
A52264	534	70	reduced	reduce	VBN
A52264	534	71	into	into	IN
A52264	534	72	an	an	DT
A52264	534	73	improper	improper	JJ
A52264	534	74	fraction	fraction	NN
A52264	534	75	of	of	IN
A52264	534	76	the	the	DT
A52264	534	77	same	same	JJ
A52264	534	78	denomination	denomination	NN
A52264	534	79	,	,	,
A52264	534	80	that	that	RB
A52264	534	81	is	is	RB
A52264	534	82	,	,	,
A52264	534	83	by	by	IN
A52264	534	84	multiplying	multiply	VBG
A52264	534	85	thereof	thereof	RB
A52264	534	86	by	by	IN
A52264	534	87	2	2	CD
A52264	534	88	Rad	Rad	NNP
A52264	534	89	.	.	.
A52264	535	1	aaaa	aaaa	NNP
A52264	535	2	,	,	,
A52264	535	3	and	and	CC
A52264	535	4	then	then	RB
A52264	535	5	the	the	DT
A52264	535	6	fraction	fraction	NN
A52264	535	7	will	will	MD
A52264	535	8	be	be	VB
A52264	535	9	and	and	CC
A52264	535	10	this	this	DT
A52264	535	11	being	be	VBG
A52264	535	12	deducted	deduct	VBN
A52264	535	13	from	from	IN
A52264	535	14	the	the	DT
A52264	535	15	remainer	remainer	NN
A52264	535	16	will	will	MD
A52264	535	17	be	be	VB
A52264	535	18	.	.	.
A52264	536	1	And	and	CC
A52264	536	2	this	this	DT
A52264	536	3	reduced	reduce	VBN
A52264	536	4	into	into	IN
A52264	536	5	its	-PRON-	PRP$
A52264	536	6	least	least	JJS
A52264	536	7	terms	term	NNS
A52264	536	8	,	,	,
A52264	536	9	will	will	MD
A52264	536	10	be	be	VB
A52264	536	11	,	,	,
A52264	536	12	which	which	WDT
A52264	536	13	was	be	VBD
A52264	536	14	to	to	TO
A52264	536	15	be	be	VB
A52264	536	16	proved	prove	VBN
A52264	536	17	.	.	.
A52264	537	1	For	for	IN
A52264	537	2	example	example	NN
A52264	537	3	.	.	.
A52264	538	1	Let	let	VB
A52264	538	2	AO	AO	NNP
A52264	538	3	or	or	CC
A52264	538	4	AB	AB	NNP
A52264	538	5	349048	349048	CD
A52264	538	6	,	,	,
A52264	538	7	the	the	DT
A52264	538	8	subtense	subtense	NN
A52264	538	9	of	of	IN
A52264	538	10	2	2	CD
A52264	538	11	degrees	degree	NNS
A52264	538	12	be	be	VB
A52264	538	13	given	give	VBN
A52264	538	14	,	,	,
A52264	538	15	and	and	CC
A52264	538	16	let	let	VB
A52264	538	17	the	the	DT
A52264	538	18	subtense	subtense	NN
A52264	538	19	of	of	IN
A52264	538	20	10	10	CD
A52264	538	21	degrees	degree	NNS
A52264	538	22	be	be	VB
A52264	538	23	demanded	demand	VBN
A52264	538	24	,	,	,
A52264	538	25	5	5	CD
A52264	538	26	times	time	NNS
A52264	538	27	Radius	Radius	NNP
A52264	538	28	square	square	JJ
A52264	538	29	square	square	NN
A52264	538	30	is	be	VBZ
A52264	538	31	50000000.000000.00000	50000000.000000.00000	NNP
A52264	538	32	00.0000000	00.0000000	CD
A52264	538	33	.	.	.
A52264	539	1	by	by	IN
A52264	539	2	which	which	WDT
A52264	539	3	if	if	IN
A52264	539	4	you	-PRON-	PRP
A52264	539	5	multiply	multiply	VBP
A52264	539	6	the	the	DT
A52264	539	7	subtense	subtense	NN
A52264	539	8	given	give	VBN
A52264	539	9	,	,	,
A52264	539	10	the	the	DT
A52264	539	11	product	product	NN
A52264	539	12	will	will	MD
A52264	539	13	be	be	VB
A52264	539	14	1745240	1745240	CD
A52264	539	15	0000000.0000000.0000000.0000000	0000000.0000000.0000000.0000000	NNP
A52264	539	16	.	.	.
A52264	540	1	The	the	DT
A52264	540	2	Cube	Cube	NNP
A52264	540	3	of	of	IN
A52264	540	4	the	the	DT
A52264	540	5	subtense	subtense	NN
A52264	540	6	given	give	VBN
A52264	540	7	multiplied	multiply	VBN
A52264	540	8	by	by	IN
A52264	540	9	5	5	CD
A52264	540	10	times	time	NNS
A52264	540	11	Radius	Radius	NNP
A52264	540	12	square	square	NN
A52264	540	13	is	be	VBZ
A52264	540	14	212630453781992960	212630453781992960	CD
A52264	540	15	.	.	.
A52264	541	1	0000000.0000000	0000000.0000000	CD
A52264	541	2	.	.	.
A52264	542	1	the	the	DT
A52264	542	2	squared	square	VBN
A52264	542	3	cube	cube	NNP
A52264	542	4	of	of	IN
A52264	542	5	the	the	DT
A52264	542	6	subtense	subtense	NN
A52264	542	7	given	give	VBN
A52264	542	8	is	be	VBZ
A52264	542	9	5184639242824921385360723968	5184639242824921385360723968	CD
A52264	542	10	,	,	,
A52264	542	11	the	the	DT
A52264	542	12	which	which	WDT
A52264	542	13	being	be	VBG
A52264	542	14	added	add	VBN
A52264	542	15	to	to	IN
A52264	542	16	the	the	DT
A52264	542	17	product	product	NN
A52264	542	18	of	of	IN
A52264	542	19	5	5	CD
A52264	542	20	Rad	Rad	NNP
A52264	542	21	.	.	.
A52264	543	1	aa	aa	NNP
A52264	543	2	in	in	IN
A52264	543	3	AO	AO	NNP
A52264	543	4	,	,	,
A52264	543	5	that	that	RB
A52264	543	6	is	is	RB
A52264	543	7	,	,	,
A52264	543	8	to	to	IN
A52264	543	9	212630453781992960.0000000.0000000	212630453781992960.0000000.0000000	CD
A52264	543	10	the	the	DT
A52264	543	11	summe	summe	NN
A52264	543	12	will	will	MD
A52264	543	13	be	be	VB
A52264	543	14	21268230017442120921385360723968	21268230017442120921385360723968	CD
A52264	543	15	.	.	.
A52264	544	1	And	and	CC
A52264	544	2	this	this	DT
A52264	544	3	being	be	VBG
A52264	544	4	subtracted	subtract	VBN
A52264	544	5	from	from	IN
A52264	544	6	the	the	DT
A52264	544	7	product	product	NN
A52264	544	8	of	of	IN
A52264	544	9	the	the	DT
A52264	544	10	subtense	subtense	NN
A52264	544	11	given	give	VBN
A52264	544	12	multiplied	multiply	VBN
A52264	544	13	by	by	IN
A52264	544	14	5	5	CD
A52264	544	15	times	time	NNS
A52264	544	16	Radius	Radius	NNP
A52264	544	17	square	square	JJ
A52264	544	18	square	square	NN
A52264	544	19	,	,	,
A52264	544	20	the	the	DT
A52264	544	21	remainer	remainer	NN
A52264	544	22	will	will	MD
A52264	544	23	be	be	VB
A52264	544	24	17431141769982557879078614639276032	17431141769982557879078614639276032	CD
A52264	544	25	,	,	,
A52264	544	26	and	and	CC
A52264	544	27	this	this	DT
A52264	544	28	remainer	remainer	NN
A52264	544	29	divided	divide	VBN
A52264	544	30	by	by	IN
A52264	544	31	Radius	Radius	NNP
A52264	544	32	square	square	JJ
A52264	544	33	square	square	NN
A52264	544	34	,	,	,
A52264	544	35	that	that	RB
A52264	544	36	is	is	RB
A52264	544	37	,	,	,
A52264	544	38	cutting	cut	VBG
A52264	544	39	off	off	RP
A52264	544	40	28	28	CD
A52264	544	41	figures	figure	NNS
A52264	544	42	,	,	,
A52264	544	43	their	-PRON-	PRP$
A52264	544	44	quotient	quotient	NN
A52264	544	45	will	will	MD
A52264	544	46	be	be	VB
A52264	544	47	1743114	1743114	CD
A52264	544	48	,	,	,
A52264	544	49	the	the	DT
A52264	544	50	subtense	subtense	NN
A52264	544	51	of	of	IN
A52264	544	52	10	10	CD
A52264	544	53	degrees	degree	NNS
A52264	544	54	.	.	.
A52264	545	1	33	33	CD
A52264	545	2	.	.	.
A52264	546	1	The	the	DT
A52264	546	2	subtense	subtense	NN
A52264	546	3	of	of	IN
A52264	546	4	an	an	DT
A52264	546	5	arch	arch	NN
A52264	546	6	being	being	NN
A52264	546	7	given	give	VBN
A52264	546	8	to	to	IN
A52264	546	9	finde	finde	NNP
A52264	546	10	the	the	DT
A52264	546	11	subtense	subtense	NN
A52264	546	12	of	of	IN
A52264	546	13	the	the	DT
A52264	546	14	fift	fift	JJ
A52264	546	15	part	part	NN
A52264	546	16	of	of	IN
A52264	546	17	the	the	DT
A52264	546	18	arch	arch	NN
A52264	546	19	given	give	VBN
A52264	546	20	.	.	.
A52264	547	1	The	the	DT
A52264	547	2	Rule	Rule	NNP
A52264	547	3	.	.	.
A52264	548	1	Divide	divide	VB
A52264	548	2	the	the	DT
A52264	548	3	subtense	subtense	NN
A52264	548	4	given	give	VBN
A52264	548	5	by	by	IN
A52264	548	6	five	five	CD
A52264	548	7	roots	root	NNS
A52264	548	8	,	,	,
A52264	548	9	lesse	lesse	NNP
A52264	548	10	5	5	CD
A52264	548	11	cubes	cube	NNS
A52264	548	12	,	,	,
A52264	548	13	more	more	JJR
A52264	548	14	one	one	CD
A52264	548	15	Quadrato	Quadrato	NNP
A52264	548	16	cube	cube	NN
A52264	548	17	,	,	,
A52264	548	18	the	the	DT
A52264	548	19	quotient	quotient	NN
A52264	548	20	shall	shall	MD
A52264	548	21	be	be	VB
A52264	548	22	the	the	DT
A52264	548	23	fift	fift	JJ
A52264	548	24	part	part	NN
A52264	548	25	of	of	IN
A52264	548	26	the	the	DT
A52264	548	27	arch	arch	NN
A52264	548	28	given	give	VBN
A52264	548	29	.	.	.
A52264	549	1	The	the	DT
A52264	549	2	reason	reason	NN
A52264	549	3	of	of	IN
A52264	549	4	the	the	DT
A52264	549	5	rule	rule	NN
A52264	549	6	depends	depend	VBZ
A52264	549	7	upon	upon	IN
A52264	549	8	the	the	DT
A52264	549	9	foregoing	foregoing	JJ
A52264	549	10	Probleme	Probleme	NNP
A52264	549	11	,	,	,
A52264	549	12	in	in	IN
A52264	549	13	which	which	WDT
A52264	549	14	we	-PRON-	PRP
A52264	549	15	have	have	VBP
A52264	549	16	proved	prove	VBN
A52264	549	17	,	,	,
A52264	549	18	that	that	IN
A52264	549	19	the	the	DT
A52264	549	20	subtense	subtense	NN
A52264	549	21	of	of	IN
A52264	549	22	five	five	CD
A52264	549	23	equall	equall	NN
A52264	549	24	arches	arch	NNS
A52264	549	25	is	be	VBZ
A52264	549	26	equall	equall	JJ
A52264	549	27	to	to	IN
A52264	549	28	5	5	CD
A52264	549	29	roots	root	NNS
A52264	549	30	,	,	,
A52264	549	31	lesse	lesse	NNP
A52264	549	32	5	5	CD
A52264	549	33	cubes	cube	NNS
A52264	549	34	,	,	,
A52264	549	35	more	more	JJR
A52264	549	36	by	by	IN
A52264	549	37	one	one	CD
A52264	549	38	quadrato	quadrato	NN
A52264	549	39	cube	cube	NN
A52264	549	40	,	,	,
A52264	549	41	of	of	IN
A52264	549	42	which	which	WDT
A52264	549	43	5	5	CD
A52264	549	44	roots	root	NNS
A52264	549	45	one	one	CD
A52264	549	46	of	of	IN
A52264	549	47	them	-PRON-	PRP
A52264	549	48	is	be	VBZ
A52264	549	49	the	the	DT
A52264	549	50	subtense	subtense	NN
A52264	549	51	of	of	IN
A52264	549	52	the	the	DT
A52264	549	53	fift	fift	JJ
A52264	549	54	part	part	NN
A52264	549	55	of	of	IN
A52264	549	56	the	the	DT
A52264	549	57	arch	arch	NN
A52264	549	58	given	give	VBN
A52264	549	59	.	.	.
A52264	550	1	And	and	CC
A52264	550	2	consequently	consequently	RB
A52264	550	3	,	,	,
A52264	550	4	if	if	IN
A52264	550	5	I	-PRON-	PRP
A52264	550	6	shall	shall	MD
A52264	550	7	divide	divide	VB
A52264	550	8	the	the	DT
A52264	550	9	subtense	subtense	NN
A52264	550	10	of	of	IN
A52264	550	11	five	five	CD
A52264	550	12	equall	equall	NN
A52264	550	13	arches	arch	NNS
A52264	550	14	by	by	IN
A52264	550	15	5	5	CD
A52264	550	16	roots	root	NNS
A52264	550	17	,	,	,
A52264	550	18	lesse	lesse	NNP
A52264	550	19	5	5	CD
A52264	550	20	cubes	cube	NNS
A52264	550	21	,	,	,
A52264	550	22	more	more	RBR
A52264	550	23	one	one	CD
A52264	550	24	quadrato	quadrato	NN
A52264	550	25	cube	cube	NNP
A52264	550	26	,	,	,
A52264	550	27	the	the	DT
A52264	550	28	quotient	quotient	NN
A52264	550	29	shall	shall	MD
A52264	550	30	be	be	VB
A52264	550	31	the	the	DT
A52264	550	32	subtense	subtense	NN
A52264	550	33	of	of	IN
A52264	550	34	the	the	DT
A52264	550	35	fift	fift	JJ
A52264	550	36	part	part	NN
A52264	550	37	of	of	IN
A52264	550	38	the	the	DT
A52264	550	39	arch	arch	NN
A52264	550	40	.	.	.
A52264	551	1	The	the	DT
A52264	551	2	manner	manner	NN
A52264	551	3	of	of	IN
A52264	551	4	the	the	DT
A52264	551	5	work	work	NN
A52264	551	6	is	be	VBZ
A52264	551	7	thus	thus	RB
A52264	551	8	:	:	:
A52264	551	9	First	first	RB
A52264	551	10	,	,	,
A52264	551	11	consider	consider	VB
A52264	551	12	whether	whether	IN
A52264	551	13	the	the	DT
A52264	551	14	subtense	subtense	NN
A52264	551	15	given	give	VBN
A52264	551	16	to	to	TO
A52264	551	17	be	be	VB
A52264	551	18	divided	divide	VBN
A52264	551	19	doth	doth	JJ
A52264	551	20	consist	consist	NN
A52264	551	21	of	of	IN
A52264	551	22	equal	equal	JJ
A52264	551	23	,	,	,
A52264	551	24	or	or	CC
A52264	551	25	of	of	IN
A52264	551	26	fewer	few	JJR
A52264	551	27	places	place	NNS
A52264	551	28	then	then	RB
A52264	551	29	the	the	DT
A52264	551	30	Radius	Radius	NNP
A52264	551	31	thereof	thereof	RB
A52264	551	32	,	,	,
A52264	551	33	if	if	IN
A52264	551	34	it	-PRON-	PRP
A52264	551	35	consist	consist	VBP
A52264	551	36	of	of	IN
A52264	551	37	equal	equal	JJ
A52264	551	38	places	place	NNS
A52264	551	39	,	,	,
A52264	551	40	set	set	VBD
A52264	551	41	a	a	DT
A52264	551	42	point	point	NN
A52264	551	43	over	over	IN
A52264	551	44	the	the	DT
A52264	551	45	head	head	NN
A52264	551	46	of	of	IN
A52264	551	47	the	the	DT
A52264	551	48	first	first	JJ
A52264	551	49	figure	figure	NN
A52264	551	50	of	of	IN
A52264	551	51	the	the	DT
A52264	551	52	subtense	subtense	NN
A52264	551	53	given	give	VBN
A52264	551	54	,	,	,
A52264	551	55	if	if	IN
A52264	551	56	of	of	IN
A52264	551	57	fewer	few	JJR
A52264	551	58	places	place	NNS
A52264	551	59	,	,	,
A52264	551	60	make	make	VB
A52264	551	61	it	-PRON-	PRP
A52264	551	62	equal	equal	JJ
A52264	551	63	,	,	,
A52264	551	64	by	by	IN
A52264	551	65	prefixing	prefix	VBG
A52264	551	66	as	as	RB
A52264	551	67	many	many	JJ
A52264	551	68	ciphers	cipher	NNS
A52264	551	69	before	before	IN
A52264	551	70	the	the	DT
A52264	551	71	subtense	subtense	NN
A52264	551	72	given	give	VBN
A52264	551	73	as	as	IN
A52264	551	74	it	-PRON-	PRP
A52264	551	75	wanteth	wanteth	JJ
A52264	551	76	of	of	IN
A52264	551	77	the	the	DT
A52264	551	78	number	number	NN
A52264	551	79	of	of	IN
A52264	551	80	places	place	NNS
A52264	551	81	of	of	IN
A52264	551	82	the	the	DT
A52264	551	83	Radius	Radius	NNP
A52264	551	84	thereof	thereof	RB
A52264	551	85	.	.	.
A52264	552	1	For	for	IN
A52264	552	2	example	example	NN
A52264	552	3	.	.	.
A52264	553	1	Let	let	VB
A52264	553	2	the	the	DT
A52264	553	3	subtense	subtense	NN
A52264	553	4	of	of	IN
A52264	553	5	10	10	CD
A52264	553	6	degrees	degree	NNS
A52264	553	7	be	be	VB
A52264	553	8	given	give	VBN
A52264	553	9	,	,	,
A52264	553	10	viz	viz	NN
A52264	553	11	.	.	.
A52264	554	1	0.17431.14854.95316.34711	0.17431.14854.95316.34711	JJ
A52264	554	2	.	.	.
A52264	555	1	This	this	DT
A52264	555	2	is	be	VBZ
A52264	555	3	lesse	lesse	NN
A52264	555	4	then	then	RB
A52264	555	5	the	the	DT
A52264	555	6	Rad	Rad	NNP
A52264	555	7	.	.	.
A52264	556	1	by	by	IN
A52264	556	2	one	one	CD
A52264	556	3	place	place	NN
A52264	556	4	,	,	,
A52264	556	5	and	and	CC
A52264	556	6	therefore	therefore	RB
A52264	556	7	I	-PRON-	PRP
A52264	556	8	have	have	VBP
A52264	556	9	set	set	VBN
A52264	556	10	one	one	CD
A52264	556	11	cipher	cipher	NN
A52264	556	12	before	before	RB
A52264	556	13	,	,	,
A52264	556	14	and	and	CC
A52264	556	15	have	have	VBP
A52264	556	16	distinguished	distinguish	VBN
A52264	556	17	it	-PRON-	PRP
A52264	556	18	from	from	IN
A52264	556	19	the	the	DT
A52264	556	20	subtense	subtense	NN
A52264	556	21	given	give	VBN
A52264	556	22	by	by	IN
A52264	556	23	a	a	DT
A52264	556	24	point	point	NN
A52264	556	25	set	set	VBN
A52264	556	26	between	between	IN
A52264	556	27	,	,	,
A52264	556	28	the	the	DT
A52264	556	29	which	which	WDT
A52264	556	30	is	be	VBZ
A52264	556	31	all	all	DT
A52264	556	32	one	one	CD
A52264	556	33	,	,	,
A52264	556	34	as	as	IN
A52264	556	35	if	if	IN
A52264	556	36	it	-PRON-	PRP
A52264	556	37	had	have	VBD
A52264	556	38	been	be	VBN
A52264	556	39	put	put	VBN
A52264	556	40	over	over	IN
A52264	556	41	the	the	DT
A52264	556	42	head	head	NN
A52264	556	43	thereof	thereof	RB
A52264	556	44	:	:	:
A52264	556	45	next	next	IN
A52264	556	46	you	-PRON-	PRP
A52264	556	47	must	must	MD
A52264	556	48	distinguish	distinguish	VB
A52264	556	49	the	the	DT
A52264	556	50	subtense	subtense	NN
A52264	556	51	given	give	VBN
A52264	556	52	into	into	IN
A52264	556	53	little	little	JJ
A52264	556	54	cubes	cube	NNS
A52264	556	55	,	,	,
A52264	556	56	&	&	CC
A52264	556	57	into	into	IN
A52264	556	58	quadratocubes	quadratocube	NNS
A52264	556	59	,	,	,
A52264	556	60	which	which	WDT
A52264	556	61	may	may	MD
A52264	556	62	be	be	VB
A52264	556	63	conveniently	conveniently	RB
A52264	556	64	done	do	VBN
A52264	556	65	thus	thus	RB
A52264	556	66	;	;	:
A52264	556	67	having	have	VBG
A52264	556	68	found	find	VBN
A52264	556	69	the	the	DT
A52264	556	70	place	place	NN
A52264	556	71	of	of	IN
A52264	556	72	the	the	DT
A52264	556	73	first	first	JJ
A52264	556	74	point	point	NN
A52264	556	75	,	,	,
A52264	556	76	which	which	WDT
A52264	556	77	is	be	VBZ
A52264	556	78	alwayes	alwayes	NNP
A52264	556	79	the	the	DT
A52264	556	80	place	place	NN
A52264	556	81	of	of	IN
A52264	556	82	the	the	DT
A52264	556	83	Radius	Radius	NNP
A52264	556	84	,	,	,
A52264	556	85	the	the	DT
A52264	556	86	subtense	subtense	NN
A52264	556	87	given	give	VBN
A52264	556	88	must	must	MD
A52264	556	89	be	be	VB
A52264	556	90	distinguished	distinguish	VBN
A52264	556	91	into	into	IN
A52264	556	92	little	little	JJ
A52264	556	93	cubes	cube	NNS
A52264	556	94	,	,	,
A52264	556	95	by	by	IN
A52264	556	96	putting	put	VBG
A52264	556	97	a	a	DT
A52264	556	98	point	point	NN
A52264	556	99	under	under	IN
A52264	556	100	every	every	DT
A52264	556	101	third	third	JJ
A52264	556	102	figure	figure	NN
A52264	556	103	,	,	,
A52264	556	104	as	as	IN
A52264	556	105	in	in	IN
A52264	556	106	the	the	DT
A52264	556	107	trisection	trisection	NN
A52264	556	108	of	of	IN
A52264	556	109	an	an	DT
A52264	556	110	angle	angle	NN
A52264	556	111	:	:	:
A52264	556	112	thus	thus	RB
A52264	556	113	in	in	IN
A52264	556	114	this	this	DT
A52264	556	115	example	example	NN
A52264	556	116	the	the	DT
A52264	556	117	first	first	JJ
A52264	556	118	cubick	cubick	NN
A52264	556	119	point	point	NN
A52264	556	120	will	will	MD
A52264	556	121	fall	fall	VB
A52264	556	122	under	under	IN
A52264	556	123	the	the	DT
A52264	556	124	figure	figure	NN
A52264	556	125	4	4	CD
A52264	556	126	,	,	,
A52264	556	127	and	and	CC
A52264	556	128	the	the	DT
A52264	556	129	subtense	subtense	NN
A52264	556	130	given	give	VBN
A52264	556	131	must	must	MD
A52264	556	132	be	be	VB
A52264	556	133	distinguished	distinguish	VBN
A52264	556	134	into	into	IN
A52264	556	135	quadrato	quadrato	NN
A52264	556	136	cubes	cube	NNS
A52264	556	137	,	,	,
A52264	556	138	by	by	IN
A52264	556	139	setting	set	VBG
A52264	556	140	a	a	DT
A52264	556	141	point	point	NN
A52264	556	142	over	over	IN
A52264	556	143	the	the	DT
A52264	556	144	head	head	NN
A52264	556	145	,	,	,
A52264	556	146	or	or	CC
A52264	556	147	else	else	RB
A52264	556	148	between	between	IN
A52264	556	149	every	every	DT
A52264	556	150	fift	fift	JJ
A52264	556	151	figure	figure	NN
A52264	556	152	from	from	IN
A52264	556	153	the	the	DT
A52264	556	154	place	place	NN
A52264	556	155	of	of	IN
A52264	556	156	the	the	DT
A52264	556	157	Radius	radius	NN
A52264	556	158	:	:	:
A52264	556	159	thus	thus	RB
A52264	556	160	in	in	IN
A52264	556	161	this	this	DT
A52264	556	162	example	example	NN
A52264	556	163	the	the	DT
A52264	556	164	first	first	JJ
A52264	556	165	quadrato	quadrato	NN
A52264	556	166	cubick	cubick	NN
A52264	556	167	point	point	NN
A52264	556	168	must	must	MD
A52264	556	169	be	be	VB
A52264	556	170	set	set	VBN
A52264	556	171	over	over	IN
A52264	556	172	the	the	DT
A52264	556	173	head	head	NN
A52264	556	174	,	,	,
A52264	556	175	or	or	CC
A52264	556	176	after	after	IN
A52264	556	177	the	the	DT
A52264	556	178	figure	figure	NN
A52264	556	179	of	of	IN
A52264	556	180	1	1	CD
A52264	556	181	,	,	,
A52264	556	182	the	the	DT
A52264	556	183	second	second	JJ
A52264	556	184	after	after	IN
A52264	556	185	4	4	CD
A52264	556	186	,	,	,
A52264	556	187	as	as	RB
A52264	556	188	here	here	RB
A52264	556	189	you	-PRON-	PRP
A52264	556	190	see	see	VBP
A52264	556	191	.	.	.
A52264	557	1	After	after	IN
A52264	557	2	this	this	DT
A52264	557	3	preparation	preparation	NN
A52264	557	4	made	make	VBD
A52264	557	5	,	,	,
A52264	557	6	you	-PRON-	PRP
A52264	557	7	must	must	MD
A52264	557	8	place	place	VB
A52264	557	9	your	-PRON-	PRP$
A52264	557	10	two	two	CD
A52264	557	11	divisors	divisor	NNS
A52264	557	12	,	,	,
A52264	557	13	5	5	CD
A52264	557	14	roots	root	NNS
A52264	557	15	and	and	CC
A52264	557	16	5	5	CD
A52264	557	17	cubes	cube	NNS
A52264	557	18	in	in	IN
A52264	557	19	this	this	DT
A52264	557	20	manner	manner	NN
A52264	557	21	,	,	,
A52264	557	22	the	the	DT
A52264	557	23	first	first	JJ
A52264	557	24	as	as	IN
A52264	557	25	in	in	IN
A52264	557	26	ordinary	ordinary	JJ
A52264	557	27	division	division	NN
A52264	557	28	under	under	IN
A52264	557	29	the	the	DT
A52264	557	30	first	first	JJ
A52264	557	31	figure	figure	NN
A52264	557	32	of	of	IN
A52264	557	33	the	the	DT
A52264	557	34	subtense	subtense	NN
A52264	557	35	given	give	VBN
A52264	557	36	,	,	,
A52264	557	37	the	the	DT
A52264	557	38	other	other	JJ
A52264	557	39	5	5	CD
A52264	557	40	under	under	IN
A52264	557	41	the	the	DT
A52264	557	42	first	first	JJ
A52264	557	43	cubick	cubick	NN
A52264	557	44	point	point	NN
A52264	557	45	,	,	,
A52264	557	46	and	and	CC
A52264	557	47	they	-PRON-	PRP
A52264	557	48	will	will	MD
A52264	557	49	stand	stand	VB
A52264	557	50	as	as	IN
A52264	557	51	in	in	IN
A52264	557	52	the	the	DT
A52264	557	53	work	work	NN
A52264	557	54	you	-PRON-	PRP
A52264	557	55	see	see	VBP
A52264	557	56	;	;	:
A52264	557	57	then	then	RB
A52264	557	58	ask	ask	VB
A52264	557	59	how	how	WRB
A52264	557	60	often	often	RB
A52264	557	61	5	5	CD
A52264	557	62	in	in	IN
A52264	557	63	one	one	CD
A52264	557	64	,	,	,
A52264	557	65	which	which	WDT
A52264	557	66	being	be	VBG
A52264	557	67	not	not	RB
A52264	557	68	once	once	RB
A52264	557	69	,	,	,
A52264	557	70	I	-PRON-	PRP
A52264	557	71	put	put	VBD
A52264	557	72	a	a	DT
A52264	557	73	cipher	cipher	NN
A52264	557	74	in	in	IN
A52264	557	75	the	the	DT
A52264	557	76	quotient	quotient	NN
A52264	557	77	,	,	,
A52264	557	78	and	and	CC
A52264	557	79	remove	remove	VB
A52264	557	80	my	-PRON-	PRP$
A52264	557	81	first	first	JJ
A52264	557	82	divisor	divisor	NN
A52264	557	83	a	a	DT
A52264	557	84	place	place	NN
A52264	557	85	forwarder	forwarder	NN
A52264	557	86	,	,	,
A52264	557	87	as	as	IN
A52264	557	88	in	in	IN
A52264	557	89	ordinary	ordinary	JJ
A52264	557	90	division	division	NN
A52264	557	91	,	,	,
A52264	557	92	but	but	CC
A52264	557	93	the	the	DT
A52264	557	94	other	other	JJ
A52264	557	95	5	5	CD
A52264	557	96	I	-PRON-	PRP
A52264	557	97	remove	remove	VBP
A52264	557	98	to	to	IN
A52264	557	99	the	the	DT
A52264	557	100	next	next	JJ
A52264	557	101	cubick	cubick	NN
A52264	557	102	point	point	NN
A52264	557	103	,	,	,
A52264	557	104	then	then	RB
A52264	557	105	,	,	,
A52264	557	106	as	as	IN
A52264	557	107	before	before	RB
A52264	557	108	,	,	,
A52264	557	109	I	-PRON-	PRP
A52264	557	110	ask	ask	VBP
A52264	557	111	how	how	WRB
A52264	557	112	often	often	RB
A52264	557	113	5	5	CD
A52264	557	114	in	in	IN
A52264	557	115	17	17	CD
A52264	557	116	,	,	,
A52264	557	117	which	which	WDT
A52264	557	118	being	be	VBG
A52264	557	119	3	3	CD
A52264	557	120	times	time	NNS
A52264	557	121	,	,	,
A52264	557	122	I	-PRON-	PRP
A52264	557	123	set	set	VBD
A52264	557	124	3	3	CD
A52264	557	125	in	in	IN
A52264	557	126	the	the	DT
A52264	557	127	quotient	quotient	NN
A52264	557	128	,	,	,
A52264	557	129	and	and	CC
A52264	557	130	of	of	IN
A52264	557	131	this	this	DT
A52264	557	132	quotient	quotient	NN
A52264	557	133	I	-PRON-	PRP
A52264	557	134	seek	seek	VBP
A52264	557	135	the	the	DT
A52264	557	136	quadrato	quadrato	NN
A52264	557	137	cube	cube	NN
A52264	557	138	,	,	,
A52264	557	139	and	and	CC
A52264	557	140	finde	finde	NNP
A52264	557	141	it	-PRON-	PRP
A52264	557	142	to	to	TO
A52264	557	143	be	be	VB
A52264	557	144	243	243	CD
A52264	557	145	,	,	,
A52264	557	146	the	the	DT
A52264	557	147	last	last	JJ
A52264	557	148	figure	figure	NN
A52264	557	149	whereof	whereof	NNP
A52264	557	150	,	,	,
A52264	557	151	namely	namely	RB
A52264	557	152	,	,	,
A52264	557	153	3	3	CD
A52264	557	154	,	,	,
A52264	557	155	I	-PRON-	PRP
A52264	557	156	set	set	VBD
A52264	557	157	under	under	IN
A52264	557	158	the	the	DT
A52264	557	159	last	last	JJ
A52264	557	160	figure	figure	NN
A52264	557	161	of	of	IN
A52264	557	162	the	the	DT
A52264	557	163	second	second	JJ
A52264	557	164	quadrato	quadrato	NN
A52264	557	165	cubick	cubick	NN
A52264	557	166	point	point	NN
A52264	557	167	(	(	-LRB-
A52264	557	168	because	because	IN
A52264	557	169	there	there	EX
A52264	557	170	are	be	VBP
A52264	557	171	but	but	CC
A52264	557	172	3	3	CD
A52264	557	173	figures	figure	NNS
A52264	557	174	between	between	IN
A52264	557	175	my	-PRON-	PRP$
A52264	557	176	divisor	divisor	NN
A52264	557	177	5	5	CD
A52264	557	178	and	and	CC
A52264	557	179	the	the	DT
A52264	557	180	first	first	JJ
A52264	557	181	cubick	cubick	NN
A52264	557	182	point	point	NN
A52264	557	183	,	,	,
A52264	557	184	whereas	whereas	IN
A52264	557	185	there	there	EX
A52264	557	186	must	must	MD
A52264	557	187	be	be	VB
A52264	557	188	alwayes	alwayes	NNP
A52264	557	189	four	four	CD
A52264	557	190	at	at	IN
A52264	557	191	the	the	DT
A52264	557	192	least	least	JJS
A52264	557	193	)	)	-RRB-
A52264	557	194	then	then	RB
A52264	557	195	I	-PRON-	PRP
A52264	557	196	multiply	multiply	VBP
A52264	557	197	the	the	DT
A52264	557	198	figure	figure	NN
A52264	557	199	3	3	CD
A52264	557	200	placed	place	VBN
A52264	557	201	in	in	IN
A52264	557	202	the	the	DT
A52264	557	203	quotient	quotient	NN
A52264	557	204	by	by	IN
A52264	557	205	my	-PRON-	PRP$
A52264	557	206	divisor	divisor	NN
A52264	557	207	5	5	CD
A52264	557	208	,	,	,
A52264	557	209	and	and	CC
A52264	557	210	the	the	DT
A52264	557	211	product	product	NN
A52264	557	212	thereof	thereof	RB
A52264	557	213	is	be	VBZ
A52264	557	214	15	15	CD
A52264	557	215	,	,	,
A52264	557	216	the	the	DT
A52264	557	217	first	first	JJ
A52264	557	218	figure	figure	NN
A52264	557	219	whereof	whereof	IN
A52264	557	220	I	-PRON-	PRP
A52264	557	221	place	place	VBP
A52264	557	222	under	under	IN
A52264	557	223	my	-PRON-	PRP$
A52264	557	224	said	say	VBN
A52264	557	225	divisor	divisor	NNP
A52264	557	226	5	5	CD
A52264	557	227	,	,	,
A52264	557	228	to	to	TO
A52264	557	229	which	which	WDT
A52264	557	230	having	have	VBG
A52264	557	231	annexed	annex	VBN
A52264	557	232	ciphers	cipher	NNS
A52264	557	233	,	,	,
A52264	557	234	or	or	CC
A52264	557	235	at	at	IN
A52264	557	236	least	least	JJS
A52264	557	237	supposing	suppose	VBG
A52264	557	238	them	-PRON-	PRP
A52264	557	239	to	to	TO
A52264	557	240	be	be	VB
A52264	557	241	annexed	annex	VBN
A52264	557	242	,	,	,
A52264	557	243	(	(	-LRB-
A52264	557	244	as	as	IN
A52264	557	245	to	to	IN
A52264	557	246	the	the	DT
A52264	557	247	triple	triple	JJ
A52264	557	248	root	root	NN
A52264	557	249	in	in	IN
A52264	557	250	the	the	DT
A52264	557	251	trisection	trisection	NN
A52264	557	252	)	)	-RRB-
A52264	557	253	I	-PRON-	PRP
A52264	557	254	draw	draw	VBP
A52264	557	255	the	the	DT
A52264	557	256	quadrato	quadrato	NN
A52264	557	257	cube	cube	NN
A52264	557	258	of	of	IN
A52264	557	259	the	the	DT
A52264	557	260	figure	figure	NN
A52264	557	261	in	in	IN
A52264	557	262	the	the	DT
A52264	557	263	quotient	quotient	NN
A52264	557	264	,	,	,
A52264	557	265	and	and	CC
A52264	557	266	these	these	DT
A52264	557	267	5	5	CD
A52264	557	268	roots	root	NNS
A52264	557	269	or	or	CC
A52264	557	270	5	5	CD
A52264	557	271	quotients	quotient	NNS
A52264	557	272	into	into	IN
A52264	557	273	one	one	CD
A52264	557	274	summe	summe	NN
A52264	557	275	,	,	,
A52264	557	276	the	the	DT
A52264	557	277	which	which	WDT
A52264	557	278	is	be	VBZ
A52264	557	279	1500000243	1500000243	CD
A52264	557	280	,	,	,
A52264	557	281	under	under	IN
A52264	557	282	this	this	DT
A52264	557	283	summe	summe	NN
A52264	557	284	I	-PRON-	PRP
A52264	557	285	draw	draw	VBP
A52264	557	286	a	a	DT
A52264	557	287	line	line	NN
A52264	557	288	,	,	,
A52264	557	289	so	so	RB
A52264	557	290	have	have	VBP
A52264	557	291	we	-PRON-	PRP
A52264	557	292	five	five	CD
A52264	557	293	roots	root	NNS
A52264	557	294	more	more	RBR
A52264	557	295	one	one	CD
A52264	557	296	quadrato	quadrato	NN
A52264	557	297	cube	cube	NN
A52264	557	298	,	,	,
A52264	557	299	from	from	IN
A52264	557	300	which	which	WDT
A52264	557	301	I	-PRON-	PRP
A52264	557	302	must	must	MD
A52264	557	303	subtract	subtract	VB
A52264	557	304	5	5	CD
A52264	557	305	cubes	cube	NNS
A52264	557	306	,	,	,
A52264	557	307	I	-PRON-	PRP
A52264	557	308	therefore	therefore	RB
A52264	557	309	seek	seek	VBP
A52264	557	310	the	the	DT
A52264	557	311	cube	cube	NN
A52264	557	312	of	of	IN
A52264	557	313	3	3	CD
A52264	557	314	,	,	,
A52264	557	315	the	the	DT
A52264	557	316	figure	figure	NN
A52264	557	317	placed	place	VBN
A52264	557	318	in	in	IN
A52264	557	319	the	the	DT
A52264	557	320	quotient	quotient	NN
A52264	557	321	,	,	,
A52264	557	322	and	and	CC
A52264	557	323	finde	finde	VB
A52264	557	324	it	-PRON-	PRP
A52264	557	325	to	to	TO
A52264	557	326	be	be	VB
A52264	557	327	27	27	CD
A52264	557	328	,	,	,
A52264	557	329	which	which	WDT
A52264	557	330	multiplied	multiply	VBN
A52264	557	331	by	by	IN
A52264	557	332	5	5	CD
A52264	557	333	,	,	,
A52264	557	334	the	the	DT
A52264	557	335	product	product	NN
A52264	557	336	will	will	MD
A52264	557	337	be	be	VB
A52264	557	338	135	135	CD
A52264	557	339	,	,	,
A52264	557	340	the	the	DT
A52264	557	341	last	last	JJ
A52264	557	342	figure	figure	NN
A52264	557	343	of	of	IN
A52264	557	344	these	these	DT
A52264	557	345	five	five	CD
A52264	557	346	cubes	cube	NNS
A52264	557	347	,	,	,
A52264	557	348	viz	viz	NN
A52264	557	349	.	.	.
A52264	558	1	5	5	LS
A52264	558	2	,	,	,
A52264	558	3	I	-PRON-	PRP
A52264	558	4	set	set	VBD
A52264	558	5	under	under	IN
A52264	558	6	my	-PRON-	PRP$
A52264	558	7	second	second	JJ
A52264	558	8	5	5	CD
A52264	558	9	or	or	CC
A52264	558	10	cubick	cubick	NN
A52264	558	11	divisor	divisor	NN
A52264	558	12	,	,	,
A52264	558	13	and	and	CC
A52264	558	14	substracting	substracte	VBG
A52264	558	15	these	these	DT
A52264	558	16	5	5	CD
A52264	558	17	cubes	cube	NNS
A52264	558	18	from	from	IN
A52264	558	19	the	the	DT
A52264	558	20	5	5	CD
A52264	558	21	roots	root	NNS
A52264	558	22	more	more	JJR
A52264	558	23	one	one	CD
A52264	558	24	quadrato	quadrato	NN
A52264	558	25	cube	cube	NNP
A52264	558	26	,	,	,
A52264	558	27	the	the	DT
A52264	558	28	remainer	remainer	NN
A52264	558	29	will	will	MD
A52264	558	30	be	be	VB
A52264	558	31	〈	〈	NNP
A52264	558	32	…	…	NFP
A52264	558	33	〉	〉	NNP
A52264	558	34	,	,	,
A52264	558	35	which	which	WDT
A52264	558	36	remainer	remainer	NN
A52264	558	37	being	being	NN
A52264	558	38	also	also	RB
A52264	558	39	substracted	substracte	VBN
A52264	558	40	from	from	IN
A52264	558	41	the	the	DT
A52264	558	42	figures	figure	NNS
A52264	558	43	of	of	IN
A52264	558	44	the	the	DT
A52264	558	45	subtense	subtense	NN
A52264	558	46	given	give	VBN
A52264	558	47	standing	stand	VBG
A52264	558	48	over	over	IN
A52264	558	49	the	the	DT
A52264	558	50	head	head	NN
A52264	558	51	thereof	thereof	RB
A52264	558	52	,	,	,
A52264	558	53	the	the	DT
A52264	558	54	remainer	remainer	NN
A52264	558	55	of	of	IN
A52264	558	56	the	the	DT
A52264	558	57	subtense	subtense	NN
A52264	558	58	given	give	VBN
A52264	558	59	will	will	MD
A52264	558	60	be	be	VB
A52264	558	61	244464611	244464611	CD
A52264	558	62	,	,	,
A52264	558	63	and	and	CC
A52264	558	64	so	so	RB
A52264	558	65	have	have	VBP
A52264	558	66	I	-PRON-	PRP
A52264	558	67	wrought	work	VBN
A52264	558	68	once	once	RB
A52264	558	69	.	.	.
A52264	559	1	To	to	IN
A52264	559	2	this	this	DT
A52264	559	3	remainer	remainer	NN
A52264	559	4	of	of	IN
A52264	559	5	the	the	DT
A52264	559	6	two	two	CD
A52264	559	7	first	first	JJ
A52264	559	8	quadrato	quadrato	NN
A52264	559	9	cubes	cube	NNS
A52264	559	10	,	,	,
A52264	559	11	I	-PRON-	PRP
A52264	559	12	draw	draw	VBP
A52264	559	13	down	down	RP
A52264	559	14	95316	95316	CD
A52264	559	15	,	,	,
A52264	559	16	the	the	DT
A52264	559	17	figures	figure	NNS
A52264	559	18	of	of	IN
A52264	559	19	the	the	DT
A52264	559	20	next	next	JJ
A52264	559	21	quadrato	quadrato	NN
A52264	559	22	cube	cube	NNP
A52264	559	23	,	,	,
A52264	559	24	and	and	CC
A52264	559	25	setting	set	VBG
A52264	559	26	my	-PRON-	PRP$
A52264	559	27	first	first	JJ
A52264	559	28	divisor	divisor	NN
A52264	559	29	a	a	DT
A52264	559	30	place	place	NN
A52264	559	31	forwarder	forwarder	NN
A52264	559	32	,	,	,
A52264	559	33	I	-PRON-	PRP
A52264	559	34	ask	ask	VBP
A52264	559	35	how	how	WRB
A52264	559	36	often	often	RB
A52264	559	37	5	5	CD
A52264	559	38	in	in	IN
A52264	559	39	24	24	CD
A52264	559	40	,	,	,
A52264	559	41	which	which	WDT
A52264	559	42	being	be	VBG
A52264	559	43	four	four	CD
A52264	559	44	times	time	NNS
A52264	559	45	,	,	,
A52264	559	46	I	-PRON-	PRP
A52264	559	47	set	set	VBD
A52264	559	48	4	4	CD
A52264	559	49	in	in	IN
A52264	559	50	the	the	DT
A52264	559	51	quotient	quotient	NN
A52264	559	52	,	,	,
A52264	559	53	not	not	RB
A52264	559	54	knowing	know	VBG
A52264	559	55	yet	yet	RB
A52264	559	56	whether	whether	IN
A52264	559	57	this	this	DT
A52264	559	58	be	be	VB
A52264	559	59	the	the	DT
A52264	559	60	true	true	JJ
A52264	559	61	quotient	quotient	NN
A52264	559	62	or	or	CC
A52264	559	63	not	not	RB
A52264	559	64	,	,	,
A52264	559	65	but	but	CC
A52264	559	66	with	with	IN
A52264	559	67	this	this	DT
A52264	559	68	I	-PRON-	PRP
A52264	559	69	proceed	proceed	VBP
A52264	559	70	to	to	TO
A52264	559	71	correct	correct	VB
A52264	559	72	my	-PRON-	PRP$
A52264	559	73	divisor	divisor	NN
A52264	559	74	,	,	,
A52264	559	75	and	and	CC
A52264	559	76	first	first	RB
A52264	559	77	I	-PRON-	PRP
A52264	559	78	seek	seek	VBP
A52264	559	79	the	the	DT
A52264	559	80	quadrato	quadrato	NN
A52264	559	81	quadrat	quadrat	NN
A52264	559	82	of	of	IN
A52264	559	83	3	3	CD
A52264	559	84	,	,	,
A52264	559	85	the	the	DT
A52264	559	86	first	first	JJ
A52264	559	87	quotient	quotient	NN
A52264	559	88	,	,	,
A52264	559	89	and	and	CC
A52264	559	90	finde	finde	IN
A52264	559	91	it	-PRON-	PRP
A52264	559	92	to	to	TO
A52264	559	93	be	be	VB
A52264	559	94	81	81	CD
A52264	559	95	,	,	,
A52264	559	96	this	this	DT
A52264	559	97	multiplied	multiply	VBN
A52264	559	98	by	by	IN
A52264	559	99	5	5	CD
A52264	559	100	,	,	,
A52264	559	101	will	will	MD
A52264	559	102	make	make	VB
A52264	559	103	405	405	CD
A52264	559	104	,	,	,
A52264	559	105	this	this	DT
A52264	559	106	product	product	NN
A52264	559	107	I	-PRON-	PRP
A52264	559	108	set	set	VBD
A52264	559	109	under	under	IN
A52264	559	110	my	-PRON-	PRP$
A52264	559	111	divisor	divisor	NN
A52264	559	112	,	,	,
A52264	559	113	and	and	CC
A52264	559	114	5	5	CD
A52264	559	115	the	the	DT
A52264	559	116	last	last	JJ
A52264	559	117	figure	figure	NN
A52264	559	118	thereof	thereof	WRB
A52264	559	119	I	-PRON-	PRP
A52264	559	120	set	set	VBD
A52264	559	121	under	under	IN
A52264	559	122	9	9	CD
A52264	559	123	,	,	,
A52264	559	124	the	the	DT
A52264	559	125	first	first	JJ
A52264	559	126	figure	figure	NN
A52264	559	127	of	of	IN
A52264	559	128	the	the	DT
A52264	559	129	3	3	CD
A52264	559	130	quadrato	quadrato	NNP
A52264	559	131	quadrate	quadrate	NN
A52264	559	132	;	;	:
A52264	559	133	next	next	RB
A52264	559	134	I	-PRON-	PRP
A52264	559	135	seek	seek	VBP
A52264	559	136	the	the	DT
A52264	559	137	cube	cube	NN
A52264	559	138	of	of	IN
A52264	559	139	3	3	CD
A52264	559	140	,	,	,
A52264	559	141	&	&	CC
A52264	559	142	finde	finde	NNP
A52264	559	143	it	-PRON-	PRP
A52264	559	144	to	to	TO
A52264	559	145	be	be	VB
A52264	559	146	27	27	CD
A52264	559	147	,	,	,
A52264	559	148	which	which	WDT
A52264	559	149	being	be	VBG
A52264	559	150	multiplied	multiply	VBN
A52264	559	151	by	by	IN
A52264	559	152	10	10	CD
A52264	559	153	,	,	,
A52264	559	154	the	the	DT
A52264	559	155	product	product	NN
A52264	559	156	will	will	MD
A52264	559	157	be	be	VB
A52264	559	158	270	270	CD
A52264	559	159	,	,	,
A52264	559	160	and	and	CC
A52264	559	161	this	this	DT
A52264	559	162	I	-PRON-	PRP
A52264	559	163	set	set	VBD
A52264	559	164	a	a	DT
A52264	559	165	place	place	NN
A52264	559	166	forwarder	forwarder	NN
A52264	559	167	under	under	IN
A52264	559	168	the	the	DT
A52264	559	169	former	former	JJ
A52264	559	170	product	product	NN
A52264	559	171	:	:	:
A52264	559	172	thirdly	thirdly	RB
A52264	559	173	,	,	,
A52264	559	174	I	-PRON-	PRP
A52264	559	175	seek	seek	VBP
A52264	559	176	the	the	DT
A52264	559	177	square	square	NN
A52264	559	178	of	of	IN
A52264	559	179	3	3	CD
A52264	559	180	which	which	WDT
A52264	559	181	is	be	VBZ
A52264	559	182	9	9	CD
A52264	559	183	,	,	,
A52264	559	184	and	and	CC
A52264	559	185	this	this	DT
A52264	559	186	multiplied	multiply	VBN
A52264	559	187	by	by	IN
A52264	559	188	10	10	CD
A52264	559	189	is	be	VBZ
A52264	559	190	90	90	CD
A52264	559	191	,	,	,
A52264	559	192	which	which	WDT
A52264	559	193	I	-PRON-	PRP
A52264	559	194	set	set	VBD
A52264	559	195	a	a	DT
A52264	559	196	place	place	NN
A52264	559	197	forwarder	forwarder	NN
A52264	559	198	under	under	IN
A52264	559	199	the	the	DT
A52264	559	200	second	second	JJ
A52264	559	201	product	product	NN
A52264	559	202	270	270	CD
A52264	559	203	.	.	.
A52264	560	1	Lastly	lastly	RB
A52264	560	2	,	,	,
A52264	560	3	I	-PRON-	PRP
A52264	560	4	multiply	multiply	VBP
A52264	560	5	3	3	CD
A52264	560	6	,	,	,
A52264	560	7	the	the	DT
A52264	560	8	figure	figure	NN
A52264	560	9	in	in	IN
A52264	560	10	the	the	DT
A52264	560	11	quotient	quotient	NN
A52264	560	12	by	by	IN
A52264	560	13	5	5	CD
A52264	560	14	my	-PRON-	PRP$
A52264	560	15	divisor	divisor	NN
A52264	560	16	,	,	,
A52264	560	17	this	this	DT
A52264	560	18	product	product	NN
A52264	560	19	which	which	WDT
A52264	560	20	is	be	VBZ
A52264	560	21	15	15	CD
A52264	560	22	,	,	,
A52264	560	23	I	-PRON-	PRP
A52264	560	24	set	set	VBD
A52264	560	25	a	a	DT
A52264	560	26	place	place	NN
A52264	560	27	forwarder	forwarder	NN
A52264	560	28	under	under	IN
A52264	560	29	90	90	CD
A52264	560	30	,	,	,
A52264	560	31	the	the	DT
A52264	560	32	third	third	JJ
A52264	560	33	product	product	NN
A52264	560	34	,	,	,
A52264	560	35	and	and	CC
A52264	560	36	now	now	RB
A52264	560	37	these	these	DT
A52264	560	38	4	4	CD
A52264	560	39	products	product	NNS
A52264	560	40	together	together	RB
A52264	560	41	with	with	IN
A52264	560	42	my	-PRON-	PRP$
A52264	560	43	divisor	divisor	NN
A52264	560	44	and	and	CC
A52264	560	45	ciphers	cipher	NNS
A52264	560	46	thereunto	thereunto	NNS
A52264	560	47	annexed	annex	VBD
A52264	560	48	,	,	,
A52264	560	49	being	be	VBG
A52264	560	50	gathered	gather	VBN
A52264	560	51	into	into	IN
A52264	560	52	one	one	CD
A52264	560	53	summe	summe	NN
A52264	560	54	,	,	,
A52264	560	55	will	will	MD
A52264	560	56	be	be	VB
A52264	560	57	500000432915	500000432915	CD
A52264	560	58	,	,	,
A52264	560	59	under	under	IN
A52264	560	60	which	which	WDT
A52264	560	61	I	-PRON-	PRP
A52264	560	62	draw	draw	VBP
A52264	560	63	a	a	DT
A52264	560	64	line	line	NN
A52264	560	65	.	.	.
A52264	561	1	And	and	CC
A52264	561	2	thrice	thrice	VB
A52264	561	3	the	the	DT
A52264	561	4	square	square	NN
A52264	561	5	of	of	IN
A52264	561	6	3	3	CD
A52264	561	7	,	,	,
A52264	561	8	multiplied	multiply	VBN
A52264	561	9	by	by	IN
A52264	561	10	5	5	CD
A52264	561	11	,	,	,
A52264	561	12	which	which	WDT
A52264	561	13	is	be	VBZ
A52264	561	14	135	135	CD
A52264	561	15	,	,	,
A52264	561	16	I	-PRON-	PRP
A52264	561	17	set	set	VBD
A52264	561	18	under	under	IN
A52264	561	19	this	this	DT
A52264	561	20	summe	summe	NN
A52264	561	21	,	,	,
A52264	561	22	the	the	DT
A52264	561	23	last	last	JJ
A52264	561	24	figure	figure	NN
A52264	561	25	thereof	thereof	IN
A52264	561	26	5	5	CD
A52264	561	27	,	,	,
A52264	561	28	under	under	IN
A52264	561	29	the	the	DT
A52264	561	30	first	first	JJ
A52264	561	31	figure	figure	NN
A52264	561	32	of	of	IN
A52264	561	33	the	the	DT
A52264	561	34	third	third	JJ
A52264	561	35	cubick	cubick	NN
A52264	561	36	point	point	NN
A52264	561	37	,	,	,
A52264	561	38	that	that	RB
A52264	561	39	is	is	RB
A52264	561	40	,	,	,
A52264	561	41	under	under	IN
A52264	561	42	4	4	CD
A52264	561	43	,	,	,
A52264	561	44	and	and	CC
A52264	561	45	the	the	DT
A52264	561	46	triple	triple	NN
A52264	561	47	of	of	IN
A52264	561	48	3	3	CD
A52264	561	49	multiplied	multiply	VBN
A52264	561	50	by	by	IN
A52264	561	51	5	5	CD
A52264	561	52	,	,	,
A52264	561	53	which	which	WDT
A52264	561	54	is	be	VBZ
A52264	561	55	45	45	CD
A52264	561	56	,	,	,
A52264	561	57	I	-PRON-	PRP
A52264	561	58	set	set	VBD
A52264	561	59	under	under	IN
A52264	561	60	the	the	DT
A52264	561	61	former	former	JJ
A52264	561	62	summe	summe	NN
A52264	561	63	135	135	CD
A52264	561	64	,	,	,
A52264	561	65	a	a	DT
A52264	561	66	place	place	NN
A52264	561	67	forwarder	forwarder	NN
A52264	561	68	,	,	,
A52264	561	69	and	and	CC
A52264	561	70	my	-PRON-	PRP$
A52264	561	71	cubick	cubick	NN
A52264	561	72	divisor	divisor	NN
A52264	561	73	5	5	CD
A52264	561	74	under	under	IN
A52264	561	75	the	the	DT
A52264	561	76	last	last	JJ
A52264	561	77	summe	summe	NN
A52264	561	78	a	a	DT
A52264	561	79	place	place	NN
A52264	561	80	forwarder	forwarder	NN
A52264	561	81	,	,	,
A52264	561	82	that	that	RB
A52264	561	83	is	is	RB
A52264	561	84	,	,	,
A52264	561	85	under	under	IN
A52264	561	86	the	the	DT
A52264	561	87	third	third	JJ
A52264	561	88	cubick	cubick	NN
A52264	561	89	point	point	NN
A52264	561	90	,	,	,
A52264	561	91	these	these	DT
A52264	561	92	drawn	draw	VBN
A52264	561	93	into	into	IN
A52264	561	94	one	one	CD
A52264	561	95	summe	summe	NN
A52264	561	96	will	will	MD
A52264	561	97	be	be	VB
A52264	561	98	13955	13955	CD
A52264	561	99	,	,	,
A52264	561	100	and	and	CC
A52264	561	101	being	be	VBG
A52264	561	102	substracted	substracte	VBN
A52264	561	103	from	from	IN
A52264	561	104	the	the	DT
A52264	561	105	former	former	JJ
A52264	561	106	summe	summe	NN
A52264	561	107	500000432915	500000432915	CD
A52264	561	108	,	,	,
A52264	561	109	the	the	DT
A52264	561	110	remainer	remainer	NN
A52264	561	111	498.60493	498.60493	NN
A52264	561	112	.	.	.
A52264	562	1	+	+	CC
A52264	562	2	2915	2915	CD
A52264	562	3	is	be	VBZ
A52264	562	4	my	-PRON-	PRP$
A52264	562	5	divisor	divisor	NN
A52264	562	6	corrected	correct	VBN
A52264	562	7	,	,	,
A52264	562	8	and	and	CC
A52264	562	9	yet	yet	RB
A52264	562	10	I	-PRON-	PRP
A52264	562	11	know	know	VBP
A52264	562	12	not	not	RB
A52264	562	13	whether	whether	IN
A52264	562	14	I	-PRON-	PRP
A52264	562	15	have	have	VBP
A52264	562	16	a	a	DT
A52264	562	17	true	true	JJ
A52264	562	18	quotient	quotient	NN
A52264	562	19	or	or	CC
A52264	562	20	not	not	RB
A52264	562	21	;	;	:
A52264	562	22	under	under	IN
A52264	562	23	this	this	DT
A52264	562	24	remainer	remainer	NN
A52264	562	25	therefore	therefore	RB
A52264	562	26	I	-PRON-	PRP
A52264	562	27	draw	draw	VBP
A52264	562	28	a	a	DT
A52264	562	29	line	line	NN
A52264	562	30	,	,	,
A52264	562	31	and	and	CC
A52264	562	32	work	work	VB
A52264	562	33	with	with	IN
A52264	562	34	4	4	CD
A52264	562	35	,	,	,
A52264	562	36	which	which	WDT
A52264	562	37	I	-PRON-	PRP
A52264	562	38	suppose	suppose	VBP
A52264	562	39	to	to	TO
A52264	562	40	be	be	VB
A52264	562	41	the	the	DT
A52264	562	42	true	true	JJ
A52264	562	43	quotient	quotient	NN
A52264	562	44	in	in	IN
A52264	562	45	manner	manner	NN
A52264	562	46	following	following	NN
A52264	562	47	;	;	:
A52264	562	48	and	and	CC
A52264	562	49	that	that	IN
A52264	562	50	the	the	DT
A52264	562	51	manner	manner	NN
A52264	562	52	of	of	IN
A52264	562	53	the	the	DT
A52264	562	54	work	work	NN
A52264	562	55	may	may	MD
A52264	562	56	be	be	VB
A52264	562	57	the	the	DT
A52264	562	58	more	more	RBR
A52264	562	59	perspicuous	perspicuous	JJ
A52264	562	60	,	,	,
A52264	562	61	(	(	-LRB-
A52264	562	62	as	as	IN
A52264	562	63	in	in	IN
A52264	562	64	the	the	DT
A52264	562	65	trisection	trisection	NN
A52264	562	66	of	of	IN
A52264	562	67	an	an	DT
A52264	562	68	angle	angle	NN
A52264	562	69	,	,	,
A52264	562	70	so	so	RB
A52264	562	71	here	here	RB
A52264	562	72	)	)	-RRB-
A52264	562	73	3	3	CD
A52264	562	74	the	the	DT
A52264	562	75	first	first	JJ
A52264	562	76	figure	figure	NN
A52264	562	77	found	find	VBD
A52264	562	78	I	-PRON-	PRP
A52264	562	79	call	call	VBP
A52264	562	80	(	(	-LRB-
A52264	562	81	a	a	DT
A52264	562	82	)	)	-RRB-
A52264	562	83	and	and	CC
A52264	562	84	4	4	CD
A52264	562	85	the	the	DT
A52264	562	86	second	second	JJ
A52264	562	87	figure	figure	NN
A52264	562	88	I	-PRON-	PRP
A52264	562	89	call	call	VBP
A52264	562	90	(	(	-LRB-
A52264	562	91	e	e	LS
A52264	562	92	)	)	-RRB-
A52264	562	93	the	the	DT
A52264	562	94	square	square	NN
A52264	562	95	of	of	IN
A52264	562	96	three	three	CD
A52264	562	97	I	-PRON-	PRP
A52264	562	98	note	note	VBP
A52264	562	99	with	with	IN
A52264	562	100	aa	aa	NNP
A52264	562	101	,	,	,
A52264	562	102	the	the	DT
A52264	562	103	cube	cube	NNP
A52264	562	104	with	with	IN
A52264	562	105	aaa	aaa	NNP
A52264	562	106	,	,	,
A52264	562	107	the	the	DT
A52264	562	108	quadrate	quadrate	JJ
A52264	562	109	quadrat	quadrat	NN
A52264	562	110	with	with	IN
A52264	562	111	aaaa	aaaa	NNP
A52264	562	112	,	,	,
A52264	562	113	the	the	DT
A52264	562	114	quadrato	quadrato	NNP
A52264	562	115	cube	cube	NNP
A52264	562	116	with	with	IN
A52264	562	117	aaaaa	aaaaa	RB
A52264	562	118	,	,	,
A52264	562	119	so	so	CC
A52264	562	120	likewise	likewise	RB
A52264	562	121	the	the	DT
A52264	562	122	square	square	NN
A52264	562	123	of	of	IN
A52264	562	124	4	4	CD
A52264	562	125	the	the	DT
A52264	562	126	second	second	JJ
A52264	562	127	figure	figure	NN
A52264	562	128	I	-PRON-	PRP
A52264	562	129	note	note	VBP
A52264	562	130	with	with	IN
A52264	562	131	ee	ee	NNP
A52264	562	132	,	,	,
A52264	562	133	the	the	DT
A52264	562	134	cube	cube	NNP
A52264	562	135	with	with	IN
A52264	562	136	eee	eee	NNP
A52264	562	137	,	,	,
A52264	562	138	the	the	DT
A52264	562	139	quadrato	quadrato	NNP
A52264	562	140	quadrate	quadrate	NNP
A52264	562	141	with	with	IN
A52264	562	142	eeee	eeee	NNP
A52264	562	143	,	,	,
A52264	562	144	the	the	DT
A52264	562	145	quadrato	quadrato	NNP
A52264	562	146	cube	cube	NNP
A52264	562	147	with	with	IN
A52264	562	148	eeeee	eeeee	NNP
A52264	562	149	;	;	:
A52264	562	150	my	-PRON-	PRP$
A52264	562	151	first	first	JJ
A52264	562	152	divisor	divisor	NN
A52264	562	153	I	-PRON-	PRP
A52264	562	154	note	note	VBP
A52264	562	155	with	with	IN
A52264	562	156	ffff	ffff	NN
A52264	562	157	,	,	,
A52264	562	158	because	because	IN
A52264	562	159	this	this	DT
A52264	562	160	Equation	Equation	NNP
A52264	562	161	is	be	VBZ
A52264	562	162	quadrato	quadrato	NNP
A52264	562	163	quadratick	quadratick	NN
A52264	562	164	,	,	,
A52264	562	165	and	and	CC
A52264	562	166	5	5	CD
A52264	562	167	my	-PRON-	PRP$
A52264	562	168	second	second	JJ
A52264	562	169	divisor	divisor	NN
A52264	562	170	,	,	,
A52264	562	171	I	-PRON-	PRP
A52264	562	172	note	note	VBP
A52264	562	173	with	with	IN
A52264	562	174	cc	cc	NNP
A52264	562	175	,	,	,
A52264	562	176	because	because	IN
A52264	562	177	the	the	DT
A52264	562	178	divisor	divisor	NN
A52264	562	179	it	-PRON-	PRP
A52264	562	180	self	self	NN
A52264	562	181	is	be	VBZ
A52264	562	182	cubick	cubick	JJ
A52264	562	183	:	:	:
A52264	562	184	these	these	DT
A52264	562	185	things	thing	NNS
A52264	562	186	premised	premise	VBN
A52264	562	187	,	,	,
A52264	562	188	I	-PRON-	PRP
A52264	562	189	proceed	proceed	VBP
A52264	562	190	thus	thus	RB
A52264	562	191	:	:	:
A52264	562	192	First	first	RB
A52264	562	193	,	,	,
A52264	562	194	I	-PRON-	PRP
A52264	562	195	multiply	multiply	VBP
A52264	562	196	405	405	CD
A52264	562	197	,	,	,
A52264	562	198	which	which	WDT
A52264	562	199	is	be	VBZ
A52264	562	200	5	5	CD
A52264	562	201	aaaa	aaaa	CD
A52264	562	202	or	or	CC
A52264	562	203	5	5	CD
A52264	562	204	times	time	NNS
A52264	562	205	the	the	DT
A52264	562	206	quadrato	quadrato	NNP
A52264	562	207	quadrate	quadrate	NNP
A52264	562	208	of	of	IN
A52264	562	209	3	3	CD
A52264	562	210	by	by	IN
A52264	562	211	e	e	NN
A52264	562	212	,	,	,
A52264	562	213	that	that	RB
A52264	562	214	is	is	RB
A52264	562	215	,	,	,
A52264	562	216	by	by	IN
A52264	562	217	4	4	CD
A52264	562	218	,	,	,
A52264	562	219	and	and	CC
A52264	562	220	the	the	DT
A52264	562	221	product	product	NN
A52264	562	222	thereof	thereof	IN
A52264	562	223	1620	1620	CD
A52264	562	224	,	,	,
A52264	562	225	I	-PRON-	PRP
A52264	562	226	set	set	VBD
A52264	562	227	under	under	IN
A52264	562	228	my	-PRON-	PRP$
A52264	562	229	divisor	divisor	NN
A52264	562	230	corrected	correct	VBN
A52264	562	231	,	,	,
A52264	562	232	so	so	IN
A52264	562	233	as	as	IN
A52264	562	234	the	the	DT
A52264	562	235	last	last	JJ
A52264	562	236	figure	figure	NN
A52264	562	237	thereof	thereof	RB
A52264	562	238	may	may	MD
A52264	562	239	stand	stand	VB
A52264	562	240	under	under	IN
A52264	562	241	the	the	DT
A52264	562	242	first	first	JJ
A52264	562	243	figure	figure	NN
A52264	562	244	of	of	IN
A52264	562	245	the	the	DT
A52264	562	246	third	third	JJ
A52264	562	247	quadrato	quadrato	NNP
A52264	562	248	cubick	cubick	NN
A52264	562	249	number	number	NN
A52264	562	250	,	,	,
A52264	562	251	and	and	CC
A52264	562	252	against	against	IN
A52264	562	253	this	this	DT
A52264	562	254	number	number	NN
A52264	562	255	I	-PRON-	PRP
A52264	562	256	put	put	VBD
A52264	562	257	in	in	IN
A52264	562	258	the	the	DT
A52264	562	259	margine	margine	NN
A52264	562	260	5	5	CD
A52264	562	261	aaaae	aaaae	NN
A52264	562	262	,	,	,
A52264	562	263	that	that	RB
A52264	562	264	is	is	RB
A52264	562	265	,	,	,
A52264	562	266	five	five	CD
A52264	562	267	times	time	NNS
A52264	562	268	the	the	DT
A52264	562	269	quadrato	quadrato	NNP
A52264	562	270	quadrate	quadrate	NNP
A52264	562	271	of	of	IN
A52264	562	272	3	3	CD
A52264	562	273	multiplied	multiply	VBN
A52264	562	274	by	by	IN
A52264	562	275	4	4	CD
A52264	562	276	:	:	:
A52264	562	277	next	next	IN
A52264	562	278	270	270	CD
A52264	562	279	,	,	,
A52264	562	280	ten	ten	CD
A52264	562	281	times	time	NNS
A52264	562	282	the	the	DT
A52264	562	283	cube	cube	NNP
A52264	562	284	of	of	IN
A52264	562	285	3	3	CD
A52264	562	286	,	,	,
A52264	562	287	by	by	IN
A52264	562	288	16	16	CD
A52264	562	289	the	the	DT
A52264	562	290	square	square	NN
A52264	562	291	of	of	IN
A52264	562	292	4	4	CD
A52264	562	293	,	,	,
A52264	562	294	and	and	CC
A52264	562	295	this	this	DT
A52264	562	296	product	product	NN
A52264	562	297	4320	4320	CD
A52264	562	298	,	,	,
A52264	562	299	I	-PRON-	PRP
A52264	562	300	set	set	VBD
A52264	562	301	under	under	IN
A52264	562	302	the	the	DT
A52264	562	303	former	former	JJ
A52264	562	304	a	a	DT
A52264	562	305	place	place	NN
A52264	562	306	forwarder	forwarder	NN
A52264	562	307	,	,	,
A52264	562	308	and	and	CC
A52264	562	309	90	90	CD
A52264	562	310	,	,	,
A52264	562	311	which	which	WDT
A52264	562	312	is	be	VBZ
A52264	562	313	10	10	CD
A52264	562	314	times	time	NNS
A52264	562	315	the	the	DT
A52264	562	316	square	square	NN
A52264	562	317	of	of	IN
A52264	562	318	3	3	CD
A52264	562	319	,	,	,
A52264	562	320	I	-PRON-	PRP
A52264	562	321	multiply	multiply	VBP
A52264	562	322	by	by	IN
A52264	562	323	64	64	CD
A52264	562	324	,	,	,
A52264	562	325	the	the	DT
A52264	562	326	cube	cube	NNP
A52264	562	327	of	of	IN
A52264	562	328	4	4	CD
A52264	562	329	,	,	,
A52264	562	330	&	&	CC
A52264	562	331	this	this	DT
A52264	562	332	product	product	NN
A52264	562	333	5760	5760	CD
A52264	562	334	I	-PRON-	PRP
A52264	562	335	set	set	VBD
A52264	562	336	under	under	IN
A52264	562	337	the	the	DT
A52264	562	338	last	last	JJ
A52264	562	339	a	a	DT
A52264	562	340	place	place	NN
A52264	562	341	forwarder	forwarder	NN
A52264	562	342	then	then	RB
A52264	562	343	that	that	DT
A52264	562	344	,	,	,
A52264	562	345	and	and	CC
A52264	562	346	15	15	CD
A52264	562	347	,	,	,
A52264	562	348	which	which	WDT
A52264	562	349	is	be	VBZ
A52264	562	350	5	5	CD
A52264	562	351	times	time	NNS
A52264	562	352	3	3	CD
A52264	562	353	,	,	,
A52264	562	354	I	-PRON-	PRP
A52264	562	355	multiply	multiply	VBP
A52264	562	356	by	by	IN
A52264	562	357	256	256	CD
A52264	562	358	,	,	,
A52264	562	359	the	the	DT
A52264	562	360	quadrato	quadrato	NNP
A52264	562	361	quadrate	quadrate	NNP
A52264	562	362	of	of	IN
A52264	562	363	4	4	CD
A52264	562	364	,	,	,
A52264	562	365	&	&	CC
A52264	562	366	the	the	DT
A52264	562	367	product	product	NN
A52264	562	368	thereof	thereof	IN
A52264	562	369	3840	3840	CD
A52264	562	370	,	,	,
A52264	562	371	I	-PRON-	PRP
A52264	562	372	set	set	VBD
A52264	562	373	under	under	IN
A52264	562	374	the	the	DT
A52264	562	375	third	third	JJ
A52264	562	376	product	product	NN
A52264	562	377	a	a	DT
A52264	562	378	place	place	NN
A52264	562	379	forwarder	forwarder	NN
A52264	562	380	,	,	,
A52264	562	381	and	and	CC
A52264	562	382	1024	1024	CD
A52264	562	383	,	,	,
A52264	562	384	the	the	DT
A52264	562	385	quadrato	quadrato	NNP
A52264	562	386	cube	cube	NNP
A52264	562	387	of	of	IN
A52264	562	388	four	four	CD
A52264	562	389	under	under	IN
A52264	562	390	that	that	DT
A52264	562	391	:	:	:
A52264	562	392	lastly	lastly	RB
A52264	562	393	,	,	,
A52264	562	394	I	-PRON-	PRP
A52264	562	395	multiply	multiply	VBP
A52264	562	396	four	four	CD
A52264	562	397	,	,	,
A52264	562	398	the	the	DT
A52264	562	399	last	last	JJ
A52264	562	400	figure	figure	NN
A52264	562	401	placed	place	VBN
A52264	562	402	in	in	IN
A52264	562	403	the	the	DT
A52264	562	404	quotient	quotient	NN
A52264	562	405	by	by	IN
A52264	562	406	5	5	CD
A52264	562	407	my	-PRON-	PRP$
A52264	562	408	divisor	divisor	NN
A52264	562	409	,	,	,
A52264	562	410	and	and	CC
A52264	562	411	the	the	DT
A52264	562	412	last	last	JJ
A52264	562	413	figure	figure	NN
A52264	562	414	of	of	IN
A52264	562	415	this	this	DT
A52264	562	416	product	product	NN
A52264	562	417	I	-PRON-	PRP
A52264	562	418	set	set	VBD
A52264	562	419	under	under	IN
A52264	562	420	5	5	CD
A52264	562	421	my	-PRON-	PRP$
A52264	562	422	divisor	divisor	NN
A52264	562	423	,	,	,
A52264	562	424	and	and	CC
A52264	562	425	supposing	suppose	VBG
A52264	562	426	ciphers	cipher	NNS
A52264	562	427	to	to	TO
A52264	562	428	be	be	VB
A52264	562	429	thereunto	thereunto	NNS
A52264	562	430	annexed	annex	VBN
A52264	562	431	,	,	,
A52264	562	432	I	-PRON-	PRP
A52264	562	433	collect	collect	VBP
A52264	562	434	these	these	DT
A52264	562	435	several	several	JJ
A52264	562	436	products	product	NNS
A52264	562	437	into	into	IN
A52264	562	438	one	one	CD
A52264	562	439	summe	summe	NN
A52264	562	440	,	,	,
A52264	562	441	and	and	CC
A52264	562	442	their	-PRON-	PRP$
A52264	562	443	aggreagate	aggreagate	JJ
A52264	562	444	20000021135424	20000021135424	CD
A52264	562	445	,	,	,
A52264	562	446	is	be	VBZ
A52264	562	447	five	five	CD
A52264	562	448	roots	root	NNS
A52264	562	449	more	more	JJR
A52264	562	450	one	one	CD
A52264	562	451	quadrato	quadrato	NNP
A52264	562	452	quadrate	quadrate	NN
A52264	562	453	,	,	,
A52264	562	454	under	under	IN
A52264	562	455	which	which	WDT
A52264	562	456	I	-PRON-	PRP
A52264	562	457	draw	draw	VBP
A52264	562	458	a	a	DT
A52264	562	459	line	line	NN
A52264	562	460	,	,	,
A52264	562	461	and	and	CC
A52264	562	462	seek	seek	VB
A52264	562	463	the	the	DT
A52264	562	464	five	five	CD
A52264	562	465	cubes	cube	NNS
A52264	562	466	to	to	TO
A52264	562	467	be	be	VB
A52264	562	468	substracted	substracte	VBN
A52264	562	469	,	,	,
A52264	562	470	thus	thus	RB
A52264	562	471	.	.	.
A52264	563	1	First	first	RB
A52264	563	2	,	,	,
A52264	563	3	I	-PRON-	PRP
A52264	563	4	multiply	multiply	VBP
A52264	563	5	135	135	CD
A52264	563	6	(	(	-LRB-
A52264	563	7	which	which	WDT
A52264	563	8	is	be	VBZ
A52264	563	9	thrice	thrice	NN
A52264	563	10	the	the	DT
A52264	563	11	square	square	NN
A52264	563	12	of	of	IN
A52264	563	13	three	three	CD
A52264	563	14	multiplied	multiply	VBN
A52264	563	15	by	by	IN
A52264	563	16	five	five	CD
A52264	563	17	my	-PRON-	PRP$
A52264	563	18	cubick	cubick	NN
A52264	563	19	divisor	divisor	NN
A52264	563	20	)	)	-RRB-
A52264	563	21	by	by	IN
A52264	563	22	four	four	CD
A52264	563	23	,	,	,
A52264	563	24	the	the	DT
A52264	563	25	figure	figure	NN
A52264	563	26	last	last	RB
A52264	563	27	placed	place	VBN
A52264	563	28	in	in	IN
A52264	563	29	the	the	DT
A52264	563	30	quotient	quotient	NN
A52264	563	31	,	,	,
A52264	563	32	and	and	CC
A52264	563	33	the	the	DT
A52264	563	34	product	product	NN
A52264	563	35	thereof	thereof	IN
A52264	563	36	540	540	CD
A52264	563	37	I	-PRON-	PRP
A52264	563	38	set	set	VBD
A52264	563	39	under	under	IN
A52264	563	40	the	the	DT
A52264	563	41	last	last	JJ
A52264	563	42	summe	summe	NN
A52264	563	43	,	,	,
A52264	563	44	so	so	IN
A52264	563	45	as	as	IN
A52264	563	46	the	the	DT
A52264	563	47	last	last	JJ
A52264	563	48	figure	figure	NN
A52264	563	49	thereof	thereof	EX
A52264	563	50	may	may	MD
A52264	563	51	be	be	VB
A52264	563	52	under	under	IN
A52264	563	53	the	the	DT
A52264	563	54	first	first	JJ
A52264	563	55	figure	figure	NN
A52264	563	56	of	of	IN
A52264	563	57	the	the	DT
A52264	563	58	third	third	JJ
A52264	563	59	cube	cube	NN
A52264	563	60	;	;	:
A52264	563	61	next	next	RB
A52264	563	62	I	-PRON-	PRP
A52264	563	63	multiply	multiply	VBP
A52264	563	64	45	45	CD
A52264	563	65	that	that	WDT
A52264	563	66	is	is	RB
A52264	563	67	,	,	,
A52264	563	68	five	five	CD
A52264	563	69	times	time	NNS
A52264	563	70	the	the	DT
A52264	563	71	triple	triple	NN
A52264	563	72	of	of	IN
A52264	563	73	three	three	CD
A52264	563	74	,	,	,
A52264	563	75	by	by	IN
A52264	563	76	16	16	CD
A52264	563	77	the	the	DT
A52264	563	78	square	square	NN
A52264	563	79	of	of	IN
A52264	563	80	four	four	CD
A52264	563	81	,	,	,
A52264	563	82	and	and	CC
A52264	563	83	this	this	DT
A52264	563	84	product	product	NN
A52264	563	85	720	720	CD
A52264	563	86	I	-PRON-	PRP
A52264	563	87	set	set	VBD
A52264	563	88	under	under	IN
A52264	563	89	the	the	DT
A52264	563	90	former	former	JJ
A52264	563	91	a	a	DT
A52264	563	92	place	place	NN
A52264	563	93	forwarder	forwarder	NN
A52264	563	94	,	,	,
A52264	563	95	and	and	CC
A52264	563	96	under	under	IN
A52264	563	97	that	that	DT
A52264	563	98	320	320	CD
A52264	563	99	,	,	,
A52264	563	100	which	which	WDT
A52264	563	101	is	be	VBZ
A52264	563	102	five	five	CD
A52264	563	103	times	time	NNS
A52264	563	104	the	the	DT
A52264	563	105	cube	cube	NNP
A52264	563	106	of	of	IN
A52264	563	107	4	4	CD
A52264	563	108	,	,	,
A52264	563	109	a	a	DT
A52264	563	110	place	place	NN
A52264	563	111	forwarder	forwarder	NN
A52264	563	112	too	too	RB
A52264	563	113	,	,	,
A52264	563	114	these	these	DT
A52264	563	115	products	product	NNS
A52264	563	116	drawn	draw	VBN
A52264	563	117	into	into	IN
A52264	563	118	one	one	CD
A52264	563	119	summe	summe	NN
A52264	563	120	do	do	VBP
A52264	563	121	make	make	VB
A52264	563	122	61520	61520	CD
A52264	563	123	,	,	,
A52264	563	124	the	the	DT
A52264	563	125	five	five	CD
A52264	563	126	cubes	cube	NNS
A52264	563	127	to	to	IN
A52264	563	128	the	the	DT
A52264	563	129	substracted	substracte	VBN
A52264	563	130	from	from	IN
A52264	563	131	the	the	DT
A52264	563	132	five	five	CD
A52264	563	133	roots	root	NNS
A52264	563	134	more	more	JJR
A52264	563	135	one	one	CD
A52264	563	136	quadrato	quadrato	NNP
A52264	563	137	quadrate	quadrate	NN
A52264	563	138	before	before	IN
A52264	563	139	found	find	VBN
A52264	563	140	,	,	,
A52264	563	141	which	which	WDT
A52264	563	142	being	be	VBG
A52264	563	143	done	do	VBN
A52264	563	144	,	,	,
A52264	563	145	the	the	DT
A52264	563	146	remainer	remainer	NN
A52264	563	147	will	will	MD
A52264	563	148	be	be	VB
A52264	563	149	19938501135424	19938501135424	CD
A52264	563	150	,	,	,
A52264	563	151	and	and	CC
A52264	563	152	this	this	DT
A52264	563	153	remainer	remainer	NN
A52264	563	154	being	be	VBG
A52264	563	155	substracted	substracte	VBN
A52264	563	156	from	from	IN
A52264	563	157	the	the	DT
A52264	563	158	figures	figure	NNS
A52264	563	159	of	of	IN
A52264	563	160	the	the	DT
A52264	563	161	subtense	subtense	NN
A52264	563	162	given	give	VBN
A52264	563	163	over	over	IN
A52264	563	164	the	the	DT
A52264	563	165	head	head	NN
A52264	563	166	thereof	thereof	RB
A52264	563	167	,	,	,
A52264	563	168	the	the	DT
A52264	563	169	remainer	remainer	NN
A52264	563	170	will	will	MD
A52264	563	171	be	be	VB
A52264	563	172	450.79600	450.79600	VBN
A52264	563	173	.	.	.
A52264	564	1	59892	59892	CD
A52264	564	2	,	,	,
A52264	564	3	and	and	CC
A52264	564	4	because	because	IN
A52264	564	5	such	such	PDT
A52264	564	6	a	a	DT
A52264	564	7	substraction	substraction	NN
A52264	564	8	may	may	MD
A52264	564	9	be	be	VB
A52264	564	10	conveniently	conveniently	RB
A52264	564	11	made	make	VBN
A52264	564	12	,	,	,
A52264	564	13	I	-PRON-	PRP
A52264	564	14	conclude	conclude	VBP
A52264	564	15	,	,	,
A52264	564	16	that	that	IN
A52264	564	17	I	-PRON-	PRP
A52264	564	18	have	have	VBP
A52264	564	19	found	find	VBN
A52264	564	20	the	the	DT
A52264	564	21	true	true	JJ
A52264	564	22	quotient	quotient	NN
A52264	564	23	,	,	,
A52264	564	24	and	and	CC
A52264	564	25	so	so	RB
A52264	564	26	have	have	VBP
A52264	564	27	I	-PRON-	PRP
A52264	564	28	wrought	work	VBN
A52264	564	29	twice	twice	RB
A52264	564	30	.	.	.
A52264	565	1	34	34	CD
A52264	565	2	The	the	DT
A52264	565	3	Sines	Sines	NNPS
A52264	565	4	of	of	IN
A52264	565	5	two	two	CD
A52264	565	6	arches	arch	NNS
A52264	565	7	equally	equally	RB
A52264	565	8	distant	distant	JJ
A52264	565	9	on	on	IN
A52264	565	10	both	both	DT
A52264	565	11	sides	side	NNS
A52264	565	12	from	from	IN
A52264	565	13	60	60	CD
A52264	565	14	degrees	degree	NNS
A52264	565	15	,	,	,
A52264	565	16	being	be	VBG
A52264	565	17	given	give	VBN
A52264	565	18	,	,	,
A52264	565	19	to	to	TO
A52264	565	20	finde	finde	VB
A52264	565	21	the	the	DT
A52264	565	22	Sine	Sine	NNP
A52264	565	23	of	of	IN
A52264	565	24	the	the	DT
A52264	565	25	distance	distance	NN
A52264	565	26	.	.	.
A52264	566	1	The	the	DT
A52264	566	2	Rule	Rule	NNP
A52264	566	3	.	.	.
A52264	567	1	Take	take	VB
A52264	567	2	the	the	DT
A52264	567	3	difference	difference	NN
A52264	567	4	of	of	IN
A52264	567	5	the	the	DT
A52264	567	6	Sines	Sines	NNPS
A52264	567	7	given	give	VBN
A52264	567	8	,	,	,
A52264	567	9	and	and	CC
A52264	567	10	that	that	DT
A52264	567	11	difference	difference	NN
A52264	567	12	shall	shall	MD
A52264	567	13	be	be	VB
A52264	567	14	the	the	DT
A52264	567	15	Sine	Sine	NNP
A52264	567	16	of	of	IN
A52264	567	17	the	the	DT
A52264	567	18	arch	arch	NN
A52264	567	19	sought	seek	VBD
A52264	567	20	.	.	.
A52264	568	1	The	the	DT
A52264	568	2	reason	reason	NN
A52264	568	3	of	of	IN
A52264	568	4	the	the	DT
A52264	568	5	Rule	Rule	NNP
A52264	568	6	.	.	.
A52264	569	1	Let	let	VB
A52264	569	2	CN	CN	NNP
A52264	569	3	and	and	CC
A52264	569	4	PN	PN	NNP
A52264	569	5	be	be	VB
A52264	569	6	the	the	DT
A52264	569	7	two	two	CD
A52264	569	8	arches	arch	NNS
A52264	569	9	given	give	VBN
A52264	569	10	,	,	,
A52264	569	11	and	and	CC
A52264	569	12	equally	equally	RB
A52264	569	13	distant	distant	JJ
A52264	569	14	from	from	IN
A52264	569	15	60	60	CD
A52264	569	16	deg	deg	NN
A52264	569	17	.	.	.
A52264	570	1	MN	MN	NNP
A52264	570	2	,	,	,
A52264	570	3	that	that	WDT
A52264	570	4	is	be	VBZ
A52264	570	5	equally	equally	RB
A52264	570	6	distant	distant	JJ
A52264	570	7	on	on	IN
A52264	570	8	both	both	DT
A52264	570	9	sides	side	NNS
A52264	570	10	from	from	IN
A52264	570	11	the	the	DT
A52264	570	12	point	point	NN
A52264	570	13	M.	M.	NNP
A52264	570	14	And	and	CC
A52264	570	15	let	let	VB
A52264	570	16	the	the	DT
A52264	570	17	right	right	JJ
A52264	570	18	lines	line	NNS
A52264	570	19	CK	CK	NNP
A52264	570	20	and	and	CC
A52264	570	21	PL	PL	NNP
A52264	570	22	be	be	VBP
A52264	570	23	the	the	DT
A52264	570	24	Sines	Sines	NNPS
A52264	570	25	of	of	IN
A52264	570	26	those	those	DT
A52264	570	27	arches	arch	NNS
A52264	570	28	,	,	,
A52264	570	29	being	be	VBG
A52264	570	30	drawn	draw	VBN
A52264	570	31	perpendicular	perpendicular	JJ
A52264	570	32	to	to	IN
A52264	570	33	the	the	DT
A52264	570	34	right	right	JJ
A52264	570	35	line	line	NN
A52264	570	36	AN	an	NN
A52264	570	37	,	,	,
A52264	570	38	and	and	CC
A52264	570	39	thereupon	thereupon	RB
A52264	570	40	parallel	parallel	NN
A52264	570	41	to	to	IN
A52264	570	42	one	one	CD
A52264	570	43	another	another	DT
A52264	570	44	.	.	.
A52264	571	1	Moreover	moreover	RB
A52264	571	2	,	,	,
A52264	571	3	let	let	VB
A52264	571	4	the	the	DT
A52264	571	5	right	right	JJ
A52264	571	6	line	line	NN
A52264	571	7	PT	PT	NNP
A52264	571	8	be	be	VB
A52264	571	9	drawn	draw	VBN
A52264	571	10	perpendicular	perpendicular	JJ
A52264	571	11	upon	upon	IN
A52264	571	12	the	the	DT
A52264	571	13	right	right	JJ
A52264	571	14	line	line	NN
A52264	571	15	CK	CK	NNP
A52264	571	16	,	,	,
A52264	571	17	and	and	CC
A52264	571	18	so	so	RB
A52264	571	19	parallel	parallel	JJ
A52264	571	20	to	to	IN
A52264	571	21	the	the	DT
A52264	571	22	right	right	JJ
A52264	571	23	line	line	NN
A52264	571	24	KL	KL	NNP
A52264	571	25	,	,	,
A52264	571	26	then	then	RB
A52264	571	27	this	this	DT
A52264	571	28	right	right	JJ
A52264	571	29	line	line	NN
A52264	571	30	TP	TP	NNP
A52264	571	31	cutteth	cutteth	NN
A52264	571	32	from	from	IN
A52264	571	33	the	the	DT
A52264	571	34	right	right	JJ
A52264	571	35	line	line	NN
A52264	571	36	CK	CK	NNP
A52264	571	37	another	another	DT
A52264	571	38	line	line	NN
A52264	571	39	TK	TK	NNP
A52264	571	40	,	,	,
A52264	571	41	equal	equal	JJ
A52264	571	42	unto	unto	IN
A52264	571	43	PL	PL	NNP
A52264	571	44	,	,	,
A52264	571	45	by	by	IN
A52264	571	46	the	the	DT
A52264	571	47	15	15	CD
A52264	571	48	of	of	IN
A52264	571	49	the	the	DT
A52264	571	50	second	second	JJ
A52264	571	51	,	,	,
A52264	571	52	and	and	CC
A52264	571	53	leaveth	leaveth	VB
A52264	571	54	the	the	DT
A52264	571	55	right	right	JJ
A52264	571	56	line	line	NN
A52264	571	57	TC	TC	NNP
A52264	571	58	for	for	IN
A52264	571	59	the	the	DT
A52264	571	60	difference	difference	NN
A52264	571	61	of	of	IN
A52264	571	62	the	the	DT
A52264	571	63	Sines	Sines	NNP
A52264	571	64	CK	CK	NNP
A52264	571	65	and	and	CC
A52264	571	66	PL	PL	NNP
A52264	571	67	.	.	.
A52264	572	1	Lastly	lastly	RB
A52264	572	2	,	,	,
A52264	572	3	the	the	DT
A52264	572	4	Sines	Sines	NNPS
A52264	572	5	of	of	IN
A52264	572	6	the	the	DT
A52264	572	7	distance	distance	NN
A52264	572	8	of	of	IN
A52264	572	9	either	either	DT
A52264	572	10	of	of	IN
A52264	572	11	them	-PRON-	PRP
A52264	572	12	from	from	IN
A52264	572	13	60	60	CD
A52264	572	14	degrees	degree	NNS
A52264	572	15	let	let	VBP
A52264	572	16	be	be	VB
A52264	572	17	the	the	DT
A52264	572	18	right	right	JJ
A52264	572	19	line	line	NN
A52264	572	20	CD	cd	NN
A52264	572	21	or	or	CC
A52264	572	22	DP	DP	NNP
A52264	572	23	,	,	,
A52264	572	24	I	-PRON-	PRP
A52264	572	25	say	say	VBP
A52264	572	26	,	,	,
A52264	572	27	that	that	IN
A52264	572	28	the	the	DT
A52264	572	29	right	right	JJ
A52264	572	30	line	line	NN
A52264	572	31	TC	TC	NNP
A52264	572	32	is	be	VBZ
A52264	572	33	equal	equal	JJ
A52264	572	34	to	to	IN
A52264	572	35	the	the	DT
A52264	572	36	right	right	JJ
A52264	572	37	line	line	NN
A52264	572	38	CD	cd	NN
A52264	572	39	or	or	CC
A52264	572	40	DP	dp	NN
A52264	572	41	.	.	.
A52264	573	1	Demonstration	demonstration	NN
A52264	573	2	.	.	.
A52264	574	1	Example	example	NN
A52264	574	2	.	.	.
A52264	575	1	Let	let	VB
A52264	575	2	the	the	DT
A52264	575	3	arches	arch	NNS
A52264	575	4	CN	CN	NNP
A52264	575	5	be	be	VB
A52264	575	6	70	70	CD
A52264	575	7	degrees	degree	NNS
A52264	575	8	,	,	,
A52264	575	9	PN	PN	NNP
A52264	575	10	50	50	CD
A52264	575	11	,	,	,
A52264	575	12	CM	CM	NNP
A52264	575	13	or	or	CC
A52264	575	14	PM	pm	NN
A52264	575	15	10	10	CD
A52264	575	16	degrees	degree	NNS
A52264	575	17	;	;	:
A52264	575	18	for	for	IN
A52264	575	19	so	so	RB
A52264	575	20	many	many	JJ
A52264	575	21	degrees	degree	NNS
A52264	575	22	are	be	VBP
A52264	575	23	the	the	DT
A52264	575	24	arches	arch	NNS
A52264	575	25	of	of	IN
A52264	575	26	70	70	CD
A52264	575	27	degrees	degree	NNS
A52264	575	28	;	;	:
A52264	575	29	and	and	CC
A52264	575	30	50	50	CD
A52264	575	31	degrees	degree	NNS
A52264	575	32	distant	distant	JJ
A52264	575	33	from	from	IN
A52264	575	34	the	the	DT
A52264	575	35	arch	arch	NN
A52264	575	36	of	of	IN
A52264	575	37	60	60	CD
A52264	575	38	degrees	degree	NNS
A52264	575	39	on	on	IN
A52264	575	40	both	both	DT
A52264	575	41	sides	side	NNS
A52264	575	42	.	.	.
A52264	576	1	And	and	CC
A52264	576	2	let	let	VB
A52264	576	3	first	first	RB
A52264	576	4	the	the	DT
A52264	576	5	Sines	Sines	NNPS
A52264	576	6	of	of	IN
A52264	576	7	70	70	CD
A52264	576	8	degrees	degree	NNS
A52264	576	9	and	and	CC
A52264	576	10	10	10	CD
A52264	576	11	degrees	degree	NNS
A52264	576	12	be	be	VB
A52264	576	13	given	give	VBN
A52264	576	14	,	,	,
A52264	576	15	and	and	CC
A52264	576	16	let	let	VB
A52264	576	17	the	the	DT
A52264	576	18	Sine	Sine	NNP
A52264	576	19	of	of	IN
A52264	576	20	50	50	CD
A52264	576	21	degrees	degree	NNS
A52264	576	22	be	be	VB
A52264	576	23	demanded	demand	VBN
A52264	576	24	.	.	.
A52264	577	1	From	from	IN
A52264	577	2	the	the	DT
A52264	577	3	Sine	Sine	NNP
A52264	577	4	of	of	IN
A52264	577	5	70d	70d	NNPS
A52264	577	6	.	.	.
A52264	578	1	CK	CK	NNP
A52264	578	2	9396926	9396926	CD
A52264	578	3	Subtract	subtract	VB
A52264	578	4	the	the	DT
A52264	578	5	Sine	Sine	NNP
A52264	578	6	of	of	IN
A52264	578	7	10d	10d	NNS
A52264	578	8	.	.	.
A52264	579	1	CD	cd	NN
A52264	579	2	or	or	CC
A52264	579	3	CT	CT	NNP
A52264	579	4	,	,	,
A52264	579	5	1736482	1736482	CD
A52264	579	6	    	    	_SP
A52264	579	7	The	the	DT
A52264	579	8	Remainer	Remainer	NNP
A52264	579	9	will	will	MD
A52264	579	10	be	be	VB
A52264	579	11	the	the	DT
A52264	579	12	Sine	Sine	NNP
A52264	579	13	of	of	IN
A52264	579	14	50d	50d	NNS
A52264	579	15	.	.	.
A52264	580	1	TK	TK	NNP
A52264	580	2	or	or	CC
A52264	580	3	PL	PL	NNP
A52264	580	4	,	,	,
A52264	580	5	7660444	7660444	CD
A52264	580	6	Then	then	RB
A52264	580	7	let	let	VB
A52264	580	8	the	the	DT
A52264	580	9	Sine	Sine	NNP
A52264	580	10	of	of	IN
A52264	580	11	70	70	CD
A52264	580	12	degrees	degree	NNS
A52264	580	13	and	and	CC
A52264	580	14	50	50	CD
A52264	580	15	degrees	degree	NNS
A52264	580	16	be	be	VB
A52264	580	17	given	give	VBN
A52264	580	18	,	,	,
A52264	580	19	and	and	CC
A52264	580	20	let	let	VB
A52264	580	21	the	the	DT
A52264	580	22	Sine	Sine	NNP
A52264	580	23	of	of	IN
A52264	580	24	ten	ten	CD
A52264	580	25	degrees	degree	NNS
A52264	580	26	be	be	VB
A52264	580	27	demanded	demand	VBN
A52264	580	28	.	.	.
A52264	581	1	From	from	IN
A52264	581	2	the	the	DT
A52264	581	3	Sine	Sine	NNP
A52264	581	4	of	of	IN
A52264	581	5	70	70	CD
A52264	581	6	degrees	degree	NNS
A52264	581	7	CK	CK	NNP
A52264	581	8	,	,	,
A52264	581	9	9396926	9396926	CD
A52264	581	10	Substract	substract	VB
A52264	581	11	the	the	DT
A52264	581	12	Sine	Sine	NNP
A52264	581	13	of	of	IN
A52264	581	14	50d	50d	NNS
A52264	581	15	.	.	.
A52264	582	1	TK	TK	NNP
A52264	582	2	or	or	CC
A52264	582	3	PL	PL	NNP
A52264	582	4	,	,	,
A52264	582	5	7660444	7660444	CD
A52264	582	6	    	    	_SP
A52264	582	7	Remainer	Remainer	NNP
A52264	582	8	is	be	VBZ
A52264	582	9	the	the	DT
A52264	582	10	Sine	Sine	NNP
A52264	582	11	of	of	IN
A52264	582	12	10d	10d	NNS
A52264	582	13	.	.	.
A52264	583	1	CD	cd	NN
A52264	583	2	,	,	,
A52264	583	3	1736482	1736482	CD
A52264	583	4	Lastly	Lastly	NNP
A52264	583	5	,	,	,
A52264	583	6	let	let	VBD
A52264	583	7	the	the	DT
A52264	583	8	Sines	Sines	NNPS
A52264	583	9	of	of	IN
A52264	583	10	50	50	CD
A52264	583	11	degrees	degree	NNS
A52264	583	12	and	and	CC
A52264	583	13	10	10	CD
A52264	583	14	degrees	degree	NNS
A52264	583	15	be	be	VB
A52264	583	16	given	give	VBN
A52264	583	17	,	,	,
A52264	583	18	and	and	CC
A52264	583	19	let	let	VB
A52264	583	20	the	the	DT
A52264	583	21	Sine	Sine	NNP
A52264	583	22	of	of	IN
A52264	583	23	70	70	CD
A52264	583	24	degrees	degree	NNS
A52264	583	25	be	be	VB
A52264	583	26	demanded	demand	VBN
A52264	583	27	.	.	.
A52264	584	1	To	to	IN
A52264	584	2	the	the	DT
A52264	584	3	Sine	Sine	NNP
A52264	584	4	of	of	IN
A52264	584	5	50d	50d	NNS
A52264	584	6	.	.	.
A52264	585	1	PL	PL	NNP
A52264	585	2	or	or	CC
A52264	585	3	TK	TK	NNP
A52264	585	4	,	,	,
A52264	585	5	7660444	7660444	CD
A52264	585	6	Adde	Adde	NNP
A52264	585	7	the	the	DT
A52264	585	8	Sine	Sine	NNP
A52264	585	9	of	of	IN
A52264	585	10	10d	10d	NNS
A52264	585	11	.	.	.
A52264	586	1	DP	dp	NN
A52264	586	2	or	or	CC
A52264	586	3	TC	TC	NNP
A52264	586	4	,	,	,
A52264	586	5	1736482	1736482	CD
A52264	586	6	    	    	_SP
A52264	586	7	Their	-PRON-	PRP$
A52264	586	8	sum	sum	NN
A52264	586	9	will	will	MD
A52264	586	10	be	be	VB
A52264	586	11	the	the	DT
A52264	586	12	Sine	Sine	NNP
A52264	586	13	of	of	IN
A52264	586	14	70d	70d	NNPS
A52264	586	15	.	.	.
A52264	587	1	9396926	9396926	CD
A52264	587	2	And	and	CC
A52264	587	3	thus	thus	RB
A52264	587	4	far	far	RB
A52264	587	5	of	of	IN
A52264	587	6	the	the	DT
A52264	587	7	making	making	NN
A52264	587	8	of	of	IN
A52264	587	9	the	the	DT
A52264	587	10	Tables	Tables	NNPS
A52264	587	11	of	of	IN
A52264	587	12	right	right	JJ
A52264	587	13	Sines	Sines	NNPS
A52264	587	14	,	,	,
A52264	587	15	the	the	DT
A52264	587	16	Tables	Tables	NNPS
A52264	587	17	of	of	IN
A52264	587	18	versed	versed	JJ
A52264	587	19	Sines	Sines	NNPS
A52264	587	20	are	be	VBP
A52264	587	21	not	not	RB
A52264	587	22	necessary	necessary	JJ
A52264	587	23	,	,	,
A52264	587	24	as	as	IN
A52264	587	25	hath	hath	NNP
A52264	587	26	been	be	VBN
A52264	587	27	said	say	VBD
A52264	587	28	CHAP	CHAP	NNP
A52264	587	29	.	.	.
A52264	588	1	IV	IV	NNP
A52264	588	2	.	.	.
A52264	589	1	By	by	IN
A52264	589	2	the	the	DT
A52264	589	3	Tables	Tables	NNPS
A52264	589	4	of	of	IN
A52264	589	5	Sines	Sines	NNPS
A52264	589	6	to	to	TO
A52264	589	7	make	make	VB
A52264	589	8	the	the	DT
A52264	589	9	Tables	Tables	NNPS
A52264	589	10	of	of	IN
A52264	589	11	Tangents	Tangents	NNPS
A52264	589	12	and	and	CC
A52264	589	13	Secants	Secants	NNPS
A52264	589	14	.	.	.
A52264	590	1	1	1	LS
A52264	590	2	.	.	.
A52264	591	1	AS	as	IN
A52264	591	2	the	the	DT
A52264	591	3	Sine	Sine	NNP
A52264	591	4	of	of	IN
A52264	591	5	the	the	DT
A52264	591	6	complement	complement	NN
A52264	591	7	,	,	,
A52264	591	8	Is	be	VBZ
A52264	591	9	to	to	IN
A52264	591	10	the	the	DT
A52264	591	11	Sine	Sine	NNP
A52264	591	12	of	of	IN
A52264	591	13	an	an	DT
A52264	591	14	arch	arch	NN
A52264	591	15	:	:	:
A52264	591	16	so	so	RB
A52264	591	17	is	be	VBZ
A52264	591	18	the	the	DT
A52264	591	19	Radius	Radius	NNP
A52264	591	20	,	,	,
A52264	591	21	to	to	IN
A52264	591	22	the	the	DT
A52264	591	23	tangent	tangent	NN
A52264	591	24	of	of	IN
A52264	591	25	that	that	DT
A52264	591	26	arch	arch	NN
A52264	591	27	.	.	.
A52264	592	1	2	2	LS
A52264	592	2	.	.	.
A52264	593	1	As	as	IN
A52264	593	2	the	the	DT
A52264	593	3	Sine	Sine	NNP
A52264	593	4	of	of	IN
A52264	593	5	the	the	DT
A52264	593	6	complement	complement	NN
A52264	593	7	,	,	,
A52264	593	8	is	be	VBZ
A52264	593	9	to	to	IN
A52264	593	10	the	the	DT
A52264	593	11	Radius	radius	NN
A52264	593	12	;	;	:
A52264	593	13	so	so	RB
A52264	593	14	is	be	VBZ
A52264	593	15	the	the	DT
A52264	593	16	Radius	Radius	NNP
A52264	593	17	,	,	,
A52264	593	18	to	to	IN
A52264	593	19	the	the	DT
A52264	593	20	secant	secant	NN
A52264	593	21	of	of	IN
A52264	593	22	that	that	DT
A52264	593	23	arch	arch	NN
A52264	593	24	.	.	.
A52264	594	1	For	for	IN
A52264	594	2	,	,	,
A52264	594	3	by	by	IN
A52264	594	4	the	the	DT
A52264	594	5	16	16	CD
A52264	594	6	th	th	NN
A52264	594	7	.	.	.
A52264	595	1	of	of	IN
A52264	595	2	the	the	DT
A52264	595	3	second	second	JJ
A52264	595	4	:	:	:
A52264	595	5	1	1	CD
A52264	595	6	.	.	.
A52264	596	1	As	as	IN
A52264	596	2	the	the	DT
A52264	596	3	Sine	Sine	NNP
A52264	596	4	of	of	IN
A52264	596	5	the	the	DT
A52264	596	6	complement	complement	JJ
A52264	596	7	AB	AB	NNP
A52264	596	8	,	,	,
A52264	596	9	is	be	VBZ
A52264	596	10	to	to	IN
A52264	596	11	the	the	DT
A52264	596	12	Sine	Sine	NNP
A52264	596	13	CA	CA	NNP
A52264	596	14	:	:	:
A52264	596	15	so	so	RB
A52264	596	16	is	be	VBZ
A52264	596	17	the	the	DT
A52264	596	18	Radius	Radius	NNP
A52264	596	19	BD	BD	NNP
A52264	596	20	or	or	CC
A52264	596	21	BC	BC	NNP
A52264	596	22	,	,	,
A52264	596	23	to	to	IN
A52264	596	24	DF	DF	NNP
A52264	596	25	the	the	DT
A52264	596	26	tangent	tangent	NN
A52264	596	27	.	.	.
A52264	597	1	2	2	LS
A52264	597	2	.	.	.
A52264	598	1	As	as	IN
A52264	598	2	the	the	DT
A52264	598	3	sine	sine	NN
A52264	598	4	of	of	IN
A52264	598	5	the	the	DT
A52264	598	6	complement	complement	JJ
A52264	598	7	AB	AB	NNP
A52264	598	8	,	,	,
A52264	598	9	is	be	VBZ
A52264	598	10	to	to	IN
A52264	598	11	the	the	DT
A52264	598	12	Radius	Radius	NNP
A52264	598	13	BD	BD	NNP
A52264	598	14	or	or	CC
A52264	598	15	BC	BC	NNP
A52264	598	16	:	:	:
A52264	598	17	so	so	RB
A52264	598	18	is	be	VBZ
A52264	598	19	the	the	DT
A52264	598	20	Radius	Radius	NNP
A52264	598	21	BC	BC	NNP
A52264	598	22	,	,	,
A52264	598	23	to	to	IN
A52264	598	24	the	the	DT
A52264	598	25	secant	secant	NN
A52264	598	26	BF	BF	NNP
A52264	598	27	.	.	.
A52264	599	1	Example	example	NN
A52264	599	2	.	.	.
A52264	600	1	Let	let	VB
A52264	600	2	the	the	DT
A52264	600	3	tangent	tangent	NN
A52264	600	4	and	and	CC
A52264	600	5	secant	secant	NN
A52264	600	6	of	of	IN
A52264	600	7	the	the	DT
A52264	600	8	arch	arch	JJ
A52264	600	9	CD	cd	NN
A52264	600	10	30	30	CD
A52264	600	11	degrees	degree	NNS
A52264	600	12	be	be	VB
A52264	600	13	sought	seek	VBN
A52264	600	14	for	for	IN
A52264	600	15	.	.	.
A52264	601	1	The	the	DT
A52264	601	2	sine	sine	NN
A52264	601	3	AC	AC	NNP
A52264	601	4	30	30	CD
A52264	601	5	degrees	degree	NNS
A52264	601	6	is	be	VBZ
A52264	601	7	5000000	5000000	CD
A52264	601	8	,	,	,
A52264	601	9	the	the	DT
A52264	601	10	sine	sine	NN
A52264	601	11	of	of	IN
A52264	601	12	the	the	DT
A52264	601	13	complement	complement	JJ
A52264	601	14	AB	AB	NNP
A52264	601	15	60	60	CD
A52264	601	16	degrees	degree	NNS
A52264	601	17	is	be	VBZ
A52264	601	18	8660254	8660254	CD
A52264	601	19	.	.	.
A52264	602	1	Now	now	RB
A52264	602	2	then	then	RB
A52264	602	3	if	if	IN
A52264	602	4	you	-PRON-	PRP
A52264	602	5	multiply	multiply	VBP
A52264	602	6	the	the	DT
A52264	602	7	sine	sine	NN
A52264	602	8	AC	AC	NNP
A52264	602	9	5000000	5000000	CD
A52264	602	10	,	,	,
A52264	602	11	by	by	IN
A52264	602	12	the	the	DT
A52264	602	13	Radius	Radius	NNP
A52264	602	14	CB	CB	NNP
A52264	602	15	10000000	10000000	CD
A52264	602	16	,	,	,
A52264	602	17	the	the	DT
A52264	602	18	product	product	NN
A52264	602	19	wil	wil	NN
A52264	602	20	be	be	VB
A52264	602	21	50000000000000	50000000000000	CD
A52264	602	22	,	,	,
A52264	602	23	which	which	WDT
A52264	602	24	divided	divide	VBN
A52264	602	25	by	by	IN
A52264	602	26	the	the	DT
A52264	602	27	sine	sine	NN
A52264	602	28	of	of	IN
A52264	602	29	the	the	DT
A52264	602	30	complement	complement	NN
A52264	602	31	AB	AB	NNP
A52264	602	32	8660254	8660254	CD
A52264	602	33	:	:	:
A52264	602	34	the	the	DT
A52264	602	35	quotient	quotient	NN
A52264	602	36	will	will	MD
A52264	602	37	be	be	VB
A52264	602	38	5773503	5773503	CD
A52264	602	39	,	,	,
A52264	602	40	the	the	DT
A52264	602	41	right	right	JJ
A52264	602	42	line	line	NN
A52264	602	43	FD	FD	NNP
A52264	602	44	or	or	CC
A52264	602	45	the	the	DT
A52264	602	46	tangent	tangent	NN
A52264	602	47	of	of	IN
A52264	602	48	the	the	DT
A52264	602	49	arch	arch	NN
A52264	602	50	of	of	IN
A52264	602	51	30	30	CD
A52264	602	52	degrees	degree	NNS
A52264	602	53	.	.	.
A52264	603	1	2	2	LS
A52264	603	2	.	.	.
A52264	604	1	As	as	IN
A52264	604	2	the	the	DT
A52264	604	3	sine	sine	NN
A52264	604	4	of	of	IN
A52264	604	5	the	the	DT
A52264	604	6	complement	complement	NN
A52264	604	7	AB	AB	NNP
A52264	604	8	8660254	8660254	CD
A52264	604	9	,	,	,
A52264	604	10	Is	be	VBZ
A52264	604	11	to	to	IN
A52264	604	12	the	the	DT
A52264	604	13	Radius	Radius	NNP
A52264	604	14	DB	DB	NNP
A52264	604	15	10000000	10000000	CD
A52264	604	16	:	:	:
A52264	604	17	so	so	RB
A52264	604	18	is	be	VBZ
A52264	604	19	the	the	DT
A52264	604	20	Radius	Radius	NNP
A52264	604	21	BC	BC	NNP
A52264	604	22	10000000	10000000	CD
A52264	604	23	,	,	,
A52264	604	24	to	to	IN
A52264	604	25	FB	FB	NNP
A52264	604	26	,	,	,
A52264	604	27	the	the	DT
A52264	604	28	secant	secant	NN
A52264	604	29	of	of	IN
A52264	604	30	the	the	DT
A52264	604	31	arch	arch	NN
A52264	604	32	of	of	IN
A52264	604	33	30	30	CD
A52264	604	34	degrees	degree	NNS
A52264	604	35	:	:	:
A52264	604	36	and	and	CC
A52264	604	37	so	so	RB
A52264	604	38	for	for	IN
A52264	604	39	any	any	DT
A52264	604	40	other	other	JJ
A52264	604	41	:	:	:
A52264	604	42	but	but	CC
A52264	604	43	with	with	IN
A52264	604	44	more	more	JJR
A52264	604	45	ease	ease	NN
A52264	604	46	by	by	IN
A52264	604	47	the	the	DT
A52264	604	48	help	help	NN
A52264	604	49	of	of	IN
A52264	604	50	these	these	DT
A52264	604	51	Theorems	Theorems	NNPS
A52264	604	52	following	follow	VBG
A52264	604	53	.	.	.
A52264	605	1	Theorem	theorem	NN
A52264	605	2	1	1	CD
A52264	605	3	.	.	.
A52264	606	1	The	the	DT
A52264	606	2	difference	difference	NN
A52264	606	3	of	of	IN
A52264	606	4	the	the	DT
A52264	606	5	Tangents	tangent	NNS
A52264	606	6	of	of	IN
A52264	606	7	any	any	DT
A52264	606	8	two	two	CD
A52264	606	9	arches	arch	NNS
A52264	606	10	making	make	VBG
A52264	606	11	a	a	DT
A52264	606	12	Quadrant	Quadrant	NNP
A52264	606	13	,	,	,
A52264	606	14	is	be	VBZ
A52264	606	15	double	double	JJ
A52264	606	16	to	to	IN
A52264	606	17	the	the	DT
A52264	606	18	tangent	tangent	NN
A52264	606	19	of	of	IN
A52264	606	20	the	the	DT
A52264	606	21	difference	difference	NN
A52264	606	22	of	of	IN
A52264	606	23	those	those	DT
A52264	606	24	arches	arch	NNS
A52264	606	25	The	the	DT
A52264	606	26	Declaration	Declaration	NNP
A52264	606	27	.	.	.
A52264	607	1	Let	let	VB
A52264	607	2	the	the	DT
A52264	607	3	two	two	CD
A52264	607	4	arches	arch	NNS
A52264	607	5	making	make	VBG
A52264	607	6	a	a	DT
A52264	607	7	Quadrant	Quadrant	NNP
A52264	607	8	be	be	VB
A52264	607	9	CD	cd	NN
A52264	607	10	and	and	CC
A52264	607	11	BD	BD	NNP
A52264	607	12	,	,	,
A52264	607	13	whose	whose	WP$
A52264	607	14	tangents	tangent	NNS
A52264	607	15	are	be	VBP
A52264	607	16	CG	CG	NNP
A52264	607	17	and	and	CC
A52264	607	18	BP	BP	NNP
A52264	607	19	,	,	,
A52264	607	20	and	and	CC
A52264	607	21	let	let	VB
A52264	607	22	BS	BS	NNP
A52264	607	23	be	be	VB
A52264	607	24	an	an	DT
A52264	607	25	arch	arch	NN
A52264	607	26	made	make	VBN
A52264	607	27	equall	equall	NN
A52264	607	28	to	to	IN
A52264	607	29	CD	cd	NN
A52264	607	30	;	;	:
A52264	607	31	and	and	CC
A52264	607	32	then	then	RB
A52264	607	33	SD	SD	NNP
A52264	607	34	will	will	MD
A52264	607	35	be	be	VB
A52264	607	36	the	the	DT
A52264	607	37	arch	arch	NN
A52264	607	38	of	of	IN
A52264	607	39	the	the	DT
A52264	607	40	difference	difference	NN
A52264	607	41	of	of	IN
A52264	607	42	the	the	DT
A52264	607	43	two	two	CD
A52264	607	44	given	give	VBN
A52264	607	45	arches	arch	NNS
A52264	607	46	CD	CD	NNP
A52264	607	47	or	or	CC
A52264	607	48	BS	BS	NNP
A52264	607	49	,	,	,
A52264	607	50	and	and	CC
A52264	607	51	BD	BD	NNP
A52264	607	52	.	.	.
A52264	608	1	And	and	CC
A52264	608	2	also	also	RB
A52264	608	3	let	let	VB
A52264	608	4	the	the	DT
A52264	608	5	tangent	tangent	NN
A52264	608	6	BT	BT	NNP
A52264	608	7	be	be	VB
A52264	608	8	equal	equal	JJ
A52264	608	9	to	to	IN
A52264	608	10	the	the	DT
A52264	608	11	tangent	tangent	NN
A52264	608	12	CG	CG	NNP
A52264	608	13	,	,	,
A52264	608	14	and	and	CC
A52264	608	15	then	then	RB
A52264	608	16	the	the	DT
A52264	608	17	right	right	JJ
A52264	608	18	line	line	NN
A52264	608	19	TP	TP	NNP
A52264	608	20	will	will	MD
A52264	608	21	be	be	VB
A52264	608	22	the	the	DT
A52264	608	23	difference	difference	NN
A52264	608	24	of	of	IN
A52264	608	25	the	the	DT
A52264	608	26	tangents	tangent	NNS
A52264	608	27	given	give	VBN
A52264	608	28	CG	CG	NNP
A52264	608	29	or	or	CC
A52264	608	30	BT	BT	NNP
A52264	608	31	,	,	,
A52264	608	32	and	and	CC
A52264	608	33	BP	BP	NNP
A52264	608	34	.	.	.
A52264	609	1	Lastly	lastly	RB
A52264	609	2	,	,	,
A52264	609	3	let	let	VB
A52264	609	4	the	the	DT
A52264	609	5	arches	arch	NNS
A52264	609	6	BL	BL	NNP
A52264	609	7	and	and	CC
A52264	609	8	BO	BO	NNP
A52264	609	9	(	(	-LRB-
A52264	609	10	whose	whose	WP$
A52264	609	11	tangents	tangent	NNS
A52264	609	12	are	be	VBP
A52264	609	13	BK	BK	NNP
A52264	609	14	and	and	CC
A52264	609	15	BM	BM	NNP
A52264	609	16	)	)	-RRB-
A52264	609	17	be	be	VB
A52264	609	18	made	make	VBN
A52264	609	19	equal	equal	JJ
A52264	609	20	to	to	IN
A52264	609	21	the	the	DT
A52264	609	22	arch	arch	JJ
A52264	609	23	SD	sd	NN
A52264	609	24	;	;	:
A52264	609	25	I	-PRON-	PRP
A52264	609	26	say	say	VBP
A52264	609	27	,	,	,
A52264	609	28	the	the	DT
A52264	609	29	right	right	JJ
A52264	609	30	line	line	NN
A52264	609	31	TP	TP	NNP
A52264	609	32	being	be	VBG
A52264	609	33	the	the	DT
A52264	609	34	difference	difference	NN
A52264	609	35	of	of	IN
A52264	609	36	the	the	DT
A52264	609	37	two	two	CD
A52264	609	38	given	give	VBN
A52264	609	39	tangents	tangent	NNS
A52264	609	40	,	,	,
A52264	609	41	CG	CG	NNP
A52264	609	42	and	and	CC
A52264	609	43	BP	BP	NNP
A52264	609	44	is	be	VBZ
A52264	609	45	double	double	JJ
A52264	609	46	to	to	IN
A52264	609	47	the	the	DT
A52264	609	48	right	right	JJ
A52264	609	49	line	line	NN
A52264	609	50	BK	BK	NNP
A52264	609	51	,	,	,
A52264	609	52	being	be	VBG
A52264	609	53	the	the	DT
A52264	609	54	tangent	tangent	NN
A52264	609	55	of	of	IN
A52264	609	56	the	the	DT
A52264	609	57	difference	difference	NN
A52264	609	58	of	of	IN
A52264	609	59	the	the	DT
A52264	609	60	two	two	CD
A52264	609	61	given	give	VBN
A52264	609	62	arches	arch	NNS
A52264	609	63	;	;	:
A52264	609	64	or	or	CC
A52264	609	65	which	which	WDT
A52264	609	66	is	be	VBZ
A52264	609	67	all	all	DT
A52264	609	68	one	one	CD
A52264	609	69	,	,	,
A52264	609	70	I	-PRON-	PRP
A52264	609	71	say	say	VBP
A52264	609	72	,	,	,
A52264	609	73	that	that	IN
A52264	609	74	the	the	DT
A52264	609	75	right	right	JJ
A52264	609	76	line	line	NN
A52264	609	77	TP	TP	NNP
A52264	609	78	is	be	VBZ
A52264	609	79	equal	equal	JJ
A52264	609	80	to	to	IN
A52264	609	81	the	the	DT
A52264	609	82	right	right	JJ
A52264	609	83	line	line	NN
A52264	609	84	MK	MK	NNP
A52264	609	85	.	.	.
A52264	610	1	Demonstration	demonstration	NN
A52264	610	2	.	.	.
A52264	611	1	Then	then	RB
A52264	611	2	that	that	IN
A52264	611	3	the	the	DT
A52264	611	4	right	right	JJ
A52264	611	5	line	line	NN
A52264	611	6	MT	MT	NNP
A52264	611	7	is	be	VBZ
A52264	611	8	equall	equall	JJ
A52264	611	9	to	to	IN
A52264	611	10	the	the	DT
A52264	611	11	right	right	JJ
A52264	611	12	line	line	NN
A52264	611	13	KA	KA	NNP
A52264	611	14	is	be	VBZ
A52264	611	15	thus	thus	RB
A52264	611	16	proved	prove	VBN
A52264	611	17	;	;	:
A52264	611	18	the	the	DT
A52264	611	19	right	right	JJ
A52264	611	20	line	line	NN
A52264	611	21	MA	MA	NNP
A52264	611	22	is	be	VBZ
A52264	611	23	equall	equall	JJ
A52264	611	24	to	to	IN
A52264	611	25	the	the	DT
A52264	611	26	right	right	JJ
A52264	611	27	line	line	NN
A52264	611	28	KA	KA	NNP
A52264	611	29	,	,	,
A52264	611	30	by	by	IN
A52264	611	31	the	the	DT
A52264	611	32	work	work	NN
A52264	611	33	,	,	,
A52264	611	34	but	but	CC
A52264	611	35	the	the	DT
A52264	611	36	right	right	JJ
A52264	611	37	line	line	NN
A52264	611	38	MT	MT	NNP
A52264	611	39	is	be	VBZ
A52264	611	40	equal	equal	JJ
A52264	611	41	to	to	IN
A52264	611	42	the	the	DT
A52264	611	43	right	right	JJ
A52264	611	44	line	line	NN
A52264	611	45	MA	MA	NNP
A52264	611	46	,	,	,
A52264	611	47	and	and	CC
A52264	611	48	therefore	therefore	RB
A52264	611	49	it	-PRON-	PRP
A52264	611	50	is	be	VBZ
A52264	611	51	also	also	RB
A52264	611	52	equall	equall	JJ
A52264	611	53	to	to	IN
A52264	611	54	the	the	DT
A52264	611	55	right	right	JJ
A52264	611	56	line	line	NN
A52264	611	57	KA	KA	NNP
A52264	611	58	.	.	.
A52264	612	1	That	that	IN
A52264	612	2	the	the	DT
A52264	612	3	right	right	JJ
A52264	612	4	line	line	NN
A52264	612	5	MT	MT	NNP
A52264	612	6	is	be	VBZ
A52264	612	7	equal	equal	JJ
A52264	612	8	to	to	IN
A52264	612	9	the	the	DT
A52264	612	10	right	right	JJ
A52264	612	11	line	line	NN
A52264	612	12	MA	MA	NNP
A52264	612	13	doth	doth	NN
A52264	612	14	thus	thus	RB
A52264	612	15	appear	appear	VBP
A52264	612	16	:	:	:
A52264	612	17	for	for	IN
A52264	612	18	that	that	DT
A52264	612	19	the	the	DT
A52264	612	20	angles	angle	NNS
A52264	612	21	MAT	MAT	NNP
A52264	612	22	and	and	CC
A52264	612	23	MTA	MTA	NNP
A52264	612	24	are	be	VBP
A52264	612	25	equall	equall	JJ
A52264	612	26	;	;	:
A52264	612	27	and	and	CC
A52264	612	28	therefore	therefore	RB
A52264	612	29	the	the	DT
A52264	612	30	sides	side	NNS
A52264	612	31	opposite	opposite	JJ
A52264	612	32	unto	unto	IN
A52264	612	33	them	-PRON-	PRP
A52264	612	34	are	be	VBP
A52264	612	35	equal	equal	JJ
A52264	612	36	,	,	,
A52264	612	37	for	for	IN
A52264	612	38	equall	equall	NN
A52264	612	39	sides	side	NNS
A52264	612	40	subtend	subtend	VBP
A52264	612	41	equall	equall	NN
A52264	612	42	angles	angle	NNS
A52264	612	43	:	:	:
A52264	612	44	and	and	CC
A52264	612	45	the	the	DT
A52264	612	46	angles	angle	NNS
A52264	612	47	MTA	MTA	NNP
A52264	612	48	and	and	CC
A52264	612	49	MAT	MAT	NNP
A52264	612	50	are	be	VBP
A52264	612	51	equal	equal	JJ
A52264	612	52	,	,	,
A52264	612	53	because	because	IN
A52264	612	54	the	the	DT
A52264	612	55	angle	angle	NN
A52264	612	56	MTA	MTA	NNP
A52264	612	57	is	be	VBZ
A52264	612	58	equal	equal	JJ
A52264	612	59	to	to	IN
A52264	612	60	the	the	DT
A52264	612	61	angle	angle	NN
A52264	612	62	TAC	TAC	NNP
A52264	612	63	,	,	,
A52264	612	64	by	by	IN
A52264	612	65	the	the	DT
A52264	612	66	like	like	JJ
A52264	612	67	reason	reason	NN
A52264	612	68	,	,	,
A52264	612	69	that	that	IN
A52264	612	70	the	the	DT
A52264	612	71	angle	angle	NN
A52264	612	72	KPA	KPA	NNP
A52264	612	73	is	be	VBZ
A52264	612	74	equal	equal	JJ
A52264	612	75	to	to	IN
A52264	612	76	the	the	DT
A52264	612	77	angle	angle	NN
A52264	612	78	DAC	DAC	NNP
A52264	612	79	;	;	:
A52264	612	80	and	and	CC
A52264	612	81	the	the	DT
A52264	612	82	angle	angle	NN
A52264	612	83	MAT	MAT	NNP
A52264	612	84	is	be	VBZ
A52264	612	85	equall	equall	JJ
A52264	612	86	to	to	IN
A52264	612	87	the	the	DT
A52264	612	88	angle	angle	NN
A52264	612	89	TAC	TAC	NNP
A52264	612	90	,	,	,
A52264	612	91	by	by	IN
A52264	612	92	the	the	DT
A52264	612	93	proposition	proposition	NN
A52264	612	94	:	:	:
A52264	612	95	for	for	IN
A52264	612	96	the	the	DT
A52264	612	97	arches	arch	NNS
A52264	612	98	CS	CS	NNP
A52264	612	99	and	and	CC
A52264	612	100	SO	SO	NNP
A52264	612	101	are	be	VBP
A52264	612	102	put	put	VBN
A52264	612	103	to	to	TO
A52264	612	104	be	be	VB
A52264	612	105	equal	equal	JJ
A52264	612	106	:	:	:
A52264	612	107	therefore	therefore	RB
A52264	612	108	it	-PRON-	PRP
A52264	612	109	followes	follow	VBZ
A52264	612	110	,	,	,
A52264	612	111	that	that	IN
A52264	612	112	they	-PRON-	PRP
A52264	612	113	are	be	VBP
A52264	612	114	also	also	RB
A52264	612	115	equal	equal	JJ
A52264	612	116	one	one	NN
A52264	612	117	to	to	IN
A52264	612	118	another	another	DT
A52264	612	119	.	.	.
A52264	613	1	Generally	generally	RB
A52264	613	2	therefore	therefore	RB
A52264	613	3	,	,	,
A52264	613	4	the	the	DT
A52264	613	5	difference	difference	NN
A52264	613	6	of	of	IN
A52264	613	7	the	the	DT
A52264	613	8	tangents	tangent	NNS
A52264	613	9	of	of	IN
A52264	613	10	two	two	CD
A52264	613	11	arches	arch	NNS
A52264	613	12	,	,	,
A52264	613	13	making	make	VBG
A52264	613	14	a	a	DT
A52264	613	15	Quadrant	Quadrant	NNP
A52264	613	16	,	,	,
A52264	613	17	is	be	VBZ
A52264	613	18	double	double	JJ
A52264	613	19	to	to	IN
A52264	613	20	the	the	DT
A52264	613	21	tangent	tangent	NN
A52264	613	22	of	of	IN
A52264	613	23	the	the	DT
A52264	613	24	difference	difference	NN
A52264	613	25	of	of	IN
A52264	613	26	those	those	DT
A52264	613	27	arches	arch	NNS
A52264	613	28	,	,	,
A52264	613	29	which	which	WDT
A52264	613	30	was	be	VBD
A52264	613	31	to	to	TO
A52264	613	32	be	be	VB
A52264	613	33	demonstrated	demonstrate	VBN
A52264	613	34	.	.	.
A52264	614	1	And	and	CC
A52264	614	2	by	by	IN
A52264	614	3	consequence	consequence	NNP
A52264	614	4	,	,	,
A52264	614	5	the	the	DT
A52264	614	6	tangents	tangent	NNS
A52264	614	7	of	of	IN
A52264	614	8	two	two	CD
A52264	614	9	arches	arch	NNS
A52264	614	10	being	be	VBG
A52264	614	11	given	give	VBN
A52264	614	12	,	,	,
A52264	614	13	making	make	VBG
A52264	614	14	a	a	DT
A52264	614	15	Quadrant	Quadrant	NNP
A52264	614	16	,	,	,
A52264	614	17	the	the	DT
A52264	614	18	tangent	tangent	NN
A52264	614	19	of	of	IN
A52264	614	20	the	the	DT
A52264	614	21	difference	difference	NN
A52264	614	22	of	of	IN
A52264	614	23	those	those	DT
A52264	614	24	arches	arch	NNS
A52264	614	25	is	be	VBZ
A52264	614	26	also	also	RB
A52264	614	27	given	give	VBN
A52264	614	28	.	.	.
A52264	615	1	And	and	CC
A52264	615	2	contrarily	contrarily	RB
A52264	615	3	,	,	,
A52264	615	4	the	the	DT
A52264	615	5	tangent	tangent	NN
A52264	615	6	of	of	IN
A52264	615	7	the	the	DT
A52264	615	8	difference	difference	NN
A52264	615	9	of	of	IN
A52264	615	10	those	those	DT
A52264	615	11	two	two	CD
A52264	615	12	arches	arch	NNS
A52264	615	13	being	be	VBG
A52264	615	14	given	give	VBN
A52264	615	15	,	,	,
A52264	615	16	together	together	RB
A52264	615	17	with	with	IN
A52264	615	18	the	the	DT
A52264	615	19	tangent	tangent	NN
A52264	615	20	of	of	IN
A52264	615	21	one	one	CD
A52264	615	22	of	of	IN
A52264	615	23	the	the	DT
A52264	615	24	arches	arch	NNS
A52264	615	25	;	;	:
A52264	615	26	the	the	DT
A52264	615	27	tangent	tangent	NN
A52264	615	28	of	of	IN
A52264	615	29	the	the	DT
A52264	615	30	other	other	JJ
A52264	615	31	arch	arch	NN
A52264	615	32	is	be	VBZ
A52264	615	33	also	also	RB
A52264	615	34	given	give	VBN
A52264	615	35	.	.	.
A52264	616	1	Example	example	NN
A52264	616	2	.	.	.
A52264	617	1	Let	let	VB
A52264	617	2	there	there	EX
A52264	617	3	be	be	VB
A52264	617	4	given	give	VBN
A52264	617	5	the	the	DT
A52264	617	6	Tang	Tang	NNP
A52264	617	7	.	.	.
A52264	618	1	of	of	IN
A52264	618	2	72	72	CD
A52264	618	3	de	de	NN
A52264	618	4	.	.	.
A52264	619	1	94	94	CD
A52264	619	2	m.	m.	NN
A52264	619	3	And	and	CC
A52264	619	4	the	the	DT
A52264	619	5	Tang	Tang	NNP
A52264	619	6	.	.	.
A52264	620	1	of	of	IN
A52264	620	2	its	-PRON-	PRP$
A52264	620	3	complement	complement	NN
A52264	620	4	,	,	,
A52264	620	5	that	that	RB
A52264	620	6	is	is	RB
A52264	620	7	,	,	,
A52264	620	8	of	of	IN
A52264	620	9	17	17	CD
A52264	620	10	6	6	CD
A52264	620	11	Halfe	halfe	NN
A52264	620	12	the	the	DT
A52264	620	13	difference	difference	NN
A52264	620	14	of	of	IN
A52264	620	15	these	these	DT
A52264	620	16	two	two	CD
A52264	620	17	arches	arch	NNS
A52264	620	18	is	be	VBZ
A52264	620	19	27	27	CD
A52264	620	20	94	94	CD
A52264	620	21	Tangent	tangent	NN
A52264	620	22	of	of	IN
A52264	620	23	72	72	CD
A52264	620	24	de	de	NN
A52264	620	25	.	.	.
A52264	621	1	94	94	CD
A52264	621	2	m.	m.	NN
A52264	621	3	is	be	VBZ
A52264	621	4	32586438	32586438	CD
A52264	621	5	Tangent	Tangent	NNP
A52264	621	6	of	of	IN
A52264	621	7	17	17	CD
A52264	621	8	6	6	CD
A52264	621	9	306	306	CD
A52264	621	10	●	●	CD
A52264	621	11	761	761	CD
A52264	621	12	Their	-PRON-	PRP$
A52264	621	13	difference	difference	NN
A52264	621	14	is	be	VBZ
A52264	621	15	29517677	29517677	CD
A52264	621	16	The	the	DT
A52264	621	17	halfe	halfe	NN
A52264	621	18	whereof	whereof	NNP
A52264	621	19	is	be	VBZ
A52264	621	20	14758838	14758838	CD
A52264	621	21	The	the	DT
A52264	621	22	Tangent	Tangent	NNP
A52264	621	23	of	of	IN
A52264	621	24	55	55	CD
A52264	621	25	de	de	NN
A52264	621	26	.	.	.
A52264	622	1	88	88	CD
A52264	622	2	min	min	NN
A52264	622	3	.	.	.
A52264	623	1	Or	or	CC
A52264	623	2	let	let	VB
A52264	623	3	the	the	DT
A52264	623	4	tangent	tangent	NN
A52264	623	5	of	of	IN
A52264	623	6	the	the	DT
A52264	623	7	greater	great	JJR
A52264	623	8	arch	arch	NNP
A52264	623	9	72	72	CD
A52264	623	10	d.	d.	NNP
A52264	623	11	94	94	CD
A52264	623	12	m.	m.	NN
A52264	623	13	be	be	VB
A52264	623	14	given	give	VBN
A52264	623	15	,	,	,
A52264	623	16	with	with	IN
A52264	623	17	the	the	DT
A52264	623	18	Tangent	tangent	NN
A52264	623	19	of	of	IN
A52264	623	20	the	the	DT
A52264	623	21	difference	difference	NN
A52264	623	22	55	55	CD
A52264	623	23	de	de	NN
A52264	623	24	.	.	.
A52264	624	1	88	88	CD
A52264	624	2	m.	m.	NN
A52264	624	3	and	and	CC
A52264	624	4	let	let	VB
A52264	624	5	the	the	DT
A52264	624	6	lesser	less	JJR
A52264	624	7	arch	arch	VB
A52264	624	8	17	17	CD
A52264	624	9	de	de	NN
A52264	624	10	.	.	.
A52264	625	1	6	6	CD
A52264	625	2	m.	m.	NN
A52264	625	3	be	be	VB
A52264	625	4	demanded	demand	VBN
A52264	625	5	.	.	.
A52264	626	1	Tangent	tangent	NN
A52264	626	2	of	of	IN
A52264	626	3	72	72	CD
A52264	626	4	de	de	NN
A52264	626	5	.	.	.
A52264	627	1	94	94	CD
A52264	627	2	m.	m.	NN
A52264	627	3	is	be	VBZ
A52264	627	4	32586438	32586438	CD
A52264	627	5	Tang	Tang	NNP
A52264	627	6	.	.	.
A52264	628	1	of	of	IN
A52264	628	2	55	55	CD
A52264	628	3	de	de	NN
A52264	628	4	.	.	.
A52264	629	1	88	88	CD
A52264	629	2	m.	m.	NN
A52264	629	3	doubled	double	VBD
A52264	629	4	is	be	VBZ
A52264	629	5	29517676	29517676	CD
A52264	629	6	    	    	_SP
A52264	629	7	Their	-PRON-	PRP$
A52264	629	8	difference	difference	NN
A52264	629	9	is	be	VBZ
A52264	629	10	03068762	03068762	CD
A52264	629	11	The	the	DT
A52264	629	12	Tangent	Tangent	NNP
A52264	629	13	of	of	IN
A52264	629	14	17	17	CD
A52264	629	15	de	de	NN
A52264	629	16	.	.	.
A52264	630	1	6	6	CD
A52264	630	2	m.	m.	NN
A52264	630	3	Or	or	CC
A52264	630	4	lastly	lastly	RB
A52264	630	5	,	,	,
A52264	630	6	let	let	VB
A52264	630	7	the	the	DT
A52264	630	8	lesser	less	JJR
A52264	630	9	arch	arch	NN
A52264	630	10	be	be	VB
A52264	630	11	given	give	VBN
A52264	630	12	,	,	,
A52264	630	13	with	with	IN
A52264	630	14	the	the	DT
A52264	630	15	Tangent	tangent	NN
A52264	630	16	of	of	IN
A52264	630	17	the	the	DT
A52264	630	18	difference	difference	NN
A52264	630	19	,	,	,
A52264	630	20	and	and	CC
A52264	630	21	let	let	VB
A52264	630	22	the	the	DT
A52264	630	23	greater	great	JJR
A52264	630	24	arch	arch	NN
A52264	630	25	be	be	VB
A52264	630	26	demanded	demand	VBN
A52264	630	27	.	.	.
A52264	631	1	Tang	Tang	NNP
A52264	631	2	.	.	.
A52264	632	1	of	of	IN
A52264	632	2	55	55	CD
A52264	632	3	de	de	NN
A52264	632	4	.	.	.
A52264	633	1	88	88	CD
A52264	633	2	m.	m.	NN
A52264	633	3	the	the	DT
A52264	633	4	diff	diff	NN
A52264	633	5	.	.	.
A52264	634	1	is	be	VBZ
A52264	634	2	14758838	14758838	CD
A52264	634	3	    	    	_SP
A52264	634	4	Which	which	WDT
A52264	634	5	doubled	double	VBD
A52264	634	6	is	be	VBZ
A52264	634	7	29517676	29517676	CD
A52264	634	8	To	to	TO
A52264	634	9	which	which	WDT
A52264	634	10	the	the	DT
A52264	634	11	tang	tang	NNP
A52264	634	12	.	.	.
A52264	635	1	of	of	IN
A52264	635	2	17	17	CD
A52264	635	3	d.	d.	NNP
A52264	635	4	6	6	CD
A52264	635	5	m.	m.	NN
A52264	635	6	ad	ad	NN
A52264	635	7	.	.	.
A52264	636	1	3068761	3068761	CD
A52264	636	2	Their	-PRON-	PRP$
A52264	636	3	aggregate	aggregate	NN
A52264	636	4	is	be	VBZ
A52264	636	5	32586437	32586437	CD
A52264	636	6	the	the	DT
A52264	636	7	tangent	tangent	NN
A52264	636	8	of	of	IN
A52264	636	9	72	72	CD
A52264	636	10	degrees	degree	NNS
A52264	636	11	,	,	,
A52264	636	12	94	94	CD
A52264	636	13	minutes	minute	NNS
A52264	636	14	.	.	.
A52264	637	1	Theor	Theor	NNP
A52264	637	2	.	.	.
A52264	638	1	2	2	LS
A52264	638	2	.	.	.
A52264	639	1	The	the	DT
A52264	639	2	tangent	tangent	NN
A52264	639	3	of	of	IN
A52264	639	4	the	the	DT
A52264	639	5	difference	difference	NN
A52264	639	6	of	of	IN
A52264	639	7	two	two	CD
A52264	639	8	arches	arch	NNS
A52264	639	9	making	make	VBG
A52264	639	10	a	a	DT
A52264	639	11	Quadrant	Quadrant	NNP
A52264	639	12	,	,	,
A52264	639	13	with	with	IN
A52264	639	14	the	the	DT
A52264	639	15	tangent	tangent	NN
A52264	639	16	of	of	IN
A52264	639	17	the	the	DT
A52264	639	18	lesser	less	JJR
A52264	639	19	arch	arch	NNP
A52264	639	20	maketh	maketh	NNP
A52264	639	21	the	the	DT
A52264	639	22	secant	secant	NN
A52264	639	23	of	of	IN
A52264	639	24	the	the	DT
A52264	639	25	difference	difference	NN
A52264	639	26	.	.	.
A52264	640	1	The	the	DT
A52264	640	2	Reason	reason	NN
A52264	640	3	is	be	VBZ
A52264	640	4	Because	because	IN
A52264	640	5	the	the	DT
A52264	640	6	tangent	tangent	NN
A52264	640	7	of	of	IN
A52264	640	8	the	the	DT
A52264	640	9	difference	difference	NN
A52264	640	10	BL	BL	NNP
A52264	640	11	or	or	CC
A52264	640	12	BO	BO	NNP
A52264	640	13	,	,	,
A52264	640	14	that	that	RB
A52264	640	15	is	is	RB
A52264	640	16	,	,	,
A52264	640	17	the	the	DT
A52264	640	18	right	right	JJ
A52264	640	19	line	line	NN
A52264	640	20	BK	BK	NNP
A52264	640	21	or	or	CC
A52264	640	22	BM	BM	NNP
A52264	640	23	with	with	IN
A52264	640	24	the	the	DT
A52264	640	25	tangent	tangent	NN
A52264	640	26	of	of	IN
A52264	640	27	the	the	DT
A52264	640	28	lesser	less	JJR
A52264	640	29	arch	arch	JJ
A52264	640	30	BS	BS	NNP
A52264	640	31	,	,	,
A52264	640	32	that	that	RB
A52264	640	33	is	is	RB
A52264	640	34	,	,	,
A52264	640	35	with	with	IN
A52264	640	36	the	the	DT
A52264	640	37	right	right	JJ
A52264	640	38	line	line	NN
A52264	640	39	BT	BT	NNP
A52264	640	40	,	,	,
A52264	640	41	maketh	maketh	VB
A52264	640	42	the	the	DT
A52264	640	43	right	right	JJ
A52264	640	44	line	line	NN
A52264	640	45	MT	MT	NNP
A52264	640	46	,	,	,
A52264	640	47	which	which	WDT
A52264	640	48	is	be	VBZ
A52264	640	49	equall	equall	JJ
A52264	640	50	to	to	IN
A52264	640	51	the	the	DT
A52264	640	52	Secant	Secant	NNP
A52264	640	53	AK	AK	NNP
A52264	640	54	,	,	,
A52264	640	55	by	by	IN
A52264	640	56	the	the	DT
A52264	640	57	demonstration	demonstration	NN
A52264	640	58	of	of	IN
A52264	640	59	the	the	DT
A52264	640	60	first	first	JJ
A52264	640	61	Theorem	Theorem	NNP
A52264	640	62	.	.	.
A52264	641	1	Therefore	therefore	RB
A52264	641	2	,	,	,
A52264	641	3	the	the	DT
A52264	641	4	tangent	tangent	NN
A52264	641	5	of	of	IN
A52264	641	6	the	the	DT
A52264	641	7	difference	difference	NN
A52264	641	8	of	of	IN
A52264	641	9	two	two	CD
A52264	641	10	arches	arch	NNS
A52264	641	11	making	make	VBG
A52264	641	12	a	a	DT
A52264	641	13	Quadrant	Quadrant	NNP
A52264	641	14	,	,	,
A52264	641	15	and	and	CC
A52264	641	16	the	the	DT
A52264	641	17	tangent	tangent	NN
A52264	641	18	of	of	IN
A52264	641	19	the	the	DT
A52264	641	20	lesser	less	JJR
A52264	641	21	arch	arch	NN
A52264	641	22	being	be	VBG
A52264	641	23	given	give	VBN
A52264	641	24	,	,	,
A52264	641	25	the	the	DT
A52264	641	26	secant	secant	NN
A52264	641	27	of	of	IN
A52264	641	28	the	the	DT
A52264	641	29	difference	difference	NN
A52264	641	30	is	be	VBZ
A52264	641	31	also	also	RB
A52264	641	32	given	give	VBN
A52264	641	33	.	.	.
A52264	642	1	And	and	CC
A52264	642	2	contrarily	contrarily	RB
A52264	642	3	.	.	.
A52264	643	1	For	for	IN
A52264	643	2	example	example	NN
A52264	643	3	.	.	.
A52264	644	1	Let	let	VB
A52264	644	2	the	the	DT
A52264	644	3	tangent	tangent	NN
A52264	644	4	of	of	IN
A52264	644	5	the	the	DT
A52264	644	6	former	former	JJ
A52264	644	7	difference	difference	NN
A52264	644	8	55	55	CD
A52264	644	9	degrees	degree	NNS
A52264	644	10	,	,	,
A52264	644	11	88	88	CD
A52264	644	12	minutes	minute	NNS
A52264	644	13	,	,	,
A52264	644	14	and	and	CC
A52264	644	15	the	the	DT
A52264	644	16	tangent	tangent	NN
A52264	644	17	of	of	IN
A52264	644	18	the	the	DT
A52264	644	19	lesser	less	JJR
A52264	644	20	arch	arch	JJ
A52264	644	21	17	17	CD
A52264	644	22	degrees	degree	NNS
A52264	644	23	,	,	,
A52264	644	24	●	●	NFP
A52264	644	25	●	●	NFP
A52264	644	26	minutes	minute	NNS
A52264	644	27	,	,	,
A52264	644	28	be	be	VB
A52264	644	29	given	give	VBN
A52264	644	30	;	;	:
A52264	644	31	I	-PRON-	PRP
A52264	644	32	say	say	VBP
A52264	644	33	,	,	,
A52264	644	34	the	the	DT
A52264	644	35	secant	secant	NN
A52264	644	36	of	of	IN
A52264	644	37	this	this	DT
A52264	644	38	difference	difference	NN
A52264	644	39	is	be	VBZ
A52264	644	40	also	also	RB
A52264	644	41	given	give	VBN
A52264	644	42	.	.	.
A52264	645	1	Tang	Tang	NNP
A52264	645	2	.	.	.
A52264	646	1	of	of	IN
A52264	646	2	the	the	DT
A52264	646	3	diff	diff	NN
A52264	646	4	.	.	.
A52264	647	1	55	55	CD
A52264	647	2	de	de	NN
A52264	647	3	.	.	.
A52264	648	1	88	88	CD
A52264	648	2	m.	m.	NN
A52264	648	3	is	be	VBZ
A52264	648	4	14758838	14758838	CD
A52264	648	5	The	the	DT
A52264	648	6	tangent	tangent	NN
A52264	648	7	of	of	IN
A52264	648	8	17	17	CD
A52264	648	9	06	06	CD
A52264	648	10	is	be	VBZ
A52264	648	11	3068762	3068762	CD
A52264	648	12	    	    	_SP
A52264	648	13	Their	-PRON-	PRP$
A52264	648	14	sum	sum	NN
A52264	648	15	is	be	VBZ
A52264	648	16	the	the	DT
A52264	648	17	secant	secant	NN
A52264	648	18	of	of	IN
A52264	648	19	55	55	CD
A52264	648	20	88	88	CD
A52264	648	21	,	,	,
A52264	648	22	17827600	17827600	CD
A52264	648	23	Theor	Theor	NNP
A52264	648	24	.	.	.
A52264	649	1	3	3	LS
A52264	649	2	.	.	.
A52264	650	1	The	the	DT
A52264	650	2	tangent	tangent	NN
A52264	650	3	of	of	IN
A52264	650	4	the	the	DT
A52264	650	5	difference	difference	NN
A52264	650	6	of	of	IN
A52264	650	7	two	two	CD
A52264	650	8	arches	arch	NNS
A52264	650	9	making	make	VBG
A52264	650	10	a	a	DT
A52264	650	11	Quadrant	Quadrant	NNP
A52264	650	12	,	,	,
A52264	650	13	with	with	IN
A52264	650	14	the	the	DT
A52264	650	15	secant	secant	NN
A52264	650	16	of	of	IN
A52264	650	17	their	-PRON-	PRP$
A52264	650	18	difference	difference	NN
A52264	650	19	,	,	,
A52264	650	20	is	be	VBZ
A52264	650	21	equal	equal	JJ
A52264	650	22	to	to	IN
A52264	650	23	the	the	DT
A52264	650	24	tangent	tangent	NN
A52264	650	25	of	of	IN
A52264	650	26	the	the	DT
A52264	650	27	greater	great	JJR
A52264	650	28	arch	arch	NN
A52264	650	29	.	.	.
A52264	651	1	Because	because	IN
A52264	651	2	the	the	DT
A52264	651	3	tangent	tangent	NN
A52264	651	4	of	of	IN
A52264	651	5	the	the	DT
A52264	651	6	arch	arch	JJ
A52264	651	7	BL	BL	NNP
A52264	651	8	,	,	,
A52264	651	9	being	be	VBG
A52264	651	10	the	the	DT
A52264	651	11	difference	difference	NN
A52264	651	12	of	of	IN
A52264	651	13	the	the	DT
A52264	651	14	two	two	CD
A52264	651	15	arches	arch	NNS
A52264	651	16	BC	BC	NNP
A52264	651	17	and	and	CC
A52264	651	18	DC	DC	NNP
A52264	651	19	,	,	,
A52264	651	20	making	make	VBG
A52264	651	21	a	a	DT
A52264	651	22	Quadrant	Quadrant	NNP
A52264	651	23	with	with	IN
A52264	651	24	the	the	DT
A52264	651	25	secant	secant	NN
A52264	651	26	of	of	IN
A52264	651	27	the	the	DT
A52264	651	28	same	same	JJ
A52264	651	29	arch	arch	JJ
A52264	651	30	BL	BL	NNP
A52264	651	31	,	,	,
A52264	651	32	that	that	RB
A52264	651	33	is	is	RB
A52264	651	34	,	,	,
A52264	651	35	the	the	DT
A52264	651	36	right	right	JJ
A52264	651	37	line	line	NN
A52264	651	38	BK	BK	NNP
A52264	651	39	with	with	IN
A52264	651	40	the	the	DT
A52264	651	41	right	right	JJ
A52264	651	42	line	line	NN
A52264	651	43	AK	AK	NNP
A52264	651	44	,	,	,
A52264	651	45	is	be	VBZ
A52264	651	46	equal	equal	JJ
A52264	651	47	to	to	IN
A52264	651	48	the	the	DT
A52264	651	49	right	right	JJ
A52264	651	50	line	line	NN
A52264	651	51	BP	BP	NNP
A52264	651	52	,	,	,
A52264	651	53	by	by	IN
A52264	651	54	the	the	DT
A52264	651	55	demonstration	demonstration	NN
A52264	651	56	of	of	IN
A52264	651	57	the	the	DT
A52264	651	58	first	first	JJ
A52264	651	59	Theorem	theorem	NN
A52264	651	60	:	:	:
A52264	651	61	therefore	therefore	RB
A52264	651	62	the	the	DT
A52264	651	63	tangent	tangent	NN
A52264	651	64	of	of	IN
A52264	651	65	the	the	DT
A52264	651	66	difference	difference	NN
A52264	651	67	of	of	IN
A52264	651	68	two	two	CD
A52264	651	69	arches	arch	NNS
A52264	651	70	making	make	VBG
A52264	651	71	a	a	DT
A52264	651	72	Quadrant	Quadrant	NNP
A52264	651	73	being	be	VBG
A52264	651	74	given	give	VBN
A52264	651	75	,	,	,
A52264	651	76	with	with	IN
A52264	651	77	the	the	DT
A52264	651	78	secant	secant	NN
A52264	651	79	of	of	IN
A52264	651	80	their	-PRON-	PRP$
A52264	651	81	difference	difference	NN
A52264	651	82	,	,	,
A52264	651	83	the	the	DT
A52264	651	84	tangent	tangent	NN
A52264	651	85	of	of	IN
A52264	651	86	the	the	DT
A52264	651	87	greater	great	JJR
A52264	651	88	arch	arch	NN
A52264	651	89	is	be	VBZ
A52264	651	90	also	also	RB
A52264	651	91	given	give	VBN
A52264	651	92	.	.	.
A52264	652	1	For	for	IN
A52264	652	2	example	example	NN
A52264	652	3	.	.	.
A52264	653	1	Let	let	VB
A52264	653	2	the	the	DT
A52264	653	3	tangent	tangent	NN
A52264	653	4	of	of	IN
A52264	653	5	the	the	DT
A52264	653	6	difference	difference	NN
A52264	653	7	be	be	VB
A52264	653	8	the	the	DT
A52264	653	9	tang	tang	NNP
A52264	653	10	.	.	.
A52264	654	1	of	of	IN
A52264	654	2	the	the	DT
A52264	654	3	arch	arch	NN
A52264	654	4	of	of	IN
A52264	654	5	55	55	CD
A52264	654	6	de	de	NN
A52264	654	7	.	.	.
A52264	655	1	88	88	CD
A52264	655	2	m.	m.	NN
A52264	655	3	viz	viz	NN
A52264	655	4	.	.	.
A52264	656	1	14758838	14758838	CD
A52264	656	2	The	the	DT
A52264	656	3	secant	secant	NN
A52264	656	4	of	of	IN
A52264	656	5	this	this	DT
A52264	656	6	difference	difference	NN
A52264	656	7	is	be	VBZ
A52264	656	8	17827600	17827600	CD
A52264	656	9	Their	-PRON-	PRP$
A52264	656	10	sum	sum	NN
A52264	656	11	is	be	VBZ
A52264	656	12	the	the	DT
A52264	656	13	tang	tang	NNP
A52264	656	14	.	.	.
A52264	657	1	of	of	IN
A52264	657	2	72	72	CD
A52264	657	3	94	94	CD
A52264	657	4	,	,	,
A52264	657	5	32586438	32586438	CD
A52264	657	6	the	the	DT
A52264	657	7	greater	great	JJR
A52264	657	8	of	of	IN
A52264	657	9	the	the	DT
A52264	657	10	two	two	CD
A52264	657	11	former	former	JJ
A52264	657	12	given	give	VBN
A52264	657	13	arches	arch	NNS
A52264	657	14	.	.	.
A52264	658	1	And	and	CC
A52264	658	2	now	now	RB
A52264	658	3	by	by	IN
A52264	658	4	the	the	DT
A52264	658	5	like	like	JJ
A52264	658	6	reason	reason	NN
A52264	658	7	these	these	DT
A52264	658	8	Rules	rule	NNS
A52264	658	9	may	may	MD
A52264	658	10	be	be	VB
A52264	658	11	added	add	VBN
A52264	658	12	by	by	IN
A52264	658	13	way	way	NN
A52264	658	14	of	of	IN
A52264	658	15	Appendix	Appendix	NNP
A52264	658	16	.	.	.
A52264	659	1	Rule	rule	VB
A52264	659	2	I.	i.	NN
A52264	660	1	The	the	DT
A52264	660	2	double	double	JJ
A52264	660	3	tangent	tangent	NN
A52264	660	4	of	of	IN
A52264	660	5	an	an	DT
A52264	660	6	arch	arch	NN
A52264	660	7	,	,	,
A52264	660	8	with	with	IN
A52264	660	9	the	the	DT
A52264	660	10	tangent	tangent	NN
A52264	660	11	of	of	IN
A52264	660	12	half	half	PDT
A52264	660	13	the	the	DT
A52264	660	14	complement	complement	NN
A52264	660	15	,	,	,
A52264	660	16	is	be	VBZ
A52264	660	17	equall	equall	JJ
A52264	660	18	to	to	IN
A52264	660	19	the	the	DT
A52264	660	20	tangent	tangent	NN
A52264	660	21	of	of	IN
A52264	660	22	the	the	DT
A52264	660	23	arch	arch	NN
A52264	660	24	,	,	,
A52264	660	25	composed	compose	VBN
A52264	660	26	of	of	IN
A52264	660	27	the	the	DT
A52264	660	28	arch	arch	NN
A52264	660	29	given	give	VBN
A52264	660	30	and	and	CC
A52264	660	31	half	half	PDT
A52264	660	32	the	the	DT
A52264	660	33	complement	complement	NN
A52264	660	34	thereof	thereof	RB
A52264	660	35	.	.	.
A52264	661	1	For	for	IN
A52264	661	2	if	if	IN
A52264	661	3	the	the	DT
A52264	661	4	arch	arch	JJ
A52264	661	5	BL	BL	NNP
A52264	661	6	be	be	VB
A52264	661	7	put	put	VBN
A52264	661	8	for	for	IN
A52264	661	9	the	the	DT
A52264	661	10	arch	arch	NN
A52264	661	11	given	give	VBN
A52264	661	12	,	,	,
A52264	661	13	the	the	DT
A52264	661	14	double	double	JJ
A52264	661	15	tangent	tangent	NN
A52264	661	16	thereof	thereof	RB
A52264	661	17	shall	shall	MD
A52264	661	18	be	be	VB
A52264	661	19	TP	tp	NN
A52264	661	20	,	,	,
A52264	661	21	by	by	IN
A52264	661	22	the	the	DT
A52264	661	23	demonstration	demonstration	NN
A52264	661	24	of	of	IN
A52264	661	25	the	the	DT
A52264	661	26	first	first	JJ
A52264	661	27	Theorem	Theorem	NNP
A52264	661	28	.	.	.
A52264	662	1	And	and	CC
A52264	662	2	the	the	DT
A52264	662	3	complement	complement	NN
A52264	662	4	of	of	IN
A52264	662	5	the	the	DT
A52264	662	6	arch	arch	JJ
A52264	662	7	BL	BL	NNP
A52264	662	8	,	,	,
A52264	662	9	shall	shall	MD
A52264	662	10	be	be	VB
A52264	662	11	the	the	DT
A52264	662	12	arch	arch	JJ
A52264	662	13	LC	LC	NNP
A52264	662	14	,	,	,
A52264	662	15	whose	whose	WP$
A52264	662	16	half	half	NN
A52264	662	17	is	be	VBZ
A52264	662	18	the	the	DT
A52264	662	19	arch	arch	JJ
A52264	662	20	LD	LD	NNP
A52264	662	21	or	or	CC
A52264	662	22	DC	DC	NNP
A52264	662	23	,	,	,
A52264	662	24	whose	whose	WP$
A52264	662	25	tangent	tangent	NN
A52264	662	26	is	be	VBZ
A52264	662	27	the	the	DT
A52264	662	28	right	right	JJ
A52264	662	29	line	line	NN
A52264	662	30	GC	GC	NNP
A52264	662	31	or	or	CC
A52264	662	32	BT	BT	NNP
A52264	662	33	,	,	,
A52264	662	34	but	but	CC
A52264	662	35	TP	TP	NNP
A52264	662	36	added	add	VBD
A52264	662	37	to	to	IN
A52264	662	38	BT	BT	NNP
A52264	662	39	maketh	maketh	NN
A52264	662	40	BP	BP	NNP
A52264	662	41	,	,	,
A52264	662	42	being	be	VBG
A52264	662	43	the	the	DT
A52264	662	44	tangent	tangent	NN
A52264	662	45	of	of	IN
A52264	662	46	the	the	DT
A52264	662	47	arch	arch	JJ
A52264	662	48	BD	BD	NNP
A52264	662	49	,	,	,
A52264	662	50	composed	compose	VBN
A52264	662	51	of	of	IN
A52264	662	52	the	the	DT
A52264	662	53	given	give	VBN
A52264	662	54	arch	arch	JJ
A52264	662	55	BL	BL	NNP
A52264	662	56	,	,	,
A52264	662	57	and	and	CC
A52264	662	58	half	half	PDT
A52264	662	59	the	the	DT
A52264	662	60	complement	complement	JJ
A52264	662	61	LD	LD	NNP
A52264	662	62	,	,	,
A52264	662	63	therefore	therefore	RB
A52264	662	64	the	the	DT
A52264	662	65	double	double	JJ
A52264	662	66	tangent	tangent	NN
A52264	662	67	,	,	,
A52264	662	68	&	&	CC
A52264	662	69	c.	c.	NNP
A52264	662	70	Rule	Rule	NNP
A52264	662	71	II	II	NNP
A52264	662	72	.	.	.
A52264	663	1	The	the	DT
A52264	663	2	tangent	tangent	NN
A52264	663	3	of	of	IN
A52264	663	4	an	an	DT
A52264	663	5	arch	arch	NN
A52264	663	6	with	with	IN
A52264	663	7	the	the	DT
A52264	663	8	tangent	tangent	NN
A52264	663	9	of	of	IN
A52264	663	10	half	half	PDT
A52264	663	11	the	the	DT
A52264	663	12	complement	complement	NN
A52264	663	13	is	be	VBZ
A52264	663	14	equal	equal	JJ
A52264	663	15	to	to	IN
A52264	663	16	the	the	DT
A52264	663	17	secant	secant	NN
A52264	663	18	of	of	IN
A52264	663	19	that	that	DT
A52264	663	20	arch	arch	NN
A52264	663	21	.	.	.
A52264	664	1	For	for	IN
A52264	664	2	if	if	IN
A52264	664	3	you	-PRON-	PRP
A52264	664	4	have	have	VBP
A52264	664	5	the	the	DT
A52264	664	6	arch	arch	JJ
A52264	664	7	BL	BL	NNP
A52264	664	8	or	or	CC
A52264	664	9	BO	BO	NNP
A52264	664	10	for	for	IN
A52264	664	11	the	the	DT
A52264	664	12	arch	arch	NN
A52264	664	13	given	give	VBN
A52264	664	14	,	,	,
A52264	664	15	the	the	DT
A52264	664	16	tangent	tangent	NN
A52264	664	17	of	of	IN
A52264	664	18	the	the	DT
A52264	664	19	arch	arch	NN
A52264	664	20	given	give	VBN
A52264	664	21	shall	shall	MD
A52264	664	22	be	be	VB
A52264	664	23	BM	BM	NNP
A52264	664	24	,	,	,
A52264	664	25	the	the	DT
A52264	664	26	tangent	tangent	NN
A52264	664	27	of	of	IN
A52264	664	28	half	half	PDT
A52264	664	29	the	the	DT
A52264	664	30	complement	complement	NN
A52264	664	31	shall	shall	MD
A52264	664	32	be	be	VB
A52264	664	33	BT	BT	NNP
A52264	664	34	,	,	,
A52264	664	35	which	which	WDT
A52264	664	36	two	two	CD
A52264	664	37	tangents	tangent	NNS
A52264	664	38	added	add	VBD
A52264	664	39	together	together	RB
A52264	664	40	,	,	,
A52264	664	41	make	make	VB
A52264	664	42	the	the	DT
A52264	664	43	right	right	JJ
A52264	664	44	line	line	NN
A52264	664	45	MT	MT	NNP
A52264	664	46	,	,	,
A52264	664	47	but	but	CC
A52264	664	48	the	the	DT
A52264	664	49	right	right	JJ
A52264	664	50	line	line	NN
A52264	664	51	MT	MT	NNP
A52264	664	52	is	be	VBZ
A52264	664	53	equal	equal	JJ
A52264	664	54	to	to	IN
A52264	664	55	the	the	DT
A52264	664	56	right	right	JJ
A52264	664	57	line	line	NN
A52264	664	58	AK	AK	NNP
A52264	664	59	,	,	,
A52264	664	60	by	by	IN
A52264	664	61	the	the	DT
A52264	664	62	demonstration	demonstration	NN
A52264	664	63	of	of	IN
A52264	664	64	the	the	DT
A52264	664	65	first	first	JJ
A52264	664	66	Theorem	theorem	NN
A52264	664	67	;	;	:
A52264	664	68	which	which	WDT
A52264	664	69	right	right	JJ
A52264	664	70	line	line	NN
A52264	664	71	AK	AK	NNP
A52264	664	72	is	be	VBZ
A52264	664	73	the	the	DT
A52264	664	74	secant	secant	NN
A52264	664	75	of	of	IN
A52264	664	76	the	the	DT
A52264	664	77	arch	arch	NN
A52264	664	78	given	give	VBN
A52264	664	79	BL	BL	NNP
A52264	664	80	,	,	,
A52264	664	81	by	by	IN
A52264	664	82	the	the	DT
A52264	664	83	proposition	proposition	NN
A52264	664	84	:	:	:
A52264	664	85	Therefore	therefore	RB
A52264	664	86	the	the	DT
A52264	664	87	tangent	tangent	NN
A52264	664	88	of	of	IN
A52264	664	89	an	an	DT
A52264	664	90	arch	arch	NN
A52264	664	91	,	,	,
A52264	664	92	&	&	CC
A52264	664	93	c.	c.	NNP
A52264	664	94	Rule	Rule	NNP
A52264	664	95	III	III	NNP
A52264	664	96	.	.	.
A52264	665	1	The	the	DT
A52264	665	2	tangent	tangent	NN
A52264	665	3	of	of	IN
A52264	665	4	an	an	DT
A52264	665	5	arch	arch	NN
A52264	665	6	with	with	IN
A52264	665	7	the	the	DT
A52264	665	8	secant	secant	NN
A52264	665	9	thereof	thereof	RB
A52264	665	10	is	be	VBZ
A52264	665	11	equal	equal	JJ
A52264	665	12	to	to	IN
A52264	665	13	the	the	DT
A52264	665	14	tangent	tangent	NN
A52264	665	15	of	of	IN
A52264	665	16	an	an	DT
A52264	665	17	arch	arch	NN
A52264	665	18	composed	compose	VBN
A52264	665	19	of	of	IN
A52264	665	20	the	the	DT
A52264	665	21	arch	arch	NN
A52264	665	22	given	give	VBN
A52264	665	23	,	,	,
A52264	665	24	and	and	CC
A52264	665	25	half	half	PDT
A52264	665	26	the	the	DT
A52264	665	27	complement	complement	NN
A52264	665	28	.	.	.
A52264	666	1	For	for	IN
A52264	666	2	if	if	IN
A52264	666	3	you	-PRON-	PRP
A52264	666	4	have	have	VBP
A52264	666	5	the	the	DT
A52264	666	6	arch	arch	JJ
A52264	666	7	BL	BL	NNP
A52264	666	8	for	for	IN
A52264	666	9	the	the	DT
A52264	666	10	arch	arch	NN
A52264	666	11	given	give	VBN
A52264	666	12	,	,	,
A52264	666	13	BK	BK	NNP
A52264	666	14	shall	shall	MD
A52264	666	15	be	be	VB
A52264	666	16	the	the	DT
A52264	666	17	tangent	tangent	NN
A52264	666	18	,	,	,
A52264	666	19	and	and	CC
A52264	666	20	AK	AK	NNP
A52264	666	21	the	the	DT
A52264	666	22	secant	secant	NN
A52264	666	23	of	of	IN
A52264	666	24	that	that	DT
A52264	666	25	arch	arch	NN
A52264	666	26	.	.	.
A52264	667	1	But	but	CC
A52264	667	2	the	the	DT
A52264	667	3	right	right	JJ
A52264	667	4	line	line	NN
A52264	667	5	AK	AK	NNP
A52264	667	6	and	and	CC
A52264	667	7	KP	KP	NNP
A52264	667	8	are	be	VBP
A52264	667	9	equal	equal	JJ
A52264	667	10	,	,	,
A52264	667	11	by	by	IN
A52264	667	12	the	the	DT
A52264	667	13	demonstration	demonstration	NN
A52264	667	14	of	of	IN
A52264	667	15	the	the	DT
A52264	667	16	first	first	JJ
A52264	667	17	Theorem	theorem	NN
A52264	667	18	:	:	:
A52264	667	19	therefore	therefore	RB
A52264	667	20	the	the	DT
A52264	667	21	tangent	tangent	NN
A52264	667	22	of	of	IN
A52264	667	23	the	the	DT
A52264	667	24	arch	arch	NN
A52264	667	25	given	give	VBN
A52264	667	26	BL	BL	NNP
A52264	667	27	,	,	,
A52264	667	28	that	that	RB
A52264	667	29	is	is	RB
A52264	667	30	,	,	,
A52264	667	31	the	the	DT
A52264	667	32	right	right	JJ
A52264	667	33	line	line	NN
A52264	667	34	BK	BK	NNP
A52264	667	35	,	,	,
A52264	667	36	with	with	IN
A52264	667	37	the	the	DT
A52264	667	38	secant	secant	NN
A52264	667	39	of	of	IN
A52264	667	40	the	the	DT
A52264	667	41	same	same	JJ
A52264	667	42	arch	arch	NN
A52264	667	43	,	,	,
A52264	667	44	that	that	RB
A52264	667	45	is	is	RB
A52264	667	46	,	,	,
A52264	667	47	AK	AK	NNP
A52264	667	48	is	be	VBZ
A52264	667	49	equall	equall	JJ
A52264	667	50	to	to	IN
A52264	667	51	the	the	DT
A52264	667	52	right	right	JJ
A52264	667	53	line	line	NN
A52264	667	54	BP	BP	NNP
A52264	667	55	,	,	,
A52264	667	56	which	which	WDT
A52264	667	57	is	be	VBZ
A52264	667	58	the	the	DT
A52264	667	59	tangent	tangent	NN
A52264	667	60	of	of	IN
A52264	667	61	the	the	DT
A52264	667	62	arch	arch	JJ
A52264	667	63	BD	BD	NNP
A52264	667	64	,	,	,
A52264	667	65	being	be	VBG
A52264	667	66	composed	compose	VBN
A52264	667	67	of	of	IN
A52264	667	68	the	the	DT
A52264	667	69	given	give	VBN
A52264	667	70	arch	arch	NN
A52264	667	71	,	,	,
A52264	667	72	BL	BL	NNP
A52264	667	73	and	and	CC
A52264	667	74	LD	LD	NNP
A52264	667	75	being	be	VBG
A52264	667	76	half	half	PDT
A52264	667	77	the	the	DT
A52264	667	78	complement	complement	NN
A52264	667	79	.	.	.
A52264	668	1	These	these	DT
A52264	668	2	rules	rule	NNS
A52264	668	3	are	be	VBP
A52264	668	4	sufficient	sufficient	JJ
A52264	668	5	for	for	IN
A52264	668	6	the	the	DT
A52264	668	7	making	making	NN
A52264	668	8	of	of	IN
A52264	668	9	the	the	DT
A52264	668	10	Tables	Tables	NNPS
A52264	668	11	of	of	IN
A52264	668	12	natural	natural	JJ
A52264	668	13	Sines	Sines	NNPS
A52264	668	14	,	,	,
A52264	668	15	Tangents	Tangents	NNP
A52264	668	16	,	,	,
A52264	668	17	&	&	CC
A52264	668	18	Secants	Secants	NNP
A52264	668	19	.	.	.
A52264	669	1	The	the	DT
A52264	669	2	use	use	NN
A52264	669	3	whereof	whereof	NN
A52264	669	4	in	in	IN
A52264	669	5	the	the	DT
A52264	669	6	resolution	resolution	NN
A52264	669	7	of	of	IN
A52264	669	8	plain	plain	JJ
A52264	669	9	&	&	CC
A52264	669	10	spherical	spherical	JJ
A52264	669	11	triangles	triangle	NNS
A52264	669	12	should	should	MD
A52264	669	13	now	now	RB
A52264	669	14	folow	folow	VB
A52264	669	15	;	;	:
A52264	669	16	but	but	CC
A52264	669	17	because	because	IN
A52264	669	18	the	the	DT
A52264	669	19	Right	Right	NNP
A52264	669	20	Honourable	honourable	JJ
A52264	669	21	John	John	NNP
A52264	669	22	Lord	Lord	NNP
A52264	669	23	Nepoir	Nepoir	NNP
A52264	669	24	,	,	,
A52264	669	25	Baron	Baron	NNP
A52264	669	26	of	of	IN
A52264	669	27	Marchiston	Marchiston	NNP
A52264	669	28	,	,	,
A52264	669	29	hath	hath	NNP
A52264	669	30	taught	teach	VBD
A52264	669	31	us	-PRON-	PRP
A52264	669	32	how	how	WRB
A52264	669	33	by	by	IN
A52264	669	34	borrowed	borrow	VBN
A52264	669	35	numbers	number	NNS
A52264	669	36	,	,	,
A52264	669	37	called	call	VBN
A52264	669	38	Logarithmes	logarithme	NNS
A52264	669	39	:	:	:
A52264	669	40	to	to	TO
A52264	669	41	perform	perform	VB
A52264	669	42	the	the	DT
A52264	669	43	same	same	JJ
A52264	669	44	after	after	IN
A52264	669	45	a	a	DT
A52264	669	46	more	more	JJR
A52264	669	47	easie	easie	NN
A52264	669	48	and	and	CC
A52264	669	49	compendious	compendious	JJ
A52264	669	50	way	way	NN
A52264	669	51	:	:	:
A52264	669	52	we	-PRON-	PRP
A52264	669	53	will	will	MD
A52264	669	54	first	first	RB
A52264	669	55	speak	speak	VB
A52264	669	56	something	something	NN
A52264	669	57	of	of	IN
A52264	669	58	the	the	DT
A52264	669	59	nature	nature	NN
A52264	669	60	and	and	CC
A52264	669	61	construction	construction	NN
A52264	669	62	of	of	IN
A52264	669	63	those	those	DT
A52264	669	64	numbers	number	NNS
A52264	669	65	,	,	,
A52264	669	66	called	call	VBN
A52264	669	67	Logarithmes	logarithme	NNS
A52264	669	68	;	;	:
A52264	669	69	by	by	IN
A52264	669	70	which	which	WDT
A52264	669	71	is	be	VBZ
A52264	669	72	made	make	VBN
A52264	669	73	the	the	DT
A52264	669	74	Table	table	NN
A52264	669	75	of	of	IN
A52264	669	76	the	the	DT
A52264	669	77	artificial	artificial	JJ
A52264	669	78	Sines	Sines	NNPS
A52264	669	79	and	and	CC
A52264	669	80	Tangents	Tangents	NNP
A52264	669	81	,	,	,
A52264	669	82	and	and	CC
A52264	669	83	then	then	RB
A52264	669	84	shew	shew	VB
A52264	669	85	the	the	DT
A52264	669	86	use	use	NN
A52264	669	87	of	of	IN
A52264	669	88	both	both	DT
A52264	669	89	.	.	.
A52264	670	1	CHAP	CHAP	NNP
A52264	670	2	.	.	.
A52264	671	1	V.	V.	NNP
A52264	671	2	Of	of	IN
A52264	671	3	the	the	DT
A52264	671	4	nature	nature	NN
A52264	671	5	and	and	CC
A52264	671	6	construction	construction	NN
A52264	671	7	of	of	IN
A52264	671	8	Logarithmes	logarithme	NNS
A52264	671	9	.	.	.
A52264	672	1	LOgarithmes	logarithme	NNS
A52264	672	2	are	be	VBP
A52264	672	3	borrowed	borrow	VBN
A52264	672	4	numbers	number	NNS
A52264	672	5	,	,	,
A52264	672	6	which	which	WDT
A52264	672	7	differ	differ	VBP
A52264	672	8	amongst	amongst	IN
A52264	672	9	themselves	-PRON-	PRP
A52264	672	10	by	by	IN
A52264	672	11	Arithmetical	arithmetical	JJ
A52264	672	12	proportion	proportion	NN
A52264	672	13	,	,	,
A52264	672	14	as	as	IN
A52264	672	15	the	the	DT
A52264	672	16	numbers	number	NNS
A52264	672	17	that	that	WDT
A52264	672	18	borrow	borrow	VBP
A52264	672	19	them	-PRON-	PRP
A52264	672	20	differ	differ	VB
A52264	672	21	by	by	IN
A52264	672	22	Geometrical	geometrical	JJ
A52264	672	23	proportion	proportion	NN
A52264	672	24	:	:	:
A52264	672	25	So	so	RB
A52264	672	26	in	in	IN
A52264	672	27	the	the	DT
A52264	672	28	first	first	JJ
A52264	672	29	column	column	NN
A52264	672	30	of	of	IN
A52264	672	31	the	the	DT
A52264	672	32	ensuing	ensue	VBG
A52264	672	33	Table	table	NN
A52264	672	34	the	the	DT
A52264	672	35	numbers	number	NNS
A52264	672	36	Geometrically	geometrically	RB
A52264	672	37	proportional	proportional	JJ
A52264	672	38	being	be	VBG
A52264	672	39	1	1	CD
A52264	672	40	,	,	,
A52264	672	41	2	2	CD
A52264	672	42	,	,	,
A52264	672	43	4	4	CD
A52264	672	44	,	,	,
A52264	672	45	8	8	CD
A52264	672	46	,	,	,
A52264	672	47	16	16	CD
A52264	672	48	,	,	,
A52264	672	49	32	32	CD
A52264	672	50	,	,	,
A52264	672	51	64	64	CD
A52264	672	52	,	,	,
A52264	672	53	128	128	CD
A52264	672	54	,	,	,
A52264	672	55	256	256	CD
A52264	672	56	,	,	,
A52264	672	57	512	512	CD
A52264	672	58	,	,	,
A52264	672	59	1024	1024	CD
A52264	672	60	,	,	,
A52264	672	61	&	&	CC
A52264	672	62	c.	c.	NNP
A52264	672	63	you	-PRON-	PRP
A52264	672	64	may	may	MD
A52264	672	65	assigne	assigne	VB
A52264	672	66	unto	unto	IN
A52264	672	67	them	-PRON-	PRP
A52264	672	68	for	for	IN
A52264	672	69	bo	bo	NNP
A52264	672	70	●	●	CD
A52264	672	71	rowed	row	VBD
A52264	672	72	numbers	number	NNS
A52264	672	73	or	or	CC
A52264	672	74	Logarithmes	logarithme	NNS
A52264	672	75	,	,	,
A52264	672	76	the	the	DT
A52264	672	77	numbers	number	NNS
A52264	672	78	subscribed	subscribe	VBN
A52264	672	79	under	under	IN
A52264	672	80	the	the	DT
A52264	672	81	letters	letter	NNS
A52264	672	82	A	a	NN
A52264	672	83	,	,	,
A52264	672	84	B	b	NN
A52264	672	85	,	,	,
A52264	672	86	C	C	NNP
A52264	672	87	,	,	,
A52264	672	88	D	d	NN
A52264	672	89	,	,	,
A52264	672	90	or	or	CC
A52264	672	91	any	any	DT
A52264	672	92	other	other	JJ
A52264	672	93	at	at	IN
A52264	672	94	pleasure	pleasure	NN
A52264	672	95	;	;	,
A52264	672	96	provided	provide	VBN
A52264	672	97	,	,	,
A52264	672	98	that	that	IN
A52264	672	99	the	the	DT
A52264	672	100	Logarithmes	logarithme	NNS
A52264	672	101	so	so	RB
A52264	672	102	assigned	assign	VBN
A52264	672	103	still	still	RB
A52264	672	104	differ	differ	VBP
A52264	672	105	amongst	amongst	IN
A52264	672	106	themselves	-PRON-	PRP
A52264	672	107	by	by	IN
A52264	672	108	Arithmetical	arithmetical	JJ
A52264	672	109	proportion	proportion	NN
A52264	672	110	,	,	,
A52264	672	111	as	as	IN
A52264	672	112	the	the	DT
A52264	672	113	numbers	number	NNS
A52264	672	114	of	of	IN
A52264	672	115	the	the	DT
A52264	672	116	first	first	JJ
A52264	672	117	column	column	NN
A52264	672	118	differ	differ	VBP
A52264	672	119	by	by	IN
A52264	672	120	Geometrical	geometrical	JJ
A52264	672	121	proportion	proportion	NN
A52264	672	122	:	:	:
A52264	672	123	For	for	IN
A52264	672	124	example	example	NN
A52264	672	125	.	.	.
A52264	673	1	In	in	IN
A52264	673	2	the	the	DT
A52264	673	3	column	column	NN
A52264	673	4	C	c	NN
A52264	673	5	,	,	,
A52264	673	6	if	if	IN
A52264	673	7	you	-PRON-	PRP
A52264	673	8	will	will	MD
A52264	673	9	appoint	appoint	VB
A52264	673	10	5	5	CD
A52264	673	11	to	to	TO
A52264	673	12	be	be	VB
A52264	673	13	the	the	DT
A52264	673	14	Logarithme	Logarithme	NNP
A52264	673	15	of	of	IN
A52264	673	16	one	one	CD
A52264	673	17	,	,	,
A52264	673	18	8	8	CD
A52264	673	19	the	the	DT
A52264	673	20	Logarithme	Logarithme	NNP
A52264	673	21	of	of	IN
A52264	673	22	2	2	CD
A52264	673	23	,	,	,
A52264	673	24	and	and	CC
A52264	673	25	11	11	CD
A52264	673	26	the	the	DT
A52264	673	27	Logarithme	Logarithme	NNP
A52264	673	28	of	of	IN
A52264	673	29	4	4	CD
A52264	673	30	,	,	,
A52264	673	31	14	14	CD
A52264	673	32	must	must	MD
A52264	673	33	needs	needs	VB
A52264	673	34	be	be	VB
A52264	673	35	the	the	DT
A52264	673	36	Logarithme	Logarithme	NNP
A52264	673	37	of	of	IN
A52264	673	38	8	8	CD
A52264	673	39	,	,	,
A52264	673	40	the	the	DT
A52264	673	41	next	next	JJ
A52264	673	42	proportional	proportional	NN
A52264	673	43	,	,	,
A52264	673	44	because	because	IN
A52264	673	45	the	the	DT
A52264	673	46	numbers	number	NNS
A52264	673	47	5	5	CD
A52264	673	48	,	,	,
A52264	673	49	8	8	CD
A52264	673	50	,	,	,
A52264	673	51	11	11	CD
A52264	673	52	,	,	,
A52264	673	53	and	and	CC
A52264	673	54	14	14	CD
A52264	673	55	differ	differ	VBP
A52264	673	56	amongst	amongst	IN
A52264	673	57	themselves	-PRON-	PRP
A52264	673	58	by	by	IN
A52264	673	59	Arithmetical	arithmetical	JJ
A52264	673	60	proportion	proportion	NN
A52264	673	61	,	,	,
A52264	673	62	as	as	IN
A52264	673	63	1	1	CD
A52264	673	64	,	,	,
A52264	673	65	2	2	CD
A52264	673	66	,	,	,
A52264	673	67	4	4	CD
A52264	673	68	,	,	,
A52264	673	69	and	and	CC
A52264	673	70	8	8	CD
A52264	673	71	(	(	-LRB-
A52264	673	72	the	the	DT
A52264	673	73	proportional	proportional	JJ
A52264	673	74	numbers	number	NNS
A52264	673	75	unto	unto	IN
A52264	673	76	which	which	WDT
A52264	673	77	they	-PRON-	PRP
A52264	673	78	are	be	VBP
A52264	673	79	respectively	respectively	RB
A52264	673	80	assigned	assign	VBN
A52264	673	81	)	)	-RRB-
A52264	673	82	differ	differ	VB
A52264	673	83	by	by	IN
A52264	673	84	Geometrical	geometrical	JJ
A52264	673	85	proportion	proportion	NN
A52264	673	86	,	,	,
A52264	673	87	that	that	RB
A52264	673	88	is	is	RB
A52264	673	89	,	,	,
A52264	673	90	as	as	IN
A52264	673	91	the	the	DT
A52264	673	92	numbers	number	NNS
A52264	673	93	5	5	CD
A52264	673	94	,	,	,
A52264	673	95	8	8	CD
A52264	673	96	,	,	,
A52264	673	97	11	11	CD
A52264	673	98	,	,	,
A52264	673	99	and	and	CC
A52264	673	100	14	14	CD
A52264	673	101	have	have	VBP
A52264	673	102	equal	equal	JJ
A52264	673	103	differences	difference	NNS
A52264	673	104	:	:	:
A52264	673	105	so	so	CC
A52264	673	106	the	the	DT
A52264	673	107	numbers	number	NNS
A52264	673	108	1	1	CD
A52264	673	109	,	,	,
A52264	673	110	2	2	CD
A52264	673	111	,	,	,
A52264	673	112	4	4	CD
A52264	673	113	,	,	,
A52264	673	114	and	and	CC
A52264	673	115	8	8	CD
A52264	673	116	have	have	VBP
A52264	673	117	their	-PRON-	PRP$
A52264	673	118	differences	difference	NNS
A52264	673	119	of	of	IN
A52264	673	120	the	the	DT
A52264	673	121	same	same	JJ
A52264	673	122	kinde	kinde	NNP
A52264	673	123	:	:	:
A52264	673	124	for	for	IN
A52264	673	125	as	as	IN
A52264	673	126	the	the	DT
A52264	673	127	difference	difference	NN
A52264	673	128	between	between	IN
A52264	673	129	5	5	CD
A52264	673	130	and	and	CC
A52264	673	131	8	8	CD
A52264	673	132	,	,	,
A52264	673	133	8	8	CD
A52264	673	134	and	and	CC
A52264	673	135	11	11	CD
A52264	673	136	,	,	,
A52264	673	137	11	11	CD
A52264	673	138	and	and	CC
A52264	673	139	14	14	CD
A52264	673	140	,	,	,
A52264	673	141	is	be	VBZ
A52264	673	142	3	3	CD
A52264	673	143	:	:	:
A52264	673	144	so	so	RB
A52264	673	145	in	in	IN
A52264	673	146	the	the	DT
A52264	673	147	other	other	JJ
A52264	673	148	numbers	number	NNS
A52264	673	149	,	,	,
A52264	673	150	as	as	IN
A52264	673	151	1	1	CD
A52264	673	152	is	be	VBZ
A52264	673	153	half	half	RB
A52264	673	154	2	2	CD
A52264	673	155	,	,	,
A52264	673	156	so	so	RB
A52264	673	157	2	2	CD
A52264	673	158	is	be	VBZ
A52264	673	159	half	half	RB
A52264	673	160	4	4	CD
A52264	673	161	,	,	,
A52264	673	162	4	4	CD
A52264	673	163	half	half	NN
A52264	673	164	8	8	CD
A52264	673	165	,	,	,
A52264	673	166	&	&	CC
A52264	673	167	c.	c.	NNP
A52264	673	168	The	the	DT
A52264	673	169	same	same	JJ
A52264	673	170	observation	observation	NN
A52264	673	171	may	may	MD
A52264	673	172	be	be	VB
A52264	673	173	made	make	VBN
A52264	673	174	of	of	IN
A52264	673	175	the	the	DT
A52264	673	176	Logarithmes	logarithme	NNS
A52264	673	177	placed	place	VBN
A52264	673	178	in	in	IN
A52264	673	179	the	the	DT
A52264	673	180	columns	column	NNS
A52264	673	181	,	,	,
A52264	673	182	A	a	NN
A52264	673	183	,	,	,
A52264	673	184	B	b	NN
A52264	673	185	,	,	,
A52264	673	186	and	and	CC
A52264	673	187	D	d	NN
A52264	673	188	,	,	,
A52264	673	189	or	or	CC
A52264	673	190	of	of	IN
A52264	673	191	any	any	DT
A52264	673	192	other	other	JJ
A52264	673	193	numbers	number	NNS
A52264	673	194	which	which	WDT
A52264	673	195	you	-PRON-	PRP
A52264	673	196	shall	shall	MD
A52264	673	197	assigne	assigne	VB
A52264	673	198	as	as	IN
A52264	673	199	Logarithmes	logarithme	NNS
A52264	673	200	unto	unto	IN
A52264	673	201	any	any	DT
A52264	673	202	rank	rank	NN
A52264	673	203	of	of	IN
A52264	673	204	numbers	number	NNS
A52264	673	205	,	,	,
A52264	673	206	which	which	WDT
A52264	673	207	are	be	VBP
A52264	673	208	Geometrically	geometrically	RB
A52264	673	209	proportional	proportional	JJ
A52264	673	210	,	,	,
A52264	673	211	and	and	CC
A52264	673	212	these	these	DT
A52264	673	213	Logarithmes	logarithme	NNS
A52264	673	214	or	or	CC
A52264	673	215	borrowed	borrow	VBN
A52264	673	216	numbers	number	NNS
A52264	673	217	you	-PRON-	PRP
A52264	673	218	may	may	MD
A52264	673	219	propound	propound	VB
A52264	673	220	to	to	TO
A52264	673	221	increase	increase	VB
A52264	673	222	,	,	,
A52264	673	223	and	and	CC
A52264	673	224	to	to	TO
A52264	673	225	be	be	VB
A52264	673	226	continued	continue	VBN
A52264	673	227	upwards	upwards	RB
A52264	673	228	,	,	,
A52264	673	229	as	as	IN
A52264	673	230	those	those	DT
A52264	673	231	of	of	IN
A52264	673	232	the	the	DT
A52264	673	233	columnes	columnes	NNPS
A52264	673	234	A	a	NN
A52264	673	235	,	,	,
A52264	673	236	B	b	NN
A52264	673	237	,	,	,
A52264	673	238	C	C	NNP
A52264	673	239	,	,	,
A52264	673	240	or	or	CC
A52264	673	241	otherwise	otherwise	RB
A52264	673	242	to	to	TO
A52264	673	243	decrease	decrease	VB
A52264	673	244	,	,	,
A52264	673	245	and	and	CC
A52264	673	246	to	to	TO
A52264	673	247	be	be	VB
A52264	673	248	continued	continue	VBN
A52264	673	249	downwards	downwards	RB
A52264	673	250	,	,	,
A52264	673	251	as	as	IN
A52264	673	252	those	those	DT
A52264	673	253	of	of	IN
A52264	673	254	the	the	DT
A52264	673	255	column	column	NN
A52264	673	256	D.	D.	NNP
A52264	673	257	  	  	_SP
A52264	673	258	A	A	NNP
A52264	673	259	B	B	NNP
A52264	673	260	C	c	NN
A52264	673	261	D	d	NN
A52264	673	262	1	1	CD
A52264	673	263	1	1	CD
A52264	673	264	5	5	CD
A52264	673	265	5	5	CD
A52264	673	266	35	35	CD
A52264	673	267	2	2	CD
A52264	673	268	2	2	CD
A52264	673	269	6	6	CD
A52264	673	270	8	8	CD
A52264	673	271	32	32	CD
A52264	673	272	4	4	CD
A52264	673	273	3	3	CD
A52264	673	274	7	7	CD
A52264	673	275	11	11	CD
A52264	673	276	29	29	CD
A52264	673	277	8	8	CD
A52264	673	278	4	4	CD
A52264	673	279	8	8	CD
A52264	673	280	14	14	CD
A52264	673	281	26	26	CD
A52264	673	282	16	16	CD
A52264	673	283	5	5	CD
A52264	673	284	9	9	CD
A52264	673	285	17	17	CD
A52264	673	286	23	23	CD
A52264	673	287	32	32	CD
A52264	673	288	6	6	CD
A52264	673	289	10	10	CD
A52264	673	290	20	20	CD
A52264	673	291	20	20	CD
A52264	673	292	64	64	CD
A52264	673	293	7	7	CD
A52264	673	294	11	11	CD
A52264	673	295	23	23	CD
A52264	673	296	17	17	CD
A52264	673	297	128	128	CD
A52264	673	298	8	8	CD
A52264	673	299	12	12	CD
A52264	673	300	26	26	CD
A52264	673	301	14	14	CD
A52264	673	302	256	256	CD
A52264	673	303	9	9	CD
A52264	673	304	13	13	CD
A52264	673	305	29	29	CD
A52264	673	306	11	11	CD
A52264	673	307	512	512	CD
A52264	673	308	10	10	CD
A52264	673	309	14	14	CD
A52264	673	310	32	32	CD
A52264	673	311	8	8	CD
A52264	673	312	1024	1024	CD
A52264	673	313	11	11	CD
A52264	673	314	15	15	CD
A52264	673	315	35	35	CD
A52264	673	316	5	5	CD
A52264	673	317	  	  	_SP
A52264	673	318	Log	Log	NNP
A52264	673	319	Log	Log	NNP
A52264	673	320	Log	Log	NNP
A52264	673	321	Log	Log	NNP
A52264	673	322	The	the	DT
A52264	673	323	numbers	number	NNS
A52264	673	324	continually	continually	RB
A52264	673	325	proportional	proportional	JJ
A52264	673	326	,	,	,
A52264	673	327	which	which	WDT
A52264	673	328	Mr.	Mr.	NNP
A52264	673	329	Briggs	Briggs	NNP
A52264	673	330	(	(	-LRB-
A52264	673	331	after	after	IN
A52264	673	332	a	a	DT
A52264	673	333	conference	conference	NN
A52264	673	334	had	have	VBD
A52264	673	335	with	with	IN
A52264	673	336	the	the	DT
A52264	673	337	Lord	Lord	NNP
A52264	673	338	Nepeir	Nepeir	NNP
A52264	673	339	)	)	-RRB-
A52264	673	340	hath	hath	NN
A52264	673	341	proposed	propose	VBD
A52264	673	342	to	to	IN
A52264	673	343	himself	-PRON-	PRP
A52264	673	344	in	in	IN
A52264	673	345	the	the	DT
A52264	673	346	Calculation	Calculation	NNP
A52264	673	347	of	of	IN
A52264	673	348	his	-PRON-	PRP$
A52264	673	349	C	C	NNP
A52264	673	350	●	●	.
A52264	673	351	ili	ili	NNP
A52264	673	352	●	●	NFP
A52264	673	353	des	des	FW
A52264	673	354	,	,	,
A52264	673	355	are	be	VBP
A52264	673	356	1	1	CD
A52264	673	357	,	,	,
A52264	673	358	10	10	CD
A52264	673	359	,	,	,
A52264	673	360	100	100	CD
A52264	673	361	,	,	,
A52264	673	362	1000	1000	CD
A52264	673	363	,	,	,
A52264	673	364	&	&	CC
A52264	673	365	c.	c.	NNP
A52264	673	366	to	to	TO
A52264	673	367	which	which	WDT
A52264	673	368	numbers	number	NNS
A52264	673	369	he	-PRON-	PRP
A52264	673	370	hath	hath	NN
A52264	673	371	assigned	assign	VBN
A52264	673	372	for	for	IN
A52264	673	373	Logarithmes	Logarithmes	NNP
A52264	673	374	000	000	CD
A52264	673	375	,	,	,
A52264	673	376	&	&	CC
A52264	673	377	c.	c.	NNP
A52264	673	378	1000	1000	CD
A52264	673	379	,	,	,
A52264	673	380	and	and	CC
A52264	673	381	2000	2000	CD
A52264	673	382	,	,	,
A52264	673	383	and	and	CC
A52264	673	384	3000	3000	CD
A52264	673	385	,	,	,
A52264	673	386	that	that	DT
A52264	673	387	is	be	VBZ
A52264	673	388	to	to	TO
A52264	673	389	say	say	VB
A52264	673	390	,	,	,
A52264	673	391	to	to	IN
A52264	673	392	1	1	CD
A52264	673	393	,	,	,
A52264	673	394	the	the	DT
A52264	673	395	Logarithme	Logarithme	NNP
A52264	673	396	0.000	0.000	CD
A52264	673	397	,	,	,
A52264	673	398	and	and	CC
A52264	673	399	to	to	IN
A52264	673	400	10	10	CD
A52264	673	401	,	,	,
A52264	673	402	the	the	DT
A52264	673	403	Logarithme	Logarithme	NNP
A52264	673	404	1,000	1,000	CD
A52264	673	405	,	,	,
A52264	673	406	and	and	CC
A52264	673	407	to	to	IN
A52264	673	408	100	100	CD
A52264	673	409	the	the	DT
A52264	673	410	Logarithme	Logarithme	NNP
A52264	673	411	2.000	2.000	CD
A52264	673	412	,	,	,
A52264	673	413	as	as	IN
A52264	673	414	in	in	IN
A52264	673	415	the	the	DT
A52264	673	416	table	table	NN
A52264	673	417	following	follow	VBG
A52264	673	418	you	-PRON-	PRP
A52264	673	419	may	may	MD
A52264	673	420	perceive	perceive	VB
A52264	673	421	.	.	.
A52264	674	1	In	in	IN
A52264	674	2	the	the	DT
A52264	674	3	column	column	NN
A52264	674	4	marked	mark	VBN
A52264	674	5	by	by	IN
A52264	674	6	the	the	DT
A52264	674	7	letter	letter	NN
A52264	674	8	A	a	NN
A52264	674	9	,	,	,
A52264	674	10	there	there	EX
A52264	674	11	is	be	VBZ
A52264	674	12	a	a	DT
A52264	674	13	rank	rank	NN
A52264	674	14	of	of	IN
A52264	674	15	numbers	number	NNS
A52264	674	16	continually	continually	RB
A52264	674	17	proportional	proportional	JJ
A52264	674	18	from	from	IN
A52264	674	19	1	1	CD
A52264	674	20	,	,	,
A52264	674	21	and	and	CC
A52264	674	22	over	over	RB
A52264	674	23	against	against	IN
A52264	674	24	each	each	DT
A52264	674	25	number	number	NN
A52264	674	26	his	-PRON-	PRP$
A52264	674	27	respective	respective	JJ
A52264	674	28	Logarithme	Logarithme	NNP
A52264	674	29	in	in	IN
A52264	674	30	the	the	DT
A52264	674	31	other	other	JJ
A52264	674	32	column	column	NN
A52264	674	33	,	,	,
A52264	674	34	signed	sign	VBN
A52264	674	35	by	by	IN
A52264	674	36	the	the	DT
A52264	674	37	letter	letter	NN
A52264	674	38	B.	B.	NNP
A52264	675	1	A	a	DT
A52264	675	2	B	b	NN
A52264	675	3	1	1	CD
A52264	675	4	0.00000	0.00000	CD
A52264	675	5	10	10	CD
A52264	675	6	1.00000	1.00000	CD
A52264	675	7	100	100	CD
A52264	675	8	2.00000	2.00000	CD
A52264	675	9	1000	1000	CD
A52264	675	10	3.00000	3.00000	CD
A52264	675	11	10000	10000	CD
A52264	675	12	4.00000	4.00000	CD
A52264	675	13	Having	have	VBG
A52264	675	14	thus	thus	RB
A52264	675	15	assigned	assign	VBN
A52264	675	16	the	the	DT
A52264	675	17	Logarithme	Logarithme	NNP
A52264	675	18	to	to	IN
A52264	675	19	the	the	DT
A52264	675	20	proportional	proportional	JJ
A52264	675	21	numbers	number	NNS
A52264	675	22	of	of	IN
A52264	675	23	1	1	CD
A52264	675	24	,	,	,
A52264	675	25	10	10	CD
A52264	675	26	,	,	,
A52264	675	27	100	100	CD
A52264	675	28	,	,	,
A52264	675	29	1000	1000	CD
A52264	675	30	,	,	,
A52264	675	31	&	&	CC
A52264	675	32	c.	c.	NNP
A52264	675	33	in	in	IN
A52264	675	34	the	the	DT
A52264	675	35	next	next	JJ
A52264	675	36	place	place	NN
A52264	675	37	,	,	,
A52264	675	38	it	-PRON-	PRP
A52264	675	39	is	be	VBZ
A52264	675	40	requisite	requisite	JJ
A52264	675	41	to	to	TO
A52264	675	42	finde	finde	VB
A52264	675	43	the	the	DT
A52264	675	44	Logarithmes	logarithme	NNS
A52264	675	45	of	of	IN
A52264	675	46	the	the	DT
A52264	675	47	mean	mean	JJ
A52264	675	48	numbers	number	NNS
A52264	675	49	situate	situate	VBP
A52264	675	50	amongst	amongst	IN
A52264	675	51	those	those	DT
A52264	675	52	proportionals	proportional	NNS
A52264	675	53	of	of	IN
A52264	675	54	the	the	DT
A52264	675	55	same	same	JJ
A52264	675	56	table	table	NN
A52264	675	57	,	,	,
A52264	675	58	viz	viz	NN
A52264	675	59	.	.	.
A52264	676	1	of	of	IN
A52264	676	2	2	2	CD
A52264	676	3	,	,	,
A52264	676	4	3	3	CD
A52264	676	5	,	,	,
A52264	676	6	4	4	CD
A52264	676	7	,	,	,
A52264	676	8	&	&	CC
A52264	676	9	c.	c.	NNP
A52264	676	10	which	which	WDT
A52264	676	11	are	be	VBP
A52264	676	12	numbers	number	NNS
A52264	676	13	scituate	scituate	NNP
A52264	676	14	betwixt	betwixt	NNP
A52264	676	15	1	1	CD
A52264	676	16	and	and	CC
A52264	676	17	10	10	CD
A52264	676	18	,	,	,
A52264	676	19	of	of	IN
A52264	676	20	11	11	CD
A52264	676	21	,	,	,
A52264	676	22	12	12	CD
A52264	676	23	,	,	,
A52264	676	24	13	13	CD
A52264	676	25	,	,	,
A52264	676	26	&	&	CC
A52264	676	27	c.	c.	NNP
A52264	676	28	which	which	WDT
A52264	676	29	are	be	VBP
A52264	676	30	placed	place	VBN
A52264	676	31	betwixt	betwixt	NNP
A52264	676	32	10	10	CD
A52264	676	33	and	and	CC
A52264	676	34	100	100	CD
A52264	676	35	;	;	:
A52264	676	36	and	and	CC
A52264	676	37	so	so	RB
A52264	676	38	consequently	consequently	RB
A52264	676	39	of	of	IN
A52264	676	40	the	the	DT
A52264	676	41	rest	rest	NN
A52264	676	42	:	:	:
A52264	676	43	wherefore	wherefore	VBD
A52264	676	44	how	how	WRB
A52264	676	45	this	this	DT
A52264	676	46	also	also	RB
A52264	676	47	may	may	MD
A52264	676	48	be	be	VB
A52264	676	49	done	do	VBN
A52264	676	50	we	-PRON-	PRP
A52264	676	51	intend	intend	VBP
A52264	676	52	to	to	TO
A52264	676	53	explain	explain	VB
A52264	676	54	by	by	IN
A52264	676	55	that	that	DT
A52264	676	56	which	which	WDT
A52264	676	57	followeth	followeth	NNP
A52264	676	58	.	.	.
A52264	677	1	1	1	LS
A52264	677	2	.	.	.
A52264	678	1	§	§	ADD
A52264	678	2	.	.	.
A52264	679	1	Make	make	VB
A52264	679	2	choice	choice	NN
A52264	679	3	of	of	IN
A52264	679	4	one	one	CD
A52264	679	5	of	of	IN
A52264	679	6	the	the	DT
A52264	679	7	propotional	propotional	JJ
A52264	679	8	numbers	number	NNS
A52264	679	9	in	in	IN
A52264	679	10	the	the	DT
A52264	679	11	Table	Table	NNP
A52264	679	12	AB	AB	NNP
A52264	679	13	,	,	,
A52264	679	14	and	and	CC
A52264	679	15	by	by	IN
A52264	679	16	a	a	DT
A52264	679	17	continued	continued	JJ
A52264	679	18	extraction	extraction	NN
A52264	679	19	of	of	IN
A52264	679	20	the	the	DT
A52264	679	21	square	square	JJ
A52264	679	22	root	root	NN
A52264	679	23	create	create	VBP
A52264	679	24	a	a	DT
A52264	679	25	rank	rank	NN
A52264	679	26	of	of	IN
A52264	679	27	continuall	continuall	NN
A52264	679	28	meanes	meanes	NNPS
A52264	679	29	betwixt	betwixt	NNP
A52264	679	30	that	that	DT
A52264	679	31	number	number	NN
A52264	679	32	and	and	CC
A52264	679	33	1	1	CD
A52264	679	34	,	,	,
A52264	679	35	in	in	IN
A52264	679	36	such	such	JJ
A52264	679	37	sort	sort	NN
A52264	679	38	,	,	,
A52264	679	39	that	that	IN
A52264	679	40	the	the	DT
A52264	679	41	continuall	continuall	NN
A52264	679	42	mean	mean	NN
A52264	679	43	which	which	WDT
A52264	679	44	cometh	cometh	JJ
A52264	679	45	nearest	near	JJS
A52264	679	46	1	1	CD
A52264	679	47	may	may	MD
A52264	679	48	be	be	VB
A52264	679	49	a	a	DT
A52264	679	50	mixt	mixt	NN
A52264	679	51	number	number	NN
A52264	679	52	,	,	,
A52264	679	53	lesse	lesse	NNP
A52264	679	54	then	then	RB
A52264	679	55	2	2	CD
A52264	679	56	,	,	,
A52264	679	57	and	and	CC
A52264	679	58	so	so	RB
A52264	679	59	near	near	IN
A52264	679	60	1	1	CD
A52264	679	61	,	,	,
A52264	679	62	that	that	IN
A52264	679	63	it	-PRON-	PRP
A52264	679	64	may	may	MD
A52264	679	65	have	have	VB
A52264	679	66	as	as	RB
A52264	679	67	many	many	JJ
A52264	679	68	ciphers	cipher	NNS
A52264	679	69	before	before	IN
A52264	679	70	the	the	DT
A52264	679	71	significant	significant	JJ
A52264	679	72	figures	figure	NNS
A52264	679	73	of	of	IN
A52264	679	74	the	the	DT
A52264	679	75	numerator	numerator	NN
A52264	679	76	,	,	,
A52264	679	77	as	as	IN
A52264	679	78	you	-PRON-	PRP
A52264	679	79	intend	intend	VBP
A52264	679	80	that	that	IN
A52264	679	81	the	the	DT
A52264	679	82	Logarithmes	logarithme	NNS
A52264	679	83	of	of	IN
A52264	679	84	your	-PRON-	PRP$
A52264	679	85	Table	table	NN
A52264	679	86	shall	shall	MD
A52264	679	87	consist	consist	VB
A52264	679	88	of	of	IN
A52264	679	89	places	place	NNS
A52264	679	90	.	.	.
A52264	680	1	Example	example	NN
A52264	680	2	.	.	.
A52264	681	1	In	in	IN
A52264	681	2	the	the	DT
A52264	681	3	premised	premised	JJ
A52264	681	4	Table	Table	NNP
A52264	681	5	AB	AB	NNP
A52264	681	6	,	,	,
A52264	681	7	I	-PRON-	PRP
A52264	681	8	take	take	VBP
A52264	681	9	10	10	CD
A52264	681	10	,	,	,
A52264	681	11	the	the	DT
A52264	681	12	second	second	JJ
A52264	681	13	proportional	proportional	NN
A52264	681	14	of	of	IN
A52264	681	15	that	that	DT
A52264	681	16	Table	table	NN
A52264	681	17	,	,	,
A52264	681	18	then	then	RB
A52264	681	19	annexing	annex	VBG
A52264	681	20	unto	unto	IN
A52264	681	21	it	-PRON-	PRP
A52264	681	22	a	a	DT
A52264	681	23	compent	compent	JJ
A52264	681	24	company	company	NN
A52264	681	25	of	of	IN
A52264	681	26	ciphers	cipher	NNS
A52264	681	27	,	,	,
A52264	681	28	as	as	IN
A52264	681	29	twenty	twenty	CD
A52264	681	30	and	and	CC
A52264	681	31	four	four	CD
A52264	681	32	,	,	,
A52264	681	33	thirty	thirty	CD
A52264	681	34	and	and	CC
A52264	681	35	six	six	CD
A52264	681	36	,	,	,
A52264	681	37	fourty	fourty	NN
A52264	681	38	and	and	CC
A52264	681	39	eight	eight	CD
A52264	681	40	,	,	,
A52264	681	41	or	or	CC
A52264	681	42	any	any	DT
A52264	681	43	other	other	JJ
A52264	681	44	number	number	NN
A52264	681	45	at	at	IN
A52264	681	46	pleasure	pleasure	NN
A52264	681	47	;	;	:
A52264	681	48	onely	onely	RB
A52264	681	49	observe	observe	VBP
A52264	681	50	,	,	,
A52264	681	51	that	that	IN
A52264	681	52	the	the	DT
A52264	681	53	more	more	JJR
A52264	681	54	ciphers	cipher	NNS
A52264	681	55	you	-PRON-	PRP
A52264	681	56	annex	annex	VBP
A52264	681	57	unto	unto	IN
A52264	681	58	the	the	DT
A52264	681	59	number	number	NN
A52264	681	60	given	give	VBN
A52264	681	61	,	,	,
A52264	681	62	the	the	DT
A52264	681	63	more	more	RBR
A52264	681	64	just	just	RB
A52264	681	65	and	and	CC
A52264	681	66	exact	exact	VB
A52264	681	67	the	the	DT
A52264	681	68	operation	operation	NN
A52264	681	69	will	will	MD
A52264	681	70	prove	prove	VB
A52264	681	71	;	;	:
A52264	681	72	to	to	TO
A52264	681	73	make	make	VB
A52264	681	74	the	the	DT
A52264	681	75	Logarithmes	logarithme	NNS
A52264	681	76	of	of	IN
A52264	681	77	a	a	DT
A52264	681	78	Table	table	NN
A52264	681	79	to	to	IN
A52264	681	80	seven	seven	CD
A52264	681	81	places	place	NNS
A52264	681	82	28	28	CD
A52264	681	83	ciphers	cipher	NNS
A52264	681	84	will	will	MD
A52264	681	85	be	be	VB
A52264	681	86	sufficient	sufficient	JJ
A52264	681	87	,	,	,
A52264	681	88	they	-PRON-	PRP
A52264	681	89	being	be	VBG
A52264	681	90	therefore	therefore	RB
A52264	681	91	added	add	VBN
A52264	681	92	to	to	IN
A52264	681	93	10	10	CD
A52264	681	94	,	,	,
A52264	681	95	I	-PRON-	PRP
A52264	681	96	extract	extract	VBP
A52264	681	97	the	the	DT
A52264	681	98	square	square	JJ
A52264	681	99	root	root	NN
A52264	681	100	thereof	thereof	RB
A52264	681	101	,	,	,
A52264	681	102	and	and	CC
A52264	681	103	finde	finde	VB
A52264	681	104	it	-PRON-	PRP
A52264	681	105	to	to	TO
A52264	681	106	be	be	VB
A52264	681	107	3.16227766016837	3.16227766016837	CD
A52264	681	108	;	;	:
A52264	681	109	again	again	RB
A52264	681	110	,	,	,
A52264	681	111	annexing	annex	VBG
A52264	681	112	unto	unto	IN
A52264	681	113	this	this	DT
A52264	681	114	root	root	NN
A52264	681	115	thus	thus	RB
A52264	681	116	found	find	VBD
A52264	681	117	14	14	CD
A52264	681	118	ciphers	cipher	NNS
A52264	681	119	more	more	JJR
A52264	681	120	,	,	,
A52264	681	121	and	and	CC
A52264	681	122	working	work	VBG
A52264	681	123	by	by	IN
A52264	681	124	that	that	DT
A52264	681	125	entire	entire	JJ
A52264	681	126	number	number	NN
A52264	681	127	so	so	RB
A52264	681	128	ordered	order	VBN
A52264	681	129	,	,	,
A52264	681	130	as	as	IN
A52264	681	131	if	if	IN
A52264	681	132	it	-PRON-	PRP
A52264	681	133	were	be	VBD
A52264	681	134	a	a	DT
A52264	681	135	whole	whole	JJ
A52264	681	136	number	number	NN
A52264	681	137	,	,	,
A52264	681	138	I	-PRON-	PRP
A52264	681	139	extract	extract	VBP
A52264	681	140	the	the	DT
A52264	681	141	root	root	NN
A52264	681	142	thereof	thereof	RB
A52264	681	143	,	,	,
A52264	681	144	which	which	WDT
A52264	681	145	I	-PRON-	PRP
A52264	681	146	finde	finde	VBP
A52264	681	147	to	to	TO
A52264	681	148	be	be	VB
A52264	681	149	1.77827941003892	1.77827941003892	CD
A52264	681	150	:	:	:
A52264	681	151	and	and	CC
A52264	681	152	so	so	RB
A52264	681	153	proceeding	proceed	VBG
A52264	681	154	successively	successively	RB
A52264	681	155	by	by	IN
A52264	681	156	a	a	DT
A52264	681	157	continued	continued	JJ
A52264	681	158	extraction	extraction	NN
A52264	681	159	,	,	,
A52264	681	160	I	-PRON-	PRP
A52264	681	161	produce	produce	VBP
A52264	681	162	27	27	CD
A52264	681	163	square	square	JJ
A52264	681	164	roots	root	NNS
A52264	681	165	,	,	,
A52264	681	166	or	or	CC
A52264	681	167	continual	continual	JJ
A52264	681	168	means	means	NNPS
A52264	681	169	betwixt	betwixt	NNP
A52264	681	170	10	10	CD
A52264	681	171	and	and	CC
A52264	681	172	1	1	CD
A52264	681	173	,	,	,
A52264	681	174	and	and	CC
A52264	681	175	write	write	VB
A52264	681	176	them	-PRON-	PRP
A52264	681	177	down	down	RP
A52264	681	178	in	in	IN
A52264	681	179	the	the	DT
A52264	681	180	first	first	JJ
A52264	681	181	column	column	NN
A52264	681	182	of	of	IN
A52264	681	183	the	the	DT
A52264	681	184	Table	Table	NNP
A52264	681	185	hereunto	hereunto	VBZ
A52264	681	186	annexed	annex	VBN
A52264	681	187	,	,	,
A52264	681	188	in	in	IN
A52264	681	189	which	which	WDT
A52264	681	190	you	-PRON-	PRP
A52264	681	191	may	may	MD
A52264	681	192	observe	observe	VB
A52264	681	193	,	,	,
A52264	681	194	that	that	IN
A52264	681	195	the	the	DT
A52264	681	196	three	three	CD
A52264	681	197	last	last	JJ
A52264	681	198	numbers	number	NNS
A52264	681	199	marked	mark	VBN
A52264	681	200	by	by	IN
A52264	681	201	the	the	DT
A52264	681	202	letters	letter	NNS
A52264	681	203	G	g	NN
A52264	681	204	,	,	,
A52264	681	205	H	h	NN
A52264	681	206	,	,	,
A52264	681	207	and	and	CC
A52264	681	208	L	l	NN
A52264	681	209	,	,	,
A52264	681	210	viz	viz	NN
A52264	681	211	.	.	.
A52264	682	1	1.00000006862238	1.00000006862238	CD
A52264	682	2	1.00000003431119	1.00000003431119	CD
A52264	682	3	1.00000001715559	1.00000001715559	CD
A52264	682	4	are	be	VBP
A52264	682	5	each	each	DT
A52264	682	6	of	of	IN
A52264	682	7	them	-PRON-	PRP
A52264	682	8	mixt	mixt	VBP
A52264	682	9	numbers	number	NNS
A52264	682	10	lesse	lesse	NNP
A52264	682	11	then	then	RB
A52264	682	12	2	2	CD
A52264	682	13	,	,	,
A52264	682	14	and	and	CC
A52264	682	15	greater	great	JJR
A52264	682	16	then	then	RB
A52264	682	17	1	1	CD
A52264	682	18	,	,	,
A52264	682	19	and	and	CC
A52264	682	20	likewise	likewise	RB
A52264	682	21	to	to	TO
A52264	682	22	have	have	VB
A52264	682	23	seven	seven	CD
A52264	682	24	ciphers	cipher	NNS
A52264	682	25	placed	place	VBN
A52264	682	26	bef	bef	NNP
A52264	682	27	●	●	NFP
A52264	682	28	re	re	VB
A52264	682	29	the	the	DT
A52264	682	30	significant	significant	JJ
A52264	682	31	figures	figure	NNS
A52264	682	32	of	of	IN
A52264	682	33	their	-PRON-	PRP$
A52264	682	34	numerators	numerator	NNS
A52264	682	35	,	,	,
A52264	682	36	according	accord	VBG
A52264	682	37	to	to	IN
A52264	682	38	the	the	DT
A52264	682	39	true	true	JJ
A52264	682	40	meaning	meaning	NN
A52264	682	41	and	and	CC
A52264	682	42	intention	intention	NN
A52264	682	43	of	of	IN
A52264	682	44	this	this	DT
A52264	682	45	present	present	JJ
A52264	682	46	rule	rule	NN
A52264	682	47	.	.	.
A52264	683	1	2	2	LS
A52264	683	2	.	.	.
A52264	684	1	§	§	ADD
A52264	684	2	.	.	.
A52264	685	1	Having	have	VBG
A52264	685	2	thus	thus	RB
A52264	685	3	produced	produce	VBN
A52264	685	4	a	a	DT
A52264	685	5	great	great	JJ
A52264	685	6	company	company	NN
A52264	685	7	of	of	IN
A52264	685	8	continual	continual	NNP
A52264	685	9	meanes	meanes	NNPS
A52264	685	10	,	,	,
A52264	685	11	annex	annex	NNP
A52264	685	12	unto	unto	IN
A52264	685	13	them	-PRON-	PRP
A52264	685	14	their	-PRON-	PRP$
A52264	685	15	proper	proper	JJ
A52264	685	16	Logarithmes	logarithme	NNS
A52264	685	17	,	,	,
A52264	685	18	by	by	IN
A52264	685	19	halfing	halfe	VBG
A52264	685	20	first	first	RB
A52264	685	21	the	the	DT
A52264	685	22	Logarithme	Logarithme	NNP
A52264	685	23	of	of	IN
A52264	685	24	the	the	DT
A52264	685	25	number	number	NN
A52264	685	26	taken	take	VBN
A52264	685	27	,	,	,
A52264	685	28	and	and	CC
A52264	685	29	then	then	RB
A52264	685	30	successively	successively	RB
A52264	685	31	the	the	DT
A52264	685	32	Logarithme	Logarithme	NNP
A52264	685	33	of	of	IN
A52264	685	34	the	the	DT
A52264	685	35	rest	rest	NN
A52264	685	36	.	.	.
A52264	686	1	For	for	IN
A52264	686	2	example	example	NN
A52264	686	3	.	.	.
A52264	687	1	1.000000000000000	1.000000000000000	CD
A52264	687	2	being	be	VBG
A52264	687	3	assigned	assign	VBN
A52264	687	4	the	the	DT
A52264	687	5	Logarithme	Logarithme	NNP
A52264	687	6	of	of	IN
A52264	687	7	10	10	CD
A52264	687	8	,	,	,
A52264	687	9	the	the	DT
A52264	687	10	number	number	NN
A52264	687	11	taken	take	VBN
A52264	687	12	0.500000	0.500000	CD
A52264	687	13	,	,	,
A52264	687	14	&	&	CC
A52264	687	15	c.	c.	NNP
A52264	687	16	marked	mark	VBN
A52264	687	17	by	by	IN
A52264	687	18	the	the	DT
A52264	687	19	letter	letter	NN
A52264	687	20	D	d	NN
A52264	687	21	,	,	,
A52264	687	22	in	in	IN
A52264	687	23	the	the	DT
A52264	687	24	second	second	JJ
A52264	687	25	column	column	NN
A52264	687	26	of	of	IN
A52264	687	27	the	the	DT
A52264	687	28	following	follow	VBG
A52264	687	29	Table	table	NN
A52264	687	30	,	,	,
A52264	687	31	which	which	WDT
A52264	687	32	is	be	VBZ
A52264	687	33	the	the	DT
A52264	687	34	half	half	NN
A52264	687	35	of	of	IN
A52264	687	36	1.0000	1.0000	CD
A52264	687	37	,	,	,
A52264	687	38	&	&	CC
A52264	687	39	c.	c.	NNP
A52264	687	40	is	be	VBZ
A52264	687	41	the	the	DT
A52264	687	42	Logarithme	Logarithme	NNP
A52264	687	43	of	of	IN
A52264	687	44	the	the	DT
A52264	687	45	number	number	NN
A52264	687	46	A	a	NN
A52264	687	47	,	,	,
A52264	687	48	the	the	DT
A52264	687	49	square	square	JJ
A52264	687	50	root	root	NN
A52264	687	51	of	of	IN
A52264	687	52	10	10	CD
A52264	687	53	:	:	:
A52264	687	54	in	in	IN
A52264	687	55	like	like	IN
A52264	687	56	manner	manner	NNP
A52264	687	57	0.25000	0.25000	NNP
A52264	687	58	,	,	,
A52264	687	59	&	&	CC
A52264	687	60	c.	c.	NNP
A52264	687	61	being	be	VBG
A52264	687	62	half	half	NN
A52264	687	63	0.5000	0.5000	CD
A52264	687	64	,	,	,
A52264	687	65	and	and	CC
A52264	687	66	is	be	VBZ
A52264	687	67	the	the	DT
A52264	687	68	Logarithme	Logarithme	NNP
A52264	687	69	of	of	IN
A52264	687	70	the	the	DT
A52264	687	71	number	number	NN
A52264	687	72	B	b	NN
A52264	687	73	,	,	,
A52264	687	74	and	and	CC
A52264	687	75	0.125000	0.125000	CD
A52264	687	76	,	,	,
A52264	687	77	&	&	CC
A52264	687	78	c.	c.	NNP
A52264	687	79	is	be	VBZ
A52264	687	80	the	the	DT
A52264	687	81	Logarithme	Logarithme	NNP
A52264	687	82	of	of	IN
A52264	687	83	the	the	DT
A52264	687	84	number	number	NN
A52264	687	85	C	c	NN
A52264	687	86	,	,	,
A52264	687	87	and	and	CC
A52264	687	88	so	so	RB
A52264	687	89	of	of	IN
A52264	687	90	the	the	DT
A52264	687	91	rest	rest	NN
A52264	687	92	in	in	IN
A52264	687	93	their	-PRON-	PRP$
A52264	687	94	order	order	NN
A52264	687	95	.	.	.
A52264	688	1	So	so	RB
A52264	688	2	that	that	IN
A52264	688	3	at	at	IN
A52264	688	4	last	last	JJ
A52264	688	5	,	,	,
A52264	688	6	as	as	IN
A52264	688	7	you	-PRON-	PRP
A52264	688	8	have	have	VBP
A52264	688	9	in	in	IN
A52264	688	10	the	the	DT
A52264	688	11	first	first	JJ
A52264	688	12	column	column	NN
A52264	688	13	of	of	IN
A52264	688	14	the	the	DT
A52264	688	15	following	follow	VBG
A52264	688	16	Table	table	NN
A52264	688	17	27	27	CD
A52264	688	18	continuall	continuall	NN
A52264	688	19	meanes	meane	NNS
A52264	688	20	,	,	,
A52264	688	21	betwixt	betwixt	NNP
A52264	688	22	10	10	CD
A52264	688	23	and	and	CC
A52264	688	24	1	1	CD
A52264	688	25	,	,	,
A52264	688	26	as	as	IN
A52264	688	27	aforesaid	aforesaid	VBD
A52264	688	28	:	:	:
A52264	688	29	So	so	RB
A52264	688	30	in	in	IN
A52264	688	31	the	the	DT
A52264	688	32	other	other	JJ
A52264	688	33	column	column	NN
A52264	688	34	you	-PRON-	PRP
A52264	688	35	have	have	VBP
A52264	688	36	to	to	IN
A52264	688	37	each	each	DT
A52264	688	38	of	of	IN
A52264	688	39	those	those	DT
A52264	688	40	continuall	continuall	NN
A52264	688	41	meanes	meane	NNS
A52264	688	42	,	,	,
A52264	688	43	his	-PRON-	PRP$
A52264	688	44	respective	respective	JJ
A52264	688	45	Logarihme	Logarihme	NNP
A52264	688	46	.	.	.
A52264	689	1	3	3	LS
A52264	689	2	.	.	.
A52264	690	1	§	§	ADD
A52264	690	2	.	.	.
A52264	691	1	When	when	WRB
A52264	691	2	a	a	DT
A52264	691	3	number	number	NN
A52264	691	4	which	which	WDT
A52264	691	5	being	be	VBG
A52264	691	6	lesse	lesse	NNP
A52264	691	7	then	then	RB
A52264	691	8	2	2	CD
A52264	691	9	,	,	,
A52264	691	10	and	and	CC
A52264	691	11	greater	great	JJR
A52264	691	12	then	then	RB
A52264	691	13	1	1	CD
A52264	691	14	,	,	,
A52264	691	15	comes	come	VBZ
A52264	691	16	so	so	RB
A52264	691	17	neer	neer	VB
A52264	691	18	to	to	IN
A52264	691	19	1	1	CD
A52264	691	20	,	,	,
A52264	691	21	that	that	IN
A52264	691	22	it	-PRON-	PRP
A52264	691	23	hath	hath	VBP
A52264	691	24	seven	seven	CD
A52264	691	25	ciphers	cipher	NNS
A52264	691	26	placed	place	VBN
A52264	691	27	before	before	IN
A52264	691	28	the	the	DT
A52264	691	29	significant	significant	JJ
A52264	691	30	figures	figure	NNS
A52264	691	31	of	of	IN
A52264	691	32	the	the	DT
A52264	691	33	numerator	numerator	NN
A52264	691	34	,	,	,
A52264	691	35	the	the	DT
A52264	691	36	first	first	JJ
A52264	691	37	seven	seven	CD
A52264	691	38	significant	significant	JJ
A52264	691	39	figures	figure	NNS
A52264	691	40	of	of	IN
A52264	691	41	the	the	DT
A52264	691	42	numerator	numerator	NN
A52264	691	43	of	of	IN
A52264	691	44	such	such	PDT
A52264	691	45	a	a	DT
A52264	691	46	number	number	NN
A52264	691	47	,	,	,
A52264	691	48	and	and	CC
A52264	691	49	the	the	DT
A52264	691	50	first	first	JJ
A52264	691	51	seven	seven	CD
A52264	691	52	significant	significant	JJ
A52264	691	53	figures	figure	NNS
A52264	691	54	of	of	IN
A52264	691	55	the	the	DT
A52264	691	56	numerator	numerator	NN
A52264	691	57	of	of	IN
A52264	691	58	his	-PRON-	PRP$
A52264	691	59	square	square	JJ
A52264	691	60	root	root	NN
A52264	691	61	lessen	lessen	VBD
A52264	691	62	themselves	-PRON-	PRP
A52264	691	63	like	like	IN
A52264	691	64	their	-PRON-	PRP$
A52264	691	65	Logarithmes	logarithme	NNS
A52264	691	66	,	,	,
A52264	691	67	that	that	RB
A52264	691	68	is	is	RB
A52264	691	69	,	,	,
A52264	691	70	by	by	IN
A52264	691	71	halfes	halfe	NNS
A52264	691	72	.	.	.
A52264	692	1	This	this	DT
A52264	692	2	is	be	VBZ
A52264	692	3	proved	prove	VBN
A52264	692	4	by	by	IN
A52264	692	5	the	the	DT
A52264	692	6	Table	table	NN
A52264	692	7	following	follow	VBG
A52264	692	8	;	;	:
A52264	692	9	for	for	IN
A52264	692	10	there	there	RB
A52264	692	11	in	in	IN
A52264	692	12	the	the	DT
A52264	692	13	second	second	JJ
A52264	692	14	column	column	NN
A52264	692	15	thereof	thereof	RB
A52264	692	16	,	,	,
A52264	692	17	the	the	DT
A52264	692	18	number	number	NN
A52264	692	19	N	n	IN
A52264	692	20	being	be	VBG
A52264	692	21	the	the	DT
A52264	692	22	Logarithme	Logarithme	NNP
A52264	692	23	of	of	IN
A52264	692	24	the	the	DT
A52264	692	25	number	number	NN
A52264	692	26	G	g	NN
A52264	692	27	,	,	,
A52264	692	28	I	-PRON-	PRP
A52264	692	29	say	say	VBP
A52264	692	30	,	,	,
A52264	692	31	as	as	IN
A52264	692	32	the	the	DT
A52264	692	33	Logarithme	Logarithme	NNP
A52264	692	34	K	K	NNP
A52264	692	35	is	be	VBZ
A52264	692	36	half	half	PDT
A52264	692	37	the	the	DT
A52264	692	38	Logarithme	Logarithme	NNP
A52264	692	39	N	N	NNP
A52264	692	40	,	,	,
A52264	692	41	so	so	RB
A52264	692	42	3431119	3431119	CD
A52264	692	43	,	,	,
A52264	692	44	the	the	DT
A52264	692	45	first	first	JJ
A52264	692	46	seven	seven	CD
A52264	692	47	figures	figure	NNS
A52264	692	48	of	of	IN
A52264	692	49	the	the	DT
A52264	692	50	numerator	numerator	NN
A52264	692	51	of	of	IN
A52264	692	52	the	the	DT
A52264	692	53	number	number	NN
A52264	692	54	H	h	NN
A52264	692	55	,	,	,
A52264	692	56	are	be	VBP
A52264	692	57	half	half	RB
A52264	692	58	6862238	6862238	CD
A52264	692	59	,	,	,
A52264	692	60	the	the	DT
A52264	692	61	first	first	JJ
A52264	692	62	seven	seven	CD
A52264	692	63	significant	significant	JJ
A52264	692	64	figures	figure	NNS
A52264	692	65	of	of	IN
A52264	692	66	the	the	DT
A52264	692	67	numerator	numerator	NN
A52264	692	68	of	of	IN
A52264	692	69	the	the	DT
A52264	692	70	number	number	NN
A52264	692	71	G.	G.	NNP
A52264	692	72	Any	Any	NNP
A52264	692	73	two	two	CD
A52264	692	74	numbers	number	NNS
A52264	692	75	of	of	IN
A52264	692	76	this	this	DT
A52264	692	77	kinde	kinde	NNP
A52264	692	78	therefore	therefore	RB
A52264	692	79	being	be	VBG
A52264	692	80	given	give	VBN
A52264	692	81	,	,	,
A52264	692	82	their	-PRON-	PRP$
A52264	692	83	Logarithmes	logarithme	NNS
A52264	692	84	and	and	CC
A52264	692	85	the	the	DT
A52264	692	86	significant	significant	JJ
A52264	692	87	figures	figure	NNS
A52264	692	88	of	of	IN
A52264	692	89	their	-PRON-	PRP$
A52264	692	90	numerators	numerator	NNS
A52264	692	91	are	be	VBP
A52264	692	92	proportional	proportional	JJ
A52264	692	93	.	.	.
A52264	693	1	Example	example	NN
A52264	693	2	.	.	.
A52264	694	1	The	the	DT
A52264	694	2	numerators	numerator	NNS
A52264	694	3	G	g	NN
A52264	694	4	and	and	CC
A52264	694	5	H	H	NNP
A52264	694	6	being	be	VBG
A52264	694	7	given	give	VBN
A52264	694	8	,	,	,
A52264	694	9	I	-PRON-	PRP
A52264	694	10	say	say	VBP
A52264	694	11	,	,	,
A52264	694	12	as	as	IN
A52264	694	13	6862238	6862238	CD
A52264	694	14	,	,	,
A52264	694	15	the	the	DT
A52264	694	16	significant	significant	JJ
A52264	694	17	figures	figure	NNS
A52264	694	18	of	of	IN
A52264	694	19	the	the	DT
A52264	694	20	numerator	numerator	NN
A52264	694	21	of	of	IN
A52264	694	22	the	the	DT
A52264	694	23	number	number	NN
A52264	694	24	G	g	NN
A52264	694	25	;	;	:
A52264	694	26	are	be	VBP
A52264	694	27	to	to	IN
A52264	694	28	3431119	3431119	CD
A52264	694	29	,	,	,
A52264	694	30	the	the	DT
A52264	694	31	significant	significant	JJ
A52264	694	32	figures	figure	NNS
A52264	694	33	of	of	IN
A52264	694	34	the	the	DT
A52264	694	35	numerator	numerator	NN
A52264	694	36	of	of	IN
A52264	694	37	the	the	DT
A52264	694	38	number	number	NN
A52264	694	39	H	h	NN
A52264	694	40	;	;	:
A52264	694	41	so	so	RB
A52264	694	42	is	be	VBZ
A52264	694	43	29802322	29802322	CD
A52264	694	44	,	,	,
A52264	694	45	the	the	DT
A52264	694	46	Logarithme	Logarithme	NNP
A52264	694	47	of	of	IN
A52264	694	48	the	the	DT
A52264	694	49	number	number	NN
A52264	694	50	G	g	NN
A52264	694	51	,	,	,
A52264	694	52	to	to	IN
A52264	694	53	140901161	140901161	CD
A52264	694	54	,	,	,
A52264	694	55	the	the	DT
A52264	694	56	Logarithme	Logarithme	NNP
A52264	694	57	of	of	IN
A52264	694	58	the	the	DT
A52264	694	59	number	number	NN
A52264	694	60	H.	h.	NN
A52264	694	61	In	in	IN
A52264	694	62	like	like	JJ
A52264	694	63	manner	manner	NN
A52264	694	64	,	,	,
A52264	694	65	G	G	NNP
A52264	694	66	and	and	CC
A52264	694	67	L	L	NNP
A52264	694	68	being	be	VBG
A52264	694	69	given	give	VBN
A52264	694	70	,	,	,
A52264	694	71	as	as	IN
A52264	694	72	6862238	6862238	CD
A52264	694	73	,	,	,
A52264	694	74	is	be	VBZ
A52264	694	75	to	to	IN
A52264	694	76	1715559	1715559	CD
A52264	694	77	,	,	,
A52264	694	78	so	so	RB
A52264	694	79	is	be	VBZ
A52264	694	80	29802322	29802322	CD
A52264	694	81	,	,	,
A52264	694	82	the	the	DT
A52264	694	83	Logarithme	Logarithme	NNP
A52264	694	84	of	of	IN
A52264	694	85	the	the	DT
A52264	694	86	number	number	NN
A52264	694	87	G	g	NN
A52264	694	88	,	,	,
A52264	694	89	to	to	IN
A52264	694	90	7450580	7450580	CD
A52264	694	91	,	,	,
A52264	694	92	the	the	DT
A52264	694	93	Logarithme	Logarithme	NNP
A52264	694	94	of	of	IN
A52264	694	95	the	the	DT
A52264	694	96	number	number	NN
A52264	694	97	L.	L.	NNP
A52264	694	98	This	This	NNP
A52264	694	99	holdeth	holdeth	NN
A52264	694	100	also	also	RB
A52264	694	101	true	true	JJ
A52264	694	102	in	in	IN
A52264	694	103	any	any	DT
A52264	694	104	other	other	JJ
A52264	694	105	number	number	NN
A52264	694	106	of	of	IN
A52264	694	107	this	this	DT
A52264	694	108	kinde	kinde	NNP
A52264	694	109	,	,	,
A52264	694	110	though	though	IN
A52264	694	111	it	-PRON-	PRP
A52264	694	112	be	be	VB
A52264	694	113	not	not	RB
A52264	694	114	one	one	CD
A52264	694	115	of	of	IN
A52264	694	116	the	the	DT
A52264	694	117	continual	continual	JJ
A52264	694	118	means	means	NNPS
A52264	694	119	betwixt	betwixt	NNP
A52264	694	120	10	10	CD
A52264	694	121	and	and	CC
A52264	694	122	1	1	CD
A52264	694	123	,	,	,
A52264	694	124	for	for	IN
A52264	694	125	the	the	DT
A52264	694	126	significant	significant	JJ
A52264	694	127	figures	figure	NNS
A52264	694	128	of	of	IN
A52264	694	129	the	the	DT
A52264	694	130	numerator	numerator	NN
A52264	694	131	of	of	IN
A52264	694	132	any	any	DT
A52264	694	133	such	such	JJ
A52264	694	134	number	number	NN
A52264	694	135	bear	bear	VBP
A52264	694	136	the	the	DT
A52264	694	137	same	same	JJ
A52264	694	138	proportion	proportion	NN
A52264	694	139	to	to	IN
A52264	694	140	his	-PRON-	PRP$
A52264	694	141	proper	proper	JJ
A52264	694	142	Logarithme	Logarithme	NNP
A52264	694	143	,	,	,
A52264	694	144	that	that	IN
A52264	694	145	the	the	DT
A52264	694	146	significant	significant	JJ
A52264	694	147	figures	figure	NNS
A52264	694	148	of	of	IN
A52264	694	149	any	any	DT
A52264	694	150	of	of	IN
A52264	694	151	the	the	DT
A52264	694	152	numbers	number	NNS
A52264	694	153	marked	mark	VBN
A52264	694	154	by	by	IN
A52264	694	155	the	the	DT
A52264	694	156	letters	letter	NNS
A52264	694	157	G	g	NN
A52264	694	158	,	,	,
A52264	694	159	H	h	NN
A52264	694	160	,	,	,
A52264	694	161	or	or	CC
A52264	694	162	L	l	NN
A52264	694	163	bear	bear	VB
A52264	694	164	to	to	IN
A52264	694	165	his	-PRON-	PRP
A52264	694	166	.	.	.
A52264	695	1	10.0000	10.0000	CD
A52264	695	2	,	,	,
A52264	695	3	&	&	CC
A52264	695	4	c.	c.	NNP
A52264	695	5	1.000000000000000	1.000000000000000	CD
A52264	695	6	  	  	_SP
A52264	695	7	A	a	DT
A52264	695	8	3.16227766016837	3.16227766016837	CD
A52264	695	9	0.500000000000000	0.500000000000000	CD
A52264	695	10	D	d	NN
A52264	695	11	B	B	NNP
A52264	695	12	1.77827941003892	1.77827941003892	CD
A52264	695	13	0.250000000000000	0.250000000000000	CD
A52264	695	14	  	  	_SP
A52264	695	15	C	C	NNP
A52264	695	16	1.33352143216332	1.33352143216332	CD
A52264	695	17	0.125000000000000	0.125000000000000	CD
A52264	695	18	    	    	_SP
A52264	695	19	1.15478198468945	1.15478198468945	CD
A52264	695	20	0.062500000000000	0.062500000000000	CD
A52264	695	21	    	    	_SP
A52264	695	22	1.07460782832131	1.07460782832131	CD
A52264	695	23	0.031250000000000	0.031250000000000	CD
A52264	695	24	    	    	_SP
A52264	695	25	1.03663292843769	1.03663292843769	CD
A52264	695	26	0.015625000000000	0.015625000000000	CD
A52264	695	27	    	    	_SP
A52264	695	28	1.01815172171818	1.01815172171818	CD
A52264	695	29	0.007812500000000	0.007812500000000	CD
A52264	695	30	    	    	_SP
A52264	695	31	1.00903504484144	1.00903504484144	CD
A52264	695	32	0.003906250000000	0.003906250000000	CD
A52264	695	33	    	    	_SP
A52264	695	34	1.00450736425446	1.00450736425446	CD
A52264	695	35	0.001953125000000	0.001953125000000	CD
A52264	695	36	    	    	_SP
A52264	695	37	1.00225114829291	1.00225114829291	CD
A52264	695	38	0.000976562500000	0.000976562500000	CD
A52264	695	39	    	    	_SP
A52264	695	40	1.00112494139987	1.00112494139987	CD
A52264	695	41	0.000488281250000	0.000488281250000	CD
A52264	695	42	    	    	_SP
A52264	695	43	1.00056231260220	1.00056231260220	CD
A52264	695	44	0.000244140625000	0.000244140625000	CD
A52264	695	45	    	    	_SP
A52264	695	46	1.00028111678778	1.00028111678778	CD
A52264	695	47	0.000122070312500	0.000122070312500	CD
A52264	695	48	    	    	_SP
A52264	695	49	1.00014054851694	1.00014054851694	CD
A52264	695	50	0.000061035156250	0.000061035156250	CD
A52264	695	51	    	    	_SP
A52264	695	52	1.00007027178941	1.00007027178941	CD
A52264	695	53	0.000030517578125	0.000030517578125	CD
A52264	695	54	    	    	_SP
A52264	695	55	1.00003513527746	1.00003513527746	CD
A52264	695	56	0.000015258789062	0.000015258789062	CD
A52264	695	57	    	    	_SP
A52264	695	58	1.00001756748442	1.00001756748442	CD
A52264	695	59	0.000007629394531	0.000007629394531	CD
A52264	695	60	    	    	_SP
A52264	695	61	1.00000878270363	1.00000878270363	CD
A52264	695	62	0.000003814697265	0.000003814697265	CD
A52264	695	63	    	    	_SP
A52264	695	64	1.00000439184217	1.00000439184217	CD
A52264	695	65	0.000001907348632	0.000001907348632	CD
A52264	695	66	    	    	_SP
A52264	695	67	1.00000219591867	1.00000219591867	CD
A52264	695	68	0.000000953674316	0.000000953674316	CD
A52264	695	69	    	    	_SP
A52264	695	70	1.00000109795873	1.00000109795873	CD
A52264	695	71	0.000000476837158	0.000000476837158	CD
A52264	695	72	    	    	_SP
A52264	695	73	1.00000054897921	1.00000054897921	CD
A52264	695	74	0.000000238418579	0.000000238418579	CD
A52264	695	75	    	    	_SP
A52264	695	76	1.00000027448957	1.00000027448957	CD
A52264	695	77	0.000000119209289	0.000000119209289	CD
A52264	695	78	    	    	_SP
A52264	695	79	1.00000013724477	1.00000013724477	CD
A52264	695	80	0.000000059604644	0.000000059604644	CD
A52264	695	81	  	  	_SP
A52264	695	82	G	G	NNP
A52264	695	83	1.00000006862238	1.00000006862238	CD
A52264	695	84	0.000000029802322	0.000000029802322	CD
A52264	695	85	N	n	NN
A52264	695	86	H	h	NN
A52264	695	87	1.00000003431119	1.00000003431119	CD
A52264	695	88	0.000000014901161	0.000000014901161	CD
A52264	695	89	K	k	NN
A52264	695	90	L	L	NNP
A52264	695	91	1.00000001715559	1.00000001715559	CD
A52264	695	92	0.000000007450580	0.000000007450580	CD
A52264	695	93	M	M	NNP
A52264	695	94	4	4	CD
A52264	695	95	.	.	.
A52264	696	1	§	§	ADD
A52264	696	2	.	.	.
A52264	697	1	These	these	DT
A52264	697	2	things	thing	NNS
A52264	697	3	being	be	VBG
A52264	697	4	thus	thus	RB
A52264	697	5	cleared	clear	VBN
A52264	697	6	,	,	,
A52264	697	7	it	-PRON-	PRP
A52264	697	8	is	be	VBZ
A52264	697	9	manifest	manif	JJS
A52264	697	10	,	,	,
A52264	697	11	that	that	IN
A52264	697	12	a	a	DT
A52264	697	13	number	number	NN
A52264	697	14	of	of	IN
A52264	697	15	this	this	DT
A52264	697	16	kinde	kinde	NNP
A52264	697	17	being	be	VBG
A52264	697	18	given	give	VBN
A52264	697	19	,	,	,
A52264	697	20	the	the	DT
A52264	697	21	Logarithme	Logarithme	NNP
A52264	697	22	thereof	thereof	RB
A52264	697	23	may	may	MD
A52264	697	24	be	be	VB
A52264	697	25	found	find	VBN
A52264	697	26	by	by	IN
A52264	697	27	the	the	DT
A52264	697	28	Rule	Rule	NNP
A52264	697	29	of	of	IN
A52264	697	30	three	three	CD
A52264	697	31	direct	direct	NN
A52264	697	32	.	.	.
A52264	698	1	For	for	IN
A52264	698	2	as	as	IN
A52264	698	3	the	the	DT
A52264	698	4	significant	significant	JJ
A52264	698	5	figures	figure	NNS
A52264	698	6	of	of	IN
A52264	698	7	the	the	DT
A52264	698	8	numerator	numerator	NN
A52264	698	9	of	of	IN
A52264	698	10	any	any	DT
A52264	698	11	one	one	CD
A52264	698	12	of	of	IN
A52264	698	13	the	the	DT
A52264	698	14	numbers	number	NNS
A52264	698	15	(	(	-LRB-
A52264	698	16	signed	sign	VBN
A52264	698	17	in	in	IN
A52264	698	18	the	the	DT
A52264	698	19	first	first	JJ
A52264	698	20	column	column	NN
A52264	698	21	of	of	IN
A52264	698	22	the	the	DT
A52264	698	23	last	last	JJ
A52264	698	24	Table	table	NN
A52264	698	25	by	by	IN
A52264	698	26	the	the	DT
A52264	698	27	letters	letter	NNS
A52264	698	28	G	g	NN
A52264	698	29	,	,	,
A52264	698	30	H	h	NN
A52264	698	31	,	,	,
A52264	698	32	or	or	CC
A52264	698	33	L	l	NN
A52264	698	34	)	)	-RRB-
A52264	698	35	are	be	VBP
A52264	698	36	to	to	IN
A52264	698	37	his	-PRON-	PRP$
A52264	698	38	respective	respective	JJ
A52264	698	39	Logarithme	Logarithme	NNP
A52264	698	40	:	:	:
A52264	698	41	so	so	RB
A52264	698	42	are	be	VBP
A52264	698	43	the	the	DT
A52264	698	44	significant	significant	JJ
A52264	698	45	figure	figure	NN
A52264	698	46	of	of	IN
A52264	698	47	the	the	DT
A52264	698	48	numerator	numerator	NN
A52264	698	49	of	of	IN
A52264	698	50	the	the	DT
A52264	698	51	number	number	NN
A52264	698	52	given	give	VBN
A52264	698	53	,	,	,
A52264	698	54	to	to	IN
A52264	698	55	the	the	DT
A52264	698	56	Logarithme	Logarithme	NNP
A52264	698	57	of	of	IN
A52264	698	58	the	the	DT
A52264	698	59	same	same	JJ
A52264	698	60	number	number	NN
A52264	698	61	.	.	.
A52264	699	1	Example	example	NN
A52264	699	2	.	.	.
A52264	700	1	The	the	DT
A52264	700	2	number	number	NN
A52264	700	3	1.00000001021301	1.00000001021301	CD
A52264	700	4	being	be	VBG
A52264	700	5	given	give	VBN
A52264	700	6	,	,	,
A52264	700	7	I	-PRON-	PRP
A52264	700	8	demand	demand	VBP
A52264	700	9	the	the	DT
A52264	700	10	Logarithme	Logarithme	NNP
A52264	700	11	thereof	thereof	RB
A52264	700	12	:	:	:
A52264	700	13	I	-PRON-	PRP
A52264	700	14	say	say	VBP
A52264	700	15	then	then	RB
A52264	700	16	,	,	,
A52264	700	17	As	as	IN
A52264	700	18	6862238	6862238	CD
A52264	700	19	,	,	,
A52264	700	20	the	the	DT
A52264	700	21	significant	significant	JJ
A52264	700	22	figures	figure	NNS
A52264	700	23	of	of	IN
A52264	700	24	the	the	DT
A52264	700	25	numerator	numerator	NN
A52264	700	26	of	of	IN
A52264	700	27	the	the	DT
A52264	700	28	number	number	NN
A52264	700	29	G	g	NN
A52264	700	30	,	,	,
A52264	700	31	are	be	VBP
A52264	700	32	to	to	IN
A52264	700	33	29802322	29802322	CD
A52264	700	34	,	,	,
A52264	700	35	the	the	DT
A52264	700	36	logarithme	logarithme	NNS
A52264	700	37	of	of	IN
A52264	700	38	the	the	DT
A52264	700	39	same	same	JJ
A52264	700	40	number	number	NN
A52264	700	41	G	g	NN
A52264	700	42	:	:	:
A52264	700	43	so	so	RB
A52264	700	44	are	be	VBP
A52264	700	45	1021301	1021301	CD
A52264	700	46	,	,	,
A52264	700	47	the	the	DT
A52264	700	48	significant	significant	JJ
A52264	700	49	figures	figure	NNS
A52264	700	50	of	of	IN
A52264	700	51	the	the	DT
A52264	700	52	numerator	numerator	NN
A52264	700	53	of	of	IN
A52264	700	54	the	the	DT
A52264	700	55	number	number	NN
A52264	700	56	given	give	VBN
A52264	700	57	,	,	,
A52264	700	58	to	to	IN
A52264	700	59	4357281	4357281	CD
A52264	700	60	,	,	,
A52264	700	61	the	the	DT
A52264	700	62	Logarithme	Logarithme	NNP
A52264	700	63	sought	seek	VBD
A52264	700	64	;	;	:
A52264	700	65	before	before	IN
A52264	700	66	which	which	WDT
A52264	700	67	if	if	IN
A52264	700	68	you	-PRON-	PRP
A52264	700	69	prefix	prefix	VBP
A52264	700	70	9	9	CD
A52264	700	71	ciphers	cipher	NNS
A52264	700	72	,	,	,
A52264	700	73	to	to	IN
A52264	700	74	the	the	DT
A52264	700	75	intent	intent	NN
A52264	700	76	it	-PRON-	PRP
A52264	700	77	may	may	MD
A52264	700	78	have	have	VB
A52264	700	79	as	as	RB
A52264	700	80	many	many	JJ
A52264	700	81	places	place	NNS
A52264	700	82	as	as	IN
A52264	700	83	the	the	DT
A52264	700	84	Logarithme	Logarithme	NNP
A52264	700	85	in	in	IN
A52264	700	86	the	the	DT
A52264	700	87	last	last	JJ
A52264	700	88	premised	premised	JJ
A52264	700	89	Table	table	NN
A52264	700	90	,	,	,
A52264	700	91	(	(	-LRB-
A52264	700	92	viz	viz	NN
A52264	700	93	.	.	.
A52264	701	1	16	16	LS
A52264	701	2	)	)	-RRB-
A52264	701	3	the	the	DT
A52264	701	4	true	true	JJ
A52264	701	5	and	and	CC
A52264	701	6	entire	entire	JJ
A52264	701	7	Logarithme	Logarithme	NNP
A52264	701	8	of	of	IN
A52264	701	9	1	1	CD
A52264	701	10	.	.	.
A52264	702	1	00000001021301	00000001021301	CD
A52264	702	2	,	,	,
A52264	702	3	the	the	DT
A52264	702	4	number	number	NN
A52264	702	5	given	give	VBN
A52264	702	6	is	be	VBZ
A52264	702	7	0	0	CD
A52264	702	8	.	.	.
A52264	703	1	000000004357281	000000004357281	CD
A52264	703	2	,	,	,
A52264	703	3	as	as	IN
A52264	703	4	before	before	RB
A52264	703	5	.	.	.
A52264	704	1	And	and	CC
A52264	704	2	to	to	IN
A52264	704	3	every	every	DT
A52264	704	4	Logarithme	Logarithme	NNP
A52264	704	5	thus	thus	RB
A52264	704	6	found	find	VBD
A52264	704	7	,	,	,
A52264	704	8	you	-PRON-	PRP
A52264	704	9	must	must	MD
A52264	704	10	prefix	prefix	VB
A52264	704	11	as	as	RB
A52264	704	12	many	many	JJ
A52264	704	13	ciphers	cipher	NNS
A52264	704	14	as	as	IN
A52264	704	15	will	will	MD
A52264	704	16	make	make	VB
A52264	704	17	the	the	DT
A52264	704	18	said	say	VBN
A52264	704	19	Logarithme	Logarithme	NNP
A52264	704	20	to	to	TO
A52264	704	21	have	have	VB
A52264	704	22	as	as	RB
A52264	704	23	many	many	JJ
A52264	704	24	places	place	NNS
A52264	704	25	as	as	IN
A52264	704	26	the	the	DT
A52264	704	27	other	other	JJ
A52264	704	28	Logarithmes	logarithme	NNS
A52264	704	29	in	in	IN
A52264	704	30	the	the	DT
A52264	704	31	same	same	JJ
A52264	704	32	table	table	NN
A52264	704	33	:	:	:
A52264	704	34	for	for	IN
A52264	704	35	though	though	IN
A52264	704	36	you	-PRON-	PRP
A52264	704	37	make	make	VBP
A52264	704	38	your	-PRON-	PRP$
A52264	704	39	Table	table	NN
A52264	704	40	of	of	IN
A52264	704	41	Logarithmes	logarithme	NNS
A52264	704	42	to	to	TO
A52264	704	43	consist	consist	VB
A52264	704	44	of	of	IN
A52264	704	45	as	as	RB
A52264	704	46	many	many	JJ
A52264	704	47	places	place	NNS
A52264	704	48	as	as	IN
A52264	704	49	you	-PRON-	PRP
A52264	704	50	please	please	VBP
A52264	704	51	,	,	,
A52264	704	52	yet	yet	CC
A52264	704	53	when	when	WRB
A52264	704	54	you	-PRON-	PRP
A52264	704	55	are	be	VBP
A52264	704	56	once	once	RB
A52264	704	57	resolved	resolve	VBN
A52264	704	58	of	of	IN
A52264	704	59	how	how	WRB
A52264	704	60	many	many	JJ
A52264	704	61	places	place	NNS
A52264	704	62	the	the	DT
A52264	704	63	Logarithmes	logarithme	NNS
A52264	704	64	of	of	IN
A52264	704	65	your	-PRON-	PRP$
A52264	704	66	Table	table	NN
A52264	704	67	shall	shall	MD
A52264	704	68	consist	consist	VB
A52264	704	69	,	,	,
A52264	704	70	you	-PRON-	PRP
A52264	704	71	must	must	MD
A52264	704	72	not	not	RB
A52264	704	73	alter	alter	VB
A52264	704	74	your	-PRON-	PRP$
A52264	704	75	first	first	JJ
A52264	704	76	resolution	resolution	NN
A52264	704	77	,	,	,
A52264	704	78	as	as	IN
A52264	704	79	to	to	TO
A52264	704	80	make	make	VB
A52264	704	81	the	the	DT
A52264	704	82	Logarithme	Logarithme	NNP
A52264	704	83	of	of	IN
A52264	704	84	2	2	CD
A52264	704	85	to	to	TO
A52264	704	86	consist	consist	VB
A52264	704	87	of	of	IN
A52264	704	88	six	six	CD
A52264	704	89	places	place	NNS
A52264	704	90	,	,	,
A52264	704	91	and	and	CC
A52264	704	92	the	the	DT
A52264	704	93	Logarithme	Logarithme	NNP
A52264	704	94	of	of	IN
A52264	704	95	16	16	CD
A52264	704	96	to	to	TO
A52264	704	97	have	have	VB
A52264	704	98	seven	seven	CD
A52264	704	99	,	,	,
A52264	704	100	but	but	CC
A52264	704	101	if	if	IN
A52264	704	102	the	the	DT
A52264	704	103	significant	significant	JJ
A52264	704	104	figures	figure	NNS
A52264	704	105	of	of	IN
A52264	704	106	the	the	DT
A52264	704	107	numerator	numerator	NN
A52264	704	108	of	of	IN
A52264	704	109	the	the	DT
A52264	704	110	Logarithme	Logarithme	NNP
A52264	704	111	of	of	IN
A52264	704	112	2	2	CD
A52264	704	113	have	have	VBP
A52264	704	114	not	not	RB
A52264	704	115	so	so	RB
A52264	704	116	many	many	JJ
A52264	704	117	places	place	NNS
A52264	704	118	as	as	IN
A52264	704	119	the	the	DT
A52264	704	120	significant	significant	JJ
A52264	704	121	figures	figure	NNS
A52264	704	122	of	of	IN
A52264	704	123	the	the	DT
A52264	704	124	Logarithme	Logarithme	NNP
A52264	704	125	of	of	IN
A52264	704	126	16	16	CD
A52264	704	127	,	,	,
A52264	704	128	you	-PRON-	PRP
A52264	704	129	must	must	MD
A52264	704	130	prefix	prefix	VB
A52264	704	131	a	a	DT
A52264	704	132	cipher	cipher	NN
A52264	704	133	or	or	CC
A52264	704	134	ciphers	cipher	NNS
A52264	704	135	to	to	TO
A52264	704	136	make	make	VB
A52264	704	137	them	-PRON-	PRP
A52264	704	138	equal	equal	JJ
A52264	704	139	;	;	:
A52264	704	140	because	because	IN
A52264	704	141	(	(	-LRB-
A52264	704	142	as	as	IN
A52264	704	143	hath	hath	NNP
A52264	704	144	been	be	VBN
A52264	704	145	said	say	VBN
A52264	704	146	,	,	,
A52264	704	147	the	the	DT
A52264	704	148	Logarithmes	logarithme	NNS
A52264	704	149	of	of	IN
A52264	704	150	this	this	DT
A52264	704	151	kinde	kinde	NNP
A52264	704	152	ought	ought	MD
A52264	704	153	all	all	DT
A52264	704	154	to	to	TO
A52264	704	155	consist	consist	VB
A52264	704	156	of	of	IN
A52264	704	157	equal	equal	JJ
A52264	704	158	places	place	NNS
A52264	704	159	in	in	IN
A52264	704	160	the	the	DT
A52264	704	161	same	same	JJ
A52264	704	162	Table	table	NN
A52264	704	163	.	.	.
A52264	705	1	5	5	CD
A52264	705	2	.	.	.
A52264	706	1	§	§	ADD
A52264	706	2	.	.	.
A52264	707	1	Now	now	RB
A52264	707	2	then	then	RB
A52264	707	3	to	to	TO
A52264	707	4	finde	finde	VB
A52264	707	5	the	the	DT
A52264	707	6	Logarithme	Logarithme	NNP
A52264	707	7	of	of	IN
A52264	707	8	any	any	DT
A52264	707	9	number	number	NN
A52264	707	10	whatsoever	whatsoever	RB
A52264	707	11	,	,	,
A52264	707	12	you	-PRON-	PRP
A52264	707	13	are	be	VBP
A52264	707	14	first	first	JJ
A52264	707	15	to	to	TO
A52264	707	16	search	search	VB
A52264	707	17	out	out	RP
A52264	707	18	so	so	RB
A52264	707	19	many	many	JJ
A52264	707	20	continual	continual	JJ
A52264	707	21	means	mean	NNS
A52264	707	22	betwixt	betwixt	VBP
A52264	707	23	the	the	DT
A52264	707	24	same	same	JJ
A52264	707	25	number	number	NN
A52264	707	26	and	and	CC
A52264	707	27	1	1	CD
A52264	707	28	,	,	,
A52264	707	29	till	till	IN
A52264	707	30	the	the	DT
A52264	707	31	continual	continual	JJ
A52264	707	32	mean	mean	NN
A52264	707	33	that	that	DT
A52264	707	34	cometh	cometh	NNP
A52264	707	35	neerest	neer	JJS
A52264	707	36	1	1	CD
A52264	707	37	hath	hath	NN
A52264	707	38	as	as	RB
A52264	707	39	many	many	JJ
A52264	707	40	ciphers	cipher	NNS
A52264	707	41	placed	place	VBN
A52264	707	42	before	before	IN
A52264	707	43	the	the	DT
A52264	707	44	significant	significant	JJ
A52264	707	45	figures	figure	NNS
A52264	707	46	of	of	IN
A52264	707	47	his	-PRON-	PRP$
A52264	707	48	numerator	numerator	NN
A52264	707	49	,	,	,
A52264	707	50	as	as	IN
A52264	707	51	you	-PRON-	PRP
A52264	707	52	intend	intend	VBP
A52264	707	53	the	the	DT
A52264	707	54	Logarithmes	logarithme	NNS
A52264	707	55	of	of	IN
A52264	707	56	your	-PRON-	PRP$
A52264	707	57	Table	table	NN
A52264	707	58	shall	shall	MD
A52264	707	59	consist	consist	VB
A52264	707	60	of	of	IN
A52264	707	61	places	place	NNS
A52264	707	62	;	;	:
A52264	707	63	Again	again	RB
A52264	707	64	,	,	,
A52264	707	65	this	this	DT
A52264	707	66	being	be	VBG
A52264	707	67	done	do	VBN
A52264	707	68	,	,	,
A52264	707	69	you	-PRON-	PRP
A52264	707	70	are	be	VBP
A52264	707	71	to	to	TO
A52264	707	72	finde	finde	VB
A52264	707	73	the	the	DT
A52264	707	74	Logarithme	Logarithme	NNP
A52264	707	75	of	of	IN
A52264	707	76	that	that	DT
A52264	707	77	continual	continual	JJ
A52264	707	78	mean	mean	NN
A52264	707	79	:	:	:
A52264	707	80	And	and	CC
A52264	707	81	lastly	lastly	RB
A52264	707	82	,	,	,
A52264	707	83	by	by	IN
A52264	707	84	often	often	RB
A52264	707	85	doubling	double	VBG
A52264	707	86	and	and	CC
A52264	707	87	redoubling	redoubling	NN
A52264	707	88	of	of	IN
A52264	707	89	that	that	DT
A52264	707	90	Logarithme	Logarithme	NNP
A52264	707	91	so	so	RB
A52264	707	92	found	find	VBD
A52264	707	93	(	(	-LRB-
A52264	707	94	according	accord	VBG
A52264	707	95	to	to	IN
A52264	707	96	the	the	DT
A52264	707	97	number	number	NN
A52264	707	98	of	of	IN
A52264	707	99	the	the	DT
A52264	707	100	continual	continual	JJ
A52264	707	101	meanes	meane	NNS
A52264	707	102	produced	produce	VBN
A52264	707	103	)	)	-RRB-
A52264	707	104	in	in	IN
A52264	707	105	conclusion	conclusion	NN
A52264	707	106	you	-PRON-	PRP
A52264	707	107	shall	shall	MD
A52264	707	108	fall	fall	VB
A52264	707	109	upon	upon	IN
A52264	707	110	the	the	DT
A52264	707	111	Logarithme	Logarithme	NNP
A52264	707	112	of	of	IN
A52264	707	113	the	the	DT
A52264	707	114	number	number	NN
A52264	707	115	given	give	VBN
A52264	707	116	.	.	.
A52264	708	1	Example	example	NN
A52264	708	2	.	.	.
A52264	709	1	the	the	DT
A52264	709	2	number	number	NN
A52264	709	3	2	2	CD
A52264	709	4	being	be	VBG
A52264	709	5	given	give	VBN
A52264	709	6	,	,	,
A52264	709	7	I	-PRON-	PRP
A52264	709	8	demand	demand	VBP
A52264	709	9	the	the	DT
A52264	709	10	Logarithme	Logarithme	NNP
A52264	709	11	thereof	thereof	RB
A52264	709	12	to	to	IN
A52264	709	13	seven	seven	CD
A52264	709	14	places	place	NNS
A52264	709	15	:	:	:
A52264	709	16	Here	here	RB
A52264	709	17	first	first	RB
A52264	709	18	in	in	IN
A52264	709	19	imitation	imitation	NN
A52264	709	20	of	of	IN
A52264	709	21	that	that	DT
A52264	709	22	which	which	WDT
A52264	709	23	is	be	VBZ
A52264	709	24	before	before	RB
A52264	709	25	taught	teach	VBN
A52264	709	26	in	in	IN
A52264	709	27	the	the	DT
A52264	709	28	first	first	JJ
A52264	709	29	rule	rule	NN
A52264	709	30	of	of	IN
A52264	709	31	this	this	DT
A52264	709	32	Chapter	chapter	NN
A52264	709	33	,	,	,
A52264	709	34	I	-PRON-	PRP
A52264	709	35	produce	produce	VBP
A52264	709	36	so	so	RB
A52264	709	37	many	many	JJ
A52264	709	38	continual	continual	JJ
A52264	709	39	meanes	meane	NNS
A52264	709	40	between	between	IN
A52264	709	41	2	2	CD
A52264	709	42	and	and	CC
A52264	709	43	1	1	CD
A52264	709	44	,	,	,
A52264	709	45	till	till	IN
A52264	709	46	that	that	DT
A52264	709	47	which	which	WDT
A52264	709	48	cometh	cometh	JJ
A52264	709	49	nearest	near	JJS
A52264	709	50	1	1	CD
A52264	709	51	hath	hath	NN
A52264	709	52	seven	seven	CD
A52264	709	53	ciphers	cipher	NNS
A52264	709	54	before	before	IN
A52264	709	55	the	the	DT
A52264	709	56	significant	significant	JJ
A52264	709	57	figures	figure	NNS
A52264	709	58	of	of	IN
A52264	709	59	the	the	DT
A52264	709	60	numerator	numerator	NN
A52264	709	61	,	,	,
A52264	709	62	which	which	WDT
A52264	709	63	after	after	IN
A52264	709	64	three	three	CD
A52264	709	65	and	and	CC
A52264	709	66	twenty	twenty	CD
A52264	709	67	continued	continue	VBN
A52264	709	68	extractions	extraction	NNS
A52264	709	69	,	,	,
A52264	709	70	I	-PRON-	PRP
A52264	709	71	finde	finde	VBP
A52264	709	72	to	to	TO
A52264	709	73	be	be	VB
A52264	709	74	1.00000008262958	1.00000008262958	CD
A52264	709	75	This	this	DT
A52264	709	76	continual	continual	JJ
A52264	709	77	mean	mean	NN
A52264	709	78	being	be	VBG
A52264	709	79	thus	thus	RB
A52264	709	80	found	find	VBN
A52264	709	81	(	(	-LRB-
A52264	709	82	by	by	IN
A52264	709	83	the	the	DT
A52264	709	84	direction	direction	NN
A52264	709	85	of	of	IN
A52264	709	86	the	the	DT
A52264	709	87	last	last	JJ
A52264	709	88	rule	rule	NN
A52264	709	89	aforegoing	aforegoe	VBG
A52264	709	90	)	)	-RRB-
A52264	709	91	I	-PRON-	PRP
A52264	709	92	finde	finde	VBP
A52264	709	93	the	the	DT
A52264	709	94	Logarithme	Logarithme	NNP
A52264	709	95	thereof	thereof	RB
A52264	709	96	to	to	TO
A52264	709	97	be	be	VB
A52264	709	98	0.000000035885571	0.000000035885571	CD
A52264	709	99	.	.	.
A52264	710	1	for	for	IN
A52264	710	2	,	,	,
A52264	710	3	As	as	IN
A52264	710	4	6862238	6862238	CD
A52264	710	5	,	,	,
A52264	710	6	is	be	VBZ
A52264	710	7	to	to	TO
A52264	710	8	29802322	29802322	CD
A52264	710	9	:	:	:
A52264	710	10	So	so	CC
A52264	710	11	8262958	8262958	CD
A52264	710	12	,	,	,
A52264	710	13	is	be	VBZ
A52264	710	14	to	to	IN
A52264	710	15	35885571	35885571	CD
A52264	710	16	.	.	.
A52264	711	1	This	this	DT
A52264	711	2	Logarithme	Logarithme	NNP
A52264	711	3	being	be	VBG
A52264	711	4	doubled	double	VBD
A52264	711	5	will	will	MD
A52264	711	6	produce	produce	VB
A52264	711	7	the	the	DT
A52264	711	8	Logarithme	Logarithme	NNP
A52264	711	9	of	of	IN
A52264	711	10	the	the	DT
A52264	711	11	continual	continual	JJ
A52264	711	12	mean	mean	NN
A52264	711	13	next	next	RB
A52264	711	14	above	above	IN
A52264	711	15	1.00000008262958	1.00000008262958	CD
A52264	711	16	,	,	,
A52264	711	17	and	and	CC
A52264	711	18	so	so	RB
A52264	711	19	by	by	IN
A52264	711	20	doubling	double	VBG
A52264	711	21	successively	successively	RB
A52264	711	22	the	the	DT
A52264	711	23	Logarithme	Logarithme	NNP
A52264	711	24	of	of	IN
A52264	711	25	each	each	DT
A52264	711	26	continual	continual	JJ
A52264	711	27	mean	mean	NN
A52264	711	28	one	one	CD
A52264	711	29	after	after	IN
A52264	711	30	another	another	DT
A52264	711	31	,	,	,
A52264	711	32	according	accord	VBG
A52264	711	33	to	to	IN
A52264	711	34	the	the	DT
A52264	711	35	number	number	NN
A52264	711	36	of	of	IN
A52264	711	37	the	the	DT
A52264	711	38	extractions	extraction	NNS
A52264	711	39	(	(	-LRB-
A52264	711	40	viz	viz	NN
A52264	711	41	.	.	.
A52264	712	1	three	three	CD
A52264	712	2	and	and	CC
A52264	712	3	twenty	twenty	CD
A52264	712	4	times	time	NNS
A52264	712	5	in	in	IN
A52264	712	6	all	all	DT
A52264	712	7	)	)	-RRB-
A52264	712	8	at	at	IN
A52264	712	9	last	last	RB
A52264	712	10	you	-PRON-	PRP
A52264	712	11	shall	shall	MD
A52264	712	12	happen	happen	VB
A52264	712	13	upon	upon	IN
A52264	712	14	the	the	DT
A52264	712	15	Logarithme	Logarithme	NNP
A52264	712	16	0.301029987975168	0.301029987975168	CD
A52264	712	17	,	,	,
A52264	712	18	which	which	WDT
A52264	712	19	is	be	VBZ
A52264	712	20	the	the	DT
A52264	712	21	Logarithme	Logarithme	NNP
A52264	712	22	of	of	IN
A52264	712	23	2	2	CD
A52264	712	24	the	the	DT
A52264	712	25	number	number	NN
A52264	712	26	propounded	propound	VBN
A52264	712	27	:	:	:
A52264	712	28	The	the	DT
A52264	712	29	whole	whole	JJ
A52264	712	30	frame	frame	NN
A52264	712	31	of	of	IN
A52264	712	32	the	the	DT
A52264	712	33	work	work	NN
A52264	712	34	is	be	VBZ
A52264	712	35	plainly	plainly	RB
A52264	712	36	set	set	VBN
A52264	712	37	down	down	RP
A52264	712	38	in	in	IN
A52264	712	39	the	the	DT
A52264	712	40	table	table	NN
A52264	712	41	following	follow	VBG
A52264	712	42	;	;	:
A52264	712	43	for	for	IN
A52264	712	44	in	in	IN
A52264	712	45	the	the	DT
A52264	712	46	first	first	JJ
A52264	712	47	column	column	NN
A52264	712	48	thereof	thereof	IN
A52264	712	49	you	-PRON-	PRP
A52264	712	50	have	have	VBP
A52264	712	51	23	23	CD
A52264	712	52	continual	continual	JJ
A52264	712	53	meanes	meane	NNS
A52264	712	54	betwixt	betwixt	NNP
A52264	712	55	2	2	CD
A52264	712	56	and	and	CC
A52264	712	57	1	1	CD
A52264	712	58	,	,	,
A52264	712	59	and	and	CC
A52264	712	60	in	in	IN
A52264	712	61	the	the	DT
A52264	712	62	other	other	JJ
A52264	712	63	column	column	NN
A52264	712	64	their	-PRON-	PRP$
A52264	712	65	respective	respective	JJ
A52264	712	66	Logarithmes	logarithme	NNS
A52264	712	67	,	,	,
A52264	712	68	found	find	VBN
A52264	712	69	by	by	IN
A52264	712	70	a	a	DT
A52264	712	71	continual	continual	JJ
A52264	712	72	doubling	doubling	NN
A52264	712	73	and	and	CC
A52264	712	74	redoubling	redoubling	NN
A52264	712	75	of	of	IN
A52264	712	76	0.000000035885571	0.000000035885571	CD
A52264	712	77	,	,	,
A52264	712	78	the	the	DT
A52264	712	79	Logarithme	Logarithme	NNP
A52264	712	80	of	of	IN
A52264	712	81	the	the	DT
A52264	712	82	last	last	JJ
A52264	712	83	continual	continual	JJ
A52264	712	84	mean	mean	NN
A52264	712	85	in	in	IN
A52264	712	86	the	the	DT
A52264	712	87	table	table	NN
A52264	712	88	.	.	.
A52264	713	1	2.0000	2.0000	CD
A52264	713	2	,	,	,
A52264	713	3	&	&	CC
A52264	713	4	c.	c.	NNP
A52264	713	5	0	0	CD
A52264	713	6	301029987975168	301029987975168	CD
A52264	713	7	1.41421356237309	1.41421356237309	CD
A52264	713	8	0.150514993987584	0.150514993987584	CD
A52264	713	9	1.18920711500272	1.18920711500272	CD
A52264	713	10	0.075257496993792	0.075257496993792	CD
A52264	713	11	1.19050713266525	1.19050713266525	CD
A52264	713	12	0.037628748496896	0.037628748496896	CD
A52264	713	13	1.04427378243220	1.04427378243220	CD
A52264	713	14	0.018814374248448	0.018814374248448	CD
A52264	713	15	1.02189714865645	1.02189714865645	CD
A52264	713	16	0	0	CD
A52264	713	17	009407187124224	009407187124224	CD
A52264	713	18	1.01088928605285	1.01088928605285	CD
A52264	713	19	0.004703593562112	0.004703593562112	CD
A52264	713	20	1.00542990111387	1.00542990111387	CD
A52264	713	21	0.002351796781056	0.002351796781056	CD
A52264	713	22	1.00271127505073	1.00271127505073	CD
A52264	713	23	0.001175898390528	0.001175898390528	CD
A52264	713	24	1.00135471989237	1.00135471989237	CD
A52264	713	25	0.000587949195264	0.000587949195264	CD
A52264	713	26	1.00067713069319	1.00067713069319	CD
A52264	713	27	0.000293974597632	0.000293974597632	CD
A52264	713	28	1.00033850805274	1.00033850805274	CD
A52264	713	29	0.000146987298816	0.000146987298816	CD
A52264	713	30	1.00016923970533	1.00016923970533	CD
A52264	713	31	0.000073493649408	0.000073493649408	CD
A52264	713	32	1.00008461627271	1.00008461627271	CD
A52264	713	33	0.000036746824704	0.000036746824704	CD
A52264	713	34	1.00004230724140	1.00004230724140	CD
A52264	713	35	0.000018373412352	0.000018373412352	CD
A52264	713	36	1.00002115339696	1.00002115339696	CD
A52264	713	37	0.000009186706176	0.000009186706176	CD
A52264	713	38	1.00001057664255	1.00001057664255	CD
A52264	713	39	0.000004593353088	0.000004593353088	CD
A52264	713	40	1.00000528830729	1.00000528830729	CD
A52264	713	41	0.000002296676544	0.000002296676544	CD
A52264	713	42	1.00000264415015	1.00000264415015	CD
A52264	713	43	0.000001148338272	0.000001148338272	CD
A52264	713	44	1.00000132207420	1.00000132207420	CD
A52264	713	45	0.000000574169136	0.000000574169136	CD
A52264	713	46	1.00000066103688	1.00000066103688	CD
A52264	713	47	0.000000287084568	0.000000287084568	CD
A52264	713	48	1.00000033051838	1.00000033051838	CD
A52264	713	49	0.000000143542284	0.000000143542284	CD
A52264	713	50	1.00000016525917	1.00000016525917	CD
A52264	713	51	0.000000071771142	0.000000071771142	CD
A52264	713	52	1.00000008262958	1.00000008262958	CD
A52264	713	53	0.000000035885571	0.000000035885571	CD
A52264	713	54	But	but	CC
A52264	713	55	now	now	RB
A52264	713	56	because	because	IN
A52264	713	57	the	the	DT
A52264	713	58	Logarithme	Logarithme	NNP
A52264	713	59	of	of	IN
A52264	713	60	the	the	DT
A52264	713	61	number	number	NN
A52264	713	62	propounded	propound	VBN
A52264	713	63	was	be	VBD
A52264	713	64	to	to	IN
A52264	713	65	con	con	XX
A52264	713	66	●	●	NFP
A52264	713	67	ist	ist	NN
A52264	713	68	onely	onely	RB
A52264	713	69	of	of	IN
A52264	713	70	seven	seven	CD
A52264	713	71	places	place	NNS
A52264	713	72	;	;	:
A52264	713	73	therefore	therefore	RB
A52264	713	74	of	of	IN
A52264	713	75	the	the	DT
A52264	713	76	Logarithme	Logarithme	NNP
A52264	713	77	so	so	RB
A52264	713	78	found	find	VBD
A52264	713	79	I	-PRON-	PRP
A52264	713	80	take	take	VBP
A52264	713	81	onely	onely	RB
A52264	713	82	the	the	DT
A52264	713	83	first	first	JJ
A52264	713	84	seven	seven	CD
A52264	713	85	figures	figure	NNS
A52264	713	86	rejecting	reject	VBG
A52264	713	87	the	the	DT
A52264	713	88	rest	rest	NN
A52264	713	89	as	as	IN
A52264	713	90	superfluous	superfluous	JJ
A52264	713	91	,	,	,
A52264	713	92	and	and	CC
A52264	713	93	then	then	RB
A52264	713	94	at	at	IN
A52264	713	95	the	the	DT
A52264	713	96	last	last	JJ
A52264	713	97	the	the	DT
A52264	713	98	proper	proper	JJ
A52264	713	99	Logarithme	Logarithme	NNP
A52264	713	100	of	of	IN
A52264	713	101	2	2	CD
A52264	713	102	,	,	,
A52264	713	103	the	the	DT
A52264	713	104	number	number	NN
A52264	713	105	given	give	VBN
A52264	713	106	will	will	MD
A52264	713	107	be	be	VB
A52264	713	108	found	find	VBN
A52264	713	109	to	to	TO
A52264	713	110	be	be	VB
A52264	713	111	0.301029	0.301029	CD
A52264	713	112	,	,	,
A52264	713	113	and	and	CC
A52264	713	114	because	because	IN
A52264	713	115	the	the	DT
A52264	713	116	eighth	eighth	JJ
A52264	713	117	figure	figure	NN
A52264	713	118	being	be	VBG
A52264	713	119	9	9	CD
A52264	713	120	,	,	,
A52264	713	121	doth	doth	JJ
A52264	713	122	almost	almost	RB
A52264	713	123	carry	carry	VBP
A52264	713	124	the	the	DT
A52264	713	125	value	value	NN
A52264	713	126	of	of	IN
A52264	713	127	an	an	DT
A52264	713	128	unit	unit	NN
A52264	713	129	to	to	IN
A52264	713	130	the	the	DT
A52264	713	131	same	same	JJ
A52264	713	132	seventh	seventh	JJ
A52264	713	133	figure	figure	NN
A52264	713	134	,	,	,
A52264	713	135	I	-PRON-	PRP
A52264	713	136	adde	adde	VBP
A52264	713	137	one	one	CD
A52264	713	138	thereto	thereto	NN
A52264	713	139	,	,	,
A52264	713	140	and	and	CC
A52264	713	141	then	then	RB
A52264	713	142	the	the	DT
A52264	713	143	precise	precise	JJ
A52264	713	144	Logarithme	Logarithme	NNP
A52264	713	145	of	of	IN
A52264	713	146	2	2	CD
A52264	713	147	will	will	MD
A52264	713	148	be	be	VB
A52264	713	149	0.301030	0.301030	CD
A52264	713	150	.	.	.
A52264	714	1	And	and	CC
A52264	714	2	thus	thus	RB
A52264	714	3	as	as	IN
A52264	714	4	the	the	DT
A52264	714	5	Logarithme	Logarithme	NNP
A52264	714	6	of	of	IN
A52264	714	7	2	2	CD
A52264	714	8	is	be	VBZ
A52264	714	9	made	make	VBN
A52264	714	10	,	,	,
A52264	714	11	so	so	RB
A52264	714	12	may	may	MD
A52264	714	13	you	-PRON-	PRP
A52264	714	14	likewise	likewise	RB
A52264	714	15	make	make	VB
A52264	714	16	the	the	DT
A52264	714	17	Logarithme	Logarithme	NNP
A52264	714	18	of	of	IN
A52264	714	19	any	any	DT
A52264	714	20	other	other	JJ
A52264	714	21	number	number	NN
A52264	714	22	whatsoever	whatsoever	RB
A52264	714	23	:	:	:
A52264	714	24	Howbeit	howbeit	UH
A52264	714	25	,	,	,
A52264	714	26	the	the	DT
A52264	714	27	Logarithmes	logarithme	NNS
A52264	714	28	of	of	IN
A52264	714	29	some	some	DT
A52264	714	30	few	few	JJ
A52264	714	31	of	of	IN
A52264	714	32	the	the	DT
A52264	714	33	prime	prime	JJ
A52264	714	34	numbers	number	NNS
A52264	714	35	being	be	VBG
A52264	714	36	thus	thus	RB
A52264	714	37	discovered	discover	VBN
A52264	714	38	,	,	,
A52264	714	39	the	the	DT
A52264	714	40	Logarithmes	logarithme	NNS
A52264	714	41	of	of	IN
A52264	714	42	many	many	JJ
A52264	714	43	other	other	JJ
A52264	714	44	derivative	derivative	JJ
A52264	714	45	numbers	number	NNS
A52264	714	46	may	may	MD
A52264	714	47	be	be	VB
A52264	714	48	found	find	VBN
A52264	714	49	out	out	RP
A52264	714	50	afterwards	afterwards	RB
A52264	714	51	without	without	IN
A52264	714	52	the	the	DT
A52264	714	53	trouble	trouble	NN
A52264	714	54	of	of	IN
A52264	714	55	so	so	RB
A52264	714	56	many	many	JJ
A52264	714	57	continued	continue	VBN
A52264	714	58	extractions	extraction	NNS
A52264	714	59	of	of	IN
A52264	714	60	the	the	DT
A52264	714	61	square	square	JJ
A52264	714	62	root	root	NN
A52264	714	63	,	,	,
A52264	714	64	as	as	IN
A52264	714	65	shall	shall	MD
A52264	714	66	appear	appear	VB
A52264	714	67	by	by	IN
A52264	714	68	that	that	DT
A52264	714	69	which	which	WDT
A52264	714	70	followes	follow	VBZ
A52264	714	71	.	.	.
A52264	715	1	6	6	CD
A52264	715	2	.	.	.
A52264	716	1	§	§	ADD
A52264	716	2	.	.	.
A52264	717	1	When	when	WRB
A52264	717	2	of	of	IN
A52264	717	3	four	four	CD
A52264	717	4	numbers	number	NNS
A52264	717	5	given	give	VBN
A52264	717	6	,	,	,
A52264	717	7	the	the	DT
A52264	717	8	second	second	JJ
A52264	717	9	exceeds	exceed	VBZ
A52264	717	10	the	the	DT
A52264	717	11	first	first	JJ
A52264	717	12	as	as	RB
A52264	717	13	much	much	RB
A52264	717	14	as	as	IN
A52264	717	15	the	the	DT
A52264	717	16	fourth	fourth	JJ
A52264	717	17	exceeds	exceed	VBZ
A52264	717	18	the	the	DT
A52264	717	19	third	third	JJ
A52264	717	20	;	;	:
A52264	717	21	the	the	DT
A52264	717	22	summe	summe	NN
A52264	717	23	of	of	IN
A52264	717	24	the	the	DT
A52264	717	25	first	first	JJ
A52264	717	26	and	and	CC
A52264	717	27	fourth	fourth	JJ
A52264	717	28	is	be	VBZ
A52264	717	29	equal	equal	JJ
A52264	717	30	to	to	IN
A52264	717	31	the	the	DT
A52264	717	32	summe	summe	NN
A52264	717	33	of	of	IN
A52264	717	34	the	the	DT
A52264	717	35	second	second	JJ
A52264	717	36	and	and	CC
A52264	717	37	third	third	JJ
A52264	717	38	;	;	:
A52264	717	39	and	and	CC
A52264	717	40	contrarily	contrarily	RB
A52264	717	41	.	.	.
A52264	718	1	As	as	IN
A52264	718	2	8	8	CD
A52264	718	3	,	,	,
A52264	718	4	5	5	CD
A52264	718	5	:	:	SYM
A52264	718	6	6	6	CD
A52264	718	7	,	,	,
A52264	718	8	3	3	CD
A52264	718	9	.	.	.
A52264	718	10	here	here	RB
A52264	718	11	8	8	CD
A52264	718	12	exceeds	exceed	VBZ
A52264	718	13	5	5	CD
A52264	718	14	,	,	,
A52264	718	15	as	as	RB
A52264	718	16	much	much	JJ
A52264	718	17	as	as	IN
A52264	718	18	6	6	CD
A52264	718	19	exceeds	exceed	VBZ
A52264	718	20	3	3	CD
A52264	718	21	:	:	:
A52264	718	22	therefore	therefore	RB
A52264	718	23	the	the	DT
A52264	718	24	summe	summe	NN
A52264	718	25	of	of	IN
A52264	718	26	the	the	DT
A52264	718	27	first	first	JJ
A52264	718	28	and	and	CC
A52264	718	29	fourth	fourth	JJ
A52264	718	30	,	,	,
A52264	718	31	namely	namely	RB
A52264	718	32	,	,	,
A52264	718	33	of	of	IN
A52264	718	34	8	8	CD
A52264	718	35	and	and	CC
A52264	718	36	3	3	CD
A52264	718	37	is	be	VBZ
A52264	718	38	equall	equall	JJ
A52264	718	39	to	to	IN
A52264	718	40	the	the	DT
A52264	718	41	summe	summe	NN
A52264	718	42	of	of	IN
A52264	718	43	the	the	DT
A52264	718	44	second	second	JJ
A52264	718	45	and	and	CC
A52264	718	46	third	third	JJ
A52264	718	47	;	;	:
A52264	718	48	namely	namely	RB
A52264	718	49	of	of	IN
A52264	718	50	5	5	CD
A52264	718	51	and	and	CC
A52264	718	52	6	6	CD
A52264	718	53	:	:	:
A52264	718	54	from	from	IN
A52264	718	55	whence	whence	NN
A52264	718	56	necessarily	necessarily	RB
A52264	718	57	followes	followes	VBP
A52264	718	58	this	this	DT
A52264	718	59	Corollary	Corollary	NNP
A52264	718	60	;	;	:
A52264	718	61	When	when	WRB
A52264	718	62	four	four	CD
A52264	718	63	numbers	number	NNS
A52264	718	64	are	be	VBP
A52264	718	65	proportionall	proportionall	JJ
A52264	718	66	,	,	,
A52264	718	67	the	the	DT
A52264	718	68	summe	summe	NN
A52264	718	69	of	of	IN
A52264	718	70	the	the	DT
A52264	718	71	Logarithmes	logarithme	NNS
A52264	718	72	of	of	IN
A52264	718	73	the	the	DT
A52264	718	74	mean	mean	JJ
A52264	718	75	numbers	number	NNS
A52264	718	76	is	be	VBZ
A52264	718	77	equal	equal	JJ
A52264	718	78	to	to	IN
A52264	718	79	the	the	DT
A52264	718	80	summe	summe	NN
A52264	718	81	of	of	IN
A52264	718	82	the	the	DT
A52264	718	83	Logarithmes	logarithme	NNS
A52264	718	84	of	of	IN
A52264	718	85	the	the	DT
A52264	718	86	extreams	extream	NNS
A52264	718	87	.	.	.
A52264	719	1	Example	example	NN
A52264	719	2	.	.	.
A52264	720	1	Let	let	VB
A52264	720	2	the	the	DT
A52264	720	3	four	four	CD
A52264	720	4	proportional	proportional	JJ
A52264	720	5	numbers	number	NNS
A52264	720	6	be	be	VB
A52264	720	7	those	those	DT
A52264	720	8	exprest	expr	JJS
A52264	720	9	in	in	IN
A52264	720	10	the	the	DT
A52264	720	11	first	first	JJ
A52264	720	12	column	column	NN
A52264	720	13	of	of	IN
A52264	720	14	the	the	DT
A52264	720	15	first	first	JJ
A52264	720	16	Table	table	NN
A52264	720	17	in	in	IN
A52264	720	18	this	this	DT
A52264	720	19	Chapter	chapter	NN
A52264	720	20	,	,	,
A52264	720	21	viz	viz	NN
A52264	720	22	.	.	.
A52264	721	1	4	4	CD
A52264	721	2	,	,	,
A52264	721	3	16	16	CD
A52264	721	4	,	,	,
A52264	721	5	32	32	CD
A52264	721	6	,	,	,
A52264	721	7	128	128	CD
A52264	721	8	,	,	,
A52264	721	9	in	in	IN
A52264	721	10	which	which	WDT
A52264	721	11	Table	table	NN
A52264	721	12	the	the	DT
A52264	721	13	Logarithme	Logarithme	NNP
A52264	721	14	of	of	IN
A52264	721	15	4	4	CD
A52264	721	16	under	under	IN
A52264	721	17	the	the	DT
A52264	721	18	letter	letter	NN
A52264	721	19	A	a	NN
A52264	721	20	is	be	VBZ
A52264	721	21	3	3	CD
A52264	721	22	,	,	,
A52264	721	23	the	the	DT
A52264	721	24	Logarithme	Logarithme	NNP
A52264	721	25	of	of	IN
A52264	721	26	16	16	CD
A52264	721	27	,	,	,
A52264	721	28	5	5	CD
A52264	721	29	,	,	,
A52264	721	30	the	the	DT
A52264	721	31	Logarithme	Logarithme	NNP
A52264	721	32	of	of	IN
A52264	721	33	32	32	CD
A52264	721	34	,	,	,
A52264	721	35	6	6	CD
A52264	721	36	;	;	:
A52264	721	37	and	and	CC
A52264	721	38	the	the	DT
A52264	721	39	Logarithme	Logarithme	NNP
A52264	721	40	of	of	IN
A52264	721	41	128	128	CD
A52264	721	42	is	be	VBZ
A52264	721	43	8	8	CD
A52264	721	44	.	.	.
A52264	722	1	Now	now	RB
A52264	722	2	as	as	IN
A52264	722	3	the	the	DT
A52264	722	4	summe	summe	NN
A52264	722	5	of	of	IN
A52264	722	6	5	5	CD
A52264	722	7	and	and	CC
A52264	722	8	6	6	CD
A52264	722	9	,	,	,
A52264	722	10	the	the	DT
A52264	722	11	Logarithmes	logarithme	NNS
A52264	722	12	of	of	IN
A52264	722	13	the	the	DT
A52264	722	14	mean	mean	JJ
A52264	722	15	numbers	number	NNS
A52264	722	16	do	do	VBP
A52264	722	17	make	make	VB
A52264	722	18	11	11	CD
A52264	722	19	,	,	,
A52264	722	20	so	so	CC
A52264	722	21	the	the	DT
A52264	722	22	summe	summe	NN
A52264	722	23	of	of	IN
A52264	722	24	3	3	CD
A52264	722	25	and	and	CC
A52264	722	26	8	8	CD
A52264	722	27	,	,	,
A52264	722	28	the	the	DT
A52264	722	29	Logarithmes	logarithme	NNS
A52264	722	30	of	of	IN
A52264	722	31	the	the	DT
A52264	722	32	extreames	extreame	NNS
A52264	722	33	,	,	,
A52264	722	34	do	do	VBP
A52264	722	35	make	make	VB
A52264	722	36	11	11	CD
A52264	722	37	also	also	RB
A52264	722	38	.	.	.
A52264	723	1	7	7	LS
A52264	723	2	.	.	.
A52264	724	1	§	§	ADD
A52264	724	2	.	.	.
A52264	725	1	When	when	WRB
A52264	725	2	four	four	CD
A52264	725	3	numbers	number	NNS
A52264	725	4	be	be	VB
A52264	725	5	proportional	proportional	JJ
A52264	725	6	,	,	,
A52264	725	7	the	the	DT
A52264	725	8	Logarithme	Logarithme	NNP
A52264	725	9	of	of	IN
A52264	725	10	the	the	DT
A52264	725	11	first	first	JJ
A52264	725	12	substracted	substracte	VBN
A52264	725	13	from	from	IN
A52264	725	14	the	the	DT
A52264	725	15	summe	summe	NN
A52264	725	16	of	of	IN
A52264	725	17	the	the	DT
A52264	725	18	Logarithmes	logarithme	NNS
A52264	725	19	of	of	IN
A52264	725	20	the	the	DT
A52264	725	21	second	second	JJ
A52264	725	22	and	and	CC
A52264	725	23	third	third	JJ
A52264	725	24	,	,	,
A52264	725	25	leaveth	leaveth	VB
A52264	725	26	the	the	DT
A52264	725	27	Logarithme	Logarithme	NNP
A52264	725	28	of	of	IN
A52264	725	29	the	the	DT
A52264	725	30	fourth	fourth	JJ
A52264	725	31	.	.	.
A52264	726	1	Example	example	NN
A52264	726	2	.	.	.
A52264	727	1	Let	let	VB
A52264	727	2	the	the	DT
A52264	727	3	proportion	proportion	NN
A52264	727	4	be	be	VB
A52264	727	5	,	,	,
A52264	727	6	as	as	IN
A52264	727	7	128	128	CD
A52264	727	8	,	,	,
A52264	727	9	to	to	IN
A52264	727	10	32	32	CD
A52264	727	11	;	;	:
A52264	727	12	so	so	RB
A52264	727	13	is	be	VBZ
A52264	727	14	16	16	CD
A52264	727	15	,	,	,
A52264	727	16	to	to	IN
A52264	727	17	a	a	DT
A52264	727	18	fourth	fourth	JJ
A52264	727	19	number	number	NN
A52264	727	20	:	:	:
A52264	727	21	here	here	RB
A52264	727	22	adding	add	VBG
A52264	727	23	5	5	CD
A52264	727	24	and	and	CC
A52264	727	25	6	6	CD
A52264	727	26	,	,	,
A52264	727	27	the	the	DT
A52264	727	28	Logarithmes	logarithme	NNS
A52264	727	29	of	of	IN
A52264	727	30	the	the	DT
A52264	727	31	second	second	JJ
A52264	727	32	and	and	CC
A52264	727	33	third	third	JJ
A52264	727	34	,	,	,
A52264	727	35	the	the	DT
A52264	727	36	sum	sum	NN
A52264	727	37	is	be	VBZ
A52264	727	38	11	11	CD
A52264	727	39	,	,	,
A52264	727	40	from	from	IN
A52264	727	41	which	which	WDT
A52264	727	42	substracting	substracte	VBG
A52264	727	43	8	8	CD
A52264	727	44	,	,	,
A52264	727	45	the	the	DT
A52264	727	46	Logarithme	Logarithme	NNP
A52264	727	47	of	of	IN
A52264	727	48	128	128	CD
A52264	727	49	,	,	,
A52264	727	50	the	the	DT
A52264	727	51	first	first	JJ
A52264	727	52	proportional	proportional	NN
A52264	727	53	,	,	,
A52264	727	54	the	the	DT
A52264	727	55	remainer	remainer	NN
A52264	727	56	is	be	VBZ
A52264	727	57	3	3	CD
A52264	727	58	,	,	,
A52264	727	59	the	the	DT
A52264	727	60	Logarithm	Logarithm	NNP
A52264	727	61	of	of	IN
A52264	727	62	4	4	CD
A52264	727	63	,	,	,
A52264	727	64	the	the	DT
A52264	727	65	fourth	fourth	JJ
A52264	727	66	proportional	proportional	NN
A52264	727	67	.	.	.
A52264	728	1	8	8	LS
A52264	728	2	.	.	.
A52264	729	1	§	§	ADD
A52264	729	2	.	.	.
A52264	730	1	If	if	IN
A52264	730	2	instead	instead	RB
A52264	730	3	of	of	IN
A52264	730	4	substracting	substracte	VBG
A52264	730	5	the	the	DT
A52264	730	6	aforesaid	aforesaid	JJ
A52264	730	7	Logarithme	Logarithme	NNP
A52264	730	8	of	of	IN
A52264	730	9	the	the	DT
A52264	730	10	first	first	JJ
A52264	730	11	,	,	,
A52264	730	12	we	-PRON-	PRP
A52264	730	13	adde	adde	VBP
A52264	730	14	his	-PRON-	PRP$
A52264	730	15	complement	complement	NN
A52264	730	16	arithmetical	arithmetical	JJ
A52264	730	17	to	to	IN
A52264	730	18	any	any	DT
A52264	730	19	number	number	NN
A52264	730	20	,	,	,
A52264	730	21	the	the	DT
A52264	730	22	totall	totall	NN
A52264	730	23	abating	abate	VBG
A52264	730	24	that	that	DT
A52264	730	25	number	number	NN
A52264	730	26	,	,	,
A52264	730	27	is	be	VBZ
A52264	730	28	as	as	RB
A52264	730	29	much	much	JJ
A52264	730	30	as	as	IN
A52264	730	31	the	the	DT
A52264	730	32	remainer	remainer	NN
A52264	730	33	would	would	MD
A52264	730	34	have	have	VB
A52264	730	35	been	be	VBN
A52264	730	36	.	.	.
A52264	731	1	The	the	DT
A52264	731	2	complement	complement	JJ
A52264	731	3	arithmetical	arithmetical	JJ
A52264	731	4	of	of	IN
A52264	731	5	one	one	CD
A52264	731	6	number	number	NN
A52264	731	7	to	to	IN
A52264	731	8	another	another	DT
A52264	731	9	,	,	,
A52264	731	10	(	(	-LRB-
A52264	731	11	as	as	RB
A52264	731	12	here	here	RB
A52264	731	13	we	-PRON-	PRP
A52264	731	14	take	take	VBP
A52264	731	15	it	-PRON-	PRP
A52264	731	16	)	)	-RRB-
A52264	731	17	is	be	VBZ
A52264	731	18	that	that	DT
A52264	731	19	,	,	,
A52264	731	20	which	which	WDT
A52264	731	21	makes	make	VBZ
A52264	731	22	that	that	DT
A52264	731	23	first	first	JJ
A52264	731	24	number	number	NN
A52264	731	25	equall	equall	NN
A52264	731	26	to	to	IN
A52264	731	27	the	the	DT
A52264	731	28	other	other	JJ
A52264	731	29	;	;	:
A52264	731	30	thus	thus	RB
A52264	731	31	the	the	DT
A52264	731	32	complement	complement	JJ
A52264	731	33	arithmetical	arithmetical	JJ
A52264	731	34	of	of	IN
A52264	731	35	8	8	CD
A52264	731	36	to	to	TO
A52264	731	37	10	10	CD
A52264	731	38	is	be	VBZ
A52264	731	39	2	2	CD
A52264	731	40	,	,	,
A52264	731	41	because	because	IN
A52264	731	42	8	8	CD
A52264	731	43	and	and	CC
A52264	731	44	2	2	CD
A52264	731	45	are	be	VBP
A52264	731	46	10	10	CD
A52264	731	47	.	.	.
A52264	732	1	Now	now	RB
A52264	732	2	then	then	RB
A52264	732	3	whereas	whereas	IN
A52264	732	4	in	in	IN
A52264	732	5	the	the	DT
A52264	732	6	example	example	NN
A52264	732	7	of	of	IN
A52264	732	8	the	the	DT
A52264	732	9	last	last	JJ
A52264	732	10	Proposition	proposition	NN
A52264	732	11	,	,	,
A52264	732	12	substracting	substracte	VBG
A52264	732	13	8	8	CD
A52264	732	14	from	from	IN
A52264	732	15	11	11	CD
A52264	732	16	,	,	,
A52264	732	17	there	there	EX
A52264	732	18	remained	remain	VBD
A52264	732	19	3	3	CD
A52264	732	20	,	,	,
A52264	732	21	if	if	IN
A52264	732	22	instead	instead	RB
A52264	732	23	of	of	IN
A52264	732	24	substracting	substracte	VBG
A52264	732	25	8	8	CD
A52264	732	26	,	,	,
A52264	732	27	we	-PRON-	PRP
A52264	732	28	adde	adde	VBP
A52264	732	29	his	-PRON-	PRP$
A52264	732	30	complement	complement	NN
A52264	732	31	arithmeticall	arithmeticall	NN
A52264	732	32	to	to	IN
A52264	732	33	10	10	CD
A52264	732	34	,	,	,
A52264	732	35	which	which	WDT
A52264	732	36	is	be	VBZ
A52264	732	37	2	2	CD
A52264	732	38	,	,	,
A52264	732	39	the	the	DT
A52264	732	40	totall	totall	NN
A52264	732	41	is	be	VBZ
A52264	732	42	13	13	CD
A52264	732	43	,	,	,
A52264	732	44	from	from	IN
A52264	732	45	which	which	WDT
A52264	732	46	abating	abate	VBG
A52264	732	47	10	10	CD
A52264	732	48	,	,	,
A52264	732	49	there	there	EX
A52264	732	50	remains	remain	VBZ
A52264	732	51	3	3	CD
A52264	732	52	,	,	,
A52264	732	53	as	as	IN
A52264	732	54	before	before	RB
A52264	732	55	:	:	:
A52264	732	56	both	both	PDT
A52264	732	57	the	the	DT
A52264	732	58	operations	operation	NNS
A52264	732	59	stand	stand	VBP
A52264	732	60	thus	thus	RB
A52264	732	61	:	:	:
A52264	732	62	As	as	IN
A52264	732	63	128	128	CD
A52264	732	64	,	,	,
A52264	732	65	is	be	VBZ
A52264	732	66	to	to	TO
A52264	732	67	32	32	CD
A52264	732	68	:	:	:
A52264	732	69	So	so	RB
A52264	732	70	is	be	VBZ
A52264	732	71	16	16	CD
A52264	732	72	,	,	,
A52264	732	73	Logar	Logar	NNP
A52264	732	74	8	8	CD
A52264	732	75	compl	compl	NN
A52264	732	76	.	.	.
A52264	733	1	arithmetical	arithmetical	NNP
A52264	733	2	2	2	CD
A52264	733	3	6	6	CD
A52264	733	4	  	  	_SP
A52264	733	5	6	6	CD
A52264	733	6	5	5	CD
A52264	733	7	  	  	_SP
A52264	733	8	5	5	CD
A52264	733	9	The	the	DT
A52264	733	10	aggreg	aggreg	NNS
A52264	733	11	.	.	.
A52264	734	1	of	of	IN
A52264	734	2	1.2	1.2	CD
A52264	734	3	.	.	.
A52264	735	1	11	11	CD
A52264	735	2	Their	-PRON-	PRP$
A52264	735	3	aggregate	aggregate	NN
A52264	735	4	is	be	VBZ
A52264	735	5	13	13	CD
A52264	735	6	To	to	TO
A52264	735	7	4	4	CD
A52264	735	8	,	,	,
A52264	735	9	  	  	_SP
A52264	735	10	3	3	CD
A52264	735	11	    	    	_SP
A52264	735	12	from	from	IN
A52264	735	13	which	which	WDT
A52264	735	14	abate	abate	VBP
A52264	735	15	10	10	CD
A52264	735	16	,	,	,
A52264	735	17	there	there	EX
A52264	735	18	remaines	remain	VBZ
A52264	735	19	3	3	CD
A52264	735	20	,	,	,
A52264	735	21	and	and	CC
A52264	735	22	the	the	DT
A52264	735	23	like	like	JJ
A52264	735	24	is	be	VBZ
A52264	735	25	to	to	TO
A52264	735	26	be	be	VB
A52264	735	27	understood	understand	VBN
A52264	735	28	of	of	IN
A52264	735	29	any	any	DT
A52264	735	30	other	other	JJ
A52264	735	31	.	.	.
A52264	736	1	The	the	DT
A52264	736	2	reason	reason	NN
A52264	736	3	is	be	VBZ
A52264	736	4	manifest	manifest	JJ
A52264	736	5	,	,	,
A52264	736	6	for	for	IN
A52264	736	7	whereas	whereas	IN
A52264	736	8	we	-PRON-	PRP
A52264	736	9	should	should	MD
A52264	736	10	have	have	VB
A52264	736	11	abated	abate	VBN
A52264	736	12	8	8	CD
A52264	736	13	out	out	IN
A52264	736	14	of	of	IN
A52264	736	15	11	11	CD
A52264	736	16	,	,	,
A52264	736	17	we	-PRON-	PRP
A52264	736	18	did	do	VBD
A52264	736	19	not	not	RB
A52264	736	20	onely	onely	RB
A52264	736	21	not	not	RB
A52264	736	22	abate	abate	VB
A52264	736	23	it	-PRON-	PRP
A52264	736	24	,	,	,
A52264	736	25	but	but	CC
A52264	736	26	added	add	VBD
A52264	736	27	moreover	moreover	RB
A52264	736	28	his	-PRON-	PRP$
A52264	736	29	complement	complement	NN
A52264	736	30	to	to	IN
A52264	736	31	10	10	CD
A52264	736	32	,	,	,
A52264	736	33	which	which	WDT
A52264	736	34	is	be	VBZ
A52264	736	35	2	2	CD
A52264	736	36	,	,	,
A52264	736	37	wherefore	wherefore	VBD
A52264	736	38	the	the	DT
A52264	736	39	total	total	NN
A52264	736	40	is	be	VBZ
A52264	736	41	more	more	JJR
A52264	736	42	then	then	RB
A52264	736	43	if	if	IN
A52264	736	44	should	should	MD
A52264	736	45	be	be	VB
A52264	736	46	by	by	IN
A52264	736	47	8	8	CD
A52264	736	48	&	&	CC
A52264	736	49	2	2	CD
A52264	736	50	,	,	,
A52264	736	51	that	that	RB
A52264	736	52	is	be	VBZ
A52264	736	53	by	by	IN
A52264	736	54	10	10	CD
A52264	736	55	;	;	:
A52264	736	56	wherefore	wherefore	VBD
A52264	736	57	abating	abate	VBG
A52264	736	58	10	10	CD
A52264	736	59	from	from	IN
A52264	736	60	it	-PRON-	PRP
A52264	736	61	,	,	,
A52264	736	62	we	-PRON-	PRP
A52264	736	63	have	have	VBP
A52264	736	64	the	the	DT
A52264	736	65	Logarithme	Logarithme	NNP
A52264	736	66	desired	desire	VBN
A52264	736	67	;	;	:
A52264	736	68	which	which	WDT
A52264	736	69	rule	rule	VBP
A52264	736	70	,	,	,
A52264	736	71	although	although	IN
A52264	736	72	it	-PRON-	PRP
A52264	736	73	be	be	VB
A52264	736	74	generall	generall	JJ
A52264	736	75	,	,	,
A52264	736	76	yet	yet	CC
A52264	736	77	we	-PRON-	PRP
A52264	736	78	shall	shall	MD
A52264	736	79	seldome	seldome	VB
A52264	736	80	have	have	VB
A52264	736	81	occasion	occasion	NN
A52264	736	82	to	to	TO
A52264	736	83	use	use	VB
A52264	736	84	any	any	DT
A52264	736	85	other	other	JJ
A52264	736	86	complements	complement	NNS
A52264	736	87	,	,	,
A52264	736	88	then	then	RB
A52264	736	89	such	such	JJ
A52264	736	90	as	as	IN
A52264	736	91	are	be	VBP
A52264	736	92	the	the	DT
A52264	736	93	complements	complement	NNS
A52264	736	94	of	of	IN
A52264	736	95	the	the	DT
A52264	736	96	Logarithmes	logarithme	NNS
A52264	736	97	given	give	VBN
A52264	736	98	either	either	CC
A52264	736	99	to	to	IN
A52264	736	100	10,000000	10,000000	NNP
A52264	736	101	,	,	,
A52264	736	102	or	or	CC
A52264	736	103	to	to	IN
A52264	736	104	20,000000	20,000000	NNP
A52264	736	105	,	,	,
A52264	736	106	the	the	DT
A52264	736	107	●	●	NFP
A52264	736	108	complement	complement	NN
A52264	736	109	arithmetical	arithmetical	JJ
A52264	736	110	of	of	IN
A52264	736	111	any	any	DT
A52264	736	112	Logarithme	Logarithme	NNP
A52264	736	113	to	to	IN
A52264	736	114	either	either	DT
A52264	736	115	of	of	IN
A52264	736	116	these	these	DT
A52264	736	117	numbers	number	NNS
A52264	736	118	,	,	,
A52264	736	119	is	be	VBZ
A52264	736	120	that	that	DT
A52264	736	121	which	which	WDT
A52264	736	122	makes	make	VBZ
A52264	736	123	the	the	DT
A52264	736	124	Logarithme	Logarithme	NNP
A52264	736	125	given	give	VBN
A52264	736	126	equal	equal	JJ
A52264	736	127	to	to	IN
A52264	736	128	either	either	DT
A52264	736	129	of	of	IN
A52264	736	130	them	-PRON-	PRP
A52264	736	131	.	.	.
A52264	737	1	Thus	thus	RB
A52264	737	2	the	the	DT
A52264	737	3	complement	complement	JJ
A52264	737	4	arithmetical	arithmetical	JJ
A52264	737	5	of	of	IN
A52264	737	6	the	the	DT
A52264	737	7	Logarithme	Logarithme	NNP
A52264	737	8	of	of	IN
A52264	737	9	2	2	CD
A52264	737	10	viz	viz	NN
A52264	737	11	.	.	.
A52264	738	1	0301030	0301030	CD
A52264	738	2	,	,	,
A52264	738	3	is	be	VBZ
A52264	738	4	9698970	9698970	CD
A52264	738	5	,	,	,
A52264	738	6	because	because	IN
A52264	738	7	these	these	DT
A52264	738	8	two	two	CD
A52264	738	9	numbers	number	NNS
A52264	738	10	added	add	VBN
A52264	738	11	together	together	RB
A52264	738	12	,	,	,
A52264	738	13	do	do	VB
A52264	738	14	make	make	VB
A52264	738	15	10.000000	10.000000	CD
A52264	738	16	,	,	,
A52264	738	17	and	and	CC
A52264	738	18	thus	thus	RB
A52264	738	19	the	the	DT
A52264	738	20	complement	complement	NN
A52264	738	21	thereof	thereof	RB
A52264	738	22	to	to	IN
A52264	738	23	20	20	CD
A52264	738	24	.	.	.
A52264	739	1	000000is	000000is	NNP
A52264	739	2	19698970	19698970	CD
A52264	739	3	:	:	:
A52264	739	4	if	if	IN
A52264	739	5	therefore	therefore	RB
A52264	739	6	0301030	0301030	CD
A52264	739	7	be	be	VB
A52264	739	8	substracted	substracte	VBN
A52264	739	9	from	from	IN
A52264	739	10	10.000000	10.000000	CD
A52264	739	11	,	,	,
A52264	739	12	the	the	DT
A52264	739	13	remainer	remainer	NN
A52264	739	14	is	be	VBZ
A52264	739	15	his	-PRON-	PRP$
A52264	739	16	complement	complement	JJ
A52264	739	17	arithmetical	arithmetical	NN
A52264	739	18	.	.	.
A52264	740	1	But	but	CC
A52264	740	2	to	to	IN
A52264	740	3	finde	finde	VB
A52264	740	4	it	-PRON-	PRP
A52264	740	5	readily	readily	RB
A52264	740	6	,	,	,
A52264	740	7	you	-PRON-	PRP
A52264	740	8	may	may	MD
A52264	740	9	instead	instead	RB
A52264	740	10	of	of	IN
A52264	740	11	substracting	substracte	VBG
A52264	740	12	the	the	DT
A52264	740	13	Logarithme	Logarithme	NNP
A52264	740	14	given	give	VBN
A52264	740	15	from	from	IN
A52264	740	16	10.000000	10.000000	CD
A52264	740	17	,	,	,
A52264	740	18	write	write	VB
A52264	740	19	the	the	DT
A52264	740	20	complement	complement	NN
A52264	740	21	of	of	IN
A52264	740	22	every	every	DT
A52264	740	23	figure	figure	NN
A52264	740	24	thereof	thereof	IN
A52264	740	25	unto	unto	IN
A52264	740	26	9	9	CD
A52264	740	27	,	,	,
A52264	740	28	beginning	begin	VBG
A52264	740	29	with	with	IN
A52264	740	30	the	the	DT
A52264	740	31	first	first	JJ
A52264	740	32	figure	figure	NN
A52264	740	33	toward	toward	IN
A52264	740	34	the	the	DT
A52264	740	35	left	left	JJ
A52264	740	36	hand	hand	NN
A52264	740	37	,	,	,
A52264	740	38	and	and	CC
A52264	740	39	so	so	RB
A52264	740	40	on	on	RB
A52264	740	41	,	,	,
A52264	740	42	till	till	IN
A52264	740	43	you	-PRON-	PRP
A52264	740	44	come	come	VBP
A52264	740	45	to	to	IN
A52264	740	46	the	the	DT
A52264	740	47	last	last	JJ
A52264	740	48	figure	figure	NN
A52264	740	49	towards	towards	IN
A52264	740	50	the	the	DT
A52264	740	51	right	right	JJ
A52264	740	52	hand	hand	NN
A52264	740	53	,	,	,
A52264	740	54	and	and	CC
A52264	740	55	thereof	thereof	RB
A52264	740	56	set	set	VBD
A52264	740	57	down	down	RP
A52264	740	58	the	the	DT
A52264	740	59	residue	residue	NN
A52264	740	60	unto	unto	IN
A52264	740	61	10	10	CD
A52264	740	62	.	.	.
A52264	741	1	Thus	thus	RB
A52264	741	2	for	for	IN
A52264	741	3	the	the	DT
A52264	741	4	complement	complement	JJ
A52264	741	5	arithmetical	arithmetical	JJ
A52264	741	6	of	of	IN
A52264	741	7	the	the	DT
A52264	741	8	aforesaid	aforesaid	JJ
A52264	741	9	Logarithme	Logarithme	NNP
A52264	741	10	,	,	,
A52264	741	11	0301030	0301030	CD
A52264	741	12	;	;	:
A52264	741	13	I	-PRON-	PRP
A52264	741	14	write	write	VBP
A52264	741	15	for	for	IN
A52264	741	16	0	0	CD
A52264	741	17	,	,	,
A52264	741	18	9	9	CD
A52264	741	19	:	:	:
A52264	741	20	for	for	IN
A52264	741	21	3	3	CD
A52264	741	22	,	,	,
A52264	741	23	6	6	CD
A52264	741	24	:	:	:
A52264	741	25	for	for	IN
A52264	741	26	0	0	CD
A52264	741	27	,	,	,
A52264	741	28	9	9	CD
A52264	741	29	:	:	:
A52264	741	30	for	for	IN
A52264	741	31	1	1	CD
A52264	741	32	,	,	,
A52264	741	33	8	8	CD
A52264	741	34	:	:	:
A52264	741	35	for	for	IN
A52264	741	36	0	0	CD
A52264	741	37	,	,	,
A52264	741	38	9	9	CD
A52264	741	39	:	:	:
A52264	741	40	for	for	IN
A52264	741	41	3	3	CD
A52264	741	42	again	again	RB
A52264	741	43	I	-PRON-	PRP
A52264	741	44	should	should	MD
A52264	741	45	write	write	VB
A52264	741	46	6	6	CD
A52264	741	47	:	:	:
A52264	741	48	but	but	CC
A52264	741	49	because	because	IN
A52264	741	50	the	the	DT
A52264	741	51	last	last	JJ
A52264	741	52	place	place	NN
A52264	741	53	of	of	IN
A52264	741	54	the	the	DT
A52264	741	55	Logarithme	Logarithme	NNP
A52264	741	56	is	be	VBZ
A52264	741	57	a	a	DT
A52264	741	58	cipher	cipher	NN
A52264	741	59	,	,	,
A52264	741	60	and	and	CC
A52264	741	61	that	that	IN
A52264	741	62	I	-PRON-	PRP
A52264	741	63	must	must	MD
A52264	741	64	write	write	VB
A52264	741	65	the	the	DT
A52264	741	66	complement	complement	NN
A52264	741	67	thereof	thereof	RB
A52264	741	68	to	to	IN
A52264	741	69	10	10	CD
A52264	741	70	,	,	,
A52264	741	71	instead	instead	RB
A52264	741	72	of	of	IN
A52264	741	73	6	6	CD
A52264	741	74	I	-PRON-	PRP
A52264	741	75	write	write	VBP
A52264	741	76	7	7	CD
A52264	741	77	,	,	,
A52264	741	78	and	and	CC
A52264	741	79	for	for	IN
A52264	741	80	0	0	CD
A52264	741	81	,	,	,
A52264	741	82	0	0	CD
A52264	741	83	:	:	:
A52264	741	84	and	and	CC
A52264	741	85	so	so	RB
A52264	741	86	have	have	VBP
A52264	741	87	I	-PRON-	PRP
A52264	741	88	this	this	DT
A52264	741	89	number	number	NN
A52264	741	90	,	,	,
A52264	741	91	9698970	9698970	CD
A52264	741	92	,	,	,
A52264	741	93	which	which	WDT
A52264	741	94	is	be	VBZ
A52264	741	95	the	the	DT
A52264	741	96	complement	complement	JJ
A52264	741	97	arithmetical	arithmetical	NN
A52264	741	98	of	of	IN
A52264	741	99	0301030	0301030	CD
A52264	741	100	,	,	,
A52264	741	101	as	as	IN
A52264	741	102	before	before	RB
A52264	741	103	.	.	.
A52264	742	1	9	9	CD
A52264	742	2	.	.	.
A52264	743	1	§	§	ADD
A52264	743	2	Every	every	DT
A52264	743	3	Logarithme	Logarithme	NNP
A52264	743	4	hath	hath	NN
A52264	743	5	his	-PRON-	PRP$
A52264	743	6	proper	proper	JJ
A52264	743	7	Characteristick	Characteristick	NNP
A52264	743	8	,	,	,
A52264	743	9	and	and	CC
A52264	743	10	the	the	DT
A52264	743	11	Character	Character	NNP
A52264	743	12	or	or	CC
A52264	743	13	Characteristicall	Characteristicall	NNP
A52264	743	14	root	root	NN
A52264	743	15	of	of	IN
A52264	743	16	every	every	DT
A52264	743	17	Logarithme	Logarithme	NNP
A52264	743	18	is	be	VBZ
A52264	743	19	the	the	DT
A52264	743	20	first	first	JJ
A52264	743	21	figure	figure	NN
A52264	743	22	or	or	CC
A52264	743	23	figures	figure	NNS
A52264	743	24	towards	towards	IN
A52264	743	25	the	the	DT
A52264	743	26	left	left	JJ
A52264	743	27	hand	hand	NN
A52264	743	28	,	,	,
A52264	743	29	distinguished	distinguish	VBN
A52264	743	30	from	from	IN
A52264	743	31	the	the	DT
A52264	743	32	rest	rest	NN
A52264	743	33	by	by	IN
A52264	743	34	a	a	DT
A52264	743	35	point	point	NN
A52264	743	36	or	or	CC
A52264	743	37	comma	comma	NN
A52264	743	38	.	.	.
A52264	744	1	Thus	thus	RB
A52264	744	2	the	the	DT
A52264	744	3	Character	Character	NNP
A52264	744	4	of	of	IN
A52264	744	5	the	the	DT
A52264	744	6	Logarithmes	logarithme	NNS
A52264	744	7	of	of	IN
A52264	744	8	every	every	DT
A52264	744	9	number	number	NN
A52264	744	10	lesse	lesse	NN
A52264	744	11	then	then	RB
A52264	744	12	10	10	CD
A52264	744	13	is	be	VBZ
A52264	744	14	0	0	CD
A52264	744	15	,	,	,
A52264	744	16	but	but	CC
A52264	744	17	the	the	DT
A52264	744	18	Character	Character	NNP
A52264	744	19	of	of	IN
A52264	744	20	the	the	DT
A52264	744	21	Logarithme	Logarithme	NNP
A52264	744	22	of	of	IN
A52264	744	23	10	10	CD
A52264	744	24	is	be	VBZ
A52264	744	25	1	1	CD
A52264	744	26	;	;	:
A52264	744	27	and	and	CC
A52264	744	28	so	so	RB
A52264	744	29	of	of	IN
A52264	744	30	all	all	DT
A52264	744	31	other	other	JJ
A52264	744	32	numbers	number	NNS
A52264	744	33	to	to	IN
A52264	744	34	100	100	CD
A52264	744	35	,	,	,
A52264	744	36	but	but	CC
A52264	744	37	the	the	DT
A52264	744	38	Character	Character	NNP
A52264	744	39	of	of	IN
A52264	744	40	the	the	DT
A52264	744	41	Logarithme	Logarithme	NNP
A52264	744	42	of	of	IN
A52264	744	43	100	100	CD
A52264	744	44	is	be	VBZ
A52264	744	45	2	2	CD
A52264	744	46	;	;	:
A52264	744	47	and	and	CC
A52264	744	48	so	so	RB
A52264	744	49	of	of	IN
A52264	744	50	the	the	DT
A52264	744	51	rest	rest	NN
A52264	744	52	to	to	IN
A52264	744	53	1000	1000	CD
A52264	744	54	;	;	:
A52264	744	55	and	and	CC
A52264	744	56	the	the	DT
A52264	744	57	Character	Character	NNP
A52264	744	58	of	of	IN
A52264	744	59	the	the	DT
A52264	744	60	Logarithme	Logarithme	NNP
A52264	744	61	of	of	IN
A52264	744	62	1000	1000	CD
A52264	744	63	is	be	VBZ
A52264	744	64	3	3	CD
A52264	744	65	;	;	:
A52264	744	66	and	and	CC
A52264	744	67	so	so	RB
A52264	744	68	of	of	IN
A52264	744	69	the	the	DT
A52264	744	70	rest	rest	NN
A52264	744	71	to	to	IN
A52264	744	72	10000	10000	CD
A52264	744	73	:	:	:
A52264	744	74	in	in	IN
A52264	744	75	brief	brief	NN
A52264	744	76	,	,	,
A52264	744	77	the	the	DT
A52264	744	78	Characteristick	Characteristick	NNP
A52264	744	79	of	of	IN
A52264	744	80	any	any	DT
A52264	744	81	Logarithme	Logarithme	NNP
A52264	744	82	must	must	MD
A52264	744	83	consist	consist	VB
A52264	744	84	of	of	IN
A52264	744	85	a	a	DT
A52264	744	86	unite	unite	NN
A52264	744	87	lesse	lesse	NN
A52264	744	88	then	then	RB
A52264	744	89	the	the	DT
A52264	744	90	given	give	VBN
A52264	744	91	number	number	NN
A52264	744	92	consisteth	consisteth	NN
A52264	744	93	of	of	IN
A52264	744	94	digits	digit	NNS
A52264	744	95	or	or	CC
A52264	744	96	places	place	NNS
A52264	744	97	,	,	,
A52264	744	98	And	and	CC
A52264	744	99	therefore	therefore	RB
A52264	744	100	by	by	IN
A52264	744	101	the	the	DT
A52264	744	102	Character	Character	NNP
A52264	744	103	of	of	IN
A52264	744	104	a	a	DT
A52264	744	105	Logarithme	Logarithme	NNP
A52264	744	106	you	-PRON-	PRP
A52264	744	107	may	may	MD
A52264	744	108	know	know	VB
A52264	744	109	of	of	IN
A52264	744	110	how	how	WRB
A52264	744	111	many	many	JJ
A52264	744	112	places	place	NNS
A52264	744	113	the	the	DT
A52264	744	114	absolute	absolute	JJ
A52264	744	115	number	number	NN
A52264	744	116	answering	answer	VBG
A52264	744	117	to	to	IN
A52264	744	118	that	that	DT
A52264	744	119	Logarithme	Logarithme	NNP
A52264	744	120	doth	doth	NN
A52264	744	121	consist	consist	VBP
A52264	744	122	.	.	.
A52264	745	1	10	10	CD
A52264	745	2	.	.	.
A52264	746	1	§	§	ADD
A52264	746	2	.	.	.
A52264	747	1	If	if	IN
A52264	747	2	one	one	CD
A52264	747	3	number	number	NN
A52264	747	4	multiply	multiply	VB
A52264	747	5	another	another	DT
A52264	747	6	,	,	,
A52264	747	7	the	the	DT
A52264	747	8	summe	summe	NN
A52264	747	9	of	of	IN
A52264	747	10	their	-PRON-	PRP$
A52264	747	11	Logarithme	Logarithme	NNP
A52264	747	12	is	be	VBZ
A52264	747	13	equal	equal	JJ
A52264	747	14	to	to	IN
A52264	747	15	the	the	DT
A52264	747	16	Logarithme	Logarithme	NNP
A52264	747	17	of	of	IN
A52264	747	18	the	the	DT
A52264	747	19	product	product	NN
A52264	747	20	.	.	.
A52264	748	1	As	as	IN
A52264	748	2	let	let	VB
A52264	748	3	the	the	DT
A52264	748	4	two	two	CD
A52264	748	5	numbers	number	NNS
A52264	748	6	multiplied	multiply	VBN
A52264	748	7	together	together	RB
A52264	748	8	be	be	VB
A52264	748	9	2	2	CD
A52264	748	10	,	,	,
A52264	748	11	and	and	CC
A52264	748	12	2	2	CD
A52264	748	13	the	the	DT
A52264	748	14	products	product	NNS
A52264	748	15	is	be	VBZ
A52264	748	16	4	4	CD
A52264	748	17	,	,	,
A52264	748	18	I	-PRON-	PRP
A52264	748	19	say	say	VBP
A52264	748	20	then	then	RB
A52264	748	21	that	that	IN
A52264	748	22	the	the	DT
A52264	748	23	summe	summe	NN
A52264	748	24	of	of	IN
A52264	748	25	the	the	DT
A52264	748	26	Logarithmes	logarithme	NNS
A52264	748	27	of	of	IN
A52264	748	28	2	2	CD
A52264	748	29	and	and	CC
A52264	748	30	2	2	CD
A52264	748	31	,	,	,
A52264	748	32	or	or	CC
A52264	748	33	the	the	DT
A52264	748	34	Logarithme	Logarithme	NNP
A52264	748	35	of	of	IN
A52264	748	36	2	2	CD
A52264	748	37	doubled	double	VBD
A52264	748	38	is	be	VBZ
A52264	748	39	equal	equal	JJ
A52264	748	40	to	to	IN
A52264	748	41	the	the	DT
A52264	748	42	Logarithme	Logarithme	NNP
A52264	748	43	of	of	IN
A52264	748	44	4	4	CD
A52264	748	45	,	,	,
A52264	748	46	as	as	RB
A52264	748	47	here	here	RB
A52264	748	48	you	-PRON-	PRP
A52264	748	49	may	may	MD
A52264	748	50	see	see	VB
A52264	748	51	.	.	.
A52264	749	1	2	2	LS
A52264	749	2	.	.	.
A52264	750	1	0.301030	0.301030	CD
A52264	750	2	2	2	CD
A52264	750	3	.	.	.
A52264	751	1	0.301030	0.301030	CD
A52264	751	2	    	    	_SP
A52264	751	3	4	4	CD
A52264	751	4	.	.	.
A52264	752	1	0.602060	0.602060	CD
A52264	752	2	Again	again	RB
A52264	752	3	,	,	,
A52264	752	4	let	let	VB
A52264	752	5	the	the	DT
A52264	752	6	two	two	CD
A52264	752	7	numbers	number	NNS
A52264	752	8	multiplied	multiply	VBN
A52264	752	9	together	together	RB
A52264	752	10	be	be	VB
A52264	752	11	2	2	CD
A52264	752	12	,	,	,
A52264	752	13	and	and	CC
A52264	752	14	4	4	CD
A52264	752	15	,	,	,
A52264	752	16	the	the	DT
A52264	752	17	product	product	NN
A52264	752	18	is	be	VBZ
A52264	752	19	8	8	CD
A52264	752	20	,	,	,
A52264	752	21	I	-PRON-	PRP
A52264	752	22	say	say	VBP
A52264	752	23	then	then	RB
A52264	752	24	that	that	IN
A52264	752	25	the	the	DT
A52264	752	26	summe	summe	NN
A52264	752	27	of	of	IN
A52264	752	28	the	the	DT
A52264	752	29	Logarithmes	logarithme	NNS
A52264	752	30	of	of	IN
A52264	752	31	2	2	CD
A52264	752	32	and	and	CC
A52264	752	33	4	4	CD
A52264	752	34	is	be	VBZ
A52264	752	35	equall	equall	JJ
A52264	752	36	to	to	IN
A52264	752	37	the	the	DT
A52264	752	38	Logarithme	Logarithme	NNP
A52264	752	39	of	of	IN
A52264	752	40	8	8	CD
A52264	752	41	,	,	,
A52264	752	42	as	as	IN
A52264	752	43	here	here	RB
A52264	752	44	you	-PRON-	PRP
A52264	752	45	may	may	MD
A52264	752	46	also	also	RB
A52264	752	47	see	see	VB
A52264	752	48	,	,	,
A52264	752	49	2	2	CD
A52264	752	50	.	.	.
A52264	753	1	0.301030	0.301030	CD
A52264	753	2	4	4	CD
A52264	753	3	.	.	.
A52264	754	1	0.602060	0.602060	CD
A52264	754	2	    	    	_SP
A52264	754	3	8	8	CD
A52264	754	4	.	.	.
A52264	755	1	0.903090	0.903090	CD
A52264	755	2	And	and	CC
A52264	755	3	so	so	RB
A52264	755	4	for	for	IN
A52264	755	5	any	any	DT
A52264	755	6	other	other	JJ
A52264	755	7	.	.	.
A52264	756	1	The	the	DT
A52264	756	2	reason	reason	NN
A52264	756	3	is	be	VBZ
A52264	756	4	,	,	,
A52264	756	5	for	for	IN
A52264	756	6	that	that	DT
A52264	756	7	(	(	-LRB-
A52264	756	8	by	by	IN
A52264	756	9	the	the	DT
A52264	756	10	ground	ground	NN
A52264	756	11	of	of	IN
A52264	756	12	multiplication	multiplication	NN
A52264	756	13	)	)	-RRB-
A52264	756	14	as	as	IN
A52264	756	15	unit	unit	NN
A52264	756	16	is	be	VBZ
A52264	756	17	in	in	IN
A52264	756	18	proportion	proportion	NN
A52264	756	19	to	to	IN
A52264	756	20	the	the	DT
A52264	756	21	multiplier	multiplier	NN
A52264	756	22	:	:	:
A52264	756	23	so	so	RB
A52264	756	24	is	be	VBZ
A52264	756	25	the	the	DT
A52264	756	26	multiplicand	multiplicand	NN
A52264	756	27	,	,	,
A52264	756	28	to	to	IN
A52264	756	29	the	the	DT
A52264	756	30	product	product	NN
A52264	756	31	:	:	:
A52264	756	32	therefore	therefore	RB
A52264	756	33	(	(	-LRB-
A52264	756	34	by	by	IN
A52264	756	35	the	the	DT
A52264	756	36	sixth	sixth	JJ
A52264	756	37	of	of	IN
A52264	756	38	this	this	DT
A52264	756	39	Chapter	chapter	NN
A52264	756	40	)	)	-RRB-
A52264	756	41	the	the	DT
A52264	756	42	sum	sum	NN
A52264	756	43	of	of	IN
A52264	756	44	the	the	DT
A52264	756	45	Logarithmes	logarithme	NNS
A52264	756	46	of	of	IN
A52264	756	47	a	a	DT
A52264	756	48	unit	unit	NN
A52264	756	49	,	,	,
A52264	756	50	and	and	CC
A52264	756	51	of	of	IN
A52264	756	52	the	the	DT
A52264	756	53	product	product	NN
A52264	756	54	is	be	VBZ
A52264	756	55	equall	equall	JJ
A52264	756	56	to	to	IN
A52264	756	57	the	the	DT
A52264	756	58	summe	summe	NN
A52264	756	59	of	of	IN
A52264	756	60	the	the	DT
A52264	756	61	Logarithmes	logarithme	NNS
A52264	756	62	of	of	IN
A52264	756	63	the	the	DT
A52264	756	64	multiplier	multiplier	NN
A52264	756	65	and	and	CC
A52264	756	66	multiplicand	multiplicand	NNP
A52264	756	67	,	,	,
A52264	756	68	but	but	CC
A52264	756	69	the	the	DT
A52264	756	70	Logarithme	Logarithme	NNP
A52264	756	71	of	of	IN
A52264	756	72	a	a	DT
A52264	756	73	unit	unit	NN
A52264	756	74	is	be	VBZ
A52264	756	75	0	0	CD
A52264	756	76	,	,	,
A52264	756	77	therefore	therefore	RB
A52264	756	78	the	the	DT
A52264	756	79	Logarithme	Logarithme	NNP
A52264	756	80	of	of	IN
A52264	756	81	the	the	DT
A52264	756	82	product	product	NN
A52264	756	83	alone	alone	RB
A52264	756	84	is	be	VBZ
A52264	756	85	equal	equal	JJ
A52264	756	86	to	to	IN
A52264	756	87	the	the	DT
A52264	756	88	summe	summe	NN
A52264	756	89	of	of	IN
A52264	756	90	the	the	DT
A52264	756	91	Logarithmes	logarithme	NNS
A52264	756	92	of	of	IN
A52264	756	93	the	the	DT
A52264	756	94	multiplier	multiplier	NN
A52264	756	95	and	and	CC
A52264	756	96	multiplicand	multiplicand	NNP
A52264	756	97	.	.	.
A52264	757	1	And	and	CC
A52264	757	2	by	by	IN
A52264	757	3	the	the	DT
A52264	757	4	like	like	JJ
A52264	757	5	reason	reason	NN
A52264	757	6	,	,	,
A52264	757	7	it	-PRON-	PRP
A52264	757	8	three	three	CD
A52264	757	9	or	or	CC
A52264	757	10	more	more	JJR
A52264	757	11	numbers	number	NNS
A52264	757	12	be	be	VB
A52264	757	13	multiplied	multiply	VBN
A52264	757	14	together	together	RB
A52264	757	15	,	,	,
A52264	757	16	the	the	DT
A52264	757	17	summe	summe	NN
A52264	757	18	of	of	IN
A52264	757	19	all	all	DT
A52264	757	20	their	-PRON-	PRP$
A52264	757	21	Logarithmes	logarithme	NNS
A52264	757	22	is	be	VBZ
A52264	757	23	equall	equall	JJ
A52264	757	24	to	to	IN
A52264	757	25	the	the	DT
A52264	757	26	Logarithme	Logarithme	NNP
A52264	757	27	of	of	IN
A52264	757	28	the	the	DT
A52264	757	29	product	product	NN
A52264	757	30	of	of	IN
A52264	757	31	them	-PRON-	PRP
A52264	757	32	all	all	DT
A52264	757	33	.	.	.
A52264	758	1	11	11	CD
A52264	758	2	.	.	.
A52264	759	1	§	§	ADD
A52264	759	2	.	.	.
A52264	760	1	If	if	IN
A52264	760	2	one	one	CD
A52264	760	3	number	number	NN
A52264	760	4	divide	divide	VBP
A52264	760	5	another	another	DT
A52264	760	6	,	,	,
A52264	760	7	the	the	DT
A52264	760	8	Logarithme	Logarithme	NNP
A52264	760	9	of	of	IN
A52264	760	10	the	the	DT
A52264	760	11	Divisor	Divisor	NNP
A52264	760	12	being	be	VBG
A52264	760	13	substracted	substracte	VBN
A52264	760	14	from	from	IN
A52264	760	15	the	the	DT
A52264	760	16	Logari	Logari	NNP
A52264	760	17	●	●	.
A52264	760	18	hme	hme	IN
A52264	760	19	of	of	IN
A52264	760	20	the	the	DT
A52264	760	21	Dividend	Dividend	NNP
A52264	760	22	,	,	,
A52264	760	23	leaveth	leaveth	VB
A52264	760	24	the	the	DT
A52264	760	25	Logarithme	Logarithme	NNP
A52264	760	26	of	of	IN
A52264	760	27	the	the	DT
A52264	760	28	Quotient	Quotient	NNP
A52264	760	29	.	.	.
A52264	761	1	As	as	IN
A52264	761	2	let	let	VB
A52264	761	3	10	10	CD
A52264	761	4	be	be	VB
A52264	761	5	divided	divide	VBN
A52264	761	6	by	by	IN
A52264	761	7	2	2	CD
A52264	761	8	,	,	,
A52264	761	9	the	the	DT
A52264	761	10	quotient	quotient	NN
A52264	761	11	is	be	VBZ
A52264	761	12	5	5	CD
A52264	761	13	.	.	.
A52264	762	1	I	-PRON-	PRP
A52264	762	2	say	say	VBP
A52264	762	3	then	then	RB
A52264	762	4	,	,	,
A52264	762	5	if	if	IN
A52264	762	6	the	the	DT
A52264	762	7	Logarithme	Logarithme	NNP
A52264	762	8	of	of	IN
A52264	762	9	2	2	CD
A52264	762	10	be	be	VB
A52264	762	11	substracted	substracte	VBN
A52264	762	12	from	from	IN
A52264	762	13	the	the	DT
A52264	762	14	Logarithme	Logarithme	NNP
A52264	762	15	of	of	IN
A52264	762	16	10	10	CD
A52264	762	17	,	,	,
A52264	762	18	there	there	EX
A52264	762	19	will	will	MD
A52264	762	20	remain	remain	VB
A52264	762	21	the	the	DT
A52264	762	22	Logarithme	Logarithme	NNP
A52264	762	23	of	of	IN
A52264	762	24	5	5	CD
A52264	762	25	,	,	,
A52264	762	26	as	as	IN
A52264	762	27	here	here	RB
A52264	762	28	is	be	VBZ
A52264	762	29	to	to	TO
A52264	762	30	be	be	VB
A52264	762	31	seen	see	VBN
A52264	762	32	.	.	.
A52264	763	1	10	10	CD
A52264	763	2	.	.	.
A52264	764	1	1.000000	1.000000	CD
A52264	764	2	2	2	CD
A52264	764	3	.	.	.
A52264	765	1	0.301030	0.301030	CD
A52264	765	2	    	    	_SP
A52264	765	3	5	5	CD
A52264	765	4	.	.	.
A52264	766	1	0.698970	0.698970	CD
A52264	766	2	For	for	IN
A52264	766	3	seeing	see	VBG
A52264	766	4	that	that	IN
A52264	766	5	the	the	DT
A52264	766	6	quotient	quotient	NN
A52264	766	7	multiplied	multiply	VBN
A52264	766	8	by	by	IN
A52264	766	9	the	the	DT
A52264	766	10	divisor	divisor	NNP
A52264	766	11	produceth	produceth	NNP
A52264	766	12	the	the	DT
A52264	766	13	dividend	dividend	NN
A52264	766	14	,	,	,
A52264	766	15	therefore	therefore	RB
A52264	766	16	,	,	,
A52264	766	17	by	by	IN
A52264	766	18	the	the	DT
A52264	766	19	last	last	JJ
A52264	766	20	proposition	proposition	NN
A52264	766	21	,	,	,
A52264	766	22	the	the	DT
A52264	766	23	sum	sum	NN
A52264	766	24	of	of	IN
A52264	766	25	the	the	DT
A52264	766	26	Logarithmes	logarithme	NNS
A52264	766	27	of	of	IN
A52264	766	28	the	the	DT
A52264	766	29	quotient	quotient	NN
A52264	766	30	and	and	CC
A52264	766	31	of	of	IN
A52264	766	32	the	the	DT
A52264	766	33	divisor	divisor	NN
A52264	766	34	is	be	VBZ
A52264	766	35	equal	equal	JJ
A52264	766	36	to	to	IN
A52264	766	37	the	the	DT
A52264	766	38	Logarithme	Logarithme	NNP
A52264	766	39	of	of	IN
A52264	766	40	the	the	DT
A52264	766	41	divi	divi	NN
A52264	766	42	●	●	XX
A52264	766	43	●	●	NFP
A52264	766	44	●	●	NFP
A52264	766	45	if	if	IN
A52264	766	46	therefore	therefore	RB
A52264	766	47	the	the	DT
A52264	766	48	Logarithme	Logarithme	NNP
A52264	766	49	of	of	IN
A52264	766	50	the	the	DT
A52264	766	51	divid	divid	NNP
A52264	766	52	●	●	NNP
A52264	766	53	●	●	NFP
A52264	766	54	ol	ol	UH
A52264	766	55	,	,	,
A52264	766	56	be	be	VB
A52264	766	57	substracted	substracte	VBN
A52264	766	58	from	from	IN
A52264	766	59	the	the	DT
A52264	766	60	Logarithme	Logarithme	NNP
A52264	766	61	of	of	IN
A52264	766	62	the	the	DT
A52264	766	63	divi	divi	NN
A52264	766	64	●	●	XX
A52264	766	65	●	●	NFP
A52264	766	66	●	●	NFP
A52264	766	67	there	there	EX
A52264	766	68	remaines	remain	VBZ
A52264	766	69	the	the	DT
A52264	766	70	Logarithme	Logarithme	NNP
A52264	766	71	of	of	IN
A52264	766	72	the	the	DT
A52264	766	73	quotient	quotient	NN
A52264	766	74	.	.	.
A52264	767	1	12	12	CD
A52264	767	2	.	.	.
A52264	768	1	§	§	ADD
A52264	768	2	.	.	.
A52264	769	1	In	in	IN
A52264	769	2	any	any	DT
A52264	769	3	continued	continue	VBN
A52264	769	4	rank	rank	NN
A52264	769	5	of	of	IN
A52264	769	6	numbers	number	NNS
A52264	769	7	Geometrically	geometrically	RB
A52264	769	8	proportionall	proportionall	JJ
A52264	769	9	from	from	IN
A52264	769	10	1	1	CD
A52264	769	11	,	,	,
A52264	769	12	the	the	DT
A52264	769	13	Logarithme	Logarithme	NNP
A52264	769	14	of	of	IN
A52264	769	15	any	any	DT
A52264	769	16	one	one	CD
A52264	769	17	of	of	IN
A52264	769	18	them	-PRON-	PRP
A52264	769	19	being	be	VBG
A52264	769	20	divided	divide	VBN
A52264	769	21	by	by	IN
A52264	769	22	the	the	DT
A52264	769	23	denomination	denomination	NN
A52264	769	24	of	of	IN
A52264	769	25	the	the	DT
A52264	769	26	power	power	NN
A52264	769	27	which	which	WDT
A52264	769	28	it	-PRON-	PRP
A52264	769	29	challengeth	challengeth	JJ
A52264	769	30	in	in	IN
A52264	769	31	the	the	DT
A52264	769	32	same	same	JJ
A52264	769	33	rank	rank	NN
A52264	769	34	,	,	,
A52264	769	35	the	the	DT
A52264	769	36	quotient	quotient	NN
A52264	769	37	will	will	MD
A52264	769	38	give	give	VB
A52264	769	39	you	-PRON-	PRP
A52264	769	40	the	the	DT
A52264	769	41	Logarithme	Logarithme	NNP
A52264	769	42	of	of	IN
A52264	769	43	the	the	DT
A52264	769	44	root	root	NN
A52264	769	45	.	.	.
A52264	770	1	In	in	IN
A52264	770	2	the	the	DT
A52264	770	3	rank	rank	NN
A52264	770	4	of	of	IN
A52264	770	5	the	the	DT
A52264	770	6	proportional	proportional	JJ
A52264	770	7	numbers	number	NNS
A52264	770	8	of	of	IN
A52264	770	9	the	the	DT
A52264	770	10	Table	Table	NNP
A52264	770	11	ABCD	ABCD	NNP
A52264	770	12	,	,	,
A52264	770	13	2	2	CD
A52264	770	14	being	be	VBG
A52264	770	15	the	the	DT
A52264	770	16	root	root	NN
A52264	770	17	,	,	,
A52264	770	18	or	or	CC
A52264	770	19	first	first	JJ
A52264	770	20	power	power	NN
A52264	770	21	;	;	:
A52264	770	22	4	4	CD
A52264	770	23	the	the	DT
A52264	770	24	square	square	JJ
A52264	770	25	or	or	CC
A52264	770	26	second	second	JJ
A52264	770	27	power	power	NN
A52264	770	28	,	,	,
A52264	770	29	8	8	CD
A52264	770	30	the	the	DT
A52264	770	31	cube	cube	NN
A52264	770	32	,	,	,
A52264	770	33	or	or	CC
A52264	770	34	third	third	JJ
A52264	770	35	power	power	NN
A52264	770	36	,	,	,
A52264	770	37	16	16	CD
A52264	770	38	the	the	DT
A52264	770	39	bi	bi	JJ
A52264	770	40	-	-	JJ
A52264	770	41	quadrate	quadrate	JJ
A52264	770	42	or	or	CC
A52264	770	43	fourth	fourth	JJ
A52264	770	44	,	,	,
A52264	770	45	32	32	CD
A52264	770	46	the	the	DT
A52264	770	47	fifth	fifth	JJ
A52264	770	48	power	power	NN
A52264	770	49	,	,	,
A52264	770	50	64	64	CD
A52264	770	51	▪	▪	NN
A52264	770	52	the	the	DT
A52264	770	53	sixth	sixth	JJ
A52264	770	54	power	power	NN
A52264	770	55	,	,	,
A52264	770	56	&	&	CC
A52264	770	57	c.	c.	NNP
A52264	770	58	I	-PRON-	PRP
A52264	770	59	say	say	VBP
A52264	770	60	,	,	,
A52264	770	61	the	the	DT
A52264	770	62	Logarithme	Logarithme	NNP
A52264	770	63	of	of	IN
A52264	770	64	4	4	CD
A52264	770	65	,	,	,
A52264	770	66	8	8	CD
A52264	770	67	,	,	,
A52264	770	68	16	16	CD
A52264	770	69	,	,	,
A52264	770	70	32	32	CD
A52264	770	71	,	,	,
A52264	770	72	64	64	CD
A52264	770	73	,	,	,
A52264	770	74	or	or	CC
A52264	770	75	of	of	IN
A52264	770	76	any	any	DT
A52264	770	77	of	of	IN
A52264	770	78	the	the	DT
A52264	770	79	other	other	JJ
A52264	770	80	subsequent	subsequent	JJ
A52264	770	81	proportionals	proportional	NNS
A52264	770	82	in	in	IN
A52264	770	83	that	that	DT
A52264	770	84	rank	rank	NN
A52264	770	85	,	,	,
A52264	770	86	being	be	VBG
A52264	770	87	divided	divide	VBN
A52264	770	88	by	by	IN
A52264	770	89	the	the	DT
A52264	770	90	demonination	demonination	NN
A52264	770	91	of	of	IN
A52264	770	92	the	the	DT
A52264	770	93	power	power	NN
A52264	770	94	that	that	WDT
A52264	770	95	the	the	DT
A52264	770	96	same	same	JJ
A52264	770	97	proportional	proportional	JJ
A52264	770	98	claimeth	claimeth	NN
A52264	770	99	in	in	IN
A52264	770	100	the	the	DT
A52264	770	101	same	same	JJ
A52264	770	102	rank	rank	NN
A52264	770	103	,	,	,
A52264	770	104	you	-PRON-	PRP
A52264	770	105	shall	shall	MD
A52264	770	106	finde	finde	NNP
A52264	770	107	in	in	IN
A52264	770	108	the	the	DT
A52264	770	109	quotient	quotient	NN
A52264	770	110	the	the	DT
A52264	770	111	Logarithme	Logarithme	NNP
A52264	770	112	of	of	IN
A52264	770	113	2	2	CD
A52264	770	114	the	the	DT
A52264	770	115	root	root	NN
A52264	770	116	.	.	.
A52264	771	1	For	for	IN
A52264	771	2	example	example	NN
A52264	771	3	.	.	.
A52264	772	1	In	in	IN
A52264	772	2	the	the	DT
A52264	772	3	same	same	JJ
A52264	772	4	Table	table	NN
A52264	772	5	the	the	DT
A52264	772	6	Logarithme	Logarithme	NNP
A52264	772	7	of	of	IN
A52264	772	8	4	4	CD
A52264	772	9	.	.	.
A52264	772	10	the	the	DT
A52264	772	11	square	square	JJ
A52264	772	12	or	or	CC
A52264	772	13	second	second	JJ
A52264	772	14	power	power	NN
A52264	772	15	,	,	,
A52264	772	16	viz	viz	NN
A52264	772	17	.	.	.
A52264	773	1	3	3	LS
A52264	773	2	.	.	.
A52264	773	3	being	be	VBG
A52264	773	4	given	give	VBN
A52264	773	5	,	,	,
A52264	773	6	I	-PRON-	PRP
A52264	773	7	demand	demand	VBP
A52264	773	8	the	the	DT
A52264	773	9	Logarithme	Logarithme	NNP
A52264	773	10	of	of	IN
A52264	773	11	2	2	CD
A52264	773	12	,	,	,
A52264	773	13	the	the	DT
A52264	773	14	root	root	NN
A52264	773	15	:	:	:
A52264	773	16	here	here	RB
A52264	773	17	the	the	DT
A52264	773	18	denomination	denomination	NN
A52264	773	19	of	of	IN
A52264	773	20	the	the	DT
A52264	773	21	power	power	NN
A52264	773	22	that	that	WDT
A52264	773	23	the	the	DT
A52264	773	24	proportional	proportional	JJ
A52264	773	25	4	4	CD
A52264	773	26	challengeth	challengeth	NN
A52264	773	27	in	in	IN
A52264	773	28	that	that	DT
A52264	773	29	rank	rank	NN
A52264	773	30	(	(	-LRB-
A52264	773	31	being	be	VBG
A52264	773	32	the	the	DT
A52264	773	33	square	square	JJ
A52264	773	34	or	or	CC
A52264	773	35	second	second	JJ
A52264	773	36	power	power	NN
A52264	773	37	)	)	-RRB-
A52264	773	38	is	be	VBZ
A52264	773	39	2	2	CD
A52264	773	40	,	,	,
A52264	773	41	wherefore	wherefore	VBD
A52264	773	42	if	if	IN
A52264	773	43	3	3	CD
A52264	773	44	,	,	,
A52264	773	45	the	the	DT
A52264	773	46	Logarithme	Logarithme	NNP
A52264	773	47	of	of	IN
A52264	773	48	4	4	CD
A52264	773	49	be	be	VB
A52264	773	50	divided	divide	VBN
A52264	773	51	by	by	IN
A52264	773	52	2	2	CD
A52264	773	53	,	,	,
A52264	773	54	the	the	DT
A52264	773	55	quotient	quotient	NN
A52264	773	56	will	will	MD
A52264	773	57	be	be	VB
A52264	773	58	1	1	CD
A52264	773	59	,	,	,
A52264	773	60	and	and	CC
A52264	773	61	there	there	EX
A52264	773	62	will	will	MD
A52264	773	63	remain	remain	VB
A52264	773	64	1	1	CD
A52264	773	65	for	for	IN
A52264	773	66	a	a	DT
A52264	773	67	fraction	fraction	NN
A52264	773	68	;	;	:
A52264	773	69	so	so	IN
A52264	773	70	that	that	IN
A52264	773	71	you	-PRON-	PRP
A52264	773	72	see	see	VBP
A52264	773	73	it	-PRON-	PRP
A52264	773	74	cometh	cometh	JJ
A52264	773	75	very	very	RB
A52264	773	76	near	near	RB
A52264	773	77	in	in	IN
A52264	773	78	the	the	DT
A52264	773	79	Logarithmes	logarithme	NNS
A52264	773	80	of	of	IN
A52264	773	81	but	but	CC
A52264	773	82	one	one	CD
A52264	773	83	figure	figure	NN
A52264	773	84	,	,	,
A52264	773	85	but	but	CC
A52264	773	86	if	if	IN
A52264	773	87	you	-PRON-	PRP
A52264	773	88	take	take	VBP
A52264	773	89	it	-PRON-	PRP
A52264	773	90	to	to	IN
A52264	773	91	seven	seven	CD
A52264	773	92	places	place	NNS
A52264	773	93	,	,	,
A52264	773	94	as	as	IN
A52264	773	95	in	in	IN
A52264	773	96	this	this	DT
A52264	773	97	table	table	NN
A52264	773	98	is	be	VBZ
A52264	773	99	intended	intend	VBN
A52264	773	100	,	,	,
A52264	773	101	you	-PRON-	PRP
A52264	773	102	shall	shall	MD
A52264	773	103	finde	finde	VB
A52264	773	104	it	-PRON-	PRP
A52264	773	105	exactly	exactly	RB
A52264	773	106	:	:	:
A52264	773	107	for	for	IN
A52264	773	108	then	then	RB
A52264	773	109	the	the	DT
A52264	773	110	Logarithme	Logarithme	NNP
A52264	773	111	of	of	IN
A52264	773	112	4	4	CD
A52264	773	113	will	will	MD
A52264	773	114	be	be	VB
A52264	773	115	0.602060	0.602060	CD
A52264	773	116	,	,	,
A52264	773	117	and	and	CC
A52264	773	118	this	this	DT
A52264	773	119	being	be	VBG
A52264	773	120	divided	divide	VBN
A52264	773	121	by	by	IN
A52264	773	122	2	2	CD
A52264	773	123	,	,	,
A52264	773	124	the	the	DT
A52264	773	125	quotient	quotient	NN
A52264	773	126	will	will	MD
A52264	773	127	be	be	VB
A52264	773	128	0.301030	0.301030	CD
A52264	773	129	,	,	,
A52264	773	130	the	the	DT
A52264	773	131	Logarithme	Logarithme	NNP
A52264	773	132	of	of	IN
A52264	773	133	2	2	CD
A52264	773	134	the	the	DT
A52264	773	135	root	root	NN
A52264	773	136	.	.	.
A52264	774	1	So	so	RB
A52264	774	2	likewise	likewise	RB
A52264	774	3	0.903090	0.903090	CD
A52264	774	4	,	,	,
A52264	774	5	the	the	DT
A52264	774	6	Logarithme	Logarithme	NNP
A52264	774	7	of	of	IN
A52264	774	8	8	8	CD
A52264	774	9	the	the	DT
A52264	774	10	third	third	JJ
A52264	774	11	power	power	NN
A52264	774	12	,	,	,
A52264	774	13	being	be	VBG
A52264	774	14	divided	divide	VBN
A52264	774	15	by	by	IN
A52264	774	16	3	3	CD
A52264	774	17	,	,	,
A52264	774	18	leaves	leave	VBZ
A52264	774	19	0.301030	0.301030	CD
A52264	774	20	in	in	IN
A52264	774	21	the	the	DT
A52264	774	22	quotient	quotient	NN
A52264	774	23	,	,	,
A52264	774	24	as	as	IN
A52264	774	25	before	before	RB
A52264	774	26	,	,	,
A52264	774	27	and	and	CC
A52264	774	28	so	so	RB
A52264	774	29	of	of	IN
A52264	774	30	any	any	DT
A52264	774	31	other	other	JJ
A52264	774	32	.	.	.
A52264	775	1	13	13	CD
A52264	775	2	.	.	.
A52264	776	1	§	§	ADD
A52264	776	2	.	.	.
A52264	777	1	In	in	IN
A52264	777	2	any	any	DT
A52264	777	3	rank	rank	NN
A52264	777	4	of	of	IN
A52264	777	5	numbers	number	NNS
A52264	777	6	Geometrically	geometrically	RB
A52264	777	7	proportionall	proportionall	JJ
A52264	777	8	from	from	IN
A52264	777	9	1	1	CD
A52264	777	10	,	,	,
A52264	777	11	the	the	DT
A52264	777	12	Logarithme	Logarithme	NNP
A52264	777	13	of	of	IN
A52264	777	14	the	the	DT
A52264	777	15	root	root	NN
A52264	777	16	being	be	VBG
A52264	777	17	multiplied	multiply	VBN
A52264	777	18	by	by	IN
A52264	777	19	the	the	DT
A52264	777	20	denomination	denomination	NN
A52264	777	21	of	of	IN
A52264	777	22	any	any	DT
A52264	777	23	of	of	IN
A52264	777	24	the	the	DT
A52264	777	25	powers	power	NNS
A52264	777	26	,	,	,
A52264	777	27	the	the	DT
A52264	777	28	product	product	NN
A52264	777	29	is	be	VBZ
A52264	777	30	the	the	DT
A52264	777	31	Logarithme	Logarithme	NNP
A52264	777	32	of	of	IN
A52264	777	33	the	the	DT
A52264	777	34	same	same	JJ
A52264	777	35	power	power	NN
A52264	777	36	.	.	.
A52264	778	1	This	this	DT
A52264	778	2	Rule	rule	NN
A52264	778	3	is	be	VBZ
A52264	778	4	the	the	DT
A52264	778	5	inverse	inverse	NN
A52264	778	6	of	of	IN
A52264	778	7	the	the	DT
A52264	778	8	last	last	JJ
A52264	778	9	.	.	.
A52264	779	1	For	for	IN
A52264	779	2	example	example	NN
A52264	779	3	.	.	.
A52264	780	1	In	in	IN
A52264	780	2	the	the	DT
A52264	780	3	rank	rank	NN
A52264	780	4	produced	produce	VBN
A52264	780	5	in	in	IN
A52264	780	6	the	the	DT
A52264	780	7	last	last	JJ
A52264	780	8	rule	rule	NN
A52264	780	9	0.301030	0.301030	CD
A52264	780	10	,	,	,
A52264	780	11	(	(	-LRB-
A52264	780	12	the	the	DT
A52264	780	13	Logarithme	Logarithme	NNP
A52264	780	14	of	of	IN
A52264	780	15	2	2	CD
A52264	780	16	the	the	DT
A52264	780	17	root	root	NN
A52264	780	18	)	)	-RRB-
A52264	780	19	being	be	VBG
A52264	780	20	doubled	double	VBN
A52264	780	21	,	,	,
A52264	780	22	or	or	CC
A52264	780	23	multiplied	multiply	VBN
A52264	780	24	by	by	IN
A52264	780	25	2	2	CD
A52264	780	26	,	,	,
A52264	780	27	produceth	produceth	NNP
A52264	780	28	0.602060	0.602060	CD
A52264	780	29	,	,	,
A52264	780	30	the	the	DT
A52264	780	31	Logarithme	Logarithme	NNP
A52264	780	32	of	of	IN
A52264	780	33	4	4	CD
A52264	780	34	,	,	,
A52264	780	35	the	the	DT
A52264	780	36	square	square	JJ
A52264	780	37	or	or	CC
A52264	780	38	second	second	JJ
A52264	780	39	power	power	NN
A52264	780	40	,	,	,
A52264	780	41	and	and	CC
A52264	780	42	the	the	DT
A52264	780	43	same	same	JJ
A52264	780	44	Logarithme	Logarithme	NNP
A52264	780	45	of	of	IN
A52264	780	46	0.301030	0.301030	CD
A52264	780	47	,	,	,
A52264	780	48	being	be	VBG
A52264	780	49	trebled	treble	VBN
A52264	780	50	or	or	CC
A52264	780	51	multiplied	multiply	VBN
A52264	780	52	by	by	IN
A52264	780	53	3	3	CD
A52264	780	54	,	,	,
A52264	780	55	produceth	produceth	NNP
A52264	780	56	0.903090	0.903090	CD
A52264	780	57	,	,	,
A52264	780	58	the	the	DT
A52264	780	59	Logarithme	Logarithme	NNP
A52264	780	60	of	of	IN
A52264	780	61	8	8	CD
A52264	780	62	,	,	,
A52264	780	63	the	the	DT
A52264	780	64	cube	cube	NN
A52264	780	65	or	or	CC
A52264	780	66	third	third	JJ
A52264	780	67	power	power	NN
A52264	780	68	,	,	,
A52264	780	69	and	and	CC
A52264	780	70	so	so	RB
A52264	780	71	of	of	IN
A52264	780	72	the	the	DT
A52264	780	73	rest	rest	NN
A52264	780	74	.	.	.
A52264	781	1	The	the	DT
A52264	781	2	truth	truth	NN
A52264	781	3	of	of	IN
A52264	781	4	these	these	DT
A52264	781	5	two	two	CD
A52264	781	6	last	last	JJ
A52264	781	7	rules	rule	NNS
A52264	781	8	may	may	MD
A52264	781	9	thus	thus	RB
A52264	781	10	be	be	VB
A52264	781	11	proved	prove	VBN
A52264	781	12	.	.	.
A52264	782	1	In	in	IN
A52264	782	2	arithmeticall	arithmeticall	NN
A52264	782	3	proportion	proportion	NN
A52264	782	4	,	,	,
A52264	782	5	when	when	WRB
A52264	782	6	the	the	DT
A52264	782	7	first	first	JJ
A52264	782	8	term	term	NN
A52264	782	9	is	be	VBZ
A52264	782	10	the	the	DT
A52264	782	11	common	common	JJ
A52264	782	12	difference	difference	NN
A52264	782	13	of	of	IN
A52264	782	14	the	the	DT
A52264	782	15	terms	term	NNS
A52264	782	16	,	,	,
A52264	782	17	the	the	DT
A52264	782	18	last	last	JJ
A52264	782	19	term	term	NN
A52264	782	20	being	be	VBG
A52264	782	21	divided	divide	VBN
A52264	782	22	by	by	IN
A52264	782	23	the	the	DT
A52264	782	24	number	number	NN
A52264	782	25	of	of	IN
A52264	782	26	the	the	DT
A52264	782	27	terms	term	NNS
A52264	782	28	,	,	,
A52264	782	29	the	the	DT
A52264	782	30	quotient	quotient	NN
A52264	782	31	will	will	MD
A52264	782	32	give	give	VB
A52264	782	33	you	-PRON-	PRP
A52264	782	34	the	the	DT
A52264	782	35	first	first	JJ
A52264	782	36	term	term	NN
A52264	782	37	of	of	IN
A52264	782	38	the	the	DT
A52264	782	39	rank	rank	NN
A52264	782	40	:	:	:
A52264	782	41	again	again	RB
A52264	782	42	,	,	,
A52264	782	43	in	in	IN
A52264	782	44	this	this	DT
A52264	782	45	case	case	NN
A52264	782	46	,	,	,
A52264	782	47	the	the	DT
A52264	782	48	first	first	JJ
A52264	782	49	term	term	NN
A52264	782	50	multiplied	multiply	VBN
A52264	782	51	by	by	IN
A52264	782	52	the	the	DT
A52264	782	53	number	number	NN
A52264	782	54	of	of	IN
A52264	782	55	the	the	DT
A52264	782	56	termes	termes	NNP
A52264	782	57	produceth	produceth	NNP
A52264	782	58	the	the	DT
A52264	782	59	last	last	JJ
A52264	782	60	term	term	NN
A52264	782	61	.	.	.
A52264	783	1	So	so	RB
A52264	783	2	this	this	DT
A52264	783	3	rank	rank	NN
A52264	783	4	3	3	CD
A52264	783	5	,	,	,
A52264	783	6	6	6	CD
A52264	783	7	,	,	,
A52264	783	8	9	9	CD
A52264	783	9	,	,	,
A52264	783	10	12	12	CD
A52264	783	11	,	,	,
A52264	783	12	15	15	CD
A52264	783	13	,	,	,
A52264	783	14	18	18	CD
A52264	783	15	,	,	,
A52264	783	16	21	21	CD
A52264	783	17	being	be	VBG
A52264	783	18	propounded	propound	VBN
A52264	783	19	,	,	,
A52264	783	20	wherein	wherein	WRB
A52264	783	21	three	three	CD
A52264	783	22	is	be	VBZ
A52264	783	23	both	both	CC
A52264	783	24	the	the	DT
A52264	783	25	first	first	JJ
A52264	783	26	term	term	NN
A52264	783	27	and	and	CC
A52264	783	28	also	also	RB
A52264	783	29	the	the	DT
A52264	783	30	common	common	JJ
A52264	783	31	difference	difference	NN
A52264	783	32	of	of	IN
A52264	783	33	the	the	DT
A52264	783	34	terms	term	NNS
A52264	783	35	:	:	:
A52264	783	36	I	-PRON-	PRP
A52264	783	37	say	say	VBP
A52264	783	38	,	,	,
A52264	783	39	21	21	CD
A52264	783	40	,	,	,
A52264	783	41	the	the	DT
A52264	783	42	last	last	JJ
A52264	783	43	term	term	NN
A52264	783	44	being	be	VBG
A52264	783	45	divided	divide	VBN
A52264	783	46	by	by	IN
A52264	783	47	7	7	CD
A52264	783	48	,	,	,
A52264	783	49	the	the	DT
A52264	783	50	number	number	NN
A52264	783	51	of	of	IN
A52264	783	52	the	the	DT
A52264	783	53	termes	terme	NNS
A52264	783	54	,	,	,
A52264	783	55	the	the	DT
A52264	783	56	quotient	quotient	NN
A52264	783	57	is	be	VBZ
A52264	783	58	3	3	CD
A52264	783	59	,	,	,
A52264	783	60	the	the	DT
A52264	783	61	first	first	JJ
A52264	783	62	term	term	NN
A52264	783	63	.	.	.
A52264	784	1	Contrariwise	Contrariwise	NNP
A52264	784	2	,	,	,
A52264	784	3	3	3	CD
A52264	784	4	the	the	DT
A52264	784	5	first	first	JJ
A52264	784	6	term	term	NN
A52264	784	7	multiplied	multiply	VBN
A52264	784	8	by	by	IN
A52264	784	9	7	7	CD
A52264	784	10	,	,	,
A52264	784	11	produceth	produceth	NNP
A52264	784	12	21	21	CD
A52264	784	13	,	,	,
A52264	784	14	the	the	DT
A52264	784	15	last	last	JJ
A52264	784	16	term	term	NN
A52264	784	17	;	;	,
A52264	784	18	and	and	CC
A52264	784	19	by	by	IN
A52264	784	20	the	the	DT
A52264	784	21	like	like	JJ
A52264	784	22	reason	reason	NN
A52264	784	23	,	,	,
A52264	784	24	0.301030	0.301030	CD
A52264	784	25	being	be	VBG
A52264	784	26	the	the	DT
A52264	784	27	first	first	JJ
A52264	784	28	term	term	NN
A52264	784	29	,	,	,
A52264	784	30	and	and	CC
A52264	784	31	also	also	RB
A52264	784	32	the	the	DT
A52264	784	33	common	common	JJ
A52264	784	34	difference	difference	NN
A52264	784	35	of	of	IN
A52264	784	36	the	the	DT
A52264	784	37	termes	terme	NNS
A52264	784	38	,	,	,
A52264	784	39	that	that	RB
A52264	784	40	is	is	RB
A52264	784	41	,	,	,
A52264	784	42	of	of	IN
A52264	784	43	the	the	DT
A52264	784	44	Logarithmes	logarithme	NNS
A52264	784	45	of	of	IN
A52264	784	46	4	4	CD
A52264	784	47	,	,	,
A52264	784	48	8	8	CD
A52264	784	49	,	,	,
A52264	784	50	16	16	CD
A52264	784	51	,	,	,
A52264	784	52	32	32	CD
A52264	784	53	and	and	CC
A52264	784	54	64	64	CD
A52264	784	55	,	,	,
A52264	784	56	the	the	DT
A52264	784	57	Logarithme	Logarithme	NNP
A52264	784	58	of	of	IN
A52264	784	59	2	2	CD
A52264	784	60	the	the	DT
A52264	784	61	first	first	JJ
A52264	784	62	term	term	NN
A52264	784	63	,	,	,
A52264	784	64	being	be	VBG
A52264	784	65	multiplied	multiply	VBN
A52264	784	66	by	by	IN
A52264	784	67	6	6	CD
A52264	784	68	,	,	,
A52264	784	69	the	the	DT
A52264	784	70	number	number	NN
A52264	784	71	of	of	IN
A52264	784	72	the	the	DT
A52264	784	73	terms	term	NNS
A52264	784	74	,	,	,
A52264	784	75	produceth	produceth	VB
A52264	784	76	the	the	DT
A52264	784	77	Logarithme	Logarithme	NNP
A52264	784	78	of	of	IN
A52264	784	79	64	64	CD
A52264	784	80	,	,	,
A52264	784	81	the	the	DT
A52264	784	82	last	last	JJ
A52264	784	83	term	term	NN
A52264	784	84	,	,	,
A52264	784	85	and	and	CC
A52264	784	86	the	the	DT
A52264	784	87	garithme	garithme	NN
A52264	784	88	of	of	IN
A52264	784	89	64	64	CD
A52264	784	90	,	,	,
A52264	784	91	the	the	DT
A52264	784	92	last	last	JJ
A52264	784	93	term	term	NN
A52264	784	94	,	,	,
A52264	784	95	being	be	VBG
A52264	784	96	divided	divide	VBN
A52264	784	97	by	by	IN
A52264	784	98	6	6	CD
A52264	784	99	,	,	,
A52264	784	100	leaveth	leaveth	NNP
A52264	784	101	in	in	IN
A52264	784	102	the	the	DT
A52264	784	103	quotient	quotient	NN
A52264	784	104	the	the	DT
A52264	784	105	Logarithme	Logarithme	NNP
A52264	784	106	of	of	IN
A52264	784	107	2	2	CD
A52264	784	108	the	the	DT
A52264	784	109	root	root	NN
A52264	784	110	.	.	.
A52264	785	1	Hence	hence	RB
A52264	785	2	it	-PRON-	PRP
A52264	785	3	also	also	RB
A52264	785	4	followes	followes	VBP
A52264	785	5	,	,	,
A52264	785	6	that	that	IN
A52264	785	7	if	if	IN
A52264	785	8	you	-PRON-	PRP
A52264	785	9	adde	adde	VBP
A52264	785	10	the	the	DT
A52264	785	11	Logarithme	Logarithme	NNP
A52264	785	12	of	of	IN
A52264	785	13	2	2	CD
A52264	785	14	,	,	,
A52264	785	15	the	the	DT
A52264	785	16	common	common	JJ
A52264	785	17	difference	difference	NN
A52264	785	18	of	of	IN
A52264	785	19	the	the	DT
A52264	785	20	termes	terme	NNS
A52264	785	21	,	,	,
A52264	785	22	to	to	IN
A52264	785	23	the	the	DT
A52264	785	24	Logarithme	Logarithme	NNP
A52264	785	25	of	of	IN
A52264	785	26	any	any	DT
A52264	785	27	term	term	NN
A52264	785	28	,	,	,
A52264	785	29	their	-PRON-	PRP$
A52264	785	30	aggregate	aggregate	NN
A52264	785	31	shall	shall	MD
A52264	785	32	be	be	VB
A52264	785	33	the	the	DT
A52264	785	34	Logarithme	Logarithme	NNP
A52264	785	35	of	of	IN
A52264	785	36	the	the	DT
A52264	785	37	next	next	JJ
A52264	785	38	term	term	NN
A52264	785	39	.	.	.
A52264	786	1	Thus	thus	RB
A52264	786	2	if	if	IN
A52264	786	3	I	-PRON-	PRP
A52264	786	4	adde	adde	VBP
A52264	786	5	0.301030	0.301030	CD
A52264	786	6	,	,	,
A52264	786	7	the	the	DT
A52264	786	8	Logarithme	Logarithme	NNP
A52264	786	9	of	of	IN
A52264	786	10	2	2	CD
A52264	786	11	the	the	DT
A52264	786	12	root	root	NN
A52264	786	13	or	or	CC
A52264	786	14	first	first	JJ
A52264	786	15	term	term	NN
A52264	786	16	,	,	,
A52264	786	17	to	to	IN
A52264	786	18	0.903090	0.903090	CD
A52264	786	19	,	,	,
A52264	786	20	the	the	DT
A52264	786	21	Logarithme	Logarithme	NNP
A52264	786	22	of	of	IN
A52264	786	23	8	8	CD
A52264	786	24	,	,	,
A52264	786	25	the	the	DT
A52264	786	26	third	third	JJ
A52264	786	27	term	term	NN
A52264	786	28	,	,	,
A52264	786	29	their	-PRON-	PRP$
A52264	786	30	aggregate	aggregate	NN
A52264	786	31	is	be	VBZ
A52264	786	32	1	1	CD
A52264	786	33	.	.	.
A52264	787	1	204120	204120	CD
A52264	787	2	,	,	,
A52264	787	3	the	the	DT
A52264	787	4	Logarithme	Logarithme	NNP
A52264	787	5	of	of	IN
A52264	787	6	16	16	CD
A52264	787	7	,	,	,
A52264	787	8	the	the	DT
A52264	787	9	fourth	fourth	JJ
A52264	787	10	term	term	NN
A52264	787	11	;	;	:
A52264	787	12	and	and	CC
A52264	787	13	so	so	RB
A52264	787	14	of	of	IN
A52264	787	15	the	the	DT
A52264	787	16	rest	rest	NN
A52264	787	17	.	.	.
A52264	788	1	14	14	CD
A52264	788	2	.	.	.
A52264	789	1	§	§	ADD
A52264	789	2	.	.	.
A52264	790	1	Thus	thus	RB
A52264	790	2	having	have	VBG
A52264	790	3	shewed	shew	VBN
A52264	790	4	the	the	DT
A52264	790	5	construction	construction	NN
A52264	790	6	of	of	IN
A52264	790	7	the	the	DT
A52264	790	8	Logarithmetical	Logarithmetical	NNP
A52264	790	9	Tables	Tables	NNPS
A52264	790	10	,	,	,
A52264	790	11	the	the	DT
A52264	790	12	converting	converting	NN
A52264	790	13	of	of	IN
A52264	790	14	the	the	DT
A52264	790	15	Table	table	NN
A52264	790	16	of	of	IN
A52264	790	17	natural	natural	JJ
A52264	790	18	Sines	Sines	NNPS
A52264	790	19	,	,	,
A52264	790	20	Tangents	Tangents	NNP
A52264	790	21	,	,	,
A52264	790	22	and	and	CC
A52264	790	23	Secants	Secants	NNPS
A52264	790	24	into	into	IN
A52264	790	25	artificiall	artificiall	NN
A52264	790	26	can	can	MD
A52264	790	27	not	not	RB
A52264	790	28	be	be	VB
A52264	790	29	difficult	difficult	JJ
A52264	790	30	,	,	,
A52264	790	31	the	the	DT
A52264	790	32	artificiall	artificiall	NN
A52264	790	33	Sines	Sines	NNPS
A52264	790	34	and	and	CC
A52264	790	35	Tangents	Tangents	NNPS
A52264	790	36	being	be	VBG
A52264	790	37	nothing	nothing	NN
A52264	790	38	but	but	IN
A52264	790	39	the	the	DT
A52264	790	40	Logarithmes	logarithme	NNS
A52264	790	41	of	of	IN
A52264	790	42	the	the	DT
A52264	790	43	naturall	naturall	NN
A52264	790	44	.	.	.
A52264	791	1	15	15	CD
A52264	791	2	.	.	.
A52264	792	1	§	§	ADD
A52264	792	2	.	.	.
A52264	793	1	In	in	IN
A52264	793	2	the	the	DT
A52264	793	3	conversion	conversion	NN
A52264	793	4	whereof	whereof	IN
A52264	793	5	Mr.	Mr.	NNP
A52264	793	6	Briggs	Briggs	NNP
A52264	793	7	in	in	IN
A52264	793	8	his	-PRON-	PRP$
A52264	793	9	Trigonometria	Trigonometria	NNP
A52264	793	10	Britannica	Britannica	NNP
A52264	793	11	,	,	,
A52264	793	12	thought	think	VBD
A52264	793	13	fit	fit	NNP
A52264	793	14	to	to	TO
A52264	793	15	make	make	VB
A52264	793	16	the	the	DT
A52264	793	17	Radius	Radius	NNP
A52264	793	18	of	of	IN
A52264	793	19	his	-PRON-	PRP$
A52264	793	20	natural	natural	JJ
A52264	793	21	Canon	Canon	NNP
A52264	793	22	to	to	TO
A52264	793	23	consist	consist	VB
A52264	793	24	of	of	IN
A52264	793	25	16	16	CD
A52264	793	26	places	place	NNS
A52264	793	27	,	,	,
A52264	793	28	and	and	CC
A52264	793	29	to	to	TO
A52264	793	30	confine	confine	VB
A52264	793	31	his	-PRON-	PRP$
A52264	793	32	artificiall	artificiall	NN
A52264	793	33	to	to	IN
A52264	793	34	the	the	DT
A52264	793	35	Radius	Radius	NNP
A52264	793	36	of	of	IN
A52264	793	37	eleven	eleven	CD
A52264	793	38	,	,	,
A52264	793	39	whose	whose	WP$
A52264	793	40	Characteristick	Characteristick	NNP
A52264	793	41	is	be	VBZ
A52264	793	42	10	10	CD
A52264	793	43	,	,	,
A52264	793	44	but	but	CC
A52264	793	45	the	the	DT
A52264	793	46	Characteristick	Characteristick	NNP
A52264	793	47	of	of	IN
A52264	793	48	the	the	DT
A52264	793	49	rest	rest	NN
A52264	793	50	of	of	IN
A52264	793	51	the	the	DT
A52264	793	52	Sines	Sines	NNPS
A52264	793	53	till	till	IN
A52264	793	54	you	-PRON-	PRP
A52264	793	55	come	come	VBP
A52264	793	56	to	to	IN
A52264	793	57	the	the	DT
A52264	793	58	sine	sine	NN
A52264	793	59	of	of	IN
A52264	793	60	5	5	CD
A52264	793	61	degrees	degree	NNS
A52264	793	62	and	and	CC
A52264	793	63	73	73	CD
A52264	793	64	centesmes	centesme	NNS
A52264	793	65	is	be	VBZ
A52264	793	66	9	9	CD
A52264	793	67	,	,	,
A52264	793	68	and	and	CC
A52264	793	69	from	from	IN
A52264	793	70	thence	thence	NN
A52264	793	71	to	to	IN
A52264	793	72	57	57	CD
A52264	793	73	centesmes	centesme	NNS
A52264	793	74	,	,	,
A52264	793	75	the	the	DT
A52264	793	76	Characteristick	Characteristick	NNP
A52264	793	77	is	be	VBZ
A52264	793	78	8	8	CD
A52264	793	79	,	,	,
A52264	793	80	and	and	CC
A52264	793	81	from	from	IN
A52264	793	82	thence	thence	NN
A52264	793	83	7	7	CD
A52264	793	84	,	,	,
A52264	793	85	till	till	IN
A52264	793	86	you	-PRON-	PRP
A52264	793	87	come	come	VBP
A52264	793	88	to	to	IN
A52264	793	89	5	5	CD
A52264	793	90	centensmes	centensme	NNS
A52264	793	91	,	,	,
A52264	793	92	and	and	CC
A52264	793	93	from	from	IN
A52264	793	94	thence	thence	NN
A52264	793	95	but	but	CC
A52264	793	96	6	6	CD
A52264	793	97	,	,	,
A52264	793	98	to	to	IN
A52264	793	99	the	the	DT
A52264	793	100	beginning	beginning	NN
A52264	793	101	of	of	IN
A52264	793	102	the	the	DT
A52264	793	103	Canon	Canon	NNP
A52264	793	104	.	.	.
A52264	794	1	The	the	DT
A52264	794	2	Characteristick	Characteristick	NNP
A52264	794	3	still	still	RB
A52264	794	4	decreasing	decrease	VBG
A52264	794	5	in	in	IN
A52264	794	6	the	the	DT
A52264	794	7	same	same	JJ
A52264	794	8	proportion	proportion	NN
A52264	794	9	with	with	IN
A52264	794	10	the	the	DT
A52264	794	11	naturall	naturall	JJ
A52264	794	12	numbers	number	NNS
A52264	794	13	,	,	,
A52264	794	14	and	and	CC
A52264	794	15	the	the	DT
A52264	794	16	number	number	NN
A52264	794	17	of	of	IN
A52264	794	18	the	the	DT
A52264	794	19	places	place	NNS
A52264	794	20	in	in	IN
A52264	794	21	the	the	DT
A52264	794	22	naturall	naturall	NN
A52264	794	23	Canon	Canon	NNP
A52264	794	24	,	,	,
A52264	794	25	do	do	VB
A52264	794	26	therefore	therefore	RB
A52264	794	27	exceed	exceed	VB
A52264	794	28	the	the	DT
A52264	794	29	Characteristick	Characteristick	NNP
A52264	794	30	in	in	IN
A52264	794	31	the	the	DT
A52264	794	32	artificiall	artificiall	NN
A52264	794	33	,	,	,
A52264	794	34	that	that	IN
A52264	794	35	so	so	IN
A52264	794	36	the	the	DT
A52264	794	37	artificiall	artificiall	JJ
A52264	794	38	numbers	number	NNS
A52264	794	39	might	may	MD
A52264	794	40	be	be	VB
A52264	794	41	the	the	DT
A52264	794	42	more	more	RBR
A52264	794	43	exact	exact	JJ
A52264	794	44	.	.	.
A52264	795	1	16	16	CD
A52264	795	2	.	.	.
A52264	796	1	§	§	ADD
A52264	796	2	.	.	.
A52264	797	1	In	in	IN
A52264	797	2	the	the	DT
A52264	797	3	Canon	Canon	NNP
A52264	797	4	herewith	herewith	NN
A52264	797	5	printed	print	VBN
A52264	797	6	,	,	,
A52264	797	7	the	the	DT
A52264	797	8	Characteristick	Characteristick	NNP
A52264	797	9	in	in	IN
A52264	797	10	the	the	DT
A52264	797	11	artificiall	artificiall	JJ
A52264	797	12	numbers	number	NNS
A52264	797	13	doth	doth	NN
A52264	797	14	exceed	exceed	VBP
A52264	797	15	the	the	DT
A52264	797	16	number	number	NN
A52264	797	17	of	of	IN
A52264	797	18	places	place	NNS
A52264	797	19	in	in	IN
A52264	797	20	the	the	DT
A52264	797	21	naturall	naturall	NN
A52264	797	22	,	,	,
A52264	797	23	which	which	WDT
A52264	797	24	is	be	VBZ
A52264	797	25	not	not	RB
A52264	797	26	done	do	VBN
A52264	797	27	so	so	RB
A52264	797	28	much	much	JJ
A52264	797	29	out	out	IN
A52264	797	30	of	of	IN
A52264	797	31	necessity	necessity	NN
A52264	797	32	as	as	IN
A52264	797	33	conveniency	conveniency	NN
A52264	797	34	,	,	,
A52264	797	35	for	for	IN
A52264	797	36	the	the	DT
A52264	797	37	artificiall	artificiall	JJ
A52264	797	38	numbers	number	NNS
A52264	797	39	in	in	IN
A52264	797	40	this	this	DT
A52264	797	41	Canon	Canon	NNP
A52264	797	42	might	may	MD
A52264	797	43	in	in	IN
A52264	797	44	all	all	DT
A52264	797	45	respects	respect	NNS
A52264	797	46	have	have	VBP
A52264	797	47	been	be	VBN
A52264	797	48	made	make	VBN
A52264	797	49	answerable	answerable	JJ
A52264	797	50	to	to	IN
A52264	797	51	the	the	DT
A52264	797	52	natural	natural	JJ
A52264	797	53	,	,	,
A52264	797	54	and	and	CC
A52264	797	55	so	so	RB
A52264	797	56	the	the	DT
A52264	797	57	Characteristick	Characteristick	NNP
A52264	797	58	of	of	IN
A52264	797	59	the	the	DT
A52264	797	60	Radius	Radius	NNP
A52264	797	61	,	,	,
A52264	797	62	or	or	CC
A52264	797	63	whole	whole	JJ
A52264	797	64	Sine	Sine	NNP
A52264	797	65	would	would	MD
A52264	797	66	have	have	VB
A52264	797	67	been	be	VBN
A52264	797	68	seven	seven	CD
A52264	797	69	,	,	,
A52264	797	70	the	the	DT
A52264	797	71	Characterick	Characterick	NNP
A52264	797	72	of	of	IN
A52264	797	73	the	the	DT
A52264	797	74	first	first	JJ
A52264	797	75	minute	minute	NN
A52264	797	76	3	3	CD
A52264	797	77	,	,	,
A52264	797	78	but	but	CC
A52264	797	79	thus	thus	RB
A52264	797	80	the	the	DT
A52264	797	81	subduction	subduction	NN
A52264	797	82	of	of	IN
A52264	797	83	the	the	DT
A52264	797	84	Radius	Radius	NNP
A52264	797	85	would	would	MD
A52264	797	86	not	not	RB
A52264	797	87	have	have	VB
A52264	797	88	been	be	VBN
A52264	797	89	so	so	RB
A52264	797	90	ready	ready	JJ
A52264	797	91	as	as	IN
A52264	797	92	now	now	RB
A52264	797	93	it	-PRON-	PRP
A52264	797	94	is	be	VBZ
A52264	797	95	,	,	,
A52264	797	96	nor	nor	CC
A52264	797	97	yet	yet	RB
A52264	797	98	the	the	DT
A52264	797	99	Canon	Canon	NNP
A52264	797	100	it	-PRON-	PRP
A52264	797	101	self	self	NN
A52264	797	102	altogether	altogether	RB
A52264	797	103	so	so	RB
A52264	797	104	exact	exact	JJ
A52264	797	105	,	,	,
A52264	797	106	and	and	CC
A52264	797	107	therefore	therefore	RB
A52264	797	108	as	as	IN
A52264	797	109	Master	Master	NNP
A52264	797	110	Briggs	Briggs	NNP
A52264	797	111	confined	confine	VBD
A52264	797	112	the	the	DT
A52264	797	113	Radius	Radius	NNP
A52264	797	114	of	of	IN
A52264	797	115	his	-PRON-	PRP$
A52264	797	116	artificiall	artificiall	NN
A52264	797	117	Canon	Canon	NNP
A52264	797	118	to	to	IN
A52264	797	119	eleven	eleven	CD
A52264	797	120	places	place	NNS
A52264	797	121	for	for	IN
A52264	797	122	conveniency	conveniency	NN
A52264	797	123	sake	sake	NN
A52264	797	124	,	,	,
A52264	797	125	though	though	IN
A52264	797	126	he	-PRON-	PRP
A52264	797	127	made	make	VBD
A52264	797	128	the	the	DT
A52264	797	129	Logarithmes	logarithme	NNS
A52264	797	130	to	to	IN
A52264	797	131	the	the	DT
A52264	797	132	Radius	Radius	NNP
A52264	797	133	of	of	IN
A52264	797	134	sixteen	sixteen	CD
A52264	797	135	:	:	:
A52264	797	136	so	so	RB
A52264	797	137	here	here	RB
A52264	797	138	for	for	IN
A52264	797	139	conveniency	conveniency	NN
A52264	797	140	and	and	CC
A52264	797	141	exactnesse	exactnesse	NNP
A52264	797	142	both	both	DT
A52264	797	143	,	,	,
A52264	797	144	the	the	DT
A52264	797	145	same	same	JJ
A52264	797	146	Characterick	Characterick	NNP
A52264	797	147	is	be	VBZ
A52264	797	148	here	here	RB
A52264	797	149	continued	continue	VBN
A52264	797	150	,	,	,
A52264	797	151	though	though	IN
A52264	797	152	the	the	DT
A52264	797	153	naturall	naturall	NN
A52264	797	154	numbers	number	NNS
A52264	797	155	do	do	VBP
A52264	797	156	not	not	RB
A52264	797	157	require	require	VB
A52264	797	158	it	-PRON-	PRP
A52264	797	159	,	,	,
A52264	797	160	if	if	IN
A52264	797	161	any	any	DT
A52264	797	162	think	think	VBP
A52264	797	163	this	this	DT
A52264	797	164	a	a	DT
A52264	797	165	defect	defect	NN
A52264	797	166	,	,	,
A52264	797	167	I	-PRON-	PRP
A52264	797	168	answer	answer	VBP
A52264	797	169	,	,	,
A52264	797	170	that	that	IN
A52264	797	171	it	-PRON-	PRP
A52264	797	172	could	could	MD
A52264	797	173	not	not	RB
A52264	797	174	well	well	RB
A52264	797	175	be	be	VB
A52264	797	176	avoided	avoid	VBN
A52264	797	177	here	here	RB
A52264	797	178	,	,	,
A52264	797	179	but	but	CC
A52264	797	180	may	may	MD
A52264	797	181	be	be	VB
A52264	797	182	supplied	supply	VBN
A52264	797	183	by	by	IN
A52264	797	184	Master	Master	NNP
A52264	797	185	Briggs	Briggs	NNP
A52264	797	186	his	-PRON-	PRP$
A52264	797	187	Canon	Canon	NNP
A52264	797	188	,	,	,
A52264	797	189	of	of	IN
A52264	797	190	which	which	WDT
A52264	797	191	this	this	DT
A52264	797	192	is	be	VBZ
A52264	797	193	an	an	DT
A52264	797	194	abbreviation	abbreviation	NN
A52264	797	195	:	:	:
A52264	797	196	and	and	CC
A52264	797	197	yet	yet	RB
A52264	797	198	even	even	RB
A52264	797	199	here	here	RB
A52264	797	200	there	there	EX
A52264	797	201	is	be	VBZ
A52264	797	202	so	so	RB
A52264	797	203	small	small	JJ
A52264	797	204	a	a	DT
A52264	797	205	difference	difference	NN
A52264	797	206	between	between	IN
A52264	797	207	the	the	DT
A52264	797	208	Logarithmes	logarithme	NNS
A52264	797	209	of	of	IN
A52264	797	210	these	these	DT
A52264	797	211	naturall	naturall	JJ
A52264	797	212	numbers	number	NNS
A52264	797	213	,	,	,
A52264	797	214	and	and	CC
A52264	797	215	the	the	DT
A52264	797	216	Logarithmes	logarithme	NNS
A52264	797	217	in	in	IN
A52264	797	218	the	the	DT
A52264	797	219	Canon	Canon	NNP
A52264	797	220	,	,	,
A52264	797	221	that	that	IN
A52264	797	222	any	any	DT
A52264	797	223	one	one	NN
A52264	797	224	may	may	MD
A52264	797	225	well	well	RB
A52264	797	226	perceive	perceive	VB
A52264	797	227	the	the	DT
A52264	797	228	one	one	NN
A52264	797	229	to	to	TO
A52264	797	230	be	be	VB
A52264	797	231	nothing	nothing	NN
A52264	797	232	else	else	RB
A52264	797	233	but	but	CC
A52264	797	234	the	the	DT
A52264	797	235	Logarithme	Logarithme	NNP
A52264	797	236	of	of	IN
A52264	797	237	the	the	DT
A52264	797	238	other	other	JJ
A52264	797	239	,	,	,
A52264	797	240	if	if	IN
A52264	797	241	they	-PRON-	PRP
A52264	797	242	do	do	VBP
A52264	797	243	but	but	CC
A52264	797	244	change	change	VB
A52264	797	245	the	the	DT
A52264	797	246	Characteristick	Characteristick	NNP
A52264	797	247	.	.	.
A52264	798	1	And	and	CC
A52264	798	2	hence	hence	RB
A52264	798	3	we	-PRON-	PRP
A52264	798	4	may	may	MD
A52264	798	5	gather	gather	VB
A52264	798	6	,	,	,
A52264	798	7	that	that	IN
A52264	798	8	the	the	DT
A52264	798	9	making	making	NN
A52264	798	10	of	of	IN
A52264	798	11	this	this	DT
A52264	798	12	Canon	Canon	NNP
A52264	798	13	is	be	VBZ
A52264	798	14	not	not	RB
A52264	798	15	so	so	RB
A52264	798	16	difficult	difficult	JJ
A52264	798	17	as	as	IN
A52264	798	18	laborious	laborious	JJ
A52264	798	19	,	,	,
A52264	798	20	and	and	CC
A52264	798	21	the	the	DT
A52264	798	22	labour	labour	NN
A52264	798	23	thereof	thereof	RB
A52264	798	24	may	may	MD
A52264	798	25	be	be	VB
A52264	798	26	much	much	RB
A52264	798	27	abridged	abridge	VBN
A52264	798	28	by	by	IN
A52264	798	29	this	this	DT
A52264	798	30	Proposition	Proposition	NNP
A52264	798	31	following	follow	VBG
A52264	798	32	.	.	.
A52264	799	1	17	17	CD
A52264	799	2	.	.	.
A52264	800	1	§	§	ADD
A52264	800	2	.	.	.
A52264	801	1	The	the	DT
A52264	801	2	Sine	Sine	NNP
A52264	801	3	of	of	IN
A52264	801	4	an	an	DT
A52264	801	5	arch	arch	NN
A52264	801	6	and	and	CC
A52264	801	7	half	half	NN
A52264	801	8	the	the	DT
A52264	801	9	Radius	Radius	NNP
A52264	801	10	are	be	VBP
A52264	801	11	mean	mean	JJ
A52264	801	12	proportionals	proportional	NNS
A52264	801	13	between	between	IN
A52264	801	14	the	the	DT
A52264	801	15	Sine	Sine	NNP
A52264	801	16	of	of	IN
A52264	801	17	halfe	halfe	NN
A52264	801	18	that	that	WDT
A52264	801	19	arch	arch	VBP
A52264	801	20	,	,	,
A52264	801	21	and	and	CC
A52264	801	22	the	the	DT
A52264	801	23	Sine	Sine	NNP
A52264	801	24	complement	complement	NN
A52264	801	25	of	of	IN
A52264	801	26	the	the	DT
A52264	801	27	same	same	JJ
A52264	801	28	half	half	NN
A52264	801	29	.	.	.
A52264	802	1	In	in	IN
A52264	802	2	the	the	DT
A52264	802	3	annexed	annex	VBN
A52264	802	4	Diagram	Diagram	NNP
A52264	802	5	,	,	,
A52264	802	6	let	let	VB
A52264	802	7	DE	DE	NNP
A52264	802	8	be	be	VB
A52264	802	9	the	the	DT
A52264	802	10	sine	sine	NN
A52264	802	11	of	of	IN
A52264	802	12	56	56	CD
A52264	802	13	degrees	degree	NNS
A52264	802	14	,	,	,
A52264	802	15	BC	BC	NNP
A52264	802	16	the	the	DT
A52264	802	17	sine	sine	NN
A52264	802	18	of	of	IN
A52264	802	19	28	28	CD
A52264	802	20	,	,	,
A52264	802	21	AC	AC	NNP
A52264	802	22	the	the	DT
A52264	802	23	sine	sine	JJ
A52264	802	24	complement	complement	NN
A52264	802	25	thereof	thereof	RB
A52264	802	26	,	,	,
A52264	802	27	that	that	RB
A52264	802	28	is	is	RB
A52264	802	29	,	,	,
A52264	802	30	of	of	IN
A52264	802	31	62	62	CD
A52264	802	32	.	.	.
A52264	803	1	DB	DB	NNP
A52264	803	2	the	the	DT
A52264	803	3	subtense	subtense	NN
A52264	803	4	of	of	IN
A52264	803	5	56	56	CD
A52264	803	6	.	.	.
A52264	804	1	CF	CF	NNP
A52264	804	2	perpendicular	perpendicular	JJ
A52264	804	3	to	to	IN
A52264	804	4	the	the	DT
A52264	804	5	Radius	Radius	NNP
A52264	804	6	,	,	,
A52264	804	7	then	then	RB
A52264	804	8	are	be	VBP
A52264	804	9	ABC	ABC	NNP
A52264	804	10	and	and	CC
A52264	804	11	ACF	ACF	NNP
A52264	804	12	like	like	IN
A52264	804	13	triangles	triangle	NNS
A52264	804	14	,	,	,
A52264	804	15	by	by	IN
A52264	804	16	the	the	DT
A52264	804	17	22	22	CD
A52264	804	18	of	of	IN
A52264	804	19	the	the	DT
A52264	804	20	second	second	JJ
A52264	804	21	,	,	,
A52264	804	22	and	and	CC
A52264	804	23	their	-PRON-	PRP$
A52264	804	24	sides	side	NNS
A52264	804	25	proportional	proportional	JJ
A52264	804	26	that	that	WDT
A52264	804	27	is	is	RB
A52264	804	28	,	,	,
A52264	804	29	AB	AB	NNP
A52264	804	30	  	  	_SP
A52264	804	31	AB	AB	NNP
A52264	804	32	BC	BC	NNP
A52264	804	33	  	  	_SP
A52264	804	34	AO	AO	NNP
A52264	804	35	      	      	_SP
A52264	804	36	AC	AC	NNP
A52264	804	37	  	  	_SP
A52264	804	38	DE	DE	NNP
A52264	804	39	CF	CF	NNP
A52264	804	40	  	  	_SP
A52264	804	41	CF	CF	NNP
A52264	804	42	And	and	CC
A52264	804	43	therefore	therefore	RB
A52264	804	44	the	the	DT
A52264	804	45	oblongs	oblong	NNS
A52264	804	46	of	of	IN
A52264	804	47	BC×AC	BC×AC	NNP
A52264	804	48	,	,	,
A52264	804	49	AO	AO	NNP
A52264	804	50	×	×	NN
A52264	804	51	DE	DE	NNP
A52264	804	52	,	,	,
A52264	804	53	and	and	CC
A52264	804	54	AB	AB	NNP
A52264	804	55	×	×	NN
A52264	804	56	CF	cf	NN
A52264	804	57	are	be	VBP
A52264	804	58	equal	equal	JJ
A52264	804	59	,	,	,
A52264	804	60	and	and	CC
A52264	804	61	the	the	DT
A52264	804	62	sides	side	NNS
A52264	804	63	of	of	IN
A52264	804	64	equal	equal	JJ
A52264	804	65	rectangled	rectangle	VBN
A52264	804	66	figures	figure	NNS
A52264	804	67	reciprocally	reciprocally	RB
A52264	804	68	proportional	proportional	JJ
A52264	804	69	,	,	,
A52264	804	70	that	that	RB
A52264	804	71	is	is	RB
A52264	804	72	,	,	,
A52264	804	73	as	as	IN
A52264	804	74	BC	BC	NNP
A52264	804	75	,	,	,
A52264	804	76	AO	AO	NNP
A52264	804	77	∷	∷	NNP
A52264	804	78	DE	DE	NNP
A52264	804	79	,	,	,
A52264	804	80	AC	AC	NNP
A52264	804	81	.	.	.
A52264	805	1	or	or	CC
A52264	805	2	as	as	IN
A52264	805	3	AO	AO	NNP
A52264	805	4	,	,	,
A52264	805	5	BC	BC	NNP
A52264	805	6	∷	∷	NNP
A52264	805	7	AC	AC	NNP
A52264	805	8	,	,	,
A52264	805	9	DE	DE	NNP
A52264	805	10	.	.	.
A52264	806	1	If	if	IN
A52264	806	2	therefore	therefore	RB
A52264	806	3	you	-PRON-	PRP
A52264	806	4	multiply	multiply	VBP
A52264	806	5	AO	AO	NNP
A52264	806	6	,	,	,
A52264	806	7	the	the	DT
A52264	806	8	half	half	NN
A52264	806	9	Radius	Radius	NNP
A52264	806	10	,	,	,
A52264	806	11	by	by	IN
A52264	806	12	DE	DE	NNP
A52264	806	13	,	,	,
A52264	806	14	the	the	DT
A52264	806	15	sine	sine	NN
A52264	806	16	of	of	IN
A52264	806	17	the	the	DT
A52264	806	18	arch	arch	NN
A52264	806	19	given	give	VBN
A52264	806	20	,	,	,
A52264	806	21	and	and	CC
A52264	806	22	divide	divide	VB
A52264	806	23	the	the	DT
A52264	806	24	product	product	NN
A52264	806	25	by	by	IN
A52264	806	26	BC	BC	NNP
A52264	806	27	,	,	,
A52264	806	28	the	the	DT
A52264	806	29	sine	sine	NN
A52264	806	30	of	of	IN
A52264	806	31	half	half	PDT
A52264	806	32	the	the	DT
A52264	806	33	arch	arch	NN
A52264	806	34	given	give	VBN
A52264	806	35	,	,	,
A52264	806	36	the	the	DT
A52264	806	37	quotient	quotient	NN
A52264	806	38	shall	shall	MD
A52264	806	39	be	be	VB
A52264	806	40	AC	AC	NNP
A52264	806	41	,	,	,
A52264	806	42	the	the	DT
A52264	806	43	sine	sine	JJ
A52264	806	44	complement	complement	NN
A52264	806	45	of	of	IN
A52264	806	46	half	half	PDT
A52264	806	47	the	the	DT
A52264	806	48	given	give	VBN
A52264	806	49	arch	arch	NN
A52264	806	50	.	.	.
A52264	807	1	Or	or	CC
A52264	807	2	if	if	IN
A52264	807	3	you	-PRON-	PRP
A52264	807	4	multiply	multiply	VBP
A52264	807	5	BC	BC	NNP
A52264	807	6	,	,	,
A52264	807	7	the	the	DT
A52264	807	8	sine	sine	NN
A52264	807	9	of	of	IN
A52264	807	10	an	an	DT
A52264	807	11	arch	arch	NN
A52264	807	12	by	by	IN
A52264	807	13	AC	AC	NNP
A52264	807	14	,	,	,
A52264	807	15	the	the	DT
A52264	807	16	sine	sine	JJ
A52264	807	17	complement	complement	NN
A52264	807	18	of	of	IN
A52264	807	19	the	the	DT
A52264	807	20	same	same	JJ
A52264	807	21	arch	arch	NN
A52264	807	22	,	,	,
A52264	807	23	and	and	CC
A52264	807	24	divide	divide	VB
A52264	807	25	the	the	DT
A52264	807	26	product	product	NN
A52264	807	27	by	by	IN
A52264	807	28	AO	AO	NNP
A52264	807	29	,	,	,
A52264	807	30	the	the	DT
A52264	807	31	half	half	NN
A52264	807	32	Radius	Radius	NNP
A52264	807	33	,	,	,
A52264	807	34	the	the	DT
A52264	807	35	quotient	quotient	NN
A52264	807	36	shall	shall	MD
A52264	807	37	be	be	VB
A52264	807	38	DE	DE	NNP
A52264	807	39	,	,	,
A52264	807	40	the	the	DT
A52264	807	41	sine	sine	NN
A52264	807	42	of	of	IN
A52264	807	43	the	the	DT
A52264	807	44	double	double	JJ
A52264	807	45	arch	arch	NN
A52264	807	46	.	.	.
A52264	808	1	And	and	CC
A52264	808	2	therefore	therefore	RB
A52264	808	3	the	the	DT
A52264	808	4	sines	sine	NNS
A52264	808	5	of	of	IN
A52264	808	6	45	45	CD
A52264	808	7	degrees	degree	NNS
A52264	808	8	being	be	VBG
A52264	808	9	given	give	VBN
A52264	808	10	,	,	,
A52264	808	11	or	or	CC
A52264	808	12	the	the	DT
A52264	808	13	Logarithmes	logarithme	NNS
A52264	808	14	of	of	IN
A52264	808	15	those	those	DT
A52264	808	16	sines	sine	NNS
A52264	808	17	,	,	,
A52264	808	18	the	the	DT
A52264	808	19	rest	rest	NN
A52264	808	20	may	may	MD
A52264	808	21	be	be	VB
A52264	808	22	found	find	VBN
A52264	808	23	by	by	IN
A52264	808	24	the	the	DT
A52264	808	25	rule	rule	NN
A52264	808	26	of	of	IN
A52264	808	27	proportion	proportion	NN
A52264	808	28	.	.	.
A52264	809	1	For	for	IN
A52264	809	2	illustration	illustration	NN
A52264	809	3	sake	sake	NN
A52264	809	4	we	-PRON-	PRP
A52264	809	5	will	will	MD
A52264	809	6	adde	adde	VB
A52264	809	7	an	an	DT
A52264	809	8	example	example	NN
A52264	809	9	in	in	IN
A52264	809	10	naturall	naturall	NNP
A52264	809	11	and	and	CC
A52264	809	12	artificiall	artificiall	NNP
A52264	809	13	numbers	number	NNS
A52264	809	14	.	.	.
A52264	810	1	Naturall	Naturall	NNP
A52264	810	2	,	,	,
A52264	810	3	As	as	IN
A52264	810	4	BC	BC	NNP
A52264	810	5	28	28	CD
A52264	810	6	,	,	,
A52264	810	7	46947	46947	CD
A52264	810	8	Is	be	VBZ
A52264	810	9	to	to	IN
A52264	810	10	AO	AO	NNP
A52264	810	11	30	30	CD
A52264	810	12	;	;	:
A52264	810	13	50000	50000	CD
A52264	810	14	So	so	RB
A52264	810	15	is	be	VBZ
A52264	810	16	DE	DE	NNP
A52264	810	17	56	56	CD
A52264	810	18	,	,	,
A52264	810	19	82903	82903	CD
A52264	810	20	To	to	IN
A52264	810	21	AC	AC	NNP
A52264	810	22	62	62	CD
A52264	810	23	:	:	:
A52264	810	24	88294	88294	CD
A52264	810	25	Logarith	Logarith	NNP
A52264	810	26	.	.	.
A52264	811	1	As	as	IN
A52264	811	2	BC	BC	NNP
A52264	811	3	28	28	CD
A52264	811	4	,	,	,
A52264	811	5	9.671609	9.671609	CD
A52264	811	6	    	    	_SP
A52264	811	7	Is	be	VBZ
A52264	811	8	to	to	IN
A52264	811	9	AO	AO	NNP
A52264	811	10	30	30	CD
A52264	811	11	;	;	:
A52264	811	12	9.698970	9.698970	CD
A52264	811	13	So	so	RB
A52264	811	14	is	be	VBZ
A52264	811	15	DE	DE	NNP
A52264	811	16	56	56	CD
A52264	811	17	,	,	,
A52264	811	18	9.918574	9.918574	CD
A52264	811	19	    	    	_SP
A52264	811	20	To	to	IN
A52264	811	21	AC	AC	NNP
A52264	811	22	62	62	CD
A52264	811	23	.	.	.
A52264	812	1	9.945935	9.945935	CD
A52264	812	2	18	18	CD
A52264	812	3	.	.	.
A52264	813	1	§	§	ADD
A52264	813	2	.	.	.
A52264	814	1	The	the	DT
A52264	814	2	composition	composition	NN
A52264	814	3	of	of	IN
A52264	814	4	the	the	DT
A52264	814	5	naturall	naturall	NN
A52264	814	6	Tangents	Tangents	NNP
A52264	814	7	and	and	CC
A52264	814	8	Secants	Secants	NNPS
A52264	814	9	,	,	,
A52264	814	10	by	by	IN
A52264	814	11	the	the	DT
A52264	814	12	first	first	JJ
A52264	814	13	and	and	CC
A52264	814	14	second	second	JJ
A52264	814	15	of	of	IN
A52264	814	16	the	the	DT
A52264	814	17	fourth	fourth	JJ
A52264	814	18	are	be	VBP
A52264	814	19	thus	thus	RB
A52264	814	20	to	to	TO
A52264	814	21	be	be	VB
A52264	814	22	made	make	VBN
A52264	814	23	.	.	.
A52264	815	1	1	1	LS
A52264	815	2	.	.	.
A52264	816	1	As	as	IN
A52264	816	2	the	the	DT
A52264	816	3	sine	sine	NN
A52264	816	4	of	of	IN
A52264	816	5	the	the	DT
A52264	816	6	complement	complement	NN
A52264	816	7	,	,	,
A52264	816	8	is	be	VBZ
A52264	816	9	to	to	IN
A52264	816	10	the	the	DT
A52264	816	11	sine	sine	NN
A52264	816	12	of	of	IN
A52264	816	13	an	an	DT
A52264	816	14	arch	arch	NN
A52264	816	15	:	:	:
A52264	816	16	So	so	RB
A52264	816	17	is	be	VBZ
A52264	816	18	the	the	DT
A52264	816	19	Radius	Radius	NNP
A52264	816	20	,	,	,
A52264	816	21	to	to	IN
A52264	816	22	the	the	DT
A52264	816	23	tangent	tangent	NN
A52264	816	24	of	of	IN
A52264	816	25	that	that	DT
A52264	816	26	arch	arch	NN
A52264	816	27	.	.	.
A52264	817	1	2	2	LS
A52264	817	2	.	.	.
A52264	818	1	As	as	IN
A52264	818	2	the	the	DT
A52264	818	3	sine	sine	NN
A52264	818	4	of	of	IN
A52264	818	5	the	the	DT
A52264	818	6	complement	complement	NN
A52264	818	7	,	,	,
A52264	818	8	is	be	VBZ
A52264	818	9	to	to	IN
A52264	818	10	the	the	DT
A52264	818	11	Radius	radius	NN
A52264	818	12	:	:	:
A52264	818	13	so	so	RB
A52264	818	14	is	be	VBZ
A52264	818	15	the	the	DT
A52264	818	16	Radius	Radius	NNP
A52264	818	17	,	,	,
A52264	818	18	to	to	IN
A52264	818	19	the	the	DT
A52264	818	20	Secant	Secant	NNP
A52264	818	21	of	of	IN
A52264	818	22	that	that	DT
A52264	818	23	arch	arch	NN
A52264	818	24	;	;	:
A52264	818	25	and	and	CC
A52264	818	26	by	by	IN
A52264	818	27	the	the	DT
A52264	818	28	same	same	JJ
A52264	818	29	rules	rule	NNS
A52264	818	30	may	may	MD
A52264	818	31	be	be	VB
A52264	818	32	also	also	RB
A52264	818	33	made	make	VBN
A52264	818	34	the	the	DT
A52264	818	35	artificiall	artificiall	NN
A52264	818	36	;	;	:
A52264	818	37	but	but	CC
A52264	818	38	with	with	IN
A52264	818	39	more	more	JJR
A52264	818	40	ease	ease	NN
A52264	818	41	,	,	,
A52264	818	42	as	as	IN
A52264	818	43	by	by	IN
A52264	818	44	example	example	NN
A52264	818	45	it	-PRON-	PRP
A52264	818	46	will	will	MD
A52264	818	47	appear	appear	VB
A52264	818	48	.	.	.
A52264	819	1	Let	let	VB
A52264	819	2	the	the	DT
A52264	819	3	tangent	tangent	NN
A52264	819	4	of	of	IN
A52264	819	5	30	30	CD
A52264	819	6	degrees	degree	NNS
A52264	819	7	be	be	VB
A52264	819	8	sought	seek	VBN
A52264	819	9	.	.	.
A52264	820	1	Logarith	Logarith	NNP
A52264	820	2	.	.	.
A52264	821	1	As	as	IN
A52264	821	2	the	the	DT
A52264	821	3	co	co	NN
A52264	821	4	-	-	NN
A52264	821	5	sine	sine	NN
A52264	821	6	of	of	IN
A52264	821	7	60	60	CD
A52264	821	8	degrees	degree	NNS
A52264	821	9	,	,	,
A52264	821	10	9.937531	9.937531	CD
A52264	821	11	    	    	_SP
A52264	821	12	Is	be	VBZ
A52264	821	13	to	to	IN
A52264	821	14	the	the	DT
A52264	821	15	sine	sine	NN
A52264	821	16	of	of	IN
A52264	821	17	30	30	CD
A52264	821	18	;	;	:
A52264	821	19	9.698970	9.698970	CD
A52264	821	20	So	so	RB
A52264	821	21	is	be	VBZ
A52264	821	22	the	the	DT
A52264	821	23	Radius	Radius	NNP
A52264	821	24	,	,	,
A52264	821	25	10.000000	10.000000	CD
A52264	821	26	    	    	_SP
A52264	821	27	To	to	IN
A52264	821	28	the	the	DT
A52264	821	29	tangent	tangent	NN
A52264	821	30	of	of	IN
A52264	821	31	30	30	CD
A52264	821	32	:	:	SYM
A52264	821	33	9.761439	9.761439	CD
A52264	821	34	And	and	CC
A52264	821	35	thus	thus	RB
A52264	821	36	having	have	VBG
A52264	821	37	made	make	VBN
A52264	821	38	the	the	DT
A52264	821	39	artificiall	artificiall	NN
A52264	821	40	Tangents	tangent	NNS
A52264	821	41	of	of	IN
A52264	821	42	45	45	CD
A52264	821	43	degrees	degree	NNS
A52264	821	44	,	,	,
A52264	821	45	the	the	DT
A52264	821	46	other	other	JJ
A52264	821	47	45	45	CD
A52264	821	48	are	be	VBP
A52264	821	49	but	but	IN
A52264	821	50	the	the	DT
A52264	821	51	arithmeticall	arithmeticall	NN
A52264	821	52	complements	complement	NNS
A52264	821	53	of	of	IN
A52264	821	54	the	the	DT
A52264	821	55	former	former	JJ
A52264	821	56	,	,	,
A52264	821	57	taken	take	VBN
A52264	821	58	as	as	IN
A52264	821	59	hath	hath	NNP
A52264	821	60	been	be	VBN
A52264	821	61	shewed	shew	VBN
A52264	821	62	in	in	IN
A52264	821	63	the	the	DT
A52264	821	64	eighth	eighth	JJ
A52264	821	65	rule	rule	NN
A52264	821	66	of	of	IN
A52264	821	67	the	the	DT
A52264	821	68	fifth	fifth	JJ
A52264	821	69	Chapter	chapter	NN
A52264	821	70	.	.	.
A52264	822	1	Again	again	RB
A52264	822	2	,	,	,
A52264	822	3	let	let	VB
A52264	822	4	the	the	DT
A52264	822	5	secant	secant	NN
A52264	822	6	of	of	IN
A52264	822	7	30	30	CD
A52264	822	8	degrees	degree	NNS
A52264	822	9	be	be	VB
A52264	822	10	sought	seek	VBN
A52264	822	11	.	.	.
A52264	823	1	As	as	IN
A52264	823	2	the	the	DT
A52264	823	3	co	co	NN
A52264	823	4	-	-	NN
A52264	823	5	sine	sine	NN
A52264	823	6	of	of	IN
A52264	823	7	60	60	CD
A52264	823	8	degrees	degree	NNS
A52264	823	9	,	,	,
A52264	823	10	9.937531	9.937531	CD
A52264	823	11	    	    	_SP
A52264	823	12	Is	be	VBZ
A52264	823	13	to	to	IN
A52264	823	14	the	the	DT
A52264	823	15	Radius	Radius	NNP
A52264	823	16	,	,	,
A52264	823	17	10.000000	10.000000	CD
A52264	823	18	So	so	RB
A52264	823	19	is	be	VBZ
A52264	823	20	the	the	DT
A52264	823	21	Radius	Radius	NNP
A52264	823	22	,	,	,
A52264	823	23	10.000000	10.000000	CD
A52264	823	24	      	      	_SP
A52264	823	25	20.000000	20.000000	CD
A52264	823	26	    	    	_SP
A52264	823	27	To	to	IN
A52264	823	28	the	the	DT
A52264	823	29	secant	secant	NN
A52264	823	30	of	of	IN
A52264	823	31	30	30	CD
A52264	823	32	:	:	SYM
A52264	823	33	10.062469	10.062469	CD
A52264	823	34	And	and	CC
A52264	823	35	thus	thus	RB
A52264	823	36	the	the	DT
A52264	823	37	Radius	Radius	NNP
A52264	823	38	being	be	VBG
A52264	823	39	added	add	VBN
A52264	823	40	to	to	IN
A52264	823	41	the	the	DT
A52264	823	42	arithmetical	arithmetical	JJ
A52264	823	43	complement	complement	NN
A52264	823	44	of	of	IN
A52264	823	45	the	the	DT
A52264	823	46	sine	sine	NN
A52264	823	47	of	of	IN
A52264	823	48	an	an	DT
A52264	823	49	arch	arch	NN
A52264	823	50	,	,	,
A52264	823	51	their	-PRON-	PRP$
A52264	823	52	aggregate	aggregate	NN
A52264	823	53	is	be	VBZ
A52264	823	54	the	the	DT
A52264	823	55	secant	secant	NN
A52264	823	56	of	of	IN
A52264	823	57	the	the	DT
A52264	823	58	complement	complement	NN
A52264	823	59	of	of	IN
A52264	823	60	that	that	DT
A52264	823	61	arch	arch	NN
A52264	823	62	.	.	.
A52264	824	1	And	and	CC
A52264	824	2	this	this	DT
A52264	824	3	is	be	VBZ
A52264	824	4	sufficient	sufficient	JJ
A52264	824	5	for	for	IN
A52264	824	6	the	the	DT
A52264	824	7	construction	construction	NN
A52264	824	8	of	of	IN
A52264	824	9	the	the	DT
A52264	824	10	naturall	naturall	NN
A52264	824	11	and	and	CC
A52264	824	12	artificiall	artificiall	NNP
A52264	824	13	Canon	Canon	NNP
A52264	824	14	.	.	.
A52264	825	1	How	how	WRB
A52264	825	2	to	to	TO
A52264	825	3	finde	finde	VB
A52264	825	4	the	the	DT
A52264	825	5	Sine	Sine	NNP
A52264	825	6	,	,	,
A52264	825	7	Tangent	Tangent	NNP
A52264	825	8	or	or	CC
A52264	825	9	Secant	Secant	NNP
A52264	825	10	of	of	IN
A52264	825	11	any	any	DT
A52264	825	12	arch	arch	NN
A52264	825	13	given	give	VBN
A52264	825	14	in	in	IN
A52264	825	15	the	the	DT
A52264	825	16	Canon	Canon	NNP
A52264	825	17	herewith	herewith	NN
A52264	825	18	printed	print	VBN
A52264	825	19	,	,	,
A52264	825	20	shall	shall	MD
A52264	825	21	be	be	VB
A52264	825	22	shewen	shewen	VBN
A52264	825	23	in	in	IN
A52264	825	24	the	the	DT
A52264	825	25	Preface	Preface	NNP
A52264	825	26	thereunto	thereunto	NNS
A52264	825	27	:	:	:
A52264	825	28	here	here	RB
A52264	825	29	followeth	followeth	NNP
A52264	825	30	the	the	DT
A52264	825	31	use	use	NN
A52264	825	32	of	of	IN
A52264	825	33	the	the	DT
A52264	825	34	naturall	naturall	NN
A52264	825	35	and	and	CC
A52264	825	36	artificiall	artificiall	NNP
A52264	825	37	numbers	number	NNS
A52264	825	38	both	both	DT
A52264	825	39	;	;	:
A52264	825	40	first	first	RB
A52264	825	41	,	,	,
A52264	825	42	in	in	IN
A52264	825	43	the	the	DT
A52264	825	44	resolving	resolve	VBG
A52264	825	45	any	any	DT
A52264	825	46	Triangle	Triangle	NNP
A52264	825	47	,	,	,
A52264	825	48	and	and	CC
A52264	825	49	then	then	RB
A52264	825	50	in	in	IN
A52264	825	51	Astronomy	Astronomy	NNP
A52264	825	52	,	,	,
A52264	825	53	Dialling	Dialling	NNP
A52264	825	54	,	,	,
A52264	825	55	and	and	CC
A52264	825	56	Navigation	Navigation	NNP
A52264	825	57	.	.	.
A52264	826	1	CHAP	CHAP	NNP
A52264	826	2	.	.	.
A52264	827	1	VI	VI	NNP
A52264	827	2	.	.	.
A52264	828	1	The	the	DT
A52264	828	2	use	use	NN
A52264	828	3	of	of	IN
A52264	828	4	the	the	DT
A52264	828	5	Tables	Tables	NNPS
A52264	828	6	of	of	IN
A52264	828	7	natural	natural	JJ
A52264	828	8	and	and	CC
A52264	828	9	artificial	artificial	JJ
A52264	828	10	Sines	Sines	NNPS
A52264	828	11	,	,	,
A52264	828	12	and	and	CC
A52264	828	13	Tangents	Tangents	NNP
A52264	828	14	,	,	,
A52264	828	15	and	and	CC
A52264	828	16	the	the	DT
A52264	828	17	Table	table	NN
A52264	828	18	of	of	IN
A52264	828	19	Logarithmes	logarithme	NNS
A52264	828	20	.	.	.
A52264	829	1	In	in	IN
A52264	829	2	the	the	DT
A52264	829	3	Dimension	dimension	NN
A52264	829	4	I.	i.	NN
A52264	830	1	Of	of	IN
A52264	830	2	plain	plain	RB
A52264	830	3	right	right	RB
A52264	830	4	angled	angle	VBN
A52264	830	5	Triangles	triangle	NNS
A52264	830	6	.	.	.
A52264	831	1	THe	the	DT
A52264	831	2	measuring	measure	VBG
A52264	831	3	or	or	CC
A52264	831	4	resolving	resolving	NN
A52264	831	5	of	of	IN
A52264	831	6	Triangles	Triangles	NNP
A52264	831	7	is	be	VBZ
A52264	831	8	the	the	DT
A52264	831	9	finding	finding	NN
A52264	831	10	out	out	IN
A52264	831	11	of	of	IN
A52264	831	12	the	the	DT
A52264	831	13	unknown	unknown	JJ
A52264	831	14	sides	side	NNS
A52264	831	15	or	or	CC
A52264	831	16	angles	angle	NNS
A52264	831	17	thereof	thereof	RB
A52264	831	18	by	by	IN
A52264	831	19	three	three	CD
A52264	831	20	things	thing	NNS
A52264	831	21	known	know	VBN
A52264	831	22	,	,	,
A52264	831	23	whether	whether	IN
A52264	831	24	angles	angle	NNS
A52264	831	25	,	,	,
A52264	831	26	or	or	CC
A52264	831	27	sides	side	NNS
A52264	831	28	,	,	,
A52264	831	29	or	or	CC
A52264	831	30	both	both	DT
A52264	831	31	;	;	:
A52264	831	32	and	and	CC
A52264	831	33	this	this	DT
A52264	831	34	by	by	IN
A52264	831	35	the	the	DT
A52264	831	36	help	help	NN
A52264	831	37	of	of	IN
A52264	831	38	that	that	DT
A52264	831	39	precious	precious	JJ
A52264	831	40	gemme	gemme	NNS
A52264	831	41	in	in	IN
A52264	831	42	Arithmetick	Arithmetick	NNP
A52264	831	43	,	,	,
A52264	831	44	for	for	IN
A52264	831	45	the	the	DT
A52264	831	46	excellency	excellency	NN
A52264	831	47	thereof	thereof	RB
A52264	831	48	called	call	VBD
A52264	831	49	the	the	DT
A52264	831	50	Golden	Golden	NNP
A52264	831	51	Rule	Rule	NNP
A52264	831	52	,	,	,
A52264	831	53	(	(	-LRB-
A52264	831	54	which	which	WDT
A52264	831	55	teacheth	teacheth	NNP
A52264	831	56	of	of	IN
A52264	831	57	four	four	CD
A52264	831	58	numbers	number	NNS
A52264	831	59	proportional	proportional	JJ
A52264	831	60	one	one	CD
A52264	831	61	to	to	IN
A52264	831	62	another	another	DT
A52264	831	63	,	,	,
A52264	831	64	any	any	DT
A52264	831	65	three	three	CD
A52264	831	66	of	of	IN
A52264	831	67	them	-PRON-	PRP
A52264	831	68	being	be	VBG
A52264	831	69	given	give	VBN
A52264	831	70	,	,	,
A52264	831	71	to	to	TO
A52264	831	72	finde	finde	VB
A52264	831	73	out	out	RP
A52264	831	74	a	a	DT
A52264	831	75	fourth	fourth	JJ
A52264	831	76	)	)	-RRB-
A52264	831	77	and	and	CC
A52264	831	78	also	also	RB
A52264	831	79	of	of	IN
A52264	831	80	these	these	DT
A52264	831	81	Tables	table	NNS
A52264	831	82	aforesaid	aforesaid	VBD
A52264	831	83	.	.	.
A52264	832	1	Of	of	IN
A52264	832	2	Triangles	Triangles	NNPS
A52264	832	3	,	,	,
A52264	832	4	as	as	IN
A52264	832	5	hath	hath	NNP
A52264	832	6	been	be	VBN
A52264	832	7	said	say	VBN
A52264	832	8	,	,	,
A52264	832	9	there	there	EX
A52264	832	10	are	be	VBP
A52264	832	11	two	two	CD
A52264	832	12	sorts	sort	NNS
A52264	832	13	;	;	:
A52264	832	14	plain	plain	JJ
A52264	832	15	and	and	CC
A52264	832	16	sphericall	sphericall	NN
A52264	832	17	.	.	.
A52264	833	1	A	a	DT
A52264	833	2	triangle	triangle	NN
A52264	833	3	upon	upon	IN
A52264	833	4	a	a	DT
A52264	833	5	plain	plain	NN
A52264	833	6	is	be	VBZ
A52264	833	7	right	right	RB
A52264	833	8	lined	line	VBN
A52264	833	9	,	,	,
A52264	833	10	upon	upon	IN
A52264	833	11	the	the	DT
A52264	833	12	Sphere	Sphere	NNP
A52264	833	13	circular	circular	JJ
A52264	833	14	.	.	.
A52264	834	1	Right	right	RB
A52264	834	2	lined	line	VBD
A52264	834	3	Triangles	triangle	NNS
A52264	834	4	are	be	VBP
A52264	834	5	right	right	RB
A52264	834	6	angled	angled	JJ
A52264	834	7	or	or	CC
A52264	834	8	oblique	oblique	JJ
A52264	834	9	.	.	.
A52264	835	1	A	a	DT
A52264	835	2	right	right	NN
A52264	835	3	angled	angle	VBN
A52264	835	4	,	,	,
A52264	835	5	right	right	RB
A52264	835	6	-	-	HYPH
A52264	835	7	lined	line	VBN
A52264	835	8	Triangle	Triangle	NNP
A52264	835	9	we	-PRON-	PRP
A52264	835	10	speak	speak	VBP
A52264	835	11	of	of	IN
A52264	835	12	first	first	RB
A52264	835	13	,	,	,
A52264	835	14	whose	whose	WP$
A52264	835	15	sides	side	NNS
A52264	835	16	then	then	RB
A52264	835	17	related	relate	VBD
A52264	835	18	to	to	IN
A52264	835	19	a	a	DT
A52264	835	20	circle	circle	NN
A52264	835	21	are	be	VBP
A52264	835	22	inscribed	inscribe	VBN
A52264	835	23	totally	totally	RB
A52264	835	24	or	or	CC
A52264	835	25	partially	partially	RB
A52264	835	26	.	.	.
A52264	836	1	Totally	totally	RB
A52264	836	2	,	,	,
A52264	836	3	if	if	IN
A52264	836	4	the	the	DT
A52264	836	5	side	side	NN
A52264	836	6	subtending	subtend	VBG
A52264	836	7	the	the	DT
A52264	836	8	right	right	JJ
A52264	836	9	angle	angle	NN
A52264	836	10	be	be	VB
A52264	836	11	made	make	VBN
A52264	836	12	the	the	DT
A52264	836	13	Radius	Radius	NNP
A52264	836	14	of	of	IN
A52264	836	15	a	a	DT
A52264	836	16	Circle	Circle	NNP
A52264	836	17	,	,	,
A52264	836	18	and	and	CC
A52264	836	19	then	then	RB
A52264	836	20	all	all	PDT
A52264	836	21	the	the	DT
A52264	836	22	sides	side	NNS
A52264	836	23	are	be	VBP
A52264	836	24	called	call	VBN
A52264	836	25	Sines	Sines	NNP
A52264	836	26	,	,	,
A52264	836	27	as	as	IN
A52264	836	28	in	in	IN
A52264	836	29	the	the	DT
A52264	836	30	Triangle	Triangle	NNP
A52264	836	31	ABC	ABC	NNP
A52264	836	32	.	.	.
A52264	837	1	Partially	partially	RB
A52264	837	2	,	,	,
A52264	837	3	if	if	IN
A52264	837	4	either	either	DT
A52264	837	5	of	of	IN
A52264	837	6	the	the	DT
A52264	837	7	sides	side	NNS
A52264	837	8	adjacent	adjacent	JJ
A52264	837	9	to	to	IN
A52264	837	10	the	the	DT
A52264	837	11	right	right	JJ
A52264	837	12	angle	angle	NN
A52264	837	13	be	be	VB
A52264	837	14	made	make	VBN
A52264	837	15	the	the	DT
A52264	837	16	Radius	Radius	NNP
A52264	837	17	of	of	IN
A52264	837	18	a	a	DT
A52264	837	19	circle	circle	NN
A52264	837	20	,	,	,
A52264	837	21	and	and	CC
A52264	837	22	then	then	RB
A52264	837	23	one	one	CD
A52264	837	24	side	side	NN
A52264	837	25	of	of	IN
A52264	837	26	the	the	DT
A52264	837	27	Triangle	Triangle	NNP
A52264	837	28	is	be	VBZ
A52264	837	29	the	the	DT
A52264	837	30	Radius	Radius	NNP
A52264	837	31	or	or	CC
A52264	837	32	whole	whole	JJ
A52264	837	33	Sine	Sine	NNP
A52264	837	34	,	,	,
A52264	837	35	the	the	DT
A52264	837	36	shorter	short	JJR
A52264	837	37	of	of	IN
A52264	837	38	the	the	DT
A52264	837	39	other	other	JJ
A52264	837	40	two	two	CD
A52264	837	41	sides	side	NNS
A52264	837	42	is	be	VBZ
A52264	837	43	a	a	DT
A52264	837	44	Tangent	Tangent	NNP
A52264	837	45	,	,	,
A52264	837	46	and	and	CC
A52264	837	47	the	the	DT
A52264	837	48	longest	long	JJS
A52264	837	49	a	a	DT
A52264	837	50	secant	secant	NN
A52264	837	51	.	.	.
A52264	838	1	Now	now	RB
A52264	838	2	according	accord	VBG
A52264	838	3	as	as	IN
A52264	838	4	the	the	DT
A52264	838	5	right	right	NN
A52264	838	6	angled	angle	VBN
A52264	838	7	Triangle	Triangle	NNP
A52264	838	8	is	be	VBZ
A52264	838	9	supposed	suppose	VBN
A52264	838	10	,	,	,
A52264	838	11	whether	whether	IN
A52264	838	12	to	to	TO
A52264	838	13	be	be	VB
A52264	838	14	totally	totally	RB
A52264	838	15	or	or	CC
A52264	838	16	but	but	CC
A52264	838	17	partially	partially	RB
A52264	838	18	inscribed	inscribe	VBN
A52264	838	19	in	in	IN
A52264	838	20	a	a	DT
A52264	838	21	circle	circle	NN
A52264	838	22	;	;	:
A52264	838	23	so	so	RB
A52264	838	24	is	be	VBZ
A52264	838	25	the	the	DT
A52264	838	26	trouble	trouble	NN
A52264	838	27	of	of	IN
A52264	838	28	finding	find	VBG
A52264	838	29	the	the	DT
A52264	838	30	parts	part	NNS
A52264	838	31	unknown	unknown	JJ
A52264	838	32	more	more	RBR
A52264	838	33	or	or	CC
A52264	838	34	lesse	lesse	NNP
A52264	838	35	,	,	,
A52264	838	36	whether	whether	IN
A52264	838	37	sides	side	NNS
A52264	838	38	or	or	CC
A52264	838	39	angles	angle	NNS
A52264	838	40	;	;	:
A52264	838	41	for	for	CC
A52264	838	42	if	if	IN
A52264	838	43	the	the	DT
A52264	838	44	triangle	triangle	NN
A52264	838	45	be	be	VB
A52264	838	46	supposed	suppose	VBN
A52264	838	47	to	to	TO
A52264	838	48	be	be	VB
A52264	838	49	totally	totally	RB
A52264	838	50	inscribed	inscribe	VBN
A52264	838	51	in	in	IN
A52264	838	52	a	a	DT
A52264	838	53	circle	circle	NN
A52264	838	54	,	,	,
A52264	838	55	we	-PRON-	PRP
A52264	838	56	are	be	VBP
A52264	838	57	in	in	IN
A52264	838	58	the	the	DT
A52264	838	59	solution	solution	NN
A52264	838	60	thereof	thereof	RB
A52264	838	61	confined	confine	VBD
A52264	838	62	to	to	IN
A52264	838	63	the	the	DT
A52264	838	64	Table	Table	NNP
A52264	838	65	of	of	IN
A52264	838	66	Sines	Sines	NNPS
A52264	838	67	onely	onely	RB
A52264	838	68	,	,	,
A52264	838	69	because	because	IN
A52264	838	70	all	all	PDT
A52264	838	71	the	the	DT
A52264	838	72	sides	side	NNS
A52264	838	73	of	of	IN
A52264	838	74	such	such	PDT
A52264	838	75	a	a	DT
A52264	838	76	triangle	triangle	NN
A52264	838	77	are	be	VBP
A52264	838	78	sines	sine	NNS
A52264	838	79	:	:	:
A52264	838	80	but	but	CC
A52264	838	81	if	if	IN
A52264	838	82	the	the	DT
A52264	838	83	triangle	triangle	NN
A52264	838	84	be	be	VB
A52264	838	85	supposed	suppose	VBN
A52264	838	86	to	to	TO
A52264	838	87	be	be	VB
A52264	838	88	but	but	CC
A52264	838	89	partially	partially	RB
A52264	838	90	inscribed	inscribe	VBN
A52264	838	91	in	in	IN
A52264	838	92	a	a	DT
A52264	838	93	circle	circle	NN
A52264	838	94	,	,	,
A52264	838	95	we	-PRON-	PRP
A52264	838	96	are	be	VBP
A52264	838	97	left	leave	VBN
A52264	838	98	at	at	IN
A52264	838	99	liberty	liberty	NN
A52264	838	100	to	to	TO
A52264	838	101	use	use	VB
A52264	838	102	the	the	DT
A52264	838	103	Table	table	NN
A52264	838	104	of	of	IN
A52264	838	105	Sines	Sines	NNPS
A52264	838	106	,	,	,
A52264	838	107	Tangents	Tangents	NNP
A52264	838	108	,	,	,
A52264	838	109	or	or	CC
A52264	838	110	Secants	Secants	NNPS
A52264	838	111	,	,	,
A52264	838	112	as	as	IN
A52264	838	113	we	-PRON-	PRP
A52264	838	114	shall	shall	MD
A52264	838	115	finde	finde	VB
A52264	838	116	to	to	TO
A52264	838	117	be	be	VB
A52264	838	118	most	most	RBS
A52264	838	119	convenient	convenient	JJ
A52264	838	120	for	for	IN
A52264	838	121	the	the	DT
A52264	838	122	work	work	NN
A52264	838	123	.	.	.
A52264	839	1	In	in	IN
A52264	839	2	a	a	DT
A52264	839	3	right	right	NN
A52264	839	4	angled	angle	VBN
A52264	839	5	plain	plain	JJ
A52264	839	6	Triangle	Triangle	NNP
A52264	839	7	,	,	,
A52264	839	8	either	either	CC
A52264	839	9	all	all	PDT
A52264	839	10	the	the	DT
A52264	839	11	angles	angle	NNS
A52264	839	12	with	with	IN
A52264	839	13	one	one	CD
A52264	839	14	side	side	NN
A52264	839	15	are	be	VBP
A52264	839	16	given	give	VBN
A52264	839	17	,	,	,
A52264	839	18	and	and	CC
A52264	839	19	the	the	DT
A52264	839	20	other	other	JJ
A52264	839	21	two	two	CD
A52264	839	22	sides	side	NNS
A52264	839	23	are	be	VBP
A52264	839	24	demanded	demand	VBN
A52264	839	25	,	,	,
A52264	839	26	I	-PRON-	PRP
A52264	839	27	say	say	VBP
A52264	839	28	,	,	,
A52264	839	29	all	all	PDT
A52264	839	30	the	the	DT
A52264	839	31	angles	angle	NNS
A52264	839	32	,	,	,
A52264	839	33	because	because	IN
A52264	839	34	one	one	CD
A52264	839	35	of	of	IN
A52264	839	36	the	the	DT
A52264	839	37	acute	acute	JJ
A52264	839	38	angles	angle	NNS
A52264	839	39	being	be	VBG
A52264	839	40	given	give	VBN
A52264	839	41	,	,	,
A52264	839	42	the	the	DT
A52264	839	43	other	other	JJ
A52264	839	44	is	be	VBZ
A52264	839	45	given	give	VBN
A52264	839	46	also	also	RB
A52264	839	47	by	by	IN
A52264	839	48	con	con	XX
A52264	839	49	●	●	NNP
A52264	839	50	●	●	CD
A52264	839	51	quence	quence	NN
A52264	839	52	.	.	.
A52264	840	1	Or	or	CC
A52264	840	2	else	else	RB
A52264	840	3	two	two	CD
A52264	840	4	sides	side	NNS
A52264	840	5	with	with	IN
A52264	840	6	one	one	CD
A52264	840	7	angle	angle	NN
A52264	840	8	,	,	,
A52264	840	9	that	that	RB
A52264	840	10	is	is	RB
A52264	840	11	,	,	,
A52264	840	12	the	the	DT
A52264	840	13	right	right	JJ
A52264	840	14	angle	angle	NN
A52264	840	15	are	be	VBP
A52264	840	16	given	give	VBN
A52264	840	17	and	and	CC
A52264	840	18	the	the	DT
A52264	840	19	other	other	JJ
A52264	840	20	two	two	CD
A52264	840	21	angles	angle	NNS
A52264	840	22	with	with	IN
A52264	840	23	the	the	DT
A52264	840	24	third	third	JJ
A52264	840	25	side	side	NN
A52264	840	26	are	be	VBP
A52264	840	27	demanded	demand	VBN
A52264	840	28	.	.	.
A52264	841	1	In	in	IN
A52264	841	2	both	both	DT
A52264	841	3	which	which	WDT
A52264	841	4	cases	case	VBZ
A52264	841	5	this	this	DT
A52264	841	6	Axiome	Axiome	NNP
A52264	841	7	following	follow	VBG
A52264	841	8	is	be	VBZ
A52264	841	9	well	well	RB
A52264	841	10	nigh	nigh	NNP
A52264	841	11	sufficient	sufficient	JJ
A52264	841	12	.	.	.
A52264	842	1	The	the	DT
A52264	842	2	first	first	JJ
A52264	842	3	AXIOME	axiome	NN
A52264	842	4	.	.	.
A52264	843	1	In	in	IN
A52264	843	2	all	all	DT
A52264	843	3	plain	plain	JJ
A52264	843	4	Triangles	Triangles	NNPS
A52264	843	5	,	,	,
A52264	843	6	the	the	DT
A52264	843	7	sides	side	NNS
A52264	843	8	are	be	VBP
A52264	843	9	in	in	IN
A52264	843	10	portion	portion	NN
A52264	843	11	one	one	CD
A52264	843	12	to	to	IN
A52264	843	13	another	another	DT
A52264	843	14	,	,	,
A52264	843	15	as	as	IN
A52264	843	16	are	be	VBP
A52264	843	17	the	the	DT
A52264	843	18	sines	sine	NNS
A52264	843	19	o	o	XX
A52264	843	20	●	●	NFP
A52264	843	21	the	the	DT
A52264	843	22	angles	angle	NNS
A52264	843	23	opposite	opposite	JJ
A52264	843	24	to	to	IN
A52264	843	25	those	those	DT
A52264	843	26	sides	side	NNS
A52264	843	27	.	.	.
A52264	844	1	As	as	IN
A52264	844	2	in	in	IN
A52264	844	3	the	the	DT
A52264	844	4	triangle	triangle	NN
A52264	844	5	ABC	ABC	NNP
A52264	844	6	,	,	,
A52264	844	7	the	the	DT
A52264	844	8	side	side	NN
A52264	844	9	AB	AB	NNP
A52264	844	10	is	be	VBZ
A52264	844	11	in	in	IN
A52264	844	12	proportion	proportion	NN
A52264	844	13	to	to	IN
A52264	844	14	the	the	DT
A52264	844	15	side	side	NN
A52264	844	16	AC	AC	NNP
A52264	844	17	,	,	,
A52264	844	18	as	as	IN
A52264	844	19	the	the	DT
A52264	844	20	sine	sine	NN
A52264	844	21	of	of	IN
A52264	844	22	the	the	DT
A52264	844	23	angle	angle	NN
A52264	844	24	at	at	IN
A52264	844	25	B	b	NN
A52264	844	26	is	be	VBZ
A52264	844	27	in	in	IN
A52264	844	28	proportion	proportion	NN
A52264	844	29	to	to	IN
A52264	844	30	the	the	DT
A52264	844	31	sine	sine	NN
A52264	844	32	of	of	IN
A52264	844	33	the	the	DT
A52264	844	34	angle	angle	NN
A52264	844	35	at	at	IN
A52264	844	36	c	c	NNP
A52264	844	37	and	and	CC
A52264	844	38	so	so	RB
A52264	844	39	of	of	IN
A52264	844	40	the	the	DT
A52264	844	41	rest	rest	NN
A52264	844	42	.	.	.
A52264	845	1	Demonstration	demonstration	NN
A52264	845	2	.	.	.
A52264	846	1	The	the	DT
A52264	846	2	circle	circle	NN
A52264	846	3	ADF	adf	NN
A52264	846	4	being	be	VBG
A52264	846	5	circumscribed	circumscribe	VBN
A52264	846	6	about	about	IN
A52264	846	7	the	the	DT
A52264	846	8	Triangle	Triangle	NNP
A52264	846	9	ABC	ABC	NNP
A52264	846	10	,	,	,
A52264	846	11	the	the	DT
A52264	846	12	side	side	NN
A52264	846	13	AB	AB	NNP
A52264	846	14	is	be	VBZ
A52264	846	15	made	make	VBN
A52264	846	16	the	the	DT
A52264	846	17	chord	chord	NN
A52264	846	18	or	or	CC
A52264	846	19	subtense	subtense	NN
A52264	846	20	of	of	IN
A52264	846	21	the	the	DT
A52264	846	22	angle	angle	NN
A52264	846	23	ACB	ACB	NNP
A52264	846	24	,	,	,
A52264	846	25	that	that	RB
A52264	846	26	is	is	RB
A52264	846	27	,	,	,
A52264	846	28	of	of	IN
A52264	846	29	the	the	DT
A52264	846	30	arch	arch	JJ
A52264	846	31	AB	AB	NNP
A52264	846	32	,	,	,
A52264	846	33	which	which	WDT
A52264	846	34	is	be	VBZ
A52264	846	35	opposite	opposite	JJ
A52264	846	36	to	to	IN
A52264	846	37	the	the	DT
A52264	846	38	angle	angle	NN
A52264	846	39	ACB	ACB	NNP
A52264	846	40	.	.	.
A52264	847	1	The	the	DT
A52264	847	2	side	side	NN
A52264	847	3	AC	AC	NNP
A52264	847	4	is	be	VBZ
A52264	847	5	made	make	VBN
A52264	847	6	the	the	DT
A52264	847	7	subtense	subtense	NN
A52264	847	8	of	of	IN
A52264	847	9	the	the	DT
A52264	847	10	angle	angle	NN
A52264	847	11	ABC	ABC	NNP
A52264	847	12	;	;	:
A52264	847	13	and	and	CC
A52264	847	14	the	the	DT
A52264	847	15	side	side	NN
A52264	847	16	BC	BC	NNP
A52264	847	17	is	be	VBZ
A52264	847	18	made	make	VBN
A52264	847	19	the	the	DT
A52264	847	20	subtense	subtense	NN
A52264	847	21	of	of	IN
A52264	847	22	the	the	DT
A52264	847	23	angle	angle	NN
A52264	847	24	BAC	BAC	NNP
A52264	847	25	,	,	,
A52264	847	26	and	and	CC
A52264	847	27	are	be	VBP
A52264	847	28	the	the	DT
A52264	847	29	double	double	JJ
A52264	847	30	measures	measure	NNS
A52264	847	31	thereof	thereof	RB
A52264	847	32	,	,	,
A52264	847	33	by	by	IN
A52264	847	34	the	the	DT
A52264	847	35	19	19	CD
A52264	847	36	Theorem	theorem	NN
A52264	847	37	of	of	IN
A52264	847	38	the	the	DT
A52264	847	39	second	second	JJ
A52264	847	40	Chapter	chapter	NN
A52264	847	41	:	:	:
A52264	847	42	therefore	therefore	RB
A52264	847	43	the	the	DT
A52264	847	44	side	side	NN
A52264	847	45	AB	AB	NNP
A52264	847	46	is	be	VBZ
A52264	847	47	in	in	IN
A52264	847	48	proportion	proportion	NN
A52264	847	49	to	to	IN
A52264	847	50	the	the	DT
A52264	847	51	side	side	NN
A52264	847	52	AC	AC	NNP
A52264	847	53	,	,	,
A52264	847	54	as	as	IN
A52264	847	55	the	the	DT
A52264	847	56	subtense	subtense	NN
A52264	847	57	of	of	IN
A52264	847	58	the	the	DT
A52264	847	59	angle	angle	NN
A52264	847	60	ACB	ACB	NNP
A52264	847	61	is	be	VBZ
A52264	847	62	in	in	IN
A52264	847	63	proportion	proportion	NN
A52264	847	64	to	to	IN
A52264	847	65	the	the	DT
A52264	847	66	subtense	subtense	NN
A52264	847	67	of	of	IN
A52264	847	68	the	the	DT
A52264	847	69	angle	angle	NN
A52264	847	70	ABC	ABC	NNP
A52264	847	71	,	,	,
A52264	847	72	but	but	CC
A52264	847	73	half	half	PDT
A52264	847	74	the	the	DT
A52264	847	75	subtense	subtense	NN
A52264	847	76	of	of	IN
A52264	847	77	the	the	DT
A52264	847	78	angle	angle	NN
A52264	847	79	ACB	ACB	NNP
A52264	847	80	is	be	VBZ
A52264	847	81	the	the	DT
A52264	847	82	sine	sine	NN
A52264	847	83	of	of	IN
A52264	847	84	the	the	DT
A52264	847	85	angle	angle	NN
A52264	847	86	ACB	ACB	NNP
A52264	847	87	,	,	,
A52264	847	88	and	and	CC
A52264	847	89	half	half	PDT
A52264	847	90	the	the	DT
A52264	847	91	subtense	subtense	NN
A52264	847	92	of	of	IN
A52264	847	93	the	the	DT
A52264	847	94	angle	angle	NN
A52264	847	95	ABC	ABC	NNP
A52264	847	96	is	be	VBZ
A52264	847	97	the	the	DT
A52264	847	98	sine	sine	NN
A52264	847	99	of	of	IN
A52264	847	100	the	the	DT
A52264	847	101	angle	angle	NN
A52264	847	102	ABC	ABC	NNP
A52264	847	103	;	;	:
A52264	847	104	now	now	RB
A52264	847	105	as	as	IN
A52264	847	106	the	the	DT
A52264	847	107	whole	whole	NN
A52264	847	108	is	be	VBZ
A52264	847	109	to	to	IN
A52264	847	110	the	the	DT
A52264	847	111	whole	whole	NN
A52264	847	112	;	;	:
A52264	847	113	so	so	RB
A52264	847	114	is	be	VBZ
A52264	847	115	the	the	DT
A52264	847	116	half	half	NN
A52264	847	117	,	,	,
A52264	847	118	to	to	IN
A52264	847	119	the	the	DT
A52264	847	120	half	half	NN
A52264	847	121	.	.	.
A52264	848	1	Therefore	therefore	RB
A52264	848	2	in	in	IN
A52264	848	3	all	all	DT
A52264	848	4	plain	plain	JJ
A52264	848	5	Triangles	Triangles	NNPS
A52264	848	6	,	,	,
A52264	848	7	&	&	CC
A52264	848	8	c.	c.	NN
A52264	848	9	The	the	DT
A52264	848	10	first	first	JJ
A52264	848	11	Consectary	Consectary	NNP
A52264	848	12	.	.	.
A52264	849	1	The	the	DT
A52264	849	2	angles	angle	NNS
A52264	849	3	of	of	IN
A52264	849	4	a	a	DT
A52264	849	5	plain	plain	JJ
A52264	849	6	triangle	triangle	NN
A52264	849	7	,	,	,
A52264	849	8	and	and	CC
A52264	849	9	one	one	CD
A52264	849	10	side	side	NN
A52264	849	11	being	be	VBG
A52264	849	12	given	give	VBN
A52264	849	13	,	,	,
A52264	849	14	the	the	DT
A52264	849	15	reason	reason	NN
A52264	849	16	of	of	IN
A52264	849	17	the	the	DT
A52264	849	18	other	other	JJ
A52264	849	19	sides	side	NNS
A52264	849	20	is	be	VBZ
A52264	849	21	also	also	RB
A52264	849	22	given	give	VBN
A52264	849	23	.	.	.
A52264	850	1	The	the	DT
A52264	850	2	second	second	JJ
A52264	850	3	Consectary	Consectary	NNP
A52264	850	4	.	.	.
A52264	851	1	Two	two	CD
A52264	851	2	sides	side	NNS
A52264	851	3	of	of	IN
A52264	851	4	a	a	DT
A52264	851	5	plain	plain	JJ
A52264	851	6	Triangle	Triangle	NNP
A52264	851	7	,	,	,
A52264	851	8	with	with	IN
A52264	851	9	an	an	DT
A52264	851	10	angle	angle	NN
A52264	851	11	opposite	opposite	NN
A52264	851	12	to	to	IN
A52264	851	13	one	one	CD
A52264	851	14	of	of	IN
A52264	851	15	them	-PRON-	PRP
A52264	851	16	being	be	VBG
A52264	851	17	given	give	VBN
A52264	851	18	,	,	,
A52264	851	19	the	the	DT
A52264	851	20	reason	reason	NN
A52264	851	21	of	of	IN
A52264	851	22	the	the	DT
A52264	851	23	other	other	JJ
A52264	851	24	angles	angle	NNS
A52264	851	25	is	be	VBZ
A52264	851	26	also	also	RB
A52264	851	27	given	give	VBN
A52264	851	28	,	,	,
A52264	851	29	by	by	IN
A52264	851	30	this	this	DT
A52264	851	31	proportion	proportion	NN
A52264	851	32	.	.	.
A52264	852	1	If	if	IN
A52264	852	2	the	the	DT
A52264	852	3	side	side	NN
A52264	852	4	of	of	IN
A52264	852	5	a	a	DT
A52264	852	6	Triangle	Triangle	NNP
A52264	852	7	be	be	VB
A52264	852	8	required	require	VBN
A52264	852	9	,	,	,
A52264	852	10	put	put	VB
A52264	852	11	the	the	DT
A52264	852	12	angle	angle	NN
A52264	852	13	opposite	opposite	RB
A52264	852	14	to	to	IN
A52264	852	15	the	the	DT
A52264	852	16	given	give	VBN
A52264	852	17	side	side	NN
A52264	852	18	in	in	IN
A52264	852	19	the	the	DT
A52264	852	20	first	first	JJ
A52264	852	21	place	place	NN
A52264	852	22	.	.	.
A52264	853	1	If	if	IN
A52264	853	2	an	an	DT
A52264	853	3	angle	angle	NN
A52264	853	4	be	be	VB
A52264	853	5	sought	seek	VBN
A52264	853	6	,	,	,
A52264	853	7	put	put	VB
A52264	853	8	the	the	DT
A52264	853	9	side	side	NN
A52264	853	10	opposite	opposite	RB
A52264	853	11	to	to	IN
A52264	853	12	the	the	DT
A52264	853	13	given	give	VBN
A52264	853	14	angle	angle	NN
A52264	853	15	in	in	IN
A52264	853	16	the	the	DT
A52264	853	17	first	first	JJ
A52264	853	18	place	place	NN
A52264	853	19	.	.	.
A52264	854	1	For	for	IN
A52264	854	2	the	the	DT
A52264	854	3	better	well	JJR
A52264	854	4	understanding	understanding	NN
A52264	854	5	whereof	whereof	NN
A52264	854	6	we	-PRON-	PRP
A52264	854	7	will	will	MD
A52264	854	8	adde	adde	VB
A52264	854	9	an	an	DT
A52264	854	10	example	example	NN
A52264	854	11	,	,	,
A52264	854	12	and	and	CC
A52264	854	13	to	to	TO
A52264	854	14	distinguish	distinguish	VB
A52264	854	15	the	the	DT
A52264	854	16	sides	side	NNS
A52264	854	17	of	of	IN
A52264	854	18	the	the	DT
A52264	854	19	Triangle	Triangle	NNP
A52264	854	20	,	,	,
A52264	854	21	we	-PRON-	PRP
A52264	854	22	call	call	VBP
A52264	854	23	the	the	DT
A52264	854	24	side	side	NN
A52264	854	25	subtending	subtend	VBG
A52264	854	26	the	the	DT
A52264	854	27	right	right	JJ
A52264	854	28	angle	angle	NN
A52264	854	29	,	,	,
A52264	854	30	the	the	DT
A52264	854	31	Hypothenusall	Hypothenusall	NNP
A52264	854	32	,	,	,
A52264	854	33	and	and	CC
A52264	854	34	of	of	IN
A52264	854	35	the	the	DT
A52264	854	36	other	other	JJ
A52264	854	37	two	two	CD
A52264	854	38	the	the	DT
A52264	854	39	one	one	NN
A52264	854	40	is	be	VBZ
A52264	854	41	called	call	VBN
A52264	854	42	the	the	DT
A52264	854	43	perpendicular	perpendicular	NN
A52264	854	44	,	,	,
A52264	854	45	and	and	CC
A52264	854	46	the	the	DT
A52264	854	47	other	other	JJ
A52264	854	48	the	the	DT
A52264	854	49	base	base	NN
A52264	854	50	,	,	,
A52264	854	51	at	at	IN
A52264	854	52	pleasure	pleasure	NN
A52264	854	53	,	,	,
A52264	854	54	but	but	CC
A52264	854	55	most	most	JJS
A52264	854	56	commonly	commonly	RB
A52264	854	57	the	the	DT
A52264	854	58	shortest	short	JJS
A52264	854	59	is	be	VBZ
A52264	854	60	called	call	VBN
A52264	854	61	the	the	DT
A52264	854	62	perpendicular	perpendicular	NN
A52264	854	63	,	,	,
A52264	854	64	and	and	CC
A52264	854	65	the	the	DT
A52264	854	66	longer	long	JJR
A52264	854	67	the	the	DT
A52264	854	68	base	base	NN
A52264	854	69	.	.	.
A52264	855	1	As	as	IN
A52264	855	2	in	in	IN
A52264	855	3	the	the	DT
A52264	855	4	former	former	JJ
A52264	855	5	figure	figure	NN
A52264	855	6	,	,	,
A52264	855	7	the	the	DT
A52264	855	8	side	side	NN
A52264	855	9	BC	BC	NNP
A52264	855	10	is	be	VBZ
A52264	855	11	the	the	DT
A52264	855	12	Hypothenusal	Hypothenusal	NNP
A52264	855	13	,	,	,
A52264	855	14	AC	AC	NNP
A52264	855	15	the	the	DT
A52264	855	16	base	base	NN
A52264	855	17	,	,	,
A52264	855	18	and	and	CC
A52264	855	19	AB	AB	NNP
A52264	855	20	the	the	DT
A52264	855	21	perpendicular	perpendicular	NN
A52264	855	22	.	.	.
A52264	856	1	Now	now	RB
A52264	856	2	then	then	RB
A52264	856	3	in	in	IN
A52264	856	4	the	the	DT
A52264	856	5	Triangle	Triangle	NNP
A52264	856	6	ABC	ABC	NNP
A52264	856	7	,	,	,
A52264	856	8	let	let	VB
A52264	856	9	there	there	EX
A52264	856	10	be	be	VB
A52264	856	11	given	give	VBN
A52264	856	12	the	the	DT
A52264	856	13	base	base	NN
A52264	856	14	AC	AC	NNP
A52264	856	15	768	768	CD
A52264	856	16	paces	pace	NNS
A52264	856	17	,	,	,
A52264	856	18	and	and	CC
A52264	856	19	the	the	DT
A52264	856	20	angle	angle	NN
A52264	856	21	CBA	CBA	NNP
A52264	856	22	67	67	CD
A52264	856	23	degrees	degree	NNS
A52264	856	24	,	,	,
A52264	856	25	40	40	CD
A52264	856	26	minutes	minute	NNS
A52264	856	27	,	,	,
A52264	856	28	(	(	-LRB-
A52264	856	29	then	then	RB
A52264	856	30	the	the	DT
A52264	856	31	angle	angle	NN
A52264	856	32	ACB	ACB	NNP
A52264	856	33	is	be	VBZ
A52264	856	34	also	also	RB
A52264	856	35	known	know	VBN
A52264	856	36	,	,	,
A52264	856	37	it	-PRON-	PRP
A52264	856	38	being	be	VBG
A52264	856	39	the	the	DT
A52264	856	40	complement	complement	NN
A52264	856	41	of	of	IN
A52264	856	42	the	the	DT
A52264	856	43	other	other	JJ
A52264	856	44	)	)	-RRB-
A52264	856	45	and	and	CC
A52264	856	46	let	let	VB
A52264	856	47	there	there	EX
A52264	856	48	be	be	VB
A52264	856	49	required	require	VBN
A52264	856	50	the	the	DT
A52264	856	51	perpendicular	perpendicular	NN
A52264	856	52	:	:	:
A52264	856	53	because	because	IN
A52264	856	54	it	-PRON-	PRP
A52264	856	55	is	be	VBZ
A52264	856	56	a	a	DT
A52264	856	57	side	side	NN
A52264	856	58	that	that	WDT
A52264	856	59	is	be	VBZ
A52264	856	60	required	require	VBN
A52264	856	61	,	,	,
A52264	856	62	I	-PRON-	PRP
A52264	856	63	put	put	VBD
A52264	856	64	the	the	DT
A52264	856	65	angle	angle	NN
A52264	856	66	opposite	opposite	RB
A52264	856	67	to	to	IN
A52264	856	68	the	the	DT
A52264	856	69	given	give	VBN
A52264	856	70	side	side	NN
A52264	856	71	in	in	IN
A52264	856	72	the	the	DT
A52264	856	73	first	first	JJ
A52264	856	74	place	place	NN
A52264	856	75	,	,	,
A52264	856	76	and	and	CC
A52264	856	77	then	then	RB
A52264	856	78	the	the	DT
A52264	856	79	proportion	proportion	NN
A52264	856	80	is	be	VBZ
A52264	856	81	:	:	:
A52264	856	82	As	as	IN
A52264	856	83	the	the	DT
A52264	856	84	sine	sine	NN
A52264	856	85	of	of	IN
A52264	856	86	the	the	DT
A52264	856	87	angle	angle	NN
A52264	856	88	at	at	IN
A52264	856	89	the	the	DT
A52264	856	90	perpendicular	perpendicular	NN
A52264	856	91	,	,	,
A52264	856	92	is	be	VBZ
A52264	856	93	in	in	IN
A52264	856	94	proportion	proportion	NN
A52264	856	95	to	to	IN
A52264	856	96	the	the	DT
A52264	856	97	base	base	NN
A52264	856	98	:	:	:
A52264	856	99	So	so	RB
A52264	856	100	is	be	VBZ
A52264	856	101	the	the	DT
A52264	856	102	sine	sine	NN
A52264	856	103	of	of	IN
A52264	856	104	the	the	DT
A52264	856	105	angle	angle	NN
A52264	856	106	at	at	IN
A52264	856	107	the	the	DT
A52264	856	108	base	base	NN
A52264	856	109	,	,	,
A52264	856	110	to	to	IN
A52264	856	111	the	the	DT
A52264	856	112	perpendicular	perpendicular	NN
A52264	856	113	.	.	.
A52264	857	1	Now	now	RB
A52264	857	2	if	if	IN
A52264	857	3	you	-PRON-	PRP
A52264	857	4	work	work	VBP
A52264	857	5	by	by	IN
A52264	857	6	the	the	DT
A52264	857	7	natural	natural	JJ
A52264	857	8	Sines	Sines	NNPS
A52264	857	9	,	,	,
A52264	857	10	you	-PRON-	PRP
A52264	857	11	must	must	MD
A52264	857	12	multiply	multiply	VB
A52264	857	13	the	the	DT
A52264	857	14	second	second	JJ
A52264	857	15	term	term	NN
A52264	857	16	given	give	VBN
A52264	857	17	,	,	,
A52264	857	18	by	by	IN
A52264	857	19	the	the	DT
A52264	857	20	third	third	JJ
A52264	857	21	,	,	,
A52264	857	22	and	and	CC
A52264	857	23	divide	divide	VB
A52264	857	24	the	the	DT
A52264	857	25	product	product	NN
A52264	857	26	by	by	IN
A52264	857	27	the	the	DT
A52264	857	28	first	first	JJ
A52264	857	29	,	,	,
A52264	857	30	and	and	CC
A52264	857	31	then	then	RB
A52264	857	32	the	the	DT
A52264	857	33	quotient	quotient	NN
A52264	857	34	is	be	VBZ
A52264	857	35	the	the	DT
A52264	857	36	fourth	fourth	JJ
A52264	857	37	term	term	NN
A52264	857	38	required	require	VBN
A52264	857	39	,	,	,
A52264	857	40	and	and	CC
A52264	857	41	the	the	DT
A52264	857	42	whole	whole	JJ
A52264	857	43	work	work	NN
A52264	857	44	will	will	MD
A52264	857	45	stand	stand	VB
A52264	857	46	thus	thus	RB
A52264	857	47	:	:	:
A52264	857	48	As	as	RB
A52264	857	49	sine	sine	VB
A52264	857	50	the	the	DT
A52264	857	51	ang	ang	NN
A52264	857	52	.	.	.
A52264	858	1	at	at	IN
A52264	858	2	the	the	DT
A52264	858	3	perpend	perpend	NN
A52264	858	4	.	.	.
A52264	859	1	ABC	ABC	NNP
A52264	859	2	67	67	CD
A52264	859	3	degrees	degree	NNS
A52264	859	4	40	40	CD
A52264	859	5	minutes	minute	NNS
A52264	859	6	9232102	9232102	CD
A52264	859	7	    	    	_SP
A52264	859	8	Is	be	VBZ
A52264	859	9	in	in	IN
A52264	859	10	proportion	proportion	NN
A52264	859	11	to	to	IN
A52264	859	12	the	the	DT
A52264	859	13	base	base	NN
A52264	859	14	AC	AC	NNP
A52264	859	15	;	;	:
A52264	859	16	768	768	CD
A52264	859	17	So	so	RB
A52264	859	18	is	be	VBZ
A52264	859	19	sine	sine	VB
A52264	859	20	the	the	DT
A52264	859	21	angle	angle	NN
A52264	859	22	at	at	IN
A52264	859	23	the	the	DT
A52264	859	24	base	base	NN
A52264	859	25	,	,	,
A52264	859	26	ACB	ACB	NNP
A52264	859	27	22	22	CD
A52264	859	28	degrees	degree	NNS
A52264	859	29	60	60	CD
A52264	859	30	minutes	minute	NNS
A52264	859	31	3842953	3842953	CD
A52264	859	32	      	      	_SP
A52264	859	33	30743624	30743624	CD
A52264	859	34	  	  	_SP
A52264	859	35	23057718	23057718	CD
A52264	859	36	  	  	_SP
A52264	859	37	26900671	26900671	CD
A52264	859	38	    	    	_SP
A52264	859	39	The	the	DT
A52264	859	40	product	product	NN
A52264	859	41	of	of	IN
A52264	859	42	the	the	DT
A52264	859	43	2d	2d	CD
A52264	859	44	.	.	.
A52264	860	1	&	&	CC
A52264	860	2	3d	3d	NNP
A52264	860	3	.	.	.
A52264	861	1	2951387904	2951387904	CD
A52264	861	2	Which	which	WDT
A52264	861	3	divided	divide	VBN
A52264	861	4	by	by	IN
A52264	861	5	9232102	9232102	CD
A52264	861	6	,	,	,
A52264	861	7	the	the	DT
A52264	861	8	first	first	JJ
A52264	861	9	term	term	NN
A52264	861	10	given	give	VBN
A52264	861	11	,	,	,
A52264	861	12	leaveth	leaveth	NNP
A52264	861	13	in	in	IN
A52264	861	14	the	the	DT
A52264	861	15	quotient	quotient	NN
A52264	861	16	320	320	CD
A52264	861	17	ferè	ferè	NN
A52264	861	18	.	.	.
A52264	862	1	But	but	CC
A52264	862	2	if	if	IN
A52264	862	3	you	-PRON-	PRP
A52264	862	4	work	work	VBP
A52264	862	5	by	by	IN
A52264	862	6	the	the	DT
A52264	862	7	artificiall	artificiall	NN
A52264	862	8	sines	sin	VBZ
A52264	862	9	,	,	,
A52264	862	10	that	that	RB
A52264	862	11	is	is	RB
A52264	862	12	,	,	,
A52264	862	13	by	by	IN
A52264	862	14	the	the	DT
A52264	862	15	Logarithmes	logarithme	NNS
A52264	862	16	of	of	IN
A52264	862	17	the	the	DT
A52264	862	18	natural	natural	JJ
A52264	862	19	,	,	,
A52264	862	20	then	then	RB
A52264	862	21	you	-PRON-	PRP
A52264	862	22	must	must	MD
A52264	862	23	adde	adde	VB
A52264	862	24	together	together	RB
A52264	862	25	the	the	DT
A52264	862	26	Logarithmes	logarithme	NNS
A52264	862	27	of	of	IN
A52264	862	28	the	the	DT
A52264	862	29	second	second	JJ
A52264	862	30	and	and	CC
A52264	862	31	third	third	JJ
A52264	862	32	terms	term	NNS
A52264	862	33	;	;	,
A52264	862	34	given	give	VBN
A52264	862	35	,	,	,
A52264	862	36	and	and	CC
A52264	862	37	from	from	IN
A52264	862	38	their	-PRON-	PRP$
A52264	862	39	aggregate	aggregate	NN
A52264	862	40	substract	substract	VB
A52264	862	41	the	the	DT
A52264	862	42	Logarithme	Logarithme	NNP
A52264	862	43	of	of	IN
A52264	862	44	the	the	DT
A52264	862	45	first	first	JJ
A52264	862	46	,	,	,
A52264	862	47	and	and	CC
A52264	862	48	what	what	WDT
A52264	862	49	remaineth	remaineth	NNP
A52264	862	50	will	will	MD
A52264	862	51	be	be	VB
A52264	862	52	the	the	DT
A52264	862	53	Logarithme	Logarithme	NNP
A52264	862	54	of	of	IN
A52264	862	55	the	the	DT
A52264	862	56	fourth	fourth	JJ
A52264	862	57	proportional	proportional	NN
A52264	862	58	,	,	,
A52264	862	59	whether	whether	IN
A52264	862	60	side	side	NN
A52264	862	61	or	or	CC
A52264	862	62	angle	angle	NN
A52264	862	63	:	:	:
A52264	862	64	the	the	DT
A52264	862	65	work	work	NN
A52264	862	66	standeth	standeth	NN
A52264	862	67	thus	thus	RB
A52264	862	68	.	.	.
A52264	863	1	As	as	IN
A52264	863	2	sine	sine	VB
A52264	863	3	the	the	DT
A52264	863	4	angle	angle	NN
A52264	863	5	at	at	IN
A52264	863	6	the	the	DT
A52264	863	7	perpendicular	perpendicular	JJ
A52264	863	8	B	B	NNP
A52264	863	9	67	67	CD
A52264	863	10	deg	deg	NN
A52264	863	11	.	.	.
A52264	864	1	40	40	CD
A52264	864	2	min	min	NN
A52264	864	3	.	.	.
A52264	865	1	9.9653006	9.9653006	CD
A52264	865	2	    	    	_SP
A52264	865	3	Is	be	VBZ
A52264	865	4	in	in	IN
A52264	865	5	proportiō	proportiō	CD
A52264	865	6	to	to	IN
A52264	865	7	the	the	DT
A52264	865	8	base	base	NN
A52264	865	9	AB	AB	NNP
A52264	865	10	768	768	CD
A52264	865	11	;	;	:
A52264	865	12	2.8853612	2.8853612	CD
A52264	865	13	So	so	RB
A52264	865	14	is	be	VBZ
A52264	865	15	sine	sine	VB
A52264	865	16	the	the	DT
A52264	865	17	angle	angle	NN
A52264	865	18	at	at	IN
A52264	865	19	the	the	DT
A52264	865	20	base	base	NN
A52264	865	21	C	C	NNP
A52264	865	22	22	22	CD
A52264	865	23	degree	degree	NN
A52264	865	24	,	,	,
A52264	865	25	60	60	CD
A52264	865	26	minutes	minute	NNS
A52264	865	27	.	.	.
A52264	866	1	9.5846651	9.5846651	CD
A52264	866	2	    	    	_SP
A52264	866	3	The	the	DT
A52264	866	4	aggregate	aggregate	NN
A52264	866	5	of	of	IN
A52264	866	6	the	the	DT
A52264	866	7	2d	2d	CD
A52264	866	8	.	.	.
A52264	867	1	&	&	CC
A52264	867	2	3d	3d	NNP
A52264	867	3	.	.	.
A52264	868	1	12.4700263	12.4700263	CD
A52264	868	2	From	from	IN
A52264	868	3	which	which	WDT
A52264	868	4	I	-PRON-	PRP
A52264	868	5	substract	substract	VBP
A52264	868	6	the	the	DT
A52264	868	7	first	first	JJ
A52264	868	8	,	,	,
A52264	868	9	9.9653006	9.9653006	CD
A52264	868	10	,	,	,
A52264	868	11	and	and	CC
A52264	868	12	the	the	DT
A52264	868	13	remainer	remainer	NN
A52264	868	14	which	which	WDT
A52264	868	15	is	be	VBZ
A52264	868	16	2.5047257	2.5047257	CD
A52264	868	17	,	,	,
A52264	868	18	is	be	VBZ
A52264	868	19	the	the	DT
A52264	868	20	Logarithme	Logarithme	NNP
A52264	868	21	of	of	IN
A52264	868	22	the	the	DT
A52264	868	23	fourth	fourth	JJ
A52264	868	24	:	:	:
A52264	868	25	wherefore	wherefore	NN
A52264	868	26	looking	look	VBG
A52264	868	27	in	in	IN
A52264	868	28	the	the	DT
A52264	868	29	Table	table	NN
A52264	868	30	for	for	IN
A52264	868	31	the	the	DT
A52264	868	32	absolute	absolute	JJ
A52264	868	33	number	number	NN
A52264	868	34	answering	answer	VBG
A52264	868	35	thereunto	thereunto	NNS
A52264	868	36	,	,	,
A52264	868	37	I	-PRON-	PRP
A52264	868	38	finde	finde	VBP
A52264	868	39	the	the	DT
A52264	868	40	nearest	near	JJS
A52264	868	41	to	to	TO
A52264	868	42	be	be	VB
A52264	868	43	320	320	CD
A52264	868	44	,	,	,
A52264	868	45	which	which	WDT
A52264	868	46	is	be	VBZ
A52264	868	47	the	the	DT
A52264	868	48	length	length	NN
A52264	868	49	of	of	IN
A52264	868	50	the	the	DT
A52264	868	51	perpendicular	perpendicular	NN
A52264	868	52	,	,	,
A52264	868	53	as	as	IN
A52264	868	54	before	before	RB
A52264	868	55	.	.	.
A52264	869	1	The	the	DT
A52264	869	2	operation	operation	NN
A52264	869	3	it	-PRON-	PRP
A52264	869	4	self	self	NN
A52264	869	5	may	may	MD
A52264	869	6	yet	yet	RB
A52264	869	7	be	be	VB
A52264	869	8	performed	perform	VBN
A52264	869	9	with	with	IN
A52264	869	10	more	more	JJR
A52264	869	11	ease	ease	NN
A52264	869	12	,	,	,
A52264	869	13	if	if	IN
A52264	869	14	instead	instead	RB
A52264	869	15	of	of	IN
A52264	869	16	the	the	DT
A52264	869	17	Logarithme	Logarithme	NNP
A52264	869	18	of	of	IN
A52264	869	19	the	the	DT
A52264	869	20	first	first	JJ
A52264	869	21	proportional	proportional	NN
A52264	869	22	,	,	,
A52264	869	23	we	-PRON-	PRP
A52264	869	24	take	take	VBP
A52264	869	25	his	-PRON-	PRP$
A52264	869	26	complement	complement	NN
A52264	869	27	arithmetical	arithmetical	NN
A52264	869	28	,	,	,
A52264	869	29	as	as	IN
A52264	869	30	hath	hath	NNP
A52264	869	31	been	be	VBN
A52264	869	32	shewed	shew	VBN
A52264	869	33	in	in	IN
A52264	869	34	the	the	DT
A52264	869	35	eighth	eighth	JJ
A52264	869	36	raile	raile	NN
A52264	869	37	of	of	IN
A52264	869	38	the	the	DT
A52264	869	39	fifth	fifth	JJ
A52264	869	40	Chapter	chapter	NN
A52264	869	41	:	:	:
A52264	869	42	for	for	IN
A52264	869	43	then	then	RB
A52264	869	44	the	the	DT
A52264	869	45	totall	totall	NN
A52264	869	46	of	of	IN
A52264	869	47	the	the	DT
A52264	869	48	arithmaticall	arithmaticall	NN
A52264	869	49	complement	complement	NN
A52264	869	50	,	,	,
A52264	869	51	and	and	CC
A52264	869	52	the	the	DT
A52264	869	53	Logarithme	Logarithme	NNP
A52264	869	54	of	of	IN
A52264	869	55	the	the	DT
A52264	869	56	second	second	JJ
A52264	869	57	and	and	CC
A52264	869	58	third	third	JJ
A52264	869	59	proportionals	proportional	NNS
A52264	869	60	,	,	,
A52264	869	61	abating	abate	VBG
A52264	869	62	Radius	Radius	NNP
A52264	869	63	,	,	,
A52264	869	64	is	be	VBZ
A52264	869	65	the	the	DT
A52264	869	66	Logarithme	Logarithme	NNP
A52264	869	67	of	of	IN
A52264	869	68	the	the	DT
A52264	869	69	fourth	fourth	JJ
A52264	869	70	proportionall	proportionall	NN
A52264	869	71	,	,	,
A52264	869	72	as	as	IN
A52264	869	73	doth	doth	NNP
A52264	869	74	appear	appear	VBP
A52264	869	75	in	in	IN
A52264	869	76	this	this	DT
A52264	869	77	example	example	NN
A52264	869	78	.	.	.
A52264	870	1	As	as	IN
A52264	870	2	sine	sine	NN
A52264	870	3	of	of	IN
A52264	870	4	ABC	ABC	NNP
A52264	870	5	67	67	CD
A52264	870	6	de	de	NN
A52264	870	7	.	.	.
A52264	871	1	40	40	CD
A52264	871	2	m	m	NN
A52264	871	3	.	.	.
A52264	872	1	co	co	NNP
A52264	872	2	.	.	.
A52264	873	1	ar	ar	NNP
A52264	873	2	.	.	.
A52264	874	1	0.0346994	0.0346994	CD
A52264	874	2	To	to	IN
A52264	874	3	the	the	DT
A52264	874	4	base	base	NN
A52264	874	5	AC	AC	NNP
A52264	874	6	768	768	CD
A52264	874	7	;	;	:
A52264	874	8	2.8853612	2.8853612	CD
A52264	874	9	So	so	RB
A52264	874	10	the	the	DT
A52264	874	11	sine	sine	NN
A52264	874	12	of	of	IN
A52264	874	13	ACB	ACB	NNP
A52264	874	14	22	22	CD
A52264	874	15	de	de	NN
A52264	874	16	.	.	.
A52264	875	1	60	60	CD
A52264	875	2	m	m	NN
A52264	875	3	.	.	.
A52264	876	1	9.5846651	9.5846651	CD
A52264	876	2	    	    	_SP
A52264	876	3	To	to	IN
A52264	876	4	the	the	DT
A52264	876	5	perpendic	perpendic	NN
A52264	876	6	.	.	.
A52264	877	1	AB	AB	NNP
A52264	877	2	320	320	CD
A52264	877	3	ferè	ferè	NN
A52264	877	4	2.5047257	2.5047257	CD
A52264	877	5	Thus	thus	RB
A52264	877	6	having	have	VBG
A52264	877	7	sufficiently	sufficiently	RB
A52264	877	8	explained	explain	VBN
A52264	877	9	the	the	DT
A52264	877	10	operation	operation	NN
A52264	877	11	in	in	IN
A52264	877	12	this	this	DT
A52264	877	13	first	first	JJ
A52264	877	14	example	example	NN
A52264	877	15	,	,	,
A52264	877	16	we	-PRON-	PRP
A52264	877	17	shall	shall	MD
A52264	877	18	be	be	VB
A52264	877	19	briefer	briefer	VB
A52264	877	20	in	in	IN
A52264	877	21	the	the	DT
A52264	877	22	rest	rest	NN
A52264	877	23	that	that	WDT
A52264	877	24	follow	follow	VBP
A52264	877	25	,	,	,
A52264	877	26	understanding	understand	VBG
A52264	877	27	the	the	DT
A52264	877	28	like	like	NN
A52264	877	29	in	in	IN
A52264	877	30	them	-PRON-	PRP
A52264	877	31	also	also	RB
A52264	877	32	.	.	.
A52264	878	1	In	in	IN
A52264	878	2	this	this	DT
A52264	878	3	manner	manner	NN
A52264	878	4	may	may	MD
A52264	878	5	all	all	PDT
A52264	878	6	the	the	DT
A52264	878	7	cases	case	NNS
A52264	878	8	of	of	IN
A52264	878	9	a	a	DT
A52264	878	10	plain	plain	JJ
A52264	878	11	right	right	RB
A52264	878	12	angled	angle	VBN
A52264	878	13	Triangle	Triangle	NNP
A52264	878	14	be	be	VB
A52264	878	15	resolved	resolve	VBN
A52264	878	16	by	by	IN
A52264	878	17	this	this	DT
A52264	878	18	proportion	proportion	NN
A52264	878	19	,	,	,
A52264	878	20	except	except	IN
A52264	878	21	it	-PRON-	PRP
A52264	878	22	be	be	VB
A52264	878	23	when	when	WRB
A52264	878	24	the	the	DT
A52264	878	25	base	base	NN
A52264	878	26	and	and	CC
A52264	878	27	perpendicular	perpendicular	JJ
A52264	878	28	with	with	IN
A52264	878	29	their	-PRON-	PRP$
A52264	878	30	contained	contain	VBN
A52264	878	31	angle	angle	NN
A52264	878	32	(	(	-LRB-
A52264	878	33	that	that	DT
A52264	878	34	is	be	VBZ
A52264	878	35	the	the	DT
A52264	878	36	right	right	JJ
A52264	878	37	angle	angle	NN
A52264	878	38	)	)	-RRB-
A52264	878	39	is	be	VBZ
A52264	878	40	given	give	VBN
A52264	878	41	,	,	,
A52264	878	42	to	to	IN
A52264	878	43	finde	finde	NNP
A52264	878	44	either	either	CC
A52264	878	45	an	an	DT
A52264	878	46	angle	angle	NN
A52264	878	47	or	or	CC
A52264	878	48	the	the	DT
A52264	878	49	third	third	JJ
A52264	878	50	side	side	NN
A52264	878	51	;	;	:
A52264	878	52	in	in	IN
A52264	878	53	this	this	DT
A52264	878	54	case	case	NN
A52264	878	55	therefore	therefore	RB
A52264	878	56	we	-PRON-	PRP
A52264	878	57	must	must	MD
A52264	878	58	have	have	VB
A52264	878	59	recourse	recourse	VBN
A52264	878	60	to	to	IN
A52264	878	61	the	the	DT
A52264	878	62	17	17	CD
A52264	878	63	th	th	NN
A52264	878	64	.	.	.
A52264	879	1	Theorem	theorem	NN
A52264	879	2	of	of	IN
A52264	879	3	the	the	DT
A52264	879	4	second	second	JJ
A52264	879	5	Chapter	chapter	NN
A52264	879	6	,	,	,
A52264	879	7	by	by	IN
A52264	879	8	help	help	NN
A52264	879	9	whereof	whereof	IN
A52264	879	10	the	the	DT
A52264	879	11	Hypothenusall	Hypothenusall	NNP
A52264	879	12	may	may	MD
A52264	879	13	be	be	VB
A52264	879	14	found	find	VBN
A52264	879	15	in	in	IN
A52264	879	16	this	this	DT
A52264	879	17	manner	manner	NN
A52264	879	18	:	:	:
A52264	879	19	square	square	VB
A52264	879	20	the	the	DT
A52264	879	21	sides	side	NNS
A52264	879	22	,	,	,
A52264	879	23	and	and	CC
A52264	879	24	from	from	IN
A52264	879	25	the	the	DT
A52264	879	26	aggregate	aggregate	NN
A52264	879	27	of	of	IN
A52264	879	28	their	-PRON-	PRP$
A52264	879	29	squares	square	NNS
A52264	879	30	extract	extract	VBP
A52264	879	31	the	the	DT
A52264	879	32	square	square	JJ
A52264	879	33	root	root	NN
A52264	879	34	,	,	,
A52264	879	35	that	that	DT
A52264	879	36	square	square	JJ
A52264	879	37	root	root	NN
A52264	879	38	shall	shall	MD
A52264	879	39	be	be	VB
A52264	879	40	the	the	DT
A52264	879	41	length	length	NN
A52264	879	42	of	of	IN
A52264	879	43	the	the	DT
A52264	879	44	Hypothenusal	Hypothenusal	NNP
A52264	879	45	.	.	.
A52264	880	1	For	for	IN
A52264	880	2	example	example	NN
A52264	880	3	.	.	.
A52264	881	1	Let	let	VB
A52264	881	2	the	the	DT
A52264	881	3	base	base	NN
A52264	881	4	be	be	VB
A52264	881	5	four	four	CD
A52264	881	6	paces	pace	NNS
A52264	881	7	,	,	,
A52264	881	8	and	and	CC
A52264	881	9	the	the	DT
A52264	881	10	perpendicular	perpendicular	JJ
A52264	881	11	3	3	CD
A52264	881	12	,	,	,
A52264	881	13	the	the	DT
A52264	881	14	square	square	NN
A52264	881	15	of	of	IN
A52264	881	16	the	the	DT
A52264	881	17	base	base	NN
A52264	881	18	is	be	VBZ
A52264	881	19	16	16	CD
A52264	881	20	,	,	,
A52264	881	21	the	the	DT
A52264	881	22	square	square	NN
A52264	881	23	of	of	IN
A52264	881	24	the	the	DT
A52264	881	25	perpendicular	perpendicular	NN
A52264	881	26	is	be	VBZ
A52264	881	27	9	9	CD
A52264	881	28	,	,	,
A52264	881	29	the	the	DT
A52264	881	30	summe	summe	NN
A52264	881	31	of	of	IN
A52264	881	32	these	these	DT
A52264	881	33	two	two	CD
A52264	881	34	squares	square	NNS
A52264	881	35	is	be	VBZ
A52264	881	36	25	25	CD
A52264	881	37	,	,	,
A52264	881	38	the	the	DT
A52264	881	39	square	square	JJ
A52264	881	40	root	root	NN
A52264	881	41	of	of	IN
A52264	881	42	this	this	DT
A52264	881	43	summe	summe	NN
A52264	881	44	is	be	VBZ
A52264	881	45	5	5	CD
A52264	881	46	paces	pace	NNS
A52264	881	47	,	,	,
A52264	881	48	and	and	CC
A52264	881	49	that	that	DT
A52264	881	50	is	be	VBZ
A52264	881	51	the	the	DT
A52264	881	52	length	length	NN
A52264	881	53	of	of	IN
A52264	881	54	the	the	DT
A52264	881	55	hypo	hypo	NNP
A52264	881	56	●	●	NFP
A52264	881	57	enusal	enusal	NN
A52264	881	58	;	;	:
A52264	881	59	and	and	CC
A52264	881	60	this	this	DT
A52264	881	61	hypothenusal	hypothenusal	NN
A52264	881	62	being	be	VBG
A52264	881	63	thus	thus	RB
A52264	881	64	found	find	VBN
A52264	881	65	,	,	,
A52264	881	66	the	the	DT
A52264	881	67	angles	angle	NNS
A52264	881	68	also	also	RB
A52264	881	69	may	may	MD
A52264	881	70	be	be	VB
A52264	881	71	●	●	.
A52264	881	72	ound	ound	NN
A52264	881	73	,	,	,
A52264	881	74	as	as	IN
A52264	881	75	before	before	RB
A52264	881	76	.	.	.
A52264	882	1	Nor	nor	CC
A52264	882	2	are	be	VBP
A52264	882	3	we	-PRON-	PRP
A52264	882	4	tied	tie	VBN
A52264	882	5	to	to	IN
A52264	882	6	this	this	DT
A52264	882	7	way	way	NN
A52264	882	8	of	of	IN
A52264	882	9	finding	find	VBG
A52264	882	10	the	the	DT
A52264	882	11	hypothenusal	hypothenusal	NN
A52264	882	12	,	,	,
A52264	882	13	unlesse	unlesse	NN
A52264	882	14	we	-PRON-	PRP
A52264	882	15	confine	confine	VBP
A52264	882	16	our	-PRON-	PRP$
A52264	882	17	selves	self	NNS
A52264	882	18	to	to	IN
A52264	882	19	the	the	DT
A52264	882	20	Tables	Tables	NNPS
A52264	882	21	of	of	IN
A52264	882	22	Sines	Sines	NNPS
A52264	882	23	onely	onely	RB
A52264	882	24	;	;	:
A52264	882	25	if	if	IN
A52264	882	26	we	-PRON-	PRP
A52264	882	27	would	would	MD
A52264	882	28	make	make	VB
A52264	882	29	use	use	NN
A52264	882	30	of	of	IN
A52264	882	31	the	the	DT
A52264	882	32	Tables	Tables	NNPS
A52264	882	33	of	of	IN
A52264	882	34	Tangents	Tangents	NNPS
A52264	882	35	or	or	CC
A52264	882	36	Secants	Secants	NNPS
A52264	882	37	,	,	,
A52264	882	38	the	the	DT
A52264	882	39	hypothenusal	hypothenusal	NN
A52264	882	40	may	may	MD
A52264	882	41	not	not	RB
A52264	882	42	onely	onely	RB
A52264	882	43	be	be	VB
A52264	882	44	found	find	VBN
A52264	882	45	with	with	IN
A52264	882	46	more	more	JJR
A52264	882	47	ease	ease	NN
A52264	882	48	,	,	,
A52264	882	49	but	but	CC
A52264	882	50	all	all	PDT
A52264	882	51	the	the	DT
A52264	882	52	cases	case	NNS
A52264	882	53	of	of	IN
A52264	882	54	a	a	DT
A52264	882	55	right	right	RB
A52264	882	56	angled	angle	VBN
A52264	882	57	plain	plain	JJ
A52264	882	58	triangle	triangle	NN
A52264	882	59	may	may	MD
A52264	882	60	be	be	VB
A52264	882	61	also	also	RB
A52264	882	62	found	find	VBN
A52264	882	63	several	several	JJ
A52264	882	64	wayes	waye	NNS
A52264	882	65	,	,	,
A52264	882	66	by	by	IN
A52264	882	67	the	the	DT
A52264	882	68	help	help	NN
A52264	882	69	of	of	IN
A52264	882	70	this	this	DT
A52264	882	71	Axiome	Axiome	NNP
A52264	882	72	following	follow	VBG
A52264	882	73	.	.	.
A52264	883	1	The	the	DT
A52264	883	2	second	second	JJ
A52264	883	3	AXIOME	axiome	NN
A52264	883	4	.	.	.
A52264	884	1	In	in	IN
A52264	884	2	a	a	DT
A52264	884	3	plain	plain	JJ
A52264	884	4	right	right	RB
A52264	884	5	angled	angle	VBN
A52264	884	6	triangle	triangle	NN
A52264	884	7	,	,	,
A52264	884	8	any	any	DT
A52264	884	9	of	of	IN
A52264	884	10	the	the	DT
A52264	884	11	three	three	CD
A52264	884	12	sides	side	NNS
A52264	884	13	may	may	MD
A52264	884	14	be	be	VB
A52264	884	15	made	make	VBN
A52264	884	16	the	the	DT
A52264	884	17	Radius	Radius	NNP
A52264	884	18	of	of	IN
A52264	884	19	a	a	DT
A52264	884	20	circle	circle	NN
A52264	884	21	,	,	,
A52264	884	22	and	and	CC
A52264	884	23	the	the	DT
A52264	884	24	other	other	JJ
A52264	884	25	sides	side	NNS
A52264	884	26	will	will	MD
A52264	884	27	be	be	VB
A52264	884	28	as	as	IN
A52264	884	29	Sines	Sines	NNP
A52264	884	30	,	,	,
A52264	884	31	Tangents	Tangents	NNP
A52264	884	32	,	,	,
A52264	884	33	or	or	CC
A52264	884	34	Secants	secant	NNS
A52264	884	35	.	.	.
A52264	885	1	And	and	CC
A52264	885	2	what	what	WDT
A52264	885	3	proportion	proportion	NN
A52264	885	4	the	the	DT
A52264	885	5	side	side	NN
A52264	885	6	put	put	VBN
A52264	885	7	as	as	IN
A52264	885	8	Radius	Radius	NNP
A52264	885	9	hath	hath	NN
A52264	885	10	unto	unto	IN
A52264	885	11	Radius	Radius	NNP
A52264	885	12	;	;	:
A52264	885	13	the	the	DT
A52264	885	14	same	same	JJ
A52264	885	15	proportion	proportion	NN
A52264	885	16	hath	hath	NN
A52264	885	17	the	the	DT
A52264	885	18	other	other	JJ
A52264	885	19	sides	side	NNS
A52264	885	20	unto	unto	IN
A52264	885	21	the	the	DT
A52264	885	22	Sines	Sines	NNPS
A52264	885	23	,	,	,
A52264	885	24	Tangents	Tangents	NNP
A52264	885	25	,	,	,
A52264	885	26	or	or	CC
A52264	885	27	Secants	secant	NNS
A52264	885	28	of	of	IN
A52264	885	29	the	the	DT
A52264	885	30	opposite	opposite	JJ
A52264	885	31	angles	angle	NNS
A52264	885	32	by	by	IN
A52264	885	33	them	-PRON-	PRP
A52264	885	34	represented	represent	VBD
A52264	885	35	.	.	.
A52264	886	1	If	if	IN
A52264	886	2	you	-PRON-	PRP
A52264	886	3	make	make	VBP
A52264	886	4	the	the	DT
A52264	886	5	hypothenusal	hypothenusal	NNP
A52264	886	6	Radius	Radius	NNP
A52264	886	7	,	,	,
A52264	886	8	the	the	DT
A52264	886	9	triangle	triangle	NN
A52264	886	10	will	will	MD
A52264	886	11	be	be	VB
A52264	886	12	totally	totally	RB
A52264	886	13	inscribed	inscribe	VBN
A52264	886	14	in	in	IN
A52264	886	15	the	the	DT
A52264	886	16	circle	circle	NN
A52264	886	17	,	,	,
A52264	886	18	and	and	CC
A52264	886	19	consequently	consequently	RB
A52264	886	20	the	the	DT
A52264	886	21	other	other	JJ
A52264	886	22	two	two	CD
A52264	886	23	sides	side	NNS
A52264	886	24	shall	shall	MD
A52264	886	25	represent	represent	VB
A52264	886	26	the	the	DT
A52264	886	27	sines	sine	NNS
A52264	886	28	of	of	IN
A52264	886	29	their	-PRON-	PRP$
A52264	886	30	opposite	opposite	JJ
A52264	886	31	angles	angle	NNS
A52264	886	32	,	,	,
A52264	886	33	that	that	RB
A52264	886	34	is	is	RB
A52264	886	35	,	,	,
A52264	886	36	the	the	DT
A52264	886	37	base	base	NN
A52264	886	38	shall	shall	MD
A52264	886	39	represent	represent	VB
A52264	886	40	the	the	DT
A52264	886	41	sine	sine	NN
A52264	886	42	of	of	IN
A52264	886	43	the	the	DT
A52264	886	44	angle	angle	NN
A52264	886	45	at	at	IN
A52264	886	46	the	the	DT
A52264	886	47	perpendicular	perpendicular	NN
A52264	886	48	,	,	,
A52264	886	49	and	and	CC
A52264	886	50	the	the	DT
A52264	886	51	perpendicular	perpendicular	JJ
A52264	886	52	shall	shall	MD
A52264	886	53	represent	represent	VB
A52264	886	54	the	the	DT
A52264	886	55	sine	sine	NN
A52264	886	56	of	of	IN
A52264	886	57	the	the	DT
A52264	886	58	angle	angle	NN
A52264	886	59	at	at	IN
A52264	886	60	the	the	DT
A52264	886	61	base	base	NN
A52264	886	62	,	,	,
A52264	886	63	as	as	IN
A52264	886	64	in	in	IN
A52264	886	65	the	the	DT
A52264	886	66	preceding	precede	VBG
A52264	886	67	Diagram	Diagram	NNP
A52264	886	68	.	.	.
A52264	887	1	If	if	IN
A52264	887	2	you	-PRON-	PRP
A52264	887	3	make	make	VBP
A52264	887	4	the	the	DT
A52264	887	5	base	base	NN
A52264	887	6	Radius	Radius	NNP
A52264	887	7	,	,	,
A52264	887	8	the	the	DT
A52264	887	9	triangle	triangle	NN
A52264	887	10	will	will	MD
A52264	887	11	be	be	VB
A52264	887	12	but	but	CC
A52264	887	13	partially	partially	RB
A52264	887	14	inscribed	inscribe	VBN
A52264	887	15	in	in	IN
A52264	887	16	the	the	DT
A52264	887	17	circle	circle	NN
A52264	887	18	,	,	,
A52264	887	19	and	and	CC
A52264	887	20	the	the	DT
A52264	887	21	other	other	JJ
A52264	887	22	two	two	CD
A52264	887	23	sides	side	NNS
A52264	887	24	shall	shall	MD
A52264	887	25	be	be	VB
A52264	887	26	one	one	CD
A52264	887	27	of	of	IN
A52264	887	28	them	-PRON-	PRP
A52264	887	29	a	a	DT
A52264	887	30	tangent	tangent	NN
A52264	887	31	,	,	,
A52264	887	32	and	and	CC
A52264	887	33	the	the	DT
A52264	887	34	other	other	JJ
A52264	887	35	a	a	DT
A52264	887	36	secant	secant	NN
A52264	887	37	.	.	.
A52264	888	1	Thus	thus	RB
A52264	888	2	in	in	IN
A52264	888	3	the	the	DT
A52264	888	4	first	first	JJ
A52264	888	5	Diagram	Diagram	NNP
A52264	888	6	of	of	IN
A52264	888	7	this	this	DT
A52264	888	8	Chapter	chapter	NN
A52264	888	9	,	,	,
A52264	888	10	the	the	DT
A52264	888	11	base	base	NN
A52264	888	12	BD	BD	NNP
A52264	888	13	is	be	VBZ
A52264	888	14	made	make	VBN
A52264	888	15	the	the	DT
A52264	888	16	Radius	Radius	NNP
A52264	888	17	of	of	IN
A52264	888	18	the	the	DT
A52264	888	19	circle	circle	NN
A52264	888	20	,	,	,
A52264	888	21	the	the	DT
A52264	888	22	perpendicular	perpendicular	JJ
A52264	888	23	D	d	NN
A52264	888	24	●	●	CD
A52264	888	25	is	be	VBZ
A52264	888	26	the	the	DT
A52264	888	27	tangent	tangent	NN
A52264	888	28	of	of	IN
A52264	888	29	the	the	DT
A52264	888	30	angle	angle	NN
A52264	888	31	at	at	IN
A52264	888	32	the	the	DT
A52264	888	33	base	base	NN
A52264	888	34	,	,	,
A52264	888	35	and	and	CC
A52264	888	36	B	b	NN
A52264	888	37	●	●	CD
A52264	888	38	is	be	VBZ
A52264	888	39	the	the	DT
A52264	888	40	secant	secant	NN
A52264	888	41	of	of	IN
A52264	888	42	the	the	DT
A52264	888	43	same	same	JJ
A52264	888	44	angle	angle	NN
A52264	888	45	.	.	.
A52264	889	1	If	if	IN
A52264	889	2	you	-PRON-	PRP
A52264	889	3	make	make	VBP
A52264	889	4	the	the	DT
A52264	889	5	perpendicular	perpendicular	JJ
A52264	889	6	Radius	Radius	NNP
A52264	889	7	,	,	,
A52264	889	8	the	the	DT
A52264	889	9	triangle	triangle	NN
A52264	889	10	will	will	MD
A52264	889	11	be	be	VB
A52264	889	12	but	but	CC
A52264	889	13	partially	partially	RB
A52264	889	14	inscribed	inscribe	VBN
A52264	889	15	in	in	IN
A52264	889	16	the	the	DT
A52264	889	17	circle	circle	NN
A52264	889	18	,	,	,
A52264	889	19	as	as	IN
A52264	889	20	before	before	RB
A52264	889	21	,	,	,
A52264	889	22	and	and	CC
A52264	889	23	the	the	DT
A52264	889	24	other	other	JJ
A52264	889	25	two	two	CD
A52264	889	26	sides	side	NNS
A52264	889	27	will	will	MD
A52264	889	28	be	be	VB
A52264	889	29	also	also	RB
A52264	889	30	the	the	DT
A52264	889	31	one	one	NN
A52264	889	32	a	a	DT
A52264	889	33	tangent	tangent	NN
A52264	889	34	and	and	CC
A52264	889	35	the	the	DT
A52264	889	36	other	other	JJ
A52264	889	37	a	a	DT
A52264	889	38	secant	secant	NN
A52264	889	39	.	.	.
A52264	890	1	As	as	IN
A52264	890	2	in	in	IN
A52264	890	3	this	this	DT
A52264	890	4	example	example	NN
A52264	890	5	,	,	,
A52264	890	6	the	the	DT
A52264	890	7	perpendicular	perpendicular	JJ
A52264	890	8	AB	AB	NNP
A52264	890	9	is	be	VBZ
A52264	890	10	made	make	VBN
A52264	890	11	the	the	DT
A52264	890	12	Radius	Radius	NNP
A52264	890	13	of	of	IN
A52264	890	14	the	the	DT
A52264	890	15	circle	circle	NN
A52264	890	16	,	,	,
A52264	890	17	the	the	DT
A52264	890	18	base	base	NN
A52264	890	19	AC	AC	NNP
A52264	890	20	is	be	VBZ
A52264	890	21	the	the	DT
A52264	890	22	tangent	tangent	NN
A52264	890	23	of	of	IN
A52264	890	24	the	the	DT
A52264	890	25	angle	angle	NN
A52264	890	26	at	at	IN
A52264	890	27	the	the	DT
A52264	890	28	perpendicular	perpendicular	NN
A52264	890	29	,	,	,
A52264	890	30	and	and	CC
A52264	890	31	the	the	DT
A52264	890	32	hypothenusal	hypothenusal	NN
A52264	890	33	BC	BC	NNP
A52264	890	34	is	be	VBZ
A52264	890	35	the	the	DT
A52264	890	36	secant	secant	NN
A52264	890	37	of	of	IN
A52264	890	38	the	the	DT
A52264	890	39	same	same	JJ
A52264	890	40	angle	angle	NN
A52264	890	41	.	.	.
A52264	891	1	Hence	hence	RB
A52264	891	2	it	-PRON-	PRP
A52264	891	3	followes	follow	VBZ
A52264	891	4	,	,	,
A52264	891	5	that	that	IN
A52264	891	6	if	if	IN
A52264	891	7	you	-PRON-	PRP
A52264	891	8	make	make	VBP
A52264	891	9	AB	AB	NNP
A52264	891	10	the	the	DT
A52264	891	11	Radius	Radius	NNP
A52264	891	12	,	,	,
A52264	891	13	the	the	DT
A52264	891	14	base	base	NN
A52264	891	15	and	and	CC
A52264	891	16	perpendicular	perpendicular	JJ
A52264	891	17	being	be	VBG
A52264	891	18	given	give	VBN
A52264	891	19	,	,	,
A52264	891	20	the	the	DT
A52264	891	21	angle	angle	NN
A52264	891	22	at	at	IN
A52264	891	23	the	the	DT
A52264	891	24	perpendicular	perpendicular	NN
A52264	891	25	may	may	MD
A52264	891	26	be	be	VB
A52264	891	27	found	find	VBN
A52264	891	28	by	by	IN
A52264	891	29	this	this	DT
A52264	891	30	proportion	proportion	NN
A52264	891	31	.	.	.
A52264	892	1	As	as	IN
A52264	892	2	the	the	DT
A52264	892	3	perpendicular	perpendicular	NN
A52264	892	4	,	,	,
A52264	892	5	is	be	VBZ
A52264	892	6	in	in	IN
A52264	892	7	proportion	proportion	NN
A52264	892	8	to	to	IN
A52264	892	9	Radius	radius	NN
A52264	892	10	:	:	:
A52264	892	11	So	so	RB
A52264	892	12	is	be	VBZ
A52264	892	13	the	the	DT
A52264	892	14	base	base	NN
A52264	892	15	,	,	,
A52264	892	16	to	to	IN
A52264	892	17	tang	tang	NNP
A52264	892	18	●	●	.
A52264	892	19	nt	nt	RB
A52264	892	20	of	of	IN
A52264	892	21	the	the	DT
A52264	892	22	angle	angle	NN
A52264	892	23	at	at	IN
A52264	892	24	the	the	DT
A52264	892	25	perpendicular	perpendicular	NN
A52264	892	26	;	;	:
A52264	892	27	for	for	IN
A52264	892	28	the	the	DT
A52264	892	29	perpendicular	perpendicular	JJ
A52264	892	30	being	be	VBG
A52264	892	31	made	make	VBN
A52264	892	32	the	the	DT
A52264	892	33	Radius	Radius	NNP
A52264	892	34	of	of	IN
A52264	892	35	the	the	DT
A52264	892	36	circle	circle	NN
A52264	892	37	,	,	,
A52264	892	38	it	-PRON-	PRP
A52264	892	39	must	must	MD
A52264	892	40	of	of	IN
A52264	892	41	necessity	necessity	NN
A52264	892	42	bear	bear	VB
A52264	892	43	the	the	DT
A52264	892	44	same	same	JJ
A52264	892	45	proportion	proportion	NN
A52264	892	46	unto	unto	IN
A52264	892	47	Radius	Radius	NNP
A52264	892	48	,	,	,
A52264	892	49	as	as	IN
A52264	892	50	the	the	DT
A52264	892	51	hypothenusal	hypothenusal	NNP
A52264	892	52	doth	doth	NNP
A52264	892	53	,	,	,
A52264	892	54	when	when	WRB
A52264	892	55	that	that	DT
A52264	892	56	is	be	VBZ
A52264	892	57	made	make	VBN
A52264	892	58	the	the	DT
A52264	892	59	Radius	Radius	NNP
A52264	892	60	of	of	IN
A52264	892	61	the	the	DT
A52264	892	62	circle	circle	NN
A52264	892	63	:	:	:
A52264	892	64	and	and	CC
A52264	892	65	if	if	IN
A52264	892	66	the	the	DT
A52264	892	67	perpendicular	perpendicular	NN
A52264	892	68	be	be	VB
A52264	892	69	the	the	DT
A52264	892	70	Radius	Radius	NNP
A52264	892	71	,	,	,
A52264	892	72	the	the	DT
A52264	892	73	base	base	NN
A52264	892	74	must	must	MD
A52264	892	75	needs	needs	VB
A52264	892	76	represent	represent	VB
A52264	892	77	the	the	DT
A52264	892	78	tangent	tangent	NN
A52264	892	79	of	of	IN
A52264	892	80	the	the	DT
A52264	892	81	angle	angle	NN
A52264	892	82	at	at	IN
A52264	892	83	the	the	DT
A52264	892	84	perpendicular	perpendicular	NN
A52264	892	85	.	.	.
A52264	893	1	And	and	CC
A52264	893	2	the	the	DT
A52264	893	3	angle	angle	NN
A52264	893	4	at	at	IN
A52264	893	5	the	the	DT
A52264	893	6	perpendicular	perpendicular	JJ
A52264	893	7	be	be	VB
A52264	893	8	-	-	:
A52264	893	9	being	be	VBG
A52264	893	10	thus	thus	RB
A52264	893	11	found	find	VBN
A52264	893	12	,	,	,
A52264	893	13	the	the	DT
A52264	893	14	hypothenusal	hypothenusal	NN
A52264	893	15	may	may	MD
A52264	893	16	be	be	VB
A52264	893	17	found	find	VBN
A52264	893	18	by	by	IN
A52264	893	19	the	the	DT
A52264	893	20	first	first	JJ
A52264	893	21	Axiome	Axiome	NNP
A52264	893	22	.	.	.
A52264	894	1	For	for	IN
A52264	894	2	,	,	,
A52264	894	3	As	as	IN
A52264	894	4	the	the	DT
A52264	894	5	sine	sine	NN
A52264	894	6	of	of	IN
A52264	894	7	the	the	DT
A52264	894	8	angle	angle	NN
A52264	894	9	at	at	IN
A52264	894	10	the	the	DT
A52264	894	11	perpendicular	perpendicular	NN
A52264	894	12	,	,	,
A52264	894	13	is	be	VBZ
A52264	894	14	in	in	IN
A52264	894	15	proportion	proportion	NN
A52264	894	16	to	to	IN
A52264	894	17	his	-PRON-	PRP$
A52264	894	18	opposite	opposite	JJ
A52264	894	19	side	side	NN
A52264	894	20	the	the	DT
A52264	894	21	base	base	NN
A52264	894	22	;	;	:
A52264	894	23	So	so	CC
A52264	894	24	is	be	VBZ
A52264	894	25	Radius	Radius	NNP
A52264	894	26	,	,	,
A52264	894	27	to	to	IN
A52264	894	28	his	-PRON-	PRP$
A52264	894	29	opposite	opposite	JJ
A52264	894	30	side	side	NN
A52264	894	31	the	the	DT
A52264	894	32	hypothenusal	hypothenusal	NN
A52264	894	33	:	:	:
A52264	894	34	and	and	CC
A52264	894	35	thus	thus	RB
A52264	894	36	you	-PRON-	PRP
A52264	894	37	see	see	VBP
A52264	894	38	that	that	IN
A52264	894	39	the	the	DT
A52264	894	40	hypothenusal	hypothenusal	NN
A52264	894	41	may	may	MD
A52264	894	42	be	be	VB
A52264	894	43	found	find	VBN
A52264	894	44	without	without	IN
A52264	894	45	the	the	DT
A52264	894	46	trouble	trouble	NN
A52264	894	47	of	of	IN
A52264	894	48	squaring	square	VBG
A52264	894	49	the	the	DT
A52264	894	50	sides	side	NNS
A52264	894	51	,	,	,
A52264	894	52	and	and	CC
A52264	894	53	thence	thence	NN
A52264	894	54	extracting	extract	VBG
A52264	894	55	the	the	DT
A52264	894	56	square	square	JJ
A52264	894	57	root	root	NN
A52264	894	58	.	.	.
A52264	895	1	And	and	CC
A52264	895	2	hence	hence	RB
A52264	895	3	also	also	RB
A52264	895	4	all	all	PDT
A52264	895	5	the	the	DT
A52264	895	6	cases	case	NNS
A52264	895	7	of	of	IN
A52264	895	8	a	a	DT
A52264	895	9	right	right	RB
A52264	895	10	angled	angle	VBN
A52264	895	11	plain	plain	JJ
A52264	895	12	triangle	triangle	NN
A52264	895	13	may	may	MD
A52264	895	14	be	be	VB
A52264	895	15	resolved	resolve	VBN
A52264	895	16	several	several	JJ
A52264	895	17	wayes	waye	NNS
A52264	895	18	:	:	:
A52264	895	19	that	that	DT
A52264	895	20	is	be	VBZ
A52264	895	21	to	to	TO
A52264	895	22	say	say	VB
A52264	895	23	,	,	,
A52264	895	24	1	1	CD
A52264	895	25	.	.	.
A52264	896	1	In	in	IN
A52264	896	2	a	a	DT
A52264	896	3	plain	plain	JJ
A52264	896	4	right	right	RB
A52264	896	5	angled	angle	VBN
A52264	896	6	triangle	triangle	NN
A52264	896	7	:	:	:
A52264	896	8	the	the	DT
A52264	896	9	angles	angle	NNS
A52264	896	10	and	and	CC
A52264	896	11	one	one	CD
A52264	896	12	side	side	NN
A52264	896	13	being	be	VBG
A52264	896	14	given	give	VBN
A52264	896	15	,	,	,
A52264	896	16	every	every	DT
A52264	896	17	of	of	IN
A52264	896	18	the	the	DT
A52264	896	19	other	other	JJ
A52264	896	20	sides	side	NNS
A52264	896	21	is	be	VBZ
A52264	896	22	given	give	VBN
A52264	896	23	,	,	,
A52264	896	24	by	by	IN
A52264	896	25	a	a	DT
A52264	896	26	threefold	threefold	JJ
A52264	896	27	proportion	proportion	NN
A52264	896	28	,	,	,
A52264	896	29	that	that	RB
A52264	896	30	is	is	RB
A52264	896	31	,	,	,
A52264	896	32	as	as	IN
A52264	896	33	you	-PRON-	PRP
A52264	896	34	shall	shall	MD
A52264	896	35	put	put	VB
A52264	896	36	for	for	IN
A52264	896	37	the	the	DT
A52264	896	38	Radius	Radius	NNP
A52264	896	39	,	,	,
A52264	896	40	either	either	CC
A52264	896	41	the	the	DT
A52264	896	42	side	side	NN
A52264	896	43	subtending	subtend	VBG
A52264	896	44	the	the	DT
A52264	896	45	right	right	JJ
A52264	896	46	angle	angle	NN
A52264	896	47	,	,	,
A52264	896	48	or	or	CC
A52264	896	49	the	the	DT
A52264	896	50	greater	great	JJR
A52264	896	51	or	or	CC
A52264	896	52	lesser	less	JJR
A52264	896	53	side	side	NN
A52264	896	54	including	include	VBG
A52264	896	55	the	the	DT
A52264	896	56	right	right	JJ
A52264	896	57	angle	angle	NN
A52264	896	58	.	.	.
A52264	897	1	2	2	LS
A52264	897	2	.	.	.
A52264	898	1	Any	any	DT
A52264	898	2	of	of	IN
A52264	898	3	the	the	DT
A52264	898	4	two	two	CD
A52264	898	5	sides	side	NNS
A52264	898	6	being	be	VBG
A52264	898	7	given	give	VBN
A52264	898	8	,	,	,
A52264	898	9	either	either	DT
A52264	898	10	of	of	IN
A52264	898	11	the	the	DT
A52264	898	12	acute	acute	JJ
A52264	898	13	angles	angle	NNS
A52264	898	14	is	be	VBZ
A52264	898	15	given	give	VBN
A52264	898	16	by	by	IN
A52264	898	17	a	a	DT
A52264	898	18	double	double	JJ
A52264	898	19	proportion	proportion	NN
A52264	898	20	,	,	,
A52264	898	21	that	that	RB
A52264	898	22	is	is	RB
A52264	898	23	,	,	,
A52264	898	24	as	as	IN
A52264	898	25	you	-PRON-	PRP
A52264	898	26	shall	shall	MD
A52264	898	27	put	put	VB
A52264	898	28	either	either	CC
A52264	898	29	this	this	DT
A52264	898	30	or	or	CC
A52264	898	31	that	that	DT
A52264	898	32	side	side	NN
A52264	898	33	for	for	IN
A52264	898	34	the	the	DT
A52264	898	35	Radius	Radius	NNP
A52264	898	36	:	:	:
A52264	898	37	to	to	TO
A52264	898	38	make	make	VB
A52264	898	39	this	this	DT
A52264	898	40	clear	clear	JJ
A52264	898	41	,	,	,
A52264	898	42	we	-PRON-	PRP
A52264	898	43	will	will	MD
A52264	898	44	first	first	RB
A52264	898	45	set	set	VB
A52264	898	46	down	down	RP
A52264	898	47	the	the	DT
A52264	898	48	grounds	ground	NNS
A52264	898	49	or	or	CC
A52264	898	50	reasons	reason	NNS
A52264	898	51	for	for	IN
A52264	898	52	varying	varying	NN
A52264	898	53	of	of	IN
A52264	898	54	the	the	DT
A52264	898	55	termes	terme	NNS
A52264	898	56	of	of	IN
A52264	898	57	proportion	proportion	NN
A52264	898	58	:	:	:
A52264	898	59	and	and	CC
A52264	898	60	then	then	RB
A52264	898	61	the	the	DT
A52264	898	62	proportions	proportion	NNS
A52264	898	63	themselves	-PRON-	PRP
A52264	898	64	in	in	IN
A52264	898	65	every	every	DT
A52264	898	66	case	case	NN
A52264	898	67	,	,	,
A52264	898	68	according	accord	VBG
A52264	898	69	to	to	IN
A52264	898	70	all	all	PDT
A52264	898	71	the	the	DT
A52264	898	72	variations	variation	NNS
A52264	898	73	.	.	.
A52264	899	1	The	the	DT
A52264	899	2	reasons	reason	NNS
A52264	899	3	for	for	IN
A52264	899	4	varying	varying	NN
A52264	899	5	of	of	IN
A52264	899	6	the	the	DT
A52264	899	7	termes	terme	NNS
A52264	899	8	of	of	IN
A52264	899	9	proportion	proportion	NN
A52264	899	10	are	be	VBP
A52264	899	11	chiefly	chiefly	RB
A52264	899	12	three	three	CD
A52264	899	13	.	.	.
A52264	900	1	The	the	DT
A52264	900	2	first	first	JJ
A52264	900	3	reason	reason	NN
A52264	900	4	is	be	VBZ
A52264	900	5	,	,	,
A52264	900	6	because	because	IN
A52264	900	7	the	the	DT
A52264	900	8	Radius	Radius	NNP
A52264	900	9	of	of	IN
A52264	900	10	a	a	DT
A52264	900	11	circle	circle	NN
A52264	900	12	doth	doth	NN
A52264	900	13	bear	bear	VBP
A52264	900	14	a	a	DT
A52264	900	15	threefold	threefold	JJ
A52264	900	16	proportion	proportion	NN
A52264	900	17	to	to	IN
A52264	900	18	a	a	DT
A52264	900	19	sine	sine	JJ
A52264	900	20	,	,	,
A52264	900	21	tangent	tangent	NN
A52264	900	22	,	,	,
A52264	900	23	or	or	CC
A52264	900	24	secant	secant	NN
A52264	900	25	;	;	:
A52264	900	26	and	and	CC
A52264	900	27	contrariwise	contrariwise	NN
A52264	900	28	,	,	,
A52264	900	29	a	a	DT
A52264	900	30	sine	sine	JJ
A52264	900	31	,	,	,
A52264	900	32	tangent	tangent	NN
A52264	900	33	,	,	,
A52264	900	34	or	or	CC
A52264	900	35	secant	secant	NN
A52264	900	36	hath	hath	VB
A52264	900	37	a	a	DT
A52264	900	38	threefold	threefold	JJ
A52264	900	39	proportion	proportion	NN
A52264	900	40	to	to	IN
A52264	900	41	Radius	Radius	NNP
A52264	900	42	,	,	,
A52264	900	43	by	by	IN
A52264	900	44	the	the	DT
A52264	900	45	second	second	JJ
A52264	900	46	Axiome	Axiome	NNP
A52264	900	47	of	of	IN
A52264	900	48	this	this	DT
A52264	900	49	Chapter	chapter	NN
A52264	900	50	.	.	.
A52264	901	1	For	for	IN
A52264	901	2	As	As	NNP
A52264	901	3	sine	sine	NN
A52264	901	4	BC	BC	NNP
A52264	901	5	,	,	,
A52264	901	6	to	to	IN
A52264	901	7	Rad	Rad	NNP
A52264	901	8	.	.	.
A52264	902	1	AC	ac	NN
A52264	902	2	in	in	IN
A52264	902	3	the	the	DT
A52264	902	4	1	1	CD
A52264	902	5	.	.	.
A52264	902	6	triangle	triangle	NNP
A52264	902	7	So	So	NNP
A52264	902	8	Rad	Rad	NNP
A52264	902	9	.	.	.
A52264	903	1	BC	BC	NNP
A52264	903	2	,	,	,
A52264	903	3	to	to	TO
A52264	903	4	secant	secant	VB
A52264	903	5	AC	AC	NNP
A52264	903	6	in	in	IN
A52264	903	7	the	the	DT
A52264	903	8	3d	3d	NN
A52264	903	9	.	.	.
A52264	904	1	tri	tri	NNP
A52264	904	2	.	.	.
A52264	905	1	So	so	RB
A52264	905	2	tang	tang	NNP
A52264	905	3	.	.	.
A52264	906	1	BC	BC	NNP
A52264	906	2	,	,	,
A52264	906	3	to	to	TO
A52264	906	4	secant	secant	VB
A52264	906	5	AC	AC	NNP
A52264	906	6	in	in	IN
A52264	906	7	the	the	DT
A52264	906	8	2d	2d	CD
A52264	906	9	.	.	.
A52264	907	1	tri	tri	NNP
A52264	907	2	.	.	.
A52264	908	1	&	&	CC
A52264	908	2	contra	contra	NNP
A52264	908	3	Again	again	RB
A52264	908	4	,	,	,
A52264	908	5	As	as	IN
A52264	908	6	tang	tang	NNP
A52264	908	7	.	.	.
A52264	909	1	BC	BC	NNP
A52264	909	2	,	,	,
A52264	909	3	to	to	IN
A52264	909	4	Rad	Rad	NNP
A52264	909	5	.	.	.
A52264	910	1	AB	AB	NNP
A52264	910	2	in	in	IN
A52264	910	3	the	the	DT
A52264	910	4	2d	2d	CD
A52264	910	5	.	.	.
A52264	911	1	triang	triang	NNP
A52264	911	2	.	.	.
A52264	912	1	So	so	RB
A52264	912	2	Rad	Rad	NNP
A52264	912	3	.	.	.
A52264	913	1	BC	BC	NNP
A52264	913	2	,	,	,
A52264	913	3	to	to	IN
A52264	913	4	tang	tang	NNP
A52264	913	5	.	.	.
A52264	914	1	AB	AB	NNP
A52264	914	2	in	in	IN
A52264	914	3	the	the	DT
A52264	914	4	3d	3d	NN
A52264	914	5	.	.	.
A52264	915	1	trian	trian	NNP
A52264	915	2	.	.	.
A52264	916	1	So	so	RB
A52264	916	2	sine	sine	NNP
A52264	916	3	BC	BC	NNP
A52264	916	4	,	,	,
A52264	916	5	to	to	TO
A52264	916	6	sine	sine	VB
A52264	916	7	BA	BA	NNP
A52264	916	8	in	in	IN
A52264	916	9	the	the	DT
A52264	916	10	first	first	JJ
A52264	916	11	triang	triang	NN
A52264	916	12	.	.	.
A52264	917	1	&	&	CC
A52264	917	2	contra	contra	NNP
A52264	917	3	Lastly	Lastly	NNP
A52264	917	4	,	,	,
A52264	917	5	As	as	IN
A52264	917	6	secant	secant	NN
A52264	917	7	AC	AC	NNP
A52264	917	8	,	,	,
A52264	917	9	to	to	IN
A52264	917	10	Rad	Rad	NNP
A52264	917	11	.	.	.
A52264	918	1	BC	BC	NNP
A52264	918	2	in	in	IN
A52264	918	3	the	the	DT
A52264	918	4	3d	3d	NN
A52264	918	5	.	.	.
A52264	919	1	tri	tri	NNP
A52264	919	2	.	.	.
A52264	920	1	So	so	RB
A52264	920	2	Rad	Rad	NNP
A52264	920	3	.	.	.
A52264	921	1	AC	AC	NNP
A52264	921	2	,	,	,
A52264	921	3	to	to	TO
A52264	921	4	sine	sine	VB
A52264	921	5	BC	BC	NNP
A52264	921	6	in	in	IN
A52264	921	7	the	the	DT
A52264	921	8	first	first	JJ
A52264	921	9	trian	trian	NN
A52264	921	10	So	So	NNP
A52264	921	11	secant	secant	NN
A52264	921	12	AC	AC	NNP
A52264	921	13	,	,	,
A52264	921	14	to	to	IN
A52264	921	15	tang	tang	NNP
A52264	921	16	.	.	.
A52264	922	1	BC	BC	NNP
A52264	922	2	in	in	IN
A52264	922	3	the	the	DT
A52264	922	4	2d	2d	CD
A52264	922	5	.	.	.
A52264	923	1	tri	tri	NNP
A52264	923	2	.	.	.
A52264	924	1	&	&	CC
A52264	924	2	contra	contra	NNP
A52264	924	3	Hence	hence	RB
A52264	924	4	then	then	RB
A52264	924	5	As	as	IN
A52264	924	6	the	the	DT
A52264	924	7	sine	sine	NN
A52264	924	8	of	of	IN
A52264	924	9	an	an	DT
A52264	924	10	arch	arch	NN
A52264	924	11	or	or	CC
A52264	924	12	ang	ang	NN
A52264	924	13	.	.	.
A52264	925	1	is	be	VBZ
A52264	925	2	to	to	IN
A52264	925	3	Rad	Rad	NNP
A52264	925	4	.	.	.
A52264	926	1	So	so	RB
A52264	926	2	Rad	Rad	NNP
A52264	926	3	.	.	.
A52264	927	1	to	to	IN
A52264	927	2	the	the	DT
A52264	927	3	secant	secant	NN
A52264	927	4	comp	comp	NN
A52264	927	5	.	.	.
A52264	928	1	of	of	IN
A52264	928	2	that	that	DT
A52264	928	3	arch	arch	NNP
A52264	928	4	&	&	CC
A52264	928	5	so	so	RB
A52264	928	6	is	be	VBZ
A52264	928	7	the	the	DT
A52264	928	8	tang	tang	NNP
A52264	928	9	.	.	.
A52264	929	1	of	of	IN
A52264	929	2	that	that	DT
A52264	929	3	arch	arch	NN
A52264	929	4	,	,	,
A52264	929	5	to	to	IN
A52264	929	6	his	-PRON-	PRP$
A52264	929	7	sec	sec	NNP
A52264	929	8	.	.	.
A52264	930	1	&	&	CC
A52264	930	2	contr	contr	NNP
A52264	930	3	.	.	.
A52264	931	1	Also	also	RB
A52264	931	2	As	as	IN
A52264	931	3	the	the	DT
A52264	931	4	tang	tang	NN
A52264	931	5	.	.	.
A52264	932	1	of	of	IN
A52264	932	2	an	an	DT
A52264	932	3	arch	arch	NN
A52264	932	4	or	or	CC
A52264	932	5	ang	ang	NN
A52264	932	6	.	.	.
A52264	933	1	is	be	VBZ
A52264	933	2	to	to	IN
A52264	933	3	Rad	Rad	NNP
A52264	933	4	.	.	.
A52264	934	1	So	so	RB
A52264	934	2	is	be	VBZ
A52264	934	3	Rad	Rad	NNP
A52264	934	4	.	.	.
A52264	935	1	to	to	IN
A52264	935	2	the	the	DT
A52264	935	3	tangent	tangent	NN
A52264	935	4	compl	compl	NN
A52264	935	5	.	.	.
A52264	936	1	thereof	thereof	RB
A52264	936	2	.	.	.
A52264	937	1	And	and	CC
A52264	937	2	so	so	RB
A52264	937	3	is	be	VBZ
A52264	937	4	the	the	DT
A52264	937	5	sine	sine	NN
A52264	937	6	thereof	thereof	RB
A52264	937	7	,	,	,
A52264	937	8	to	to	IN
A52264	937	9	the	the	DT
A52264	937	10	sine	sine	NN
A52264	937	11	of	of	IN
A52264	937	12	its	-PRON-	PRP$
A52264	937	13	complement	complement	NN
A52264	937	14	.	.	.
A52264	938	1	&	&	CC
A52264	938	2	contra	contra	NNP
A52264	938	3	.	.	.
A52264	939	1	Lastly	lastly	RB
A52264	939	2	,	,	,
A52264	939	3	As	as	IN
A52264	939	4	the	the	DT
A52264	939	5	secant	secant	NN
A52264	939	6	of	of	IN
A52264	939	7	an	an	DT
A52264	939	8	arch	arch	NN
A52264	939	9	or	or	CC
A52264	939	10	ang	ang	NN
A52264	939	11	.	.	.
A52264	940	1	to	to	IN
A52264	940	2	Rad	Rad	NNP
A52264	940	3	.	.	.
A52264	941	1	So	so	RB
A52264	941	2	is	be	VBZ
A52264	941	3	Radius	Radius	NNP
A52264	941	4	,	,	,
A52264	941	5	to	to	IN
A52264	941	6	the	the	DT
A52264	941	7	sine	sine	JJ
A52264	941	8	compl	compl	NN
A52264	941	9	.	.	.
A52264	942	1	thereof	thereof	RB
A52264	942	2	And	and	CC
A52264	942	3	so	so	RB
A52264	942	4	is	be	VBZ
A52264	942	5	secant	secant	JJ
A52264	942	6	complement	complement	NN
A52264	942	7	to	to	IN
A52264	942	8	tangent	tangent	NN
A52264	942	9	complement	complement	NN
A52264	942	10	thereof	thereof	RB
A52264	942	11	.	.	.
A52264	943	1	&	&	CC
A52264	943	2	contra	contra	NNP
A52264	943	3	.	.	.
A52264	944	1	Example	example	NN
A52264	944	2	.	.	.
A52264	945	1	Let	let	VB
A52264	945	2	there	there	EX
A52264	945	3	be	be	VB
A52264	945	4	given	give	VBN
A52264	945	5	the	the	DT
A52264	945	6	angle	angle	NN
A52264	945	7	at	at	IN
A52264	945	8	the	the	DT
A52264	945	9	perpendicular	perpendicular	JJ
A52264	945	10	41	41	CD
A52264	945	11	degrees	degree	NNS
A52264	945	12	60	60	CD
A52264	945	13	minutes	minute	NNS
A52264	945	14	,	,	,
A52264	945	15	and	and	CC
A52264	945	16	the	the	DT
A52264	945	17	base	base	NN
A52264	945	18	768	768	CD
A52264	945	19	paces	pace	NNS
A52264	945	20	,	,	,
A52264	945	21	to	to	TO
A52264	945	22	finde	finde	NNP
A52264	945	23	the	the	DT
A52264	945	24	perpendicular	perpendicular	NN
A52264	945	25	.	.	.
A52264	946	1	First	first	RB
A52264	946	2	,	,	,
A52264	946	3	by	by	IN
A52264	946	4	the	the	DT
A52264	946	5	natural	natural	JJ
A52264	946	6	numbers	number	NNS
A52264	946	7	,	,	,
A52264	946	8	As	as	IN
A52264	946	9	the	the	DT
A52264	946	10	secant	secant	NN
A52264	946	11	of	of	IN
A52264	946	12	BAC	BAC	NNP
A52264	946	13	41	41	CD
A52264	946	14	d.	d.	NNP
A52264	946	15	60	60	CD
A52264	946	16	m	m	NN
A52264	946	17	.	.	.
A52264	947	1	13372593	13372593	CD
A52264	947	2	    	    	_SP
A52264	947	3	Is	be	VBZ
A52264	947	4	to	to	IN
A52264	947	5	Radius	Radius	NNP
A52264	947	6	,	,	,
A52264	947	7	10000000	10000000	CD
A52264	947	8	So	so	RB
A52264	947	9	is	be	VBZ
A52264	947	10	the	the	DT
A52264	947	11	base	base	NN
A52264	947	12	AB	AB	NNP
A52264	947	13	768	768	CD
A52264	947	14	    	    	_SP
A52264	947	15	To	to	IN
A52264	947	16	the	the	DT
A52264	947	17	perpendicular	perpendicular	JJ
A52264	947	18	BC	BC	NNP
A52264	947	19	●	●	NNP
A52264	947	20	74	74	CD
A52264	947	21	574	574	CD
A52264	947	22	By	by	IN
A52264	947	23	the	the	DT
A52264	947	24	Artificiall	Artificiall	NNP
A52264	947	25	.	.	.
A52264	948	1	As	as	IN
A52264	948	2	the	the	DT
A52264	948	3	secant	secant	NN
A52264	948	4	of	of	IN
A52264	948	5	BAC	BAC	NNP
A52264	948	6	41.60	41.60	CD
A52264	948	7	.	.	.
A52264	949	1	10.1262157	10.1262157	CD
A52264	949	2	    	    	_SP
A52264	949	3	Is	be	VBZ
A52264	949	4	to	to	IN
A52264	949	5	Radius	radius	NN
A52264	949	6	;	;	:
A52264	949	7	10.0000000	10.0000000	CD
A52264	949	8	So	so	RB
A52264	949	9	is	be	VBZ
A52264	949	10	the	the	DT
A52264	949	11	base	base	NN
A52264	949	12	768	768	CD
A52264	949	13	,	,	,
A52264	949	14	2.8853612	2.8853612	CD
A52264	949	15	      	      	_SP
A52264	949	16	12.8853612	12.8853612	CD
A52264	949	17	To	to	IN
A52264	949	18	the	the	DT
A52264	949	19	perpendicular	perpendicular	JJ
A52264	949	20	574	574	CD
A52264	949	21	:	:	:
A52264	949	22	2.7591455	2.7591455	CD
A52264	949	23	Secondly	secondly	RB
A52264	949	24	,	,	,
A52264	949	25	by	by	IN
A52264	949	26	the	the	DT
A52264	949	27	naturall	naturall	JJ
A52264	949	28	numbers	number	NNS
A52264	949	29	.	.	.
A52264	950	1	As	as	IN
A52264	950	2	the	the	DT
A52264	950	3	Radius	Radius	NNP
A52264	950	4	,	,	,
A52264	950	5	10000000	10000000	CD
A52264	950	6	To	to	IN
A52264	950	7	the	the	DT
A52264	950	8	co	co	NN
A52264	950	9	-	-	NN
A52264	950	10	sine	sine	NN
A52264	950	11	of	of	IN
A52264	950	12	BAC	BAC	NNP
A52264	950	13	41.60	41.60	CD
A52264	950	14	.	.	.
A52264	951	1	7477981	7477981	CD
A52264	951	2	So	so	RB
A52264	951	3	is	be	VBZ
A52264	951	4	the	the	DT
A52264	951	5	base	base	NN
A52264	951	6	AB	AB	NNP
A52264	951	7	768	768	CD
A52264	951	8	To	to	IN
A52264	951	9	the	the	DT
A52264	951	10	perpendicular	perpendicular	JJ
A52264	951	11	BC	BC	NNP
A52264	951	12	574	574	CD
A52264	951	13	By	by	IN
A52264	951	14	the	the	DT
A52264	951	15	Artificiall	Artificiall	NNP
A52264	951	16	.	.	.
A52264	952	1	As	as	IN
A52264	952	2	the	the	DT
A52264	952	3	Radius	Radius	NNP
A52264	952	4	10.0000000	10.0000000	CD
A52264	952	5	To	to	IN
A52264	952	6	the	the	DT
A52264	952	7	co	co	NN
A52264	952	8	-	-	NN
A52264	952	9	sine	sine	NN
A52264	952	10	of	of	IN
A52264	952	11	BAC	BAC	NNP
A52264	952	12	41.60	41.60	CD
A52264	952	13	.	.	.
A52264	953	1	9.8737843	9.8737843	CD
A52264	953	2	So	so	RB
A52264	953	3	is	be	VBZ
A52264	953	4	the	the	DT
A52264	953	5	base	base	NN
A52264	953	6	AB	AB	NNP
A52264	953	7	768	768	CD
A52264	953	8	,	,	,
A52264	953	9	2.8853612	2.8853612	CD
A52264	953	10	To	to	IN
A52264	953	11	the	the	DT
A52264	953	12	perpendicular	perpendicular	JJ
A52264	953	13	BC	BC	NNP
A52264	953	14	574	574	CD
A52264	953	15	:	:	:
A52264	953	16	2.7591455	2.7591455	CD
A52264	953	17	Thirdly	thirdly	RB
A52264	953	18	,	,	,
A52264	953	19	by	by	IN
A52264	953	20	the	the	DT
A52264	953	21	natural	natural	JJ
A52264	953	22	numbers	number	NNS
A52264	953	23	.	.	.
A52264	954	1	As	as	IN
A52264	954	2	the	the	DT
A52264	954	3	co	co	NN
A52264	954	4	-	-	NN
A52264	954	5	secant	secant	NN
A52264	954	6	of	of	IN
A52264	954	7	BAC	BAC	NNP
A52264	954	8	41.60	41.60	CD
A52264	954	9	.	.	.
A52264	955	1	15061915	15061915	CD
A52264	955	2	Is	be	VBZ
A52264	955	3	to	to	IN
A52264	955	4	the	the	DT
A52264	955	5	co	co	NN
A52264	955	6	-	-	NN
A52264	955	7	tang	tang	JJ
A52264	955	8	.	.	.
A52264	956	1	of	of	IN
A52264	956	2	BAC	BAC	NNP
A52264	956	3	41.60	41.60	CD
A52264	956	4	.	.	.
A52264	957	1	11263271	11263271	CD
A52264	957	2	So	so	RB
A52264	957	3	is	be	VBZ
A52264	957	4	the	the	DT
A52264	957	5	base	base	NN
A52264	957	6	AB	AB	NNP
A52264	957	7	768	768	CD
A52264	957	8	To	to	IN
A52264	957	9	the	the	DT
A52264	957	10	perpendicular	perpendicular	JJ
A52264	957	11	BC	BC	NNP
A52264	957	12	574	574	CD
A52264	957	13	By	by	IN
A52264	957	14	the	the	DT
A52264	957	15	artificiall	artificiall	NN
A52264	957	16	.	.	.
A52264	958	1	As	as	IN
A52264	958	2	the	the	DT
A52264	958	3	co	co	NN
A52264	958	4	-	-	NN
A52264	958	5	secant	secant	NN
A52264	958	6	of	of	IN
A52264	958	7	BAC	BAC	NNP
A52264	958	8	41.60	41.60	CD
A52264	958	9	.	.	.
A52264	959	1	10	10	CD
A52264	959	2	.	.	.
A52264	960	1	1778802	1778802	CD
A52264	960	2	Is	be	VBZ
A52264	960	3	to	to	IN
A52264	960	4	the	the	DT
A52264	960	5	co	co	NN
A52264	960	6	-	-	NN
A52264	960	7	tang	tang	JJ
A52264	960	8	.	.	.
A52264	961	1	of	of	IN
A52264	961	2	BAC	BAC	NNP
A52264	961	3	41.60	41.60	CD
A52264	961	4	10.0516645	10.0516645	CD
A52264	961	5	So	so	RB
A52264	961	6	is	be	VBZ
A52264	961	7	the	the	DT
A52264	961	8	base	base	NN
A52264	961	9	AB	AB	NNP
A52264	961	10	768	768	CD
A52264	961	11	2.8853612	2.8853612	CD
A52264	961	12	To	to	IN
A52264	961	13	the	the	DT
A52264	961	14	perpendicular	perpendicular	JJ
A52264	961	15	BC	BC	NNP
A52264	961	16	574	574	CD
A52264	961	17	2.7591455	2.7591455	CD
A52264	961	18	COROLLARY	COROLLARY	NNP
A52264	961	19	.	.	.
A52264	962	1	Hence	hence	RB
A52264	962	2	it	-PRON-	PRP
A52264	962	3	is	be	VBZ
A52264	962	4	evident	evident	JJ
A52264	962	5	,	,	,
A52264	962	6	that	that	IN
A52264	962	7	Radius	Radius	NNP
A52264	962	8	is	be	VBZ
A52264	962	9	a	a	DT
A52264	962	10	mean	mean	JJ
A52264	962	11	proportional	proportional	JJ
A52264	962	12	between	between	IN
A52264	962	13	the	the	DT
A52264	962	14	sine	sine	NN
A52264	962	15	of	of	IN
A52264	962	16	an	an	DT
A52264	962	17	arch	arch	NN
A52264	962	18	,	,	,
A52264	962	19	and	and	CC
A52264	962	20	the	the	DT
A52264	962	21	secant	secant	JJ
A52264	962	22	complement	complement	NN
A52264	962	23	of	of	IN
A52264	962	24	the	the	DT
A52264	962	25	same	same	JJ
A52264	962	26	arch	arch	NN
A52264	962	27	;	;	:
A52264	962	28	also	also	RB
A52264	962	29	between	between	IN
A52264	962	30	the	the	DT
A52264	962	31	tangent	tangent	NN
A52264	962	32	of	of	IN
A52264	962	33	an	an	DT
A52264	962	34	arch	arch	NN
A52264	962	35	,	,	,
A52264	962	36	and	and	CC
A52264	962	37	the	the	DT
A52264	962	38	tangent	tangent	NN
A52264	962	39	of	of	IN
A52264	962	40	the	the	DT
A52264	962	41	complement	complement	NN
A52264	962	42	of	of	IN
A52264	962	43	the	the	DT
A52264	962	44	same	same	JJ
A52264	962	45	arch	arch	NN
A52264	962	46	.	.	.
A52264	963	1	The	the	DT
A52264	963	2	second	second	JJ
A52264	963	3	Reason	reason	NN
A52264	963	4	.	.	.
A52264	964	1	The	the	DT
A52264	964	2	sines	sine	NNS
A52264	964	3	of	of	IN
A52264	964	4	several	several	JJ
A52264	964	5	arches	arch	NNS
A52264	964	6	,	,	,
A52264	964	7	and	and	CC
A52264	964	8	the	the	DT
A52264	964	9	secants	secant	NNS
A52264	964	10	of	of	IN
A52264	964	11	their	-PRON-	PRP$
A52264	964	12	complements	complement	NNS
A52264	964	13	are	be	VBP
A52264	964	14	reciprocally	reciprocally	RB
A52264	964	15	proportional	proportional	JJ
A52264	964	16	,	,	,
A52264	964	17	that	that	RB
A52264	964	18	is	is	RB
A52264	964	19	,	,	,
A52264	964	20	As	as	IN
A52264	964	21	the	the	DT
A52264	964	22	sine	sine	NN
A52264	964	23	of	of	IN
A52264	964	24	an	an	DT
A52264	964	25	arch	arch	JJ
A52264	964	26	or	or	CC
A52264	964	27	angle	angle	NN
A52264	964	28	,	,	,
A52264	964	29	is	be	VBZ
A52264	964	30	to	to	IN
A52264	964	31	the	the	DT
A52264	964	32	sine	sine	NN
A52264	964	33	of	of	IN
A52264	964	34	another	another	DT
A52264	964	35	arch	arch	JJ
A52264	964	36	or	or	CC
A52264	964	37	angle	angle	NN
A52264	964	38	:	:	:
A52264	964	39	So	so	RB
A52264	964	40	is	be	VBZ
A52264	964	41	the	the	DT
A52264	964	42	secant	secant	NN
A52264	964	43	of	of	IN
A52264	964	44	the	the	DT
A52264	964	45	complement	complement	NN
A52264	964	46	of	of	IN
A52264	964	47	that	that	DT
A52264	964	48	other	other	JJ
A52264	964	49	,	,	,
A52264	964	50	to	to	IN
A52264	964	51	the	the	DT
A52264	964	52	co	co	NN
A52264	964	53	-	-	NN
A52264	964	54	secant	secant	NN
A52264	964	55	of	of	IN
A52264	964	56	the	the	DT
A52264	964	57	former	former	JJ
A52264	964	58	.	.	.
A52264	965	1	For	for	IN
A52264	965	2	by	by	IN
A52264	965	3	the	the	DT
A52264	965	4	foregoing	foregoing	JJ
A52264	965	5	Corollary	Corollary	NNP
A52264	965	6	,	,	,
A52264	965	7	Radius	Radius	NNP
A52264	965	8	is	be	VBZ
A52264	965	9	the	the	DT
A52264	965	10	mean	mean	NN
A52264	965	11	proportional	proportional	JJ
A52264	965	12	between	between	IN
A52264	965	13	the	the	DT
A52264	965	14	sine	sine	NN
A52264	965	15	of	of	IN
A52264	965	16	any	any	DT
A52264	965	17	arch	arch	NN
A52264	965	18	and	and	CC
A52264	965	19	the	the	DT
A52264	965	20	co	co	NN
A52264	965	21	-	-	NN
A52264	965	22	secant	secant	NN
A52264	965	23	of	of	IN
A52264	965	24	the	the	DT
A52264	965	25	same	same	JJ
A52264	965	26	arch	arch	NN
A52264	965	27	.	.	.
A52264	966	1	Therefore	therefore	RB
A52264	966	2	,	,	,
A52264	966	3	whatsoever	whatsoever	RB
A52264	966	4	sine	sine	NN
A52264	966	5	is	be	VBZ
A52264	966	6	multiplied	multiply	VBN
A52264	966	7	by	by	IN
A52264	966	8	the	the	DT
A52264	966	9	secant	secant	NN
A52264	966	10	of	of	IN
A52264	966	11	the	the	DT
A52264	966	12	complement	complement	NN
A52264	966	13	,	,	,
A52264	966	14	is	be	VBZ
A52264	966	15	equall	equall	JJ
A52264	966	16	to	to	IN
A52264	966	17	the	the	DT
A52264	966	18	square	square	NN
A52264	966	19	of	of	IN
A52264	966	20	Radius	Radius	NNP
A52264	966	21	;	;	:
A52264	966	22	so	so	IN
A52264	966	23	that	that	IN
A52264	966	24	all	all	DT
A52264	966	25	rectangles	rectangle	NNS
A52264	966	26	made	make	VBN
A52264	966	27	of	of	IN
A52264	966	28	the	the	DT
A52264	966	29	sines	sine	NNS
A52264	966	30	of	of	IN
A52264	966	31	arches	arch	NNS
A52264	966	32	and	and	CC
A52264	966	33	of	of	IN
A52264	966	34	the	the	DT
A52264	966	35	secants	secant	NNS
A52264	966	36	of	of	IN
A52264	966	37	their	-PRON-	PRP$
A52264	966	38	complements	complement	NNS
A52264	966	39	are	be	VBP
A52264	966	40	equal	equal	JJ
A52264	966	41	one	one	CD
A52264	966	42	to	to	IN
A52264	966	43	another	another	DT
A52264	966	44	;	;	:
A52264	966	45	but	but	CC
A52264	966	46	equall	equall	NN
A52264	966	47	rectangles	rectangle	NNS
A52264	966	48	have	have	VBP
A52264	966	49	their	-PRON-	PRP$
A52264	966	50	sides	side	NNS
A52264	966	51	reciprocally	reciprocally	RB
A52264	966	52	pro	pro	JJ
A52264	966	53	portional	portional	JJ
A52264	966	54	,	,	,
A52264	966	55	by	by	IN
A52264	966	56	the	the	DT
A52264	966	57	tenth	tenth	JJ
A52264	966	58	Theorem	theorem	NN
A52264	966	59	of	of	IN
A52264	966	60	the	the	DT
A52264	966	61	second	second	JJ
A52264	966	62	Chapter	chapter	NN
A52264	966	63	.	.	.
A52264	967	1	Therefore	therefore	RB
A52264	967	2	the	the	DT
A52264	967	3	sines	sine	NNS
A52264	967	4	of	of	IN
A52264	967	5	several	several	JJ
A52264	967	6	arches	arch	NNS
A52264	967	7	,	,	,
A52264	967	8	&	&	CC
A52264	967	9	c.	c.	NNP
A52264	967	10	The	the	DT
A52264	967	11	third	third	JJ
A52264	967	12	Reason	reason	NN
A52264	967	13	.	.	.
A52264	968	1	The	the	DT
A52264	968	2	tangents	tangent	NNS
A52264	968	3	of	of	IN
A52264	968	4	severall	severall	NNP
A52264	968	5	arches	arch	NNS
A52264	968	6	,	,	,
A52264	968	7	and	and	CC
A52264	968	8	the	the	DT
A52264	968	9	tangents	tangent	NNS
A52264	968	10	of	of	IN
A52264	968	11	their	-PRON-	PRP$
A52264	968	12	complements	complement	NNS
A52264	968	13	are	be	VBP
A52264	968	14	reciprocally	reciprocally	RB
A52264	968	15	proportional	proportional	JJ
A52264	968	16	,	,	,
A52264	968	17	that	that	RB
A52264	968	18	is	is	RB
A52264	968	19	,	,	,
A52264	968	20	As	as	IN
A52264	968	21	the	the	DT
A52264	968	22	tangent	tangent	NN
A52264	968	23	of	of	IN
A52264	968	24	an	an	DT
A52264	968	25	arch	arch	JJ
A52264	968	26	or	or	CC
A52264	968	27	angle	angle	NN
A52264	968	28	,	,	,
A52264	968	29	is	be	VBZ
A52264	968	30	to	to	IN
A52264	968	31	the	the	DT
A52264	968	32	tangent	tangent	NN
A52264	968	33	of	of	IN
A52264	968	34	another	another	DT
A52264	968	35	arch	arch	JJ
A52264	968	36	or	or	CC
A52264	968	37	angle	angle	NN
A52264	968	38	,	,	,
A52264	968	39	so	so	RB
A52264	968	40	is	be	VBZ
A52264	968	41	the	the	DT
A52264	968	42	co	co	JJ
A52264	968	43	-	-	NN
A52264	968	44	tangent	tangent	NN
A52264	968	45	of	of	IN
A52264	968	46	that	that	DT
A52264	968	47	other	other	JJ
A52264	968	48	,	,	,
A52264	968	49	to	to	IN
A52264	968	50	the	the	DT
A52264	968	51	co	co	NN
A52264	968	52	-	-	NN
A52264	968	53	tangent	tangent	NN
A52264	968	54	of	of	IN
A52264	968	55	the	the	DT
A52264	968	56	former	former	JJ
A52264	968	57	.	.	.
A52264	969	1	For	for	IN
A52264	969	2	by	by	IN
A52264	969	3	the	the	DT
A52264	969	4	foregoing	foregoing	JJ
A52264	969	5	Corollary	Corollary	NNP
A52264	969	6	,	,	,
A52264	969	7	Radius	Radius	NNP
A52264	969	8	is	be	VBZ
A52264	969	9	the	the	DT
A52264	969	10	mean	mean	JJ
A52264	969	11	proportionall	proportionall	NN
A52264	969	12	between	between	IN
A52264	969	13	the	the	DT
A52264	969	14	tangent	tangent	NN
A52264	969	15	of	of	IN
A52264	969	16	every	every	DT
A52264	969	17	arch	arch	NN
A52264	969	18	and	and	CC
A52264	969	19	the	the	DT
A52264	969	20	tangent	tangent	NN
A52264	969	21	of	of	IN
A52264	969	22	his	-PRON-	PRP$
A52264	969	23	complement	complement	NN
A52264	969	24	.	.	.
A52264	970	1	Therefore	therefore	RB
A52264	970	2	the	the	DT
A52264	970	3	Rectangle	Rectangle	NNP
A52264	970	4	made	make	VBN
A52264	970	5	of	of	IN
A52264	970	6	any	any	DT
A52264	970	7	tangent	tangent	NN
A52264	970	8	,	,	,
A52264	970	9	and	and	CC
A52264	970	10	of	of	IN
A52264	970	11	the	the	DT
A52264	970	12	tangent	tangent	NN
A52264	970	13	of	of	IN
A52264	970	14	his	-PRON-	PRP$
A52264	970	15	complement	complement	NN
A52264	970	16	,	,	,
A52264	970	17	is	be	VBZ
A52264	970	18	equall	equall	JJ
A52264	970	19	to	to	IN
A52264	970	20	the	the	DT
A52264	970	21	square	square	NN
A52264	970	22	of	of	IN
A52264	970	23	Radius	radius	NN
A52264	970	24	:	:	:
A52264	970	25	so	so	IN
A52264	970	26	that	that	IN
A52264	970	27	all	all	DT
A52264	970	28	rectangles	rectangle	NNS
A52264	970	29	made	make	VBN
A52264	970	30	of	of	IN
A52264	970	31	the	the	DT
A52264	970	32	tangents	tangent	NNS
A52264	970	33	of	of	IN
A52264	970	34	arches	arch	NNS
A52264	970	35	,	,	,
A52264	970	36	and	and	CC
A52264	970	37	of	of	IN
A52264	970	38	the	the	DT
A52264	970	39	tangents	tangent	NNS
A52264	970	40	of	of	IN
A52264	970	41	their	-PRON-	PRP$
A52264	970	42	complements	complement	NNS
A52264	970	43	are	be	VBP
A52264	970	44	equall	equall	RB
A52264	970	45	one	one	CD
A52264	970	46	to	to	IN
A52264	970	47	another	another	DT
A52264	970	48	,	,	,
A52264	970	49	but	but	CC
A52264	970	50	equal	equal	JJ
A52264	970	51	rectangles	rectangle	NNS
A52264	970	52	,	,	,
A52264	970	53	&	&	CC
A52264	970	54	c.	c.	NNP
A52264	970	55	as	as	IN
A52264	970	56	before	before	RB
A52264	970	57	.	.	.
A52264	971	1	To	to	IN
A52264	971	2	these	these	DT
A52264	971	3	three	three	CD
A52264	971	4	reasons	reason	NNS
A52264	971	5	a	a	DT
A52264	971	6	fourth	fourth	JJ
A52264	971	7	may	may	MD
A52264	971	8	be	be	VB
A52264	971	9	added	add	VBN
A52264	971	10	.	.	.
A52264	972	1	For	for	IN
A52264	972	2	in	in	IN
A52264	972	3	the	the	DT
A52264	972	4	rule	rule	NN
A52264	972	5	of	of	IN
A52264	972	6	proportion	proportion	NN
A52264	972	7	;	;	:
A52264	972	8	wherein	wherein	WRB
A52264	972	9	there	there	EX
A52264	972	10	are	be	VBP
A52264	972	11	alwayes	alwayes	NNP
A52264	972	12	four	four	CD
A52264	972	13	termes	terme	NNS
A52264	972	14	,	,	,
A52264	972	15	three	three	CD
A52264	972	16	given	give	VBN
A52264	972	17	,	,	,
A52264	972	18	the	the	DT
A52264	972	19	fourth	fourth	JJ
A52264	972	20	demanded	demand	VBD
A52264	972	21	:	:	:
A52264	972	22	It	-PRON-	PRP
A52264	972	23	is	be	VBZ
A52264	972	24	all	all	DT
A52264	972	25	one	one	CD
A52264	972	26	,	,	,
A52264	972	27	whether	whether	IN
A52264	972	28	of	of	IN
A52264	972	29	the	the	DT
A52264	972	30	two	two	CD
A52264	972	31	middle	middle	JJ
A52264	972	32	terms	term	NNS
A52264	972	33	is	be	VBZ
A52264	972	34	put	put	VBN
A52264	972	35	in	in	IN
A52264	972	36	the	the	DT
A52264	972	37	second	second	JJ
A52264	972	38	or	or	CC
A52264	972	39	third	third	JJ
A52264	972	40	place	place	NN
A52264	972	41	.	.	.
A52264	973	1	For	for	IN
A52264	973	2	it	-PRON-	PRP
A52264	973	3	is	be	VBZ
A52264	973	4	all	all	DT
A52264	973	5	one	one	CD
A52264	973	6	,	,	,
A52264	973	7	whether	whether	IN
A52264	973	8	I	-PRON-	PRP
A52264	973	9	shall	shall	MD
A52264	973	10	say	say	VB
A52264	973	11	;	;	:
A52264	973	12	As	as	IN
A52264	973	13	2	2	CD
A52264	973	14	,	,	,
A52264	973	15	to	to	IN
A52264	973	16	4	4	CD
A52264	973	17	;	;	:
A52264	973	18	so	so	RB
A52264	973	19	5	5	CD
A52264	973	20	,	,	,
A52264	973	21	to	to	IN
A52264	973	22	10	10	CD
A52264	973	23	:	:	:
A52264	973	24	or	or	CC
A52264	973	25	say	say	VB
A52264	973	26	,	,	,
A52264	973	27	as	as	IN
A52264	973	28	2	2	CD
A52264	973	29	,	,	,
A52264	973	30	to	to	IN
A52264	973	31	5	5	CD
A52264	973	32	;	;	:
A52264	973	33	so	so	RB
A52264	973	34	4	4	CD
A52264	973	35	,	,	,
A52264	973	36	to	to	IN
A52264	973	37	10	10	CD
A52264	973	38	:	:	:
A52264	973	39	and	and	CC
A52264	973	40	from	from	IN
A52264	973	41	hence	hence	RB
A52264	973	42	every	every	DT
A52264	973	43	example	example	NN
A52264	973	44	in	in	IN
A52264	973	45	any	any	DT
A52264	973	46	triangle	triangle	NN
A52264	973	47	may	may	MD
A52264	973	48	be	be	VB
A52264	973	49	varied	varied	JJ
A52264	973	50	,	,	,
A52264	973	51	and	and	CC
A52264	973	52	thus	thus	RB
A52264	973	53	you	-PRON-	PRP
A52264	973	54	see	see	VBP
A52264	973	55	the	the	DT
A52264	973	56	reasons	reason	NNS
A52264	973	57	of	of	IN
A52264	973	58	varying	vary	VBG
A52264	973	59	the	the	DT
A52264	973	60	termes	terme	NNS
A52264	973	61	of	of	IN
A52264	973	62	proportion	proportion	NN
A52264	973	63	,	,	,
A52264	973	64	we	-PRON-	PRP
A52264	973	65	come	come	VBP
A52264	973	66	now	now	RB
A52264	973	67	to	to	TO
A52264	973	68	shew	shew	VB
A52264	973	69	you	-PRON-	PRP
A52264	973	70	the	the	DT
A52264	973	71	various	various	JJ
A52264	973	72	proportions	proportion	NNS
A52264	973	73	themselves	-PRON-	PRP
A52264	973	74	of	of	IN
A52264	973	75	the	the	DT
A52264	973	76	severall	severall	NNP
A52264	973	77	Cases	case	NNS
A52264	973	78	in	in	IN
A52264	973	79	right	right	RB
A52264	973	80	angled	angle	VBN
A52264	973	81	plain	plain	JJ
A52264	973	82	triangles	triangle	NNS
A52264	973	83	.	.	.
A52264	974	1	Right	right	RB
A52264	974	2	angled	angle	VBN
A52264	974	3	plain	plain	JJ
A52264	974	4	triangles	triangle	NNS
A52264	974	5	may	may	MD
A52264	974	6	be	be	VB
A52264	974	7	distinguished	distinguish	VBN
A52264	974	8	into	into	IN
A52264	974	9	seven	seven	CD
A52264	974	10	Cases	case	NNS
A52264	974	11	;	;	:
A52264	974	12	whereof	whereof	IN
A52264	974	13	those	those	DT
A52264	974	14	in	in	IN
A52264	974	15	which	which	WDT
A52264	974	16	a	a	DT
A52264	974	17	side	side	NN
A52264	974	18	is	be	VBZ
A52264	974	19	required	require	VBN
A52264	974	20	,	,	,
A52264	974	21	viz	viz	NN
A52264	974	22	.	.	.
A52264	975	1	three	three	CD
A52264	975	2	,	,	,
A52264	975	3	may	may	MD
A52264	975	4	be	be	VB
A52264	975	5	found	find	VBN
A52264	975	6	by	by	IN
A52264	975	7	a	a	DT
A52264	975	8	triple	triple	JJ
A52264	975	9	proportion	proportion	NN
A52264	975	10	;	;	:
A52264	975	11	and	and	CC
A52264	975	12	those	those	DT
A52264	975	13	in	in	IN
A52264	975	14	which	which	WDT
A52264	975	15	an	an	DT
A52264	975	16	angle	angle	NN
A52264	975	17	is	be	VBZ
A52264	975	18	required	require	VBN
A52264	975	19	,	,	,
A52264	975	20	viz	viz	NN
A52264	975	21	.	.	.
A52264	976	1	three	three	CD
A52264	976	2	,	,	,
A52264	976	3	may	may	MD
A52264	976	4	be	be	VB
A52264	976	5	found	find	VBN
A52264	976	6	by	by	IN
A52264	976	7	a	a	DT
A52264	976	8	double	double	JJ
A52264	976	9	proportion	proportion	NN
A52264	976	10	.	.	.
A52264	977	1	CASE	CASE	NNP
A52264	977	2	1	1	CD
A52264	977	3	.	.	.
A52264	978	1	The	the	DT
A52264	978	2	angles	angle	NNS
A52264	978	3	and	and	CC
A52264	978	4	base	base	NN
A52264	978	5	given	give	VBN
A52264	978	6	,	,	,
A52264	978	7	to	to	TO
A52264	978	8	finde	finde	NNP
A52264	978	9	the	the	DT
A52264	978	10	perpendicular	perpendicular	NN
A52264	978	11	.	.	.
A52264	979	1	First	first	RB
A52264	979	2	,	,	,
A52264	979	3	As	as	RB
A52264	979	4	sine	sine	VBP
A52264	979	5	the	the	DT
A52264	979	6	angle	angle	NN
A52264	979	7	at	at	IN
A52264	979	8	the	the	DT
A52264	979	9	perpendicular	perpendicular	NN
A52264	979	10	,	,	,
A52264	979	11	is	be	VBZ
A52264	979	12	to	to	IN
A52264	979	13	the	the	DT
A52264	979	14	base	base	NN
A52264	979	15	:	:	:
A52264	979	16	so	so	RB
A52264	979	17	is	be	VBZ
A52264	979	18	sine	sine	JJ
A52264	979	19	the	the	DT
A52264	979	20	angle	angle	NN
A52264	979	21	at	at	IN
A52264	979	22	the	the	DT
A52264	979	23	base	base	NN
A52264	979	24	,	,	,
A52264	979	25	to	to	IN
A52264	979	26	the	the	DT
A52264	979	27	perpendicular	perpendicular	NN
A52264	979	28	.	.	.
A52264	980	1	Or	or	CC
A52264	980	2	secondly	secondly	RB
A52264	980	3	,	,	,
A52264	980	4	thus	thus	RB
A52264	980	5	:	:	:
A52264	980	6	As	as	IN
A52264	980	7	Radius	Radius	NNP
A52264	980	8	,	,	,
A52264	980	9	to	to	IN
A52264	980	10	the	the	DT
A52264	980	11	base	base	NN
A52264	980	12	;	;	:
A52264	980	13	so	so	CC
A52264	980	14	tangent	tangent	VB
A52264	980	15	the	the	DT
A52264	980	16	angle	angle	NN
A52264	980	17	at	at	IN
A52264	980	18	the	the	DT
A52264	980	19	base	base	NN
A52264	980	20	,	,	,
A52264	980	21	to	to	IN
A52264	980	22	the	the	DT
A52264	980	23	perpendicular	perpendicular	NN
A52264	980	24	.	.	.
A52264	981	1	Or	or	CC
A52264	981	2	thirdly	thirdly	RB
A52264	981	3	,	,	,
A52264	981	4	thus	thus	RB
A52264	981	5	:	:	:
A52264	981	6	As	as	IN
A52264	981	7	the	the	DT
A52264	981	8	tangent	tangent	NN
A52264	981	9	of	of	IN
A52264	981	10	the	the	DT
A52264	981	11	angle	angle	NN
A52264	981	12	at	at	IN
A52264	981	13	the	the	DT
A52264	981	14	perpendicular	perpendicular	NN
A52264	981	15	,	,	,
A52264	981	16	is	be	VBZ
A52264	981	17	to	to	IN
A52264	981	18	the	the	DT
A52264	981	19	base	base	NN
A52264	981	20	:	:	:
A52264	981	21	so	so	RB
A52264	981	22	is	be	VBZ
A52264	981	23	Radius	Radius	NNP
A52264	981	24	,	,	,
A52264	981	25	to	to	IN
A52264	981	26	the	the	DT
A52264	981	27	perpendicular	perpendicular	NN
A52264	981	28	.	.	.
A52264	982	1	CASE	CASE	NNP
A52264	982	2	2	2	CD
A52264	982	3	.	.	.
A52264	983	1	The	the	DT
A52264	983	2	angles	angle	NNS
A52264	983	3	and	and	CC
A52264	983	4	base	base	NN
A52264	983	5	given	give	VBN
A52264	983	6	,	,	,
A52264	983	7	to	to	TO
A52264	983	8	finde	finde	NNP
A52264	983	9	the	the	DT
A52264	983	10	hypothenusal	hypothenusal	NN
A52264	983	11	.	.	.
A52264	984	1	First	first	RB
A52264	984	2	,	,	,
A52264	984	3	As	as	IN
A52264	984	4	the	the	DT
A52264	984	5	sine	sine	NN
A52264	984	6	of	of	IN
A52264	984	7	the	the	DT
A52264	984	8	angle	angle	NN
A52264	984	9	at	at	IN
A52264	984	10	the	the	DT
A52264	984	11	perpendicular	perpendicular	NN
A52264	984	12	,	,	,
A52264	984	13	is	be	VBZ
A52264	984	14	to	to	IN
A52264	984	15	the	the	DT
A52264	984	16	base	base	NN
A52264	984	17	;	;	:
A52264	984	18	so	so	RB
A52264	984	19	is	be	VBZ
A52264	984	20	Radius	Radius	NNP
A52264	984	21	,	,	,
A52264	984	22	to	to	IN
A52264	984	23	the	the	DT
A52264	984	24	hypothenusal	hypothenusal	NN
A52264	984	25	.	.	.
A52264	985	1	Or	or	CC
A52264	985	2	secondly	secondly	RB
A52264	985	3	thus	thus	RB
A52264	985	4	:	:	:
A52264	985	5	As	as	IN
A52264	985	6	Radius	Radius	NNP
A52264	985	7	,	,	,
A52264	985	8	is	be	VBZ
A52264	985	9	to	to	IN
A52264	985	10	the	the	DT
A52264	985	11	base	base	NN
A52264	985	12	;	;	:
A52264	985	13	so	so	CC
A52264	985	14	the	the	DT
A52264	985	15	secant	secant	NN
A52264	985	16	of	of	IN
A52264	985	17	the	the	DT
A52264	985	18	angle	angle	NN
A52264	985	19	at	at	IN
A52264	985	20	the	the	DT
A52264	985	21	base	base	NN
A52264	985	22	,	,	,
A52264	985	23	to	to	IN
A52264	985	24	the	the	DT
A52264	985	25	hypothenusal	hypothenusal	NN
A52264	985	26	.	.	.
A52264	986	1	Or	or	CC
A52264	986	2	thirdly	thirdly	RB
A52264	986	3	,	,	,
A52264	986	4	thus	thus	RB
A52264	986	5	:	:	:
A52264	986	6	As	as	IN
A52264	986	7	the	the	DT
A52264	986	8	tangent	tangent	NN
A52264	986	9	of	of	IN
A52264	986	10	the	the	DT
A52264	986	11	angle	angle	NN
A52264	986	12	at	at	IN
A52264	986	13	the	the	DT
A52264	986	14	perpendicular	perpendicular	NN
A52264	986	15	,	,	,
A52264	986	16	is	be	VBZ
A52264	986	17	to	to	IN
A52264	986	18	the	the	DT
A52264	986	19	base	base	NN
A52264	986	20	:	:	:
A52264	986	21	so	so	RB
A52264	986	22	is	be	VBZ
A52264	986	23	the	the	DT
A52264	986	24	secant	secant	NN
A52264	986	25	of	of	IN
A52264	986	26	the	the	DT
A52264	986	27	same	same	JJ
A52264	986	28	angle	angle	NN
A52264	986	29	in	in	IN
A52264	986	30	proportion	proportion	NN
A52264	986	31	to	to	IN
A52264	986	32	the	the	DT
A52264	986	33	hypothenusal	hypothenusal	NN
A52264	986	34	.	.	.
A52264	987	1	CASE	CASE	NNP
A52264	987	2	3	3	CD
A52264	987	3	.	.	.
A52264	988	1	The	the	DT
A52264	988	2	angles	angle	NNS
A52264	988	3	and	and	CC
A52264	988	4	hypothenusal	hypothenusal	NNP
A52264	988	5	given	give	VBN
A52264	988	6	,	,	,
A52264	988	7	to	to	TO
A52264	988	8	finde	finde	VB
A52264	988	9	the	the	DT
A52264	988	10	base	base	NN
A52264	988	11	.	.	.
A52264	989	1	First	first	RB
A52264	989	2	,	,	,
A52264	989	3	As	as	IN
A52264	989	4	Radius	Radius	NNP
A52264	989	5	,	,	,
A52264	989	6	to	to	IN
A52264	989	7	the	the	DT
A52264	989	8	hypothenusal	hypothenusal	NN
A52264	989	9	:	:	:
A52264	989	10	so	so	RB
A52264	989	11	the	the	DT
A52264	989	12	sine	sine	NN
A52264	989	13	of	of	IN
A52264	989	14	the	the	DT
A52264	989	15	angle	angle	NN
A52264	989	16	at	at	IN
A52264	989	17	the	the	DT
A52264	989	18	perpendicular	perpendicular	NN
A52264	989	19	,	,	,
A52264	989	20	to	to	IN
A52264	989	21	the	the	DT
A52264	989	22	base	base	NN
A52264	989	23	.	.	.
A52264	990	1	Or	or	CC
A52264	990	2	secondly	secondly	RB
A52264	990	3	,	,	,
A52264	990	4	thus	thus	RB
A52264	990	5	:	:	:
A52264	990	6	As	as	IN
A52264	990	7	the	the	DT
A52264	990	8	secant	secant	NN
A52264	990	9	of	of	IN
A52264	990	10	the	the	DT
A52264	990	11	angle	angle	NN
A52264	990	12	at	at	IN
A52264	990	13	the	the	DT
A52264	990	14	base	base	NN
A52264	990	15	,	,	,
A52264	990	16	to	to	IN
A52264	990	17	the	the	DT
A52264	990	18	hypothenusal	hypothenusal	NN
A52264	990	19	:	:	:
A52264	990	20	so	so	RB
A52264	990	21	is	be	VBZ
A52264	990	22	Radius	Radius	NNP
A52264	990	23	,	,	,
A52264	990	24	to	to	IN
A52264	990	25	the	the	DT
A52264	990	26	base	base	NN
A52264	990	27	.	.	.
A52264	991	1	Or	or	CC
A52264	991	2	thirdly	thirdly	RB
A52264	991	3	,	,	,
A52264	991	4	thus	thus	RB
A52264	991	5	:	:	:
A52264	991	6	As	as	IN
A52264	991	7	the	the	DT
A52264	991	8	secant	secant	NN
A52264	991	9	of	of	IN
A52264	991	10	the	the	DT
A52264	991	11	angle	angle	NN
A52264	991	12	at	at	IN
A52264	991	13	the	the	DT
A52264	991	14	perpendicular	perpendicular	NN
A52264	991	15	,	,	,
A52264	991	16	to	to	IN
A52264	991	17	the	the	DT
A52264	991	18	hypothenusal	hypothenusal	NN
A52264	991	19	:	:	:
A52264	991	20	so	so	CC
A52264	991	21	the	the	DT
A52264	991	22	tangent	tangent	NN
A52264	991	23	of	of	IN
A52264	991	24	the	the	DT
A52264	991	25	same	same	JJ
A52264	991	26	angle	angle	NN
A52264	991	27	,	,	,
A52264	991	28	to	to	IN
A52264	991	29	the	the	DT
A52264	991	30	base	base	NN
A52264	991	31	.	.	.
A52264	992	1	CASE	CASE	NNP
A52264	992	2	4	4	CD
A52264	992	3	.	.	.
A52264	993	1	The	the	DT
A52264	993	2	base	base	NN
A52264	993	3	and	and	CC
A52264	993	4	perpendicular	perpendicular	JJ
A52264	993	5	given	give	VBN
A52264	993	6	,	,	,
A52264	993	7	to	to	TO
A52264	993	8	finde	finde	VB
A52264	993	9	an	an	DT
A52264	993	10	angle	angle	NN
A52264	993	11	.	.	.
A52264	994	1	First	first	RB
A52264	994	2	,	,	,
A52264	994	3	As	as	IN
A52264	994	4	the	the	DT
A52264	994	5	base	base	NN
A52264	994	6	,	,	,
A52264	994	7	to	to	IN
A52264	994	8	Radius	radius	NN
A52264	994	9	:	:	:
A52264	994	10	so	so	CC
A52264	994	11	the	the	DT
A52264	994	12	perpendicular	perpendicular	JJ
A52264	994	13	,	,	,
A52264	994	14	to	to	IN
A52264	994	15	the	the	DT
A52264	994	16	tangent	tangent	NN
A52264	994	17	of	of	IN
A52264	994	18	the	the	DT
A52264	994	19	angle	angle	NN
A52264	994	20	at	at	IN
A52264	994	21	the	the	DT
A52264	994	22	base	base	NN
A52264	994	23	.	.	.
A52264	995	1	Or	or	CC
A52264	995	2	secondly	secondly	RB
A52264	995	3	,	,	,
A52264	995	4	thus	thus	RB
A52264	995	5	:	:	:
A52264	995	6	As	as	IN
A52264	995	7	the	the	DT
A52264	995	8	perpendicular	perpendicular	NN
A52264	995	9	,	,	,
A52264	995	10	is	be	VBZ
A52264	995	11	to	to	IN
A52264	995	12	Radius	radius	NN
A52264	995	13	:	:	:
A52264	995	14	so	so	CC
A52264	995	15	the	the	DT
A52264	995	16	base	base	NN
A52264	995	17	,	,	,
A52264	995	18	to	to	IN
A52264	995	19	the	the	DT
A52264	995	20	tangent	tangent	NN
A52264	995	21	of	of	IN
A52264	995	22	the	the	DT
A52264	995	23	angle	angle	NN
A52264	995	24	at	at	IN
A52264	995	25	the	the	DT
A52264	995	26	perpendicular	perpendicular	NN
A52264	995	27	.	.	.
A52264	996	1	CASE	CASE	NNP
A52264	996	2	5	5	CD
A52264	996	3	.	.	.
A52264	997	1	The	the	DT
A52264	997	2	base	base	NN
A52264	997	3	and	and	CC
A52264	997	4	hypothenusal	hypothenusal	NNP
A52264	997	5	given	given	NNP
A52264	997	6	,	,	,
A52264	997	7	to	to	TO
A52264	997	8	finde	finde	VB
A52264	997	9	an	an	DT
A52264	997	10	angle	angle	NN
A52264	997	11	.	.	.
A52264	998	1	1	1	LS
A52264	998	2	.	.	.
A52264	999	1	As	as	IN
A52264	999	2	the	the	DT
A52264	999	3	hypothenusal	hypothenusal	NN
A52264	999	4	,	,	,
A52264	999	5	is	be	VBZ
A52264	999	6	to	to	IN
A52264	999	7	Radius	radius	NN
A52264	999	8	:	:	:
A52264	999	9	so	so	RB
A52264	999	10	is	be	VBZ
A52264	999	11	the	the	DT
A52264	999	12	base	base	NN
A52264	999	13	,	,	,
A52264	999	14	to	to	IN
A52264	999	15	the	the	DT
A52264	999	16	sine	sine	NN
A52264	999	17	of	of	IN
A52264	999	18	the	the	DT
A52264	999	19	angle	angle	NN
A52264	999	20	at	at	IN
A52264	999	21	the	the	DT
A52264	999	22	perpendicular	perpendicular	NN
A52264	999	23	.	.	.
A52264	1000	1	Or	or	CC
A52264	1000	2	secondly	secondly	RB
A52264	1000	3	thus	thus	RB
A52264	1000	4	,	,	,
A52264	1000	5	As	as	IN
A52264	1000	6	the	the	DT
A52264	1000	7	base	base	NN
A52264	1000	8	is	be	VBZ
A52264	1000	9	to	to	IN
A52264	1000	10	Radius	Radius	NNP
A52264	1000	11	;	;	:
A52264	1000	12	so	so	RB
A52264	1000	13	is	be	VBZ
A52264	1000	14	the	the	DT
A52264	1000	15	hypothenusal	hypothenusal	NN
A52264	1000	16	,	,	,
A52264	1000	17	to	to	IN
A52264	1000	18	the	the	DT
A52264	1000	19	secant	secant	NN
A52264	1000	20	of	of	IN
A52264	1000	21	the	the	DT
A52264	1000	22	angle	angle	NN
A52264	1000	23	at	at	IN
A52264	1000	24	the	the	DT
A52264	1000	25	base	base	NN
A52264	1000	26	.	.	.
A52264	1001	1	CASE	CASE	NNP
A52264	1001	2	6	6	CD
A52264	1001	3	.	.	.
A52264	1002	1	The	the	DT
A52264	1002	2	base	base	NN
A52264	1002	3	and	and	CC
A52264	1002	4	perpendicular	perpendicular	JJ
A52264	1002	5	given	give	VBN
A52264	1002	6	,	,	,
A52264	1002	7	to	to	TO
A52264	1002	8	finde	finde	NNP
A52264	1002	9	the	the	DT
A52264	1002	10	hypothenusal	hypothenusal	NN
A52264	1002	11	.	.	.
A52264	1003	1	First	first	RB
A52264	1003	2	,	,	,
A52264	1003	3	finde	finde	VB
A52264	1003	4	the	the	DT
A52264	1003	5	angle	angle	NN
A52264	1003	6	at	at	IN
A52264	1003	7	the	the	DT
A52264	1003	8	perpendicular	perpendicular	JJ
A52264	1003	9	,	,	,
A52264	1003	10	by	by	IN
A52264	1003	11	the	the	DT
A52264	1003	12	fourth	fourth	JJ
A52264	1003	13	Case	case	NN
A52264	1003	14	:	:	:
A52264	1003	15	Then	then	RB
A52264	1003	16	,	,	,
A52264	1003	17	As	as	IN
A52264	1003	18	the	the	DT
A52264	1003	19	sine	sine	NN
A52264	1003	20	of	of	IN
A52264	1003	21	the	the	DT
A52264	1003	22	angle	angle	NN
A52264	1003	23	at	at	IN
A52264	1003	24	the	the	DT
A52264	1003	25	perpendicular	perpendicular	NN
A52264	1003	26	,	,	,
A52264	1003	27	is	be	VBZ
A52264	1003	28	to	to	IN
A52264	1003	29	the	the	DT
A52264	1003	30	base	base	NN
A52264	1003	31	:	:	:
A52264	1003	32	so	so	RB
A52264	1003	33	is	be	VBZ
A52264	1003	34	Radius	Radius	NNP
A52264	1003	35	,	,	,
A52264	1003	36	to	to	IN
A52264	1003	37	the	the	DT
A52264	1003	38	hypothenusal	hypothenusal	NN
A52264	1003	39	.	.	.
A52264	1004	1	Otherwise	otherwise	RB
A52264	1004	2	by	by	IN
A52264	1004	3	the	the	DT
A52264	1004	4	Logarithmes	logarithme	NNS
A52264	1004	5	of	of	IN
A52264	1004	6	absolute	absolute	JJ
A52264	1004	7	numbers	number	NNS
A52264	1004	8	.	.	.
A52264	1005	1	From	from	IN
A52264	1005	2	the	the	DT
A52264	1005	3	doubled	double	VBN
A52264	1005	4	Logarithme	Logarithme	NNP
A52264	1005	5	of	of	IN
A52264	1005	6	the	the	DT
A52264	1005	7	greater	great	JJR
A52264	1005	8	side	side	NN
A52264	1005	9	,	,	,
A52264	1005	10	whether	whether	IN
A52264	1005	11	base	base	NN
A52264	1005	12	or	or	CC
A52264	1005	13	perpendicular	perpendicular	JJ
A52264	1005	14	,	,	,
A52264	1005	15	substract	substract	VB
A52264	1005	16	the	the	DT
A52264	1005	17	Logarithme	Logarithme	NNP
A52264	1005	18	of	of	IN
A52264	1005	19	the	the	DT
A52264	1005	20	lesse	lesse	NN
A52264	1005	21	,	,	,
A52264	1005	22	and	and	CC
A52264	1005	23	to	to	IN
A52264	1005	24	the	the	DT
A52264	1005	25	absolute	absolute	JJ
A52264	1005	26	number	number	NN
A52264	1005	27	answering	answer	VBG
A52264	1005	28	to	to	IN
A52264	1005	29	the	the	DT
A52264	1005	30	difference	difference	NN
A52264	1005	31	of	of	IN
A52264	1005	32	the	the	DT
A52264	1005	33	Logarithmes	logarithme	NNS
A52264	1005	34	adde	adde	VBP
A52264	1005	35	the	the	DT
A52264	1005	36	lesse	lesse	NN
A52264	1005	37	,	,	,
A52264	1005	38	the	the	DT
A52264	1005	39	half	half	JJ
A52264	1005	40	summe	summe	NN
A52264	1005	41	of	of	IN
A52264	1005	42	the	the	DT
A52264	1005	43	Logarithmes	logarithme	NNS
A52264	1005	44	of	of	IN
A52264	1005	45	the	the	DT
A52264	1005	46	summe	summe	NN
A52264	1005	47	,	,	,
A52264	1005	48	and	and	CC
A52264	1005	49	the	the	DT
A52264	1005	50	lesse	lesse	NNP
A52264	1005	51	side	side	NN
A52264	1005	52	,	,	,
A52264	1005	53	is	be	VBZ
A52264	1005	54	the	the	DT
A52264	1005	55	Logarithme	Logarithme	NNP
A52264	1005	56	of	of	IN
A52264	1005	57	the	the	DT
A52264	1005	58	hypothenusal	hypothenusal	NN
A52264	1005	59	inquired	inquire	VBD
A52264	1005	60	.	.	.
A52264	1006	1	The	the	DT
A52264	1006	2	Illustration	Illustration	NNP
A52264	1006	3	Arithmetical	Arithmetical	NNP
A52264	1006	4	.	.	.
A52264	1007	1	Let	let	VB
A52264	1007	2	the	the	DT
A52264	1007	3	base	base	NN
A52264	1007	4	be	be	VB
A52264	1007	5	768	768	CD
A52264	1007	6	,	,	,
A52264	1007	7	and	and	CC
A52264	1007	8	the	the	DT
A52264	1007	9	perpendicular	perpendicular	JJ
A52264	1007	10	320	320	CD
A52264	1007	11	.	.	.
A52264	1008	1	The	the	DT
A52264	1008	2	Logarithme	Logarithme	NNP
A52264	1008	3	of	of	IN
A52264	1008	4	768	768	CD
A52264	1008	5	is	be	VBZ
A52264	1008	6	2.8853612	2.8853612	CD
A52264	1008	7	    	    	_SP
A52264	1008	8	This	this	DT
A52264	1008	9	Logarithme	Logarithme	NNP
A52264	1008	10	doubled	double	VBD
A52264	1008	11	is	be	VBZ
A52264	1008	12	5.7707224	5.7707224	CD
A52264	1008	13	From	from	IN
A52264	1008	14	which	which	WDT
A52264	1008	15	substr	substr	NN
A52264	1008	16	.	.	.
A52264	1009	1	the	the	DT
A52264	1009	2	Log	Log	NNP
A52264	1009	3	.	.	.
A52264	1010	1	of	of	IN
A52264	1010	2	320	320	CD
A52264	1010	3	,	,	,
A52264	1010	4	2.5051500	2.5051500	CD
A52264	1010	5	The	the	DT
A52264	1010	6	remain	remain	NN
A52264	1010	7	.	.	.
A52264	1011	1	is	be	VBZ
A52264	1011	2	the	the	DT
A52264	1011	3	Log	Log	NNP
A52264	1011	4	.	.	.
A52264	1012	1	of	of	IN
A52264	1012	2	1843	1843	CD
A52264	1012	3	:	:	:
A52264	1012	4	3.2655724	3.2655724	CD
A52264	1012	5	To	to	TO
A52264	1012	6	which	which	WDT
A52264	1012	7	the	the	DT
A52264	1012	8	lesser	less	JJR
A52264	1012	9	side	side	NN
A52264	1012	10	being	be	VBG
A52264	1012	11	added	add	VBN
A52264	1012	12	320	320	CD
A52264	1012	13	,	,	,
A52264	1012	14	their	-PRON-	PRP$
A52264	1012	15	aggregate	aggregate	NN
A52264	1012	16	is	be	VBZ
A52264	1012	17	2163	2163	CD
A52264	1012	18	.	.	.
A52264	1013	1	The	the	DT
A52264	1013	2	Logarithme	Logarithme	NNP
A52264	1013	3	of	of	IN
A52264	1013	4	2163	2163	CD
A52264	1013	5	is	be	VBZ
A52264	1013	6	3.3350565	3.3350565	CD
A52264	1013	7	The	the	DT
A52264	1013	8	Logarithme	Logarithme	NNP
A52264	1013	9	of	of	IN
A52264	1013	10	320	320	CD
A52264	1013	11	is	be	VBZ
A52264	1013	12	2.5051500	2.5051500	CD
A52264	1013	13	The	the	DT
A52264	1013	14	summe	summe	NN
A52264	1013	15	is	be	VBZ
A52264	1013	16	5.8402065	5.8402065	CD
A52264	1013	17	The	the	DT
A52264	1013	18	half	half	JJ
A52264	1013	19	sum	sum	NN
A52264	1013	20	is	be	VBZ
A52264	1013	21	the	the	DT
A52264	1013	22	Log	Log	NNP
A52264	1013	23	.	.	.
A52264	1014	1	of	of	IN
A52264	1014	2	832	832	CD
A52264	1014	3	.	.	.
A52264	1015	1	2.9201032	2.9201032	CD
A52264	1015	2	which	which	WDT
A52264	1015	3	is	be	VBZ
A52264	1015	4	the	the	DT
A52264	1015	5	length	length	NN
A52264	1015	6	of	of	IN
A52264	1015	7	the	the	DT
A52264	1015	8	hypothenusal	hypothenusal	NN
A52264	1015	9	inquired	inquire	VBD
A52264	1015	10	.	.	.
A52264	1016	1	CASE	CASE	NNP
A52264	1016	2	7	7	CD
A52264	1016	3	.	.	.
A52264	1017	1	The	the	DT
A52264	1017	2	base	base	NN
A52264	1017	3	and	and	CC
A52264	1017	4	hypothenusal	hypothenusal	NNP
A52264	1017	5	given	given	NNP
A52264	1017	6	,	,	,
A52264	1017	7	to	to	TO
A52264	1017	8	finde	finde	NNP
A52264	1017	9	the	the	DT
A52264	1017	10	perpendicular	perpendicular	NN
A52264	1017	11	.	.	.
A52264	1018	1	The	the	DT
A52264	1018	2	resolve	resolve	NN
A52264	1018	3	this	this	DT
A52264	1018	4	Probleme	Probleme	NNP
A52264	1018	5	by	by	IN
A52264	1018	6	the	the	DT
A52264	1018	7	Canon	Canon	NNP
A52264	1018	8	,	,	,
A52264	1018	9	there	there	EX
A52264	1018	10	is	be	VBZ
A52264	1018	11	required	require	VBN
A52264	1018	12	a	a	DT
A52264	1018	13	double	double	JJ
A52264	1018	14	operation	operation	NN
A52264	1018	15	:	:	:
A52264	1018	16	First	first	RB
A52264	1018	17	,	,	,
A52264	1018	18	by	by	IN
A52264	1018	19	the	the	DT
A52264	1018	20	5	5	CD
A52264	1018	21	Case	Case	NNP
A52264	1018	22	,	,	,
A52264	1018	23	finde	finde	VB
A52264	1018	24	an	an	DT
A52264	1018	25	angle	angle	NN
A52264	1018	26	.	.	.
A52264	1019	1	Secondly	secondly	RB
A52264	1019	2	,	,	,
A52264	1019	3	by	by	IN
A52264	1019	4	the	the	DT
A52264	1019	5	first	first	JJ
A52264	1019	6	Case	Case	NNP
A52264	1019	7	,	,	,
A52264	1019	8	finde	finde	IN
A52264	1019	9	the	the	DT
A52264	1019	10	perpendicular	perpendicular	NN
A52264	1019	11	.	.	.
A52264	1020	1	But	but	CC
A52264	1020	2	Mr.	Mr.	NNP
A52264	1020	3	Briggs	Briggs	NNP
A52264	1020	4	resolves	resolve	VBZ
A52264	1020	5	this	this	DT
A52264	1020	6	Case	case	NN
A52264	1020	7	more	more	RBR
A52264	1020	8	readily	readily	RB
A52264	1020	9	,	,	,
A52264	1020	10	by	by	IN
A52264	1020	11	the	the	DT
A52264	1020	12	Logarithmes	logarithme	NNS
A52264	1020	13	of	of	IN
A52264	1020	14	the	the	DT
A52264	1020	15	absolute	absolute	JJ
A52264	1020	16	numbers	number	NNS
A52264	1020	17	,	,	,
A52264	1020	18	Briggs	Briggs	NNP
A52264	1020	19	Arithmetica	Arithmetica	NNP
A52264	1020	20	Logarith	Logarith	NNP
A52264	1020	21	.	.	.
A52264	1021	1	cap	cap	NN
A52264	1021	2	.	.	.
A52264	1022	1	17	17	CD
A52264	1022	2	.	.	.
A52264	1023	1	Take	take	VB
A52264	1023	2	the	the	DT
A52264	1023	3	Logarithmes	logarithme	NNS
A52264	1023	4	of	of	IN
A52264	1023	5	the	the	DT
A52264	1023	6	summe	summe	NN
A52264	1023	7	and	and	CC
A52264	1023	8	difference	difference	NN
A52264	1023	9	of	of	IN
A52264	1023	10	the	the	DT
A52264	1023	11	hypothenusal	hypothenusal	NN
A52264	1023	12	and	and	CC
A52264	1023	13	side	side	NN
A52264	1023	14	given	give	VBN
A52264	1023	15	,	,	,
A52264	1023	16	half	half	PDT
A52264	1023	17	the	the	DT
A52264	1023	18	summe	summe	NN
A52264	1023	19	of	of	IN
A52264	1023	20	those	those	DT
A52264	1023	21	two	two	CD
A52264	1023	22	Logarithmes	logarithme	NNS
A52264	1023	23	,	,	,
A52264	1023	24	is	be	VBZ
A52264	1023	25	the	the	DT
A52264	1023	26	Logarithme	Logarithme	NNP
A52264	1023	27	of	of	IN
A52264	1023	28	the	the	DT
A52264	1023	29	perpendicular	perpendicular	JJ
A52264	1023	30	,	,	,
A52264	1023	31	or	or	CC
A52264	1023	32	side	side	NN
A52264	1023	33	inquired	inquire	VBD
A52264	1023	34	.	.	.
A52264	1024	1	As	as	IN
A52264	1024	2	let	let	VB
A52264	1024	3	the	the	DT
A52264	1024	4	hypothen	hypothen	NN
A52264	1024	5	.	.	.
A52264	1025	1	be	be	VB
A52264	1025	2	  	  	_SP
A52264	1025	3	832	832	CD
A52264	1025	4	  	  	_SP
A52264	1025	5	The	the	DT
A52264	1025	6	side	side	NN
A52264	1025	7	given	give	VBN
A52264	1025	8	  	  	_SP
A52264	1025	9	768	768	CD
A52264	1025	10	        	        	_SP
A52264	1025	11	Logarith	Logarith	NNP
A52264	1025	12	.	.	.
A52264	1026	1	The	the	DT
A52264	1026	2	summe	summe	NN
A52264	1026	3	is	be	VBZ
A52264	1026	4	  	  	_SP
A52264	1026	5	1600	1600	CD
A52264	1026	6	3.2041200	3.2041200	CD
A52264	1026	7	The	the	DT
A52264	1026	8	difference	difference	NN
A52264	1026	9	is	be	VBZ
A52264	1026	10	  	  	_SP
A52264	1026	11	64	64	CD
A52264	1026	12	1.8061800	1.8061800	CD
A52264	1026	13	          	          	_SP
A52264	1026	14	The	the	DT
A52264	1026	15	summe	summe	NN
A52264	1026	16	is	be	VBZ
A52264	1026	17	,	,	,
A52264	1026	18	  	  	_SP
A52264	1026	19	5.0103000	5.0103000	CD
A52264	1026	20	The	the	DT
A52264	1026	21	half	half	JJ
A52264	1026	22	sum	sum	NN
A52264	1026	23	is	be	VBZ
A52264	1026	24	the	the	DT
A52264	1026	25	Logarith	Logarith	NNP
A52264	1026	26	.	.	.
A52264	1027	1	of	of	IN
A52264	1027	2	320	320	CD
A52264	1027	3	the	the	DT
A52264	1027	4	side	side	NN
A52264	1027	5	inquired	inquire	VBD
A52264	1027	6	.	.	.
A52264	1028	1	2.5051500	2.5051500	CD
A52264	1028	2	The	the	DT
A52264	1028	3	two	two	CD
A52264	1028	4	Axiomes	Axiomes	NNPS
A52264	1028	5	following	follow	VBG
A52264	1028	6	are	be	VBP
A52264	1028	7	true	true	JJ
A52264	1028	8	in	in	IN
A52264	1028	9	all	all	DT
A52264	1028	10	plain	plain	JJ
A52264	1028	11	triangles	triangle	NNS
A52264	1028	12	,	,	,
A52264	1028	13	but	but	CC
A52264	1028	14	are	be	VBP
A52264	1028	15	chiefly	chiefly	RB
A52264	1028	16	intended	intend	VBN
A52264	1028	17	for	for	IN
A52264	1028	18	the	the	DT
A52264	1028	19	oblique	oblique	NN
A52264	1028	20	angled	angle	VBN
A52264	1028	21	;	;	:
A52264	1028	22	which	which	WDT
A52264	1028	23	now	now	RB
A52264	1028	24	we	-PRON-	PRP
A52264	1028	25	come	come	VBP
A52264	1028	26	to	to	TO
A52264	1028	27	handle	handle	VB
A52264	1028	28	.	.	.
A52264	1029	1	II	ii	CD
A52264	1029	2	.	.	.
A52264	1030	1	Of	of	IN
A52264	1030	2	plain	plain	JJ
A52264	1030	3	oblique	oblique	NN
A52264	1030	4	angled	angle	VBD
A52264	1030	5	Triangles	triangle	NNS
A52264	1030	6	.	.	.
A52264	1031	1	In	in	IN
A52264	1031	2	a	a	DT
A52264	1031	3	plain	plain	JJ
A52264	1031	4	oblique	oblique	NN
A52264	1031	5	angled	angle	VBN
A52264	1031	6	triangle	triangle	NN
A52264	1031	7	,	,	,
A52264	1031	8	there	there	EX
A52264	1031	9	are	be	VBP
A52264	1031	10	four	four	CD
A52264	1031	11	varieties	variety	NNS
A52264	1031	12	.	.	.
A52264	1032	1	1	1	LS
A52264	1032	2	.	.	.
A52264	1033	1	All	all	PDT
A52264	1033	2	the	the	DT
A52264	1033	3	angles	angle	NNS
A52264	1033	4	may	may	MD
A52264	1033	5	be	be	VB
A52264	1033	6	given	give	VBN
A52264	1033	7	,	,	,
A52264	1033	8	(	(	-LRB-
A52264	1033	9	for	for	IN
A52264	1033	10	when	when	WRB
A52264	1033	11	two	two	CD
A52264	1033	12	are	be	VBP
A52264	1033	13	given	give	VBN
A52264	1033	14	,	,	,
A52264	1033	15	the	the	DT
A52264	1033	16	third	third	JJ
A52264	1033	17	is	be	VBZ
A52264	1033	18	given	give	VBN
A52264	1033	19	by	by	IN
A52264	1033	20	consequence	consequence	NN
A52264	1033	21	)	)	-RRB-
A52264	1033	22	and	and	CC
A52264	1033	23	one	one	CD
A52264	1033	24	side	side	NN
A52264	1033	25	,	,	,
A52264	1033	26	and	and	CC
A52264	1033	27	the	the	DT
A52264	1033	28	other	other	JJ
A52264	1033	29	two	two	CD
A52264	1033	30	sides	side	NNS
A52264	1033	31	demanded	demand	VBD
A52264	1033	32	.	.	.
A52264	1034	1	2	2	LS
A52264	1034	2	.	.	.
A52264	1035	1	Two	two	CD
A52264	1035	2	sides	side	NNS
A52264	1035	3	with	with	IN
A52264	1035	4	an	an	DT
A52264	1035	5	angle	angle	NN
A52264	1035	6	opposite	opposite	NN
A52264	1035	7	to	to	IN
A52264	1035	8	one	one	CD
A52264	1035	9	of	of	IN
A52264	1035	10	them	-PRON-	PRP
A52264	1035	11	may	may	MD
A52264	1035	12	be	be	VB
A52264	1035	13	given	give	VBN
A52264	1035	14	,	,	,
A52264	1035	15	and	and	CC
A52264	1035	16	the	the	DT
A52264	1035	17	angle	angle	NN
A52264	1035	18	opposite	opposite	IN
A52264	1035	19	to	to	IN
A52264	1035	20	the	the	DT
A52264	1035	21	other	other	JJ
A52264	1035	22	,	,	,
A52264	1035	23	with	with	IN
A52264	1035	24	the	the	DT
A52264	1035	25	third	third	JJ
A52264	1035	26	side	side	NN
A52264	1035	27	are	be	VBP
A52264	1035	28	demanded	demand	VBN
A52264	1035	29	.	.	.
A52264	1036	1	In	in	IN
A52264	1036	2	both	both	DT
A52264	1036	3	which	which	WDT
A52264	1036	4	cases	case	VBZ
A52264	1036	5	the	the	DT
A52264	1036	6	first	first	JJ
A52264	1036	7	Axiome	Axiome	NNP
A52264	1036	8	is	be	VBZ
A52264	1036	9	fully	fully	RB
A52264	1036	10	sufficient	sufficient	JJ
A52264	1036	11	.	.	.
A52264	1037	1	3	3	LS
A52264	1037	2	.	.	.
A52264	1038	1	Two	two	CD
A52264	1038	2	sides	side	NNS
A52264	1038	3	with	with	IN
A52264	1038	4	an	an	DT
A52264	1038	5	angle	angle	NN
A52264	1038	6	comprehended	comprehend	VBN
A52264	1038	7	by	by	IN
A52264	1038	8	them	-PRON-	PRP
A52264	1038	9	may	may	MD
A52264	1038	10	be	be	VB
A52264	1038	11	given	give	VBN
A52264	1038	12	,	,	,
A52264	1038	13	and	and	CC
A52264	1038	14	the	the	DT
A52264	1038	15	other	other	JJ
A52264	1038	16	two	two	CD
A52264	1038	17	angles	angle	NNS
A52264	1038	18	with	with	IN
A52264	1038	19	the	the	DT
A52264	1038	20	third	third	JJ
A52264	1038	21	side	side	NN
A52264	1038	22	demanded	demand	VBD
A52264	1038	23	.	.	.
A52264	1039	1	For	for	IN
A52264	1039	2	the	the	DT
A52264	1039	3	solution	solution	NN
A52264	1039	4	whereof	whereof	NN
A52264	1039	5	we	-PRON-	PRP
A52264	1039	6	will	will	MD
A52264	1039	7	lay	lay	VB
A52264	1039	8	down	down	RP
A52264	1039	9	this	this	DT
A52264	1039	10	Axiome	Axiome	NNP
A52264	1039	11	following	follow	VBG
A52264	1039	12	.	.	.
A52264	1040	1	The	the	DT
A52264	1040	2	third	third	JJ
A52264	1040	3	AXIOME	axiome	NN
A52264	1040	4	.	.	.
A52264	1041	1	As	as	IN
A52264	1041	2	the	the	DT
A52264	1041	3	summe	summe	NN
A52264	1041	4	of	of	IN
A52264	1041	5	the	the	DT
A52264	1041	6	two	two	CD
A52264	1041	7	sides	side	NNS
A52264	1041	8	,	,	,
A52264	1041	9	is	be	VBZ
A52264	1041	10	to	to	IN
A52264	1041	11	their	-PRON-	PRP$
A52264	1041	12	difference	difference	NN
A52264	1041	13	:	:	:
A52264	1041	14	so	so	RB
A52264	1041	15	is	be	VBZ
A52264	1041	16	the	the	DT
A52264	1041	17	tangent	tangent	NN
A52264	1041	18	of	of	IN
A52264	1041	19	half	half	PDT
A52264	1041	20	the	the	DT
A52264	1041	21	summe	summe	NN
A52264	1041	22	of	of	IN
A52264	1041	23	the	the	DT
A52264	1041	24	opposite	opposite	JJ
A52264	1041	25	angles	angle	NNS
A52264	1041	26	,	,	,
A52264	1041	27	to	to	IN
A52264	1041	28	the	the	DT
A52264	1041	29	tangent	tangent	NN
A52264	1041	30	of	of	IN
A52264	1041	31	half	half	PDT
A52264	1041	32	the	the	DT
A52264	1041	33	difference	difference	NN
A52264	1041	34	.	.	.
A52264	1042	1	Let	let	VB
A52264	1042	2	ABC	ABC	NNP
A52264	1042	3	be	be	VB
A52264	1042	4	the	the	DT
A52264	1042	5	oblique	oblique	NN
A52264	1042	6	angled	angle	VBN
A52264	1042	7	triangle	triangle	NNP
A52264	1042	8	,	,	,
A52264	1042	9	in	in	IN
A52264	1042	10	which	which	WDT
A52264	1042	11	let	let	VBD
A52264	1042	12	the	the	DT
A52264	1042	13	side	side	NN
A52264	1042	14	AB	AB	NNP
A52264	1042	15	be	be	VB
A52264	1042	16	continued	continue	VBN
A52264	1042	17	to	to	IN
A52264	1042	18	H	h	NN
A52264	1042	19	,	,	,
A52264	1042	20	and	and	CC
A52264	1042	21	let	let	VB
A52264	1042	22	the	the	DT
A52264	1042	23	line	line	NN
A52264	1042	24	of	of	IN
A52264	1042	25	continuation	continuation	NN
A52264	1042	26	BH	BH	NNP
A52264	1042	27	be	be	VB
A52264	1042	28	made	make	VBN
A52264	1042	29	equall	equall	JJ
A52264	1042	30	to	to	IN
A52264	1042	31	BC	BC	NNP
A52264	1042	32	,	,	,
A52264	1042	33	and	and	CC
A52264	1042	34	BK	BK	NNP
A52264	1042	35	equal	equal	JJ
A52264	1042	36	to	to	IN
A52264	1042	37	AB	AB	NNP
A52264	1042	38	;	;	:
A52264	1042	39	then	then	RB
A52264	1042	40	is	be	VBZ
A52264	1042	41	AH	AH	NNP
A52264	1042	42	the	the	DT
A52264	1042	43	summe	summe	NN
A52264	1042	44	of	of	IN
A52264	1042	45	the	the	DT
A52264	1042	46	sides	side	NNS
A52264	1042	47	,	,	,
A52264	1042	48	AB	AB	NNP
A52264	1042	49	,	,	,
A52264	1042	50	BC	BC	NNP
A52264	1042	51	,	,	,
A52264	1042	52	and	and	CC
A52264	1042	53	KH	KH	NNP
A52264	1042	54	is	be	VBZ
A52264	1042	55	their	-PRON-	PRP$
A52264	1042	56	difference	difference	NN
A52264	1042	57	,	,	,
A52264	1042	58	now	now	RB
A52264	1042	59	if	if	IN
A52264	1042	60	you	-PRON-	PRP
A52264	1042	61	draw	draw	VBP
A52264	1042	62	the	the	DT
A52264	1042	63	lines	line	NNS
A52264	1042	64	BD	BD	NNP
A52264	1042	65	and	and	CC
A52264	1042	66	KG	KG	NNP
A52264	1042	67	parallel	parallel	NN
A52264	1042	68	unto	unto	IN
A52264	1042	69	AC	AC	NNP
A52264	1042	70	,	,	,
A52264	1042	71	then	then	RB
A52264	1042	72	shall	shall	MD
A52264	1042	73	the	the	DT
A52264	1042	74	angle	angle	NN
A52264	1042	75	CBH	CBH	NNP
A52264	1042	76	be	be	VB
A52264	1042	77	equal	equal	JJ
A52264	1042	78	to	to	IN
A52264	1042	79	the	the	DT
A52264	1042	80	two	two	CD
A52264	1042	81	angles	angle	NNS
A52264	1042	82	of	of	IN
A52264	1042	83	the	the	DT
A52264	1042	84	triangle	triangle	NN
A52264	1042	85	given	give	VBN
A52264	1042	86	ACB	ACB	NNP
A52264	1042	87	and	and	CC
A52264	1042	88	CAB	CAB	NNP
A52264	1042	89	,	,	,
A52264	1042	90	because	because	IN
A52264	1042	91	the	the	DT
A52264	1042	92	angle	angle	NN
A52264	1042	93	CBA	CBA	NNP
A52264	1042	94	common	common	JJ
A52264	1042	95	to	to	IN
A52264	1042	96	both	both	DT
A52264	1042	97	is	be	VBZ
A52264	1042	98	their	-PRON-	PRP$
A52264	1042	99	complement	complement	NN
A52264	1042	100	to	to	IN
A52264	1042	101	a	a	DT
A52264	1042	102	Semicircle	Semicircle	NNP
A52264	1042	103	,	,	,
A52264	1042	104	and	and	CC
A52264	1042	105	DB	DB	NNP
A52264	1042	106	being	be	VBG
A52264	1042	107	parallel	parallel	JJ
A52264	1042	108	to	to	IN
A52264	1042	109	CA	CA	NNP
A52264	1042	110	,	,	,
A52264	1042	111	the	the	DT
A52264	1042	112	angle	angle	NN
A52264	1042	113	DBH	DBH	NNP
A52264	1042	114	shall	shall	MD
A52264	1042	115	be	be	VB
A52264	1042	116	equall	equall	JJ
A52264	1042	117	to	to	IN
A52264	1042	118	the	the	DT
A52264	1042	119	angle	angle	NN
A52264	1042	120	CAB	CAB	NNP
A52264	1042	121	,	,	,
A52264	1042	122	and	and	CC
A52264	1042	123	the	the	DT
A52264	1042	124	angle	angle	NN
A52264	1042	125	DBC	DBC	NNP
A52264	1042	126	equall	equall	NN
A52264	1042	127	to	to	IN
A52264	1042	128	the	the	DT
A52264	1042	129	angle	angle	NN
A52264	1042	130	ACB	ACB	NNP
A52264	1042	131	,	,	,
A52264	1042	132	if	if	IN
A52264	1042	133	therefore	therefore	RB
A52264	1042	134	you	-PRON-	PRP
A52264	1042	135	let	let	VBD
A52264	1042	136	fall	fall	VB
A52264	1042	137	the	the	DT
A52264	1042	138	perpendicular	perpendicular	JJ
A52264	1042	139	BE	be	NN
A52264	1042	140	,	,	,
A52264	1042	141	and	and	CC
A52264	1042	142	draw	draw	VB
A52264	1042	143	the	the	DT
A52264	1042	144	periphery	periphery	NN
A52264	1042	145	MEL	MEL	NNP
A52264	1042	146	,	,	,
A52264	1042	147	the	the	DT
A52264	1042	148	right	right	JJ
A52264	1042	149	line	line	NN
A52264	1042	150	CE	CE	NNP
A52264	1042	151	shall	shall	MD
A52264	1042	152	be	be	VB
A52264	1042	153	the	the	DT
A52264	1042	154	tangent	tangent	NN
A52264	1042	155	of	of	IN
A52264	1042	156	half	half	PDT
A52264	1042	157	the	the	DT
A52264	1042	158	summe	summe	NN
A52264	1042	159	of	of	IN
A52264	1042	160	the	the	DT
A52264	1042	161	angles	angle	NNS
A52264	1042	162	ACB	ACB	NNP
A52264	1042	163	and	and	CC
A52264	1042	164	CAB	CAB	NNP
A52264	1042	165	,	,	,
A52264	1042	166	it	-PRON-	PRP
A52264	1042	167	being	be	VBG
A52264	1042	168	the	the	DT
A52264	1042	169	tangent	tangent	NN
A52264	1042	170	of	of	IN
A52264	1042	171	half	half	PDT
A52264	1042	172	the	the	DT
A52264	1042	173	angle	angle	NN
A52264	1042	174	CBH	CBH	NNP
A52264	1042	175	.	.	.
A52264	1043	1	Again	again	RB
A52264	1043	2	,	,	,
A52264	1043	3	if	if	IN
A52264	1043	4	you	-PRON-	PRP
A52264	1043	5	make	make	VBP
A52264	1043	6	E	E	NNS
A52264	1043	7	●	●	NN
A52264	1043	8	equal	equal	JJ
A52264	1043	9	to	to	IN
A52264	1043	10	DE	DE	NNP
A52264	1043	11	,	,	,
A52264	1043	12	and	and	CC
A52264	1043	13	draw	draw	VB
A52264	1043	14	the	the	DT
A52264	1043	15	right	right	JJ
A52264	1043	16	line	line	NN
A52264	1043	17	FB	FB	NNP
A52264	1043	18	,	,	,
A52264	1043	19	then	then	RB
A52264	1043	20	shall	shall	MD
A52264	1043	21	the	the	DT
A52264	1043	22	angle	angle	NN
A52264	1043	23	DBF	DBF	NNP
A52264	1043	24	be	be	VB
A52264	1043	25	the	the	DT
A52264	1043	26	difference	difference	NN
A52264	1043	27	between	between	IN
A52264	1043	28	the	the	DT
A52264	1043	29	angles	angle	NNS
A52264	1043	30	CBD	CBD	NNP
A52264	1043	31	and	and	CC
A52264	1043	32	DBH	DBH	NNP
A52264	1043	33	,	,	,
A52264	1043	34	or	or	CC
A52264	1043	35	between	between	IN
A52264	1043	36	the	the	DT
A52264	1043	37	angles	angle	NNS
A52264	1043	38	ACB	ACB	NNP
A52264	1043	39	and	and	CC
A52264	1043	40	CAB	CAB	NNP
A52264	1043	41	,	,	,
A52264	1043	42	and	and	CC
A52264	1043	43	DE	DE	NNP
A52264	1043	44	the	the	DT
A52264	1043	45	tangent	tangent	NN
A52264	1043	46	of	of	IN
A52264	1043	47	half	half	PDT
A52264	1043	48	the	the	DT
A52264	1043	49	difference	difference	NN
A52264	1043	50	.	.	.
A52264	1044	1	And	and	CC
A52264	1044	2	because	because	IN
A52264	1044	3	the	the	DT
A52264	1044	4	right	right	NN
A52264	1044	5	sines	sin	VBZ
A52264	1044	6	AC	AC	NNP
A52264	1044	7	,	,	,
A52264	1044	8	DB	DB	NNP
A52264	1044	9	,	,	,
A52264	1044	10	and	and	CC
A52264	1044	11	KG	KG	NNP
A52264	1044	12	are	be	VBP
A52264	1044	13	parallel	parallel	JJ
A52264	1044	14	,	,	,
A52264	1044	15	and	and	CC
A52264	1044	16	CD	CD	NNP
A52264	1044	17	,	,	,
A52264	1044	18	DG	DG	NNP
A52264	1044	19	,	,	,
A52264	1044	20	and	and	CC
A52264	1044	21	FH	FH	NNP
A52264	1044	22	are	be	VBP
A52264	1044	23	equall	equall	JJ
A52264	1044	24	,	,	,
A52264	1044	25	and	and	CC
A52264	1044	26	DF	DF	NNP
A52264	1044	27	equal	equal	JJ
A52264	1044	28	to	to	IN
A52264	1044	29	GH	GH	NNP
A52264	1044	30	,	,	,
A52264	1044	31	and	and	CC
A52264	1044	32	the	the	DT
A52264	1044	33	triangles	triangle	NNS
A52264	1044	34	ACH	ACH	NNP
A52264	1044	35	and	and	CC
A52264	1044	36	KGH	KGH	NNP
A52264	1044	37	are	be	VBP
A52264	1044	38	like	like	IN
A52264	1044	39	,	,	,
A52264	1044	40	and	and	CC
A52264	1044	41	therefore	therefore	RB
A52264	1044	42	;	;	:
A52264	1044	43	As	as	IN
A52264	1044	44	AH	AH	NNP
A52264	1044	45	is	be	VBZ
A52264	1044	46	in	in	IN
A52264	1044	47	proportion	proportion	NN
A52264	1044	48	to	to	IN
A52264	1044	49	HK	HK	NNP
A52264	1044	50	:	:	:
A52264	1044	51	so	so	RB
A52264	1044	52	is	be	VBZ
A52264	1044	53	CH	CH	NNP
A52264	1044	54	,	,	,
A52264	1044	55	to	to	IN
A52264	1044	56	HG	HG	NNP
A52264	1044	57	:	:	:
A52264	1044	58	or	or	CC
A52264	1044	59	as	as	IN
A52264	1044	60	AH	AH	NNP
A52264	1044	61	,	,	,
A52264	1044	62	the	the	DT
A52264	1044	63	summe	summe	NN
A52264	1044	64	of	of	IN
A52264	1044	65	the	the	DT
A52264	1044	66	sides	side	NNS
A52264	1044	67	,	,	,
A52264	1044	68	is	be	VBZ
A52264	1044	69	in	in	IN
A52264	1044	70	proportion	proportion	NN
A52264	1044	71	to	to	IN
A52264	1044	72	HK	HK	NNP
A52264	1044	73	,	,	,
A52264	1044	74	their	-PRON-	PRP$
A52264	1044	75	difference	difference	NN
A52264	1044	76	:	:	:
A52264	1044	77	so	so	RB
A52264	1044	78	is	be	VBZ
A52264	1044	79	CE	CE	NNP
A52264	1044	80	the	the	DT
A52264	1044	81	tangent	tangent	NN
A52264	1044	82	of	of	IN
A52264	1044	83	the	the	DT
A52264	1044	84	half	half	JJ
A52264	1044	85	summe	summe	NN
A52264	1044	86	of	of	IN
A52264	1044	87	the	the	DT
A52264	1044	88	angles	angle	NNS
A52264	1044	89	ACB	ACB	NNP
A52264	1044	90	and	and	CC
A52264	1044	91	CAB	CAB	NNP
A52264	1044	92	,	,	,
A52264	1044	93	to	to	IN
A52264	1044	94	DE	DE	NNP
A52264	1044	95	,	,	,
A52264	1044	96	the	the	DT
A52264	1044	97	tangent	tangent	NN
A52264	1044	98	of	of	IN
A52264	1044	99	half	half	PDT
A52264	1044	100	their	-PRON-	PRP$
A52264	1044	101	difference	difference	NN
A52264	1044	102	.	.	.
A52264	1045	1	Consectary	Consectary	NNP
A52264	1045	2	.	.	.
A52264	1046	1	Hence	hence	RB
A52264	1046	2	it	-PRON-	PRP
A52264	1046	3	followes	follow	VBZ
A52264	1046	4	,	,	,
A52264	1046	5	that	that	IN
A52264	1046	6	in	in	IN
A52264	1046	7	a	a	DT
A52264	1046	8	plain	plain	JJ
A52264	1046	9	oblique	oblique	NN
A52264	1046	10	angled	angle	VBN
A52264	1046	11	Triangle	Triangle	NNP
A52264	1046	12	;	;	:
A52264	1046	13	if	if	IN
A52264	1046	14	two	two	CD
A52264	1046	15	sides	side	NNS
A52264	1046	16	and	and	CC
A52264	1046	17	the	the	DT
A52264	1046	18	angle	angle	NN
A52264	1046	19	comprehended	comprehend	VBN
A52264	1046	20	by	by	IN
A52264	1046	21	them	-PRON-	PRP
A52264	1046	22	be	be	VB
A52264	1046	23	given	give	VBN
A52264	1046	24	,	,	,
A52264	1046	25	the	the	DT
A52264	1046	26	other	other	JJ
A52264	1046	27	two	two	CD
A52264	1046	28	angles	angle	NNS
A52264	1046	29	and	and	CC
A52264	1046	30	the	the	DT
A52264	1046	31	third	third	JJ
A52264	1046	32	side	side	NN
A52264	1046	33	are	be	VBP
A52264	1046	34	also	also	RB
A52264	1046	35	given	give	VBN
A52264	1046	36	.	.	.
A52264	1047	1	As	as	IN
A52264	1047	2	in	in	IN
A52264	1047	3	the	the	DT
A52264	1047	4	triangle	triangle	NN
A52264	1047	5	ABC	ABC	NNP
A52264	1047	6	,	,	,
A52264	1047	7	having	have	VBG
A52264	1047	8	the	the	DT
A52264	1047	9	sides	side	NNS
A52264	1047	10	AC	AC	NNP
A52264	1047	11	189	189	CD
A52264	1047	12	,	,	,
A52264	1047	13	and	and	CC
A52264	1047	14	AB	AB	NNP
A52264	1047	15	156	156	CD
A52264	1047	16	,	,	,
A52264	1047	17	whose	whose	WP$
A52264	1047	18	summe	summe	NN
A52264	1047	19	is	be	VBZ
A52264	1047	20	345	345	CD
A52264	1047	21	,	,	,
A52264	1047	22	and	and	CC
A52264	1047	23	difference	difference	NN
A52264	1047	24	33	33	CD
A52264	1047	25	,	,	,
A52264	1047	26	with	with	IN
A52264	1047	27	the	the	DT
A52264	1047	28	angle	angle	NN
A52264	1047	29	BAC	BAC	NNP
A52264	1047	30	22	22	CD
A52264	1047	31	degrees	degree	NNS
A52264	1047	32	,	,	,
A52264	1047	33	60	60	CD
A52264	1047	34	minutes	minute	NNS
A52264	1047	35	,	,	,
A52264	1047	36	to	to	TO
A52264	1047	37	finde	finde	VB
A52264	1047	38	the	the	DT
A52264	1047	39	angle	angle	NN
A52264	1047	40	ABC	ABC	NNP
A52264	1047	41	or	or	CC
A52264	1047	42	ACB	ACB	NNP
A52264	1047	43	.	.	.
A52264	1048	1	The	the	DT
A52264	1048	2	proportion	proportion	NN
A52264	1048	3	is	be	VBZ
A52264	1048	4	As	as	IN
A52264	1048	5	the	the	DT
A52264	1048	6	sum	sum	NN
A52264	1048	7	of	of	IN
A52264	1048	8	the	the	DT
A52264	1048	9	sides	side	NNS
A52264	1048	10	given	give	VBN
A52264	1048	11	345	345	CD
A52264	1048	12	,	,	,
A52264	1048	13	2.5378190	2.5378190	CD
A52264	1048	14	    	    	_SP
A52264	1048	15	Is	be	VBZ
A52264	1048	16	to	to	IN
A52264	1048	17	their	-PRON-	PRP$
A52264	1048	18	difference	difference	NN
A52264	1048	19	33	33	CD
A52264	1048	20	,	,	,
A52264	1048	21	1.5185139	1.5185139	CD
A52264	1048	22	So	so	IN
A52264	1048	23	the	the	DT
A52264	1048	24	tangent	tangent	NN
A52264	1048	25	of	of	IN
A52264	1048	26	half	half	PDT
A52264	1048	27	the	the	DT
A52264	1048	28	angles	angle	NNS
A52264	1048	29	at	at	IN
A52264	1048	30	B	B	NNP
A52264	1048	31	&	&	CC
A52264	1048	32	C	C	NNP
A52264	1048	33	78de	78de	NN
A52264	1048	34	.	.	.
A52264	1049	1	70	70	CD
A52264	1049	2	m	m	NN
A52264	1049	3	.	.	.
A52264	1050	1	10.6993616	10.6993616	CD
A52264	1050	2	    	    	_SP
A52264	1050	3	To	to	IN
A52264	1050	4	the	the	DT
A52264	1050	5	tangent	tangent	NN
A52264	1050	6	of	of	IN
A52264	1050	7	half	half	PDT
A52264	1050	8	their	-PRON-	PRP$
A52264	1050	9	difference	difference	NN
A52264	1050	10	25	25	CD
A52264	1050	11	degr	degr	NN
A52264	1050	12	.	.	.
A52264	1051	1	58	58	CD
A52264	1051	2	minutes	minute	NNS
A52264	1051	3	9.6800565	9.6800565	CD
A52264	1051	4	Which	which	WDT
A52264	1051	5	being	be	VBG
A52264	1051	6	added	add	VBN
A52264	1051	7	to	to	IN
A52264	1051	8	the	the	DT
A52264	1051	9	half	half	JJ
A52264	1051	10	sum	sum	NN
A52264	1051	11	78	78	CD
A52264	1051	12	degrees	degree	NNS
A52264	1051	13	,	,	,
A52264	1051	14	70	70	CD
A52264	1051	15	minutes	minute	NNS
A52264	1051	16	,	,	,
A52264	1051	17	the	the	DT
A52264	1051	18	obtuse	obtuse	JJ
A52264	1051	19	angle	angle	NN
A52264	1051	20	at	at	IN
A52264	1051	21	B	b	NN
A52264	1051	22	,	,	,
A52264	1051	23	is	be	VBZ
A52264	1051	24	104	104	CD
A52264	1051	25	degrees	degree	NNS
A52264	1051	26	,	,	,
A52264	1051	27	28	28	CD
A52264	1051	28	minutes	minute	NNS
A52264	1051	29	;	;	:
A52264	1051	30	and	and	CC
A52264	1051	31	substracted	substracte	VBN
A52264	1051	32	from	from	IN
A52264	1051	33	the	the	DT
A52264	1051	34	half	half	NN
A52264	1051	35	summe	summe	NN
A52264	1051	36	,	,	,
A52264	1051	37	it	-PRON-	PRP
A52264	1051	38	leaveth	leaveth	VBD
A52264	1051	39	53	53	CD
A52264	1051	40	degrees	degree	NNS
A52264	1051	41	,	,	,
A52264	1051	42	12	12	CD
A52264	1051	43	minutes	minute	NNS
A52264	1051	44	for	for	IN
A52264	1051	45	the	the	DT
A52264	1051	46	quantity	quantity	NN
A52264	1051	47	of	of	IN
A52264	1051	48	the	the	DT
A52264	1051	49	acute	acute	JJ
A52264	1051	50	angle	angle	NN
A52264	1051	51	ACB	ACB	NNP
A52264	1051	52	.	.	.
A52264	1052	1	Then	then	RB
A52264	1052	2	to	to	TO
A52264	1052	3	finde	finde	VB
A52264	1052	4	the	the	DT
A52264	1052	5	third	third	JJ
A52264	1052	6	side	side	NN
A52264	1052	7	BC	BC	NNP
A52264	1052	8	,	,	,
A52264	1052	9	the	the	DT
A52264	1052	10	proportion	proportion	NN
A52264	1052	11	,	,	,
A52264	1052	12	by	by	IN
A52264	1052	13	the	the	DT
A52264	1052	14	first	first	JJ
A52264	1052	15	Axiome	Axiome	NNP
A52264	1052	16	,	,	,
A52264	1052	17	is	be	VBZ
A52264	1052	18	,	,	,
A52264	1052	19	As	as	IN
A52264	1052	20	the	the	DT
A52264	1052	21	sine	sine	NN
A52264	1052	22	of	of	IN
A52264	1052	23	the	the	DT
A52264	1052	24	angle	angle	NN
A52264	1052	25	at	at	IN
A52264	1052	26	●	●	CD
A52264	1052	27	,	,	,
A52264	1052	28	is	be	VBZ
A52264	1052	29	in	in	IN
A52264	1052	30	proportion	proportion	NN
A52264	1052	31	to	to	IN
A52264	1052	32	his	-PRON-	PRP$
A52264	1052	33	opposite	opposite	JJ
A52264	1052	34	side	side	NN
A52264	1052	35	AB	AB	NNP
A52264	1052	36	;	;	:
A52264	1052	37	so	so	RB
A52264	1052	38	is	be	VBZ
A52264	1052	39	the	the	DT
A52264	1052	40	sine	sine	NN
A52264	1052	41	of	of	IN
A52264	1052	42	the	the	DT
A52264	1052	43	angle	angle	NN
A52264	1052	44	at	at	IN
A52264	1052	45	A	a	NN
A52264	1052	46	,	,	,
A52264	1052	47	to	to	IN
A52264	1052	48	his	-PRON-	PRP$
A52264	1052	49	opposite	opposite	JJ
A52264	1052	50	side	side	NN
A52264	1052	51	BC	BC	NNP
A52264	1052	52	.	.	.
A52264	1053	1	4	4	LS
A52264	1053	2	.	.	.
A52264	1054	1	And	and	CC
A52264	1054	2	lastly	lastly	RB
A52264	1054	3	,	,	,
A52264	1054	4	all	all	PDT
A52264	1054	5	the	the	DT
A52264	1054	6	three	three	CD
A52264	1054	7	sides	side	NNS
A52264	1054	8	may	may	MD
A52264	1054	9	be	be	VB
A52264	1054	10	given	give	VBN
A52264	1054	11	,	,	,
A52264	1054	12	and	and	CC
A52264	1054	13	the	the	DT
A52264	1054	14	angles	angle	NNS
A52264	1054	15	may	may	MD
A52264	1054	16	be	be	VB
A52264	1054	17	demanded	demand	VBN
A52264	1054	18	;	;	:
A52264	1054	19	for	for	IN
A52264	1054	20	the	the	DT
A52264	1054	21	solution	solution	NN
A52264	1054	22	whereof	whereof	NN
A52264	1054	23	we	-PRON-	PRP
A52264	1054	24	will	will	MD
A52264	1054	25	lay	lay	VB
A52264	1054	26	down	down	RP
A52264	1054	27	this	this	DT
A52264	1054	28	Axiome	Axiome	NNP
A52264	1054	29	.	.	.
A52264	1055	1	The	the	DT
A52264	1055	2	fourth	fourth	JJ
A52264	1055	3	AXIOME	axiome	NN
A52264	1055	4	.	.	.
A52264	1056	1	As	as	IN
A52264	1056	2	the	the	DT
A52264	1056	3	base	base	NN
A52264	1056	4	,	,	,
A52264	1056	5	is	be	VBZ
A52264	1056	6	to	to	IN
A52264	1056	7	the	the	DT
A52264	1056	8	summe	summe	NN
A52264	1056	9	of	of	IN
A52264	1056	10	the	the	DT
A52264	1056	11	sides	side	NNS
A52264	1056	12	:	:	:
A52264	1056	13	So	so	RB
A52264	1056	14	is	be	VBZ
A52264	1056	15	the	the	DT
A52264	1056	16	difference	difference	NN
A52264	1056	17	of	of	IN
A52264	1056	18	the	the	DT
A52264	1056	19	sides	side	NNS
A52264	1056	20	,	,	,
A52264	1056	21	to	to	IN
A52264	1056	22	the	the	DT
A52264	1056	23	difference	difference	NN
A52264	1056	24	of	of	IN
A52264	1056	25	the	the	DT
A52264	1056	26	segments	segment	NNS
A52264	1056	27	of	of	IN
A52264	1056	28	the	the	DT
A52264	1056	29	base	base	NN
A52264	1056	30	.	.	.
A52264	1057	1	Let	let	VB
A52264	1057	2	BCD	BCD	NNP
A52264	1057	3	be	be	VB
A52264	1057	4	the	the	DT
A52264	1057	5	triangle	triangle	NN
A52264	1057	6	,	,	,
A52264	1057	7	CD	cd	VB
A52264	1057	8	the	the	DT
A52264	1057	9	base	base	NN
A52264	1057	10	,	,	,
A52264	1057	11	BD	BD	NNP
A52264	1057	12	the	the	DT
A52264	1057	13	shortest	short	JJS
A52264	1057	14	side	side	NN
A52264	1057	15	;	;	:
A52264	1057	16	upon	upon	IN
A52264	1057	17	the	the	DT
A52264	1057	18	point	point	NN
A52264	1057	19	B	b	NN
A52264	1057	20	describe	describe	VBP
A52264	1057	21	the	the	DT
A52264	1057	22	circle	circle	NN
A52264	1057	23	ADFH	ADFH	NNP
A52264	1057	24	,	,	,
A52264	1057	25	making	make	VBG
A52264	1057	26	BD	BD	NNP
A52264	1057	27	the	the	DT
A52264	1057	28	Radius	Radius	NNP
A52264	1057	29	thereof	thereof	RB
A52264	1057	30	,	,	,
A52264	1057	31	let	let	VB
A52264	1057	32	the	the	DT
A52264	1057	33	side	side	NN
A52264	1057	34	BC	BC	NNP
A52264	1057	35	be	be	VB
A52264	1057	36	produced	produce	VBN
A52264	1057	37	to	to	IN
A52264	1057	38	A	a	DT
A52264	1057	39	,	,	,
A52264	1057	40	then	then	RB
A52264	1057	41	is	be	VBZ
A52264	1057	42	CA	CA	NNP
A52264	1057	43	the	the	DT
A52264	1057	44	summe	summe	NN
A52264	1057	45	of	of	IN
A52264	1057	46	the	the	DT
A52264	1057	47	sides	side	NNS
A52264	1057	48	,	,	,
A52264	1057	49	because	because	IN
A52264	1057	50	BA	BA	NNP
A52264	1057	51	and	and	CC
A52264	1057	52	BD	BD	NNP
A52264	1057	53	are	be	VBP
A52264	1057	54	equal	equal	JJ
A52264	1057	55	,	,	,
A52264	1057	56	by	by	IN
A52264	1057	57	the	the	DT
A52264	1057	58	work	work	NN
A52264	1057	59	,	,	,
A52264	1057	60	CH	CH	NNP
A52264	1057	61	is	be	VBZ
A52264	1057	62	the	the	DT
A52264	1057	63	difference	difference	NN
A52264	1057	64	of	of	IN
A52264	1057	65	the	the	DT
A52264	1057	66	sides	side	NNS
A52264	1057	67	,	,	,
A52264	1057	68	CF	cf	NN
A52264	1057	69	the	the	DT
A52264	1057	70	difference	difference	NN
A52264	1057	71	of	of	IN
A52264	1057	72	the	the	DT
A52264	1057	73	segments	segment	NNS
A52264	1057	74	of	of	IN
A52264	1057	75	the	the	DT
A52264	1057	76	base	base	NN
A52264	1057	77	.	.	.
A52264	1058	1	Now	now	RB
A52264	1058	2	if	if	IN
A52264	1058	3	you	-PRON-	PRP
A52264	1058	4	draw	draw	VBP
A52264	1058	5	the	the	DT
A52264	1058	6	right	right	JJ
A52264	1058	7	lines	line	NNS
A52264	1058	8	AF	AF	NNP
A52264	1058	9	and	and	CC
A52264	1058	10	HD	HD	NNP
A52264	1058	11	,	,	,
A52264	1058	12	the	the	DT
A52264	1058	13	triangles	triangle	NNS
A52264	1058	14	CHD	CHD	NNP
A52264	1058	15	and	and	CC
A52264	1058	16	CAF	CAF	NNP
A52264	1058	17	shall	shall	MD
A52264	1058	18	be	be	VB
A52264	1058	19	equiangled	equiangle	VBN
A52264	1058	20	,	,	,
A52264	1058	21	because	because	IN
A52264	1058	22	of	of	IN
A52264	1058	23	their	-PRON-	PRP$
A52264	1058	24	common	common	JJ
A52264	1058	25	angle	angle	NN
A52264	1058	26	ACF	ACF	NNP
A52264	1058	27	or	or	CC
A52264	1058	28	HCD	HCD	NNP
A52264	1058	29	,	,	,
A52264	1058	30	and	and	CC
A52264	1058	31	their	-PRON-	PRP$
A52264	1058	32	equal	equal	JJ
A52264	1058	33	angles	angle	NNS
A52264	1058	34	CAF	CAF	NNP
A52264	1058	35	and	and	CC
A52264	1058	36	HDC	HDC	NNP
A52264	1058	37	,	,	,
A52264	1058	38	which	which	WDT
A52264	1058	39	are	be	VBP
A52264	1058	40	equall	equall	JJ
A52264	1058	41	,	,	,
A52264	1058	42	because	because	IN
A52264	1058	43	the	the	DT
A52264	1058	44	arch	arch	JJ
A52264	1058	45	HF	HF	NNP
A52264	1058	46	is	be	VBZ
A52264	1058	47	the	the	DT
A52264	1058	48	double	double	JJ
A52264	1058	49	measure	measure	NN
A52264	1058	50	to	to	IN
A52264	1058	51	them	-PRON-	PRP
A52264	1058	52	both	both	DT
A52264	1058	53	;	;	:
A52264	1058	54	and	and	CC
A52264	1058	55	therefore	therefore	RB
A52264	1058	56	,	,	,
A52264	1058	57	as	as	IN
A52264	1058	58	CD	CD	NNP
A52264	1058	59	,	,	,
A52264	1058	60	to	to	IN
A52264	1058	61	CA	CA	NNP
A52264	1058	62	;	;	:
A52264	1058	63	so	so	RB
A52264	1058	64	is	be	VBZ
A52264	1058	65	CH	CH	NNP
A52264	1058	66	,	,	,
A52264	1058	67	to	to	IN
A52264	1058	68	CF	CF	NNP
A52264	1058	69	,	,	,
A52264	1058	70	which	which	WDT
A52264	1058	71	was	be	VBD
A52264	1058	72	to	to	TO
A52264	1058	73	be	be	VB
A52264	1058	74	proved	prove	VBN
A52264	1058	75	.	.	.
A52264	1059	1	Consectary	Consectary	NNP
A52264	1059	2	.	.	.
A52264	1060	1	Therefore	therefore	RB
A52264	1060	2	the	the	DT
A52264	1060	3	three	three	CD
A52264	1060	4	sides	side	NNS
A52264	1060	5	of	of	IN
A52264	1060	6	a	a	DT
A52264	1060	7	plain	plain	JJ
A52264	1060	8	oblique	oblique	NN
A52264	1060	9	angled	angled	JJ
A52264	1060	10	triangle	triangle	NN
A52264	1060	11	being	be	VBG
A52264	1060	12	given	give	VBN
A52264	1060	13	,	,	,
A52264	1060	14	the	the	DT
A52264	1060	15	reason	reason	NN
A52264	1060	16	of	of	IN
A52264	1060	17	the	the	DT
A52264	1060	18	angles	angle	NNS
A52264	1060	19	is	be	VBZ
A52264	1060	20	also	also	RB
A52264	1060	21	given	give	VBN
A52264	1060	22	.	.	.
A52264	1061	1	For	for	IN
A52264	1061	2	first	first	RB
A52264	1061	3	,	,	,
A52264	1061	4	the	the	DT
A52264	1061	5	obliquangled	obliquangled	JJ
A52264	1061	6	triangle	triangle	NN
A52264	1061	7	may	may	MD
A52264	1061	8	be	be	VB
A52264	1061	9	resolved	resolve	VBN
A52264	1061	10	into	into	IN
A52264	1061	11	two	two	CD
A52264	1061	12	right	right	JJ
A52264	1061	13	angled	angle	VBN
A52264	1061	14	triangles	triangle	NNS
A52264	1061	15	,	,	,
A52264	1061	16	by	by	IN
A52264	1061	17	this	this	DT
A52264	1061	18	Axiome	Axiome	NNP
A52264	1061	19	,	,	,
A52264	1061	20	and	and	CC
A52264	1061	21	then	then	RB
A52264	1061	22	the	the	DT
A52264	1061	23	right	right	NN
A52264	1061	24	angled	angle	VBN
A52264	1061	25	triangles	triangle	NNS
A52264	1061	26	may	may	MD
A52264	1061	27	be	be	VB
A52264	1061	28	resolved	resolve	VBN
A52264	1061	29	by	by	IN
A52264	1061	30	the	the	DT
A52264	1061	31	first	first	JJ
A52264	1061	32	Axiome	Axiome	NNP
A52264	1061	33	.	.	.
A52264	1062	1	As	as	IN
A52264	1062	2	in	in	IN
A52264	1062	3	the	the	DT
A52264	1062	4	plain	plain	JJ
A52264	1062	5	oblique	oblique	NN
A52264	1062	6	angled	angle	VBN
A52264	1062	7	triangle	triangle	NNP
A52264	1062	8	,	,	,
A52264	1062	9	BCD	BCD	NNP
A52264	1062	10	,	,	,
A52264	1062	11	let	let	VB
A52264	1062	12	the	the	DT
A52264	1062	13	three	three	CD
A52264	1062	14	sides	side	NNS
A52264	1062	15	be	be	VB
A52264	1062	16	given	give	VBN
A52264	1062	17	,	,	,
A52264	1062	18	BD	BD	NNP
A52264	1062	19	189	189	CD
A52264	1062	20	paces	pace	NNS
A52264	1062	21	,	,	,
A52264	1062	22	BC	BC	NNP
A52264	1062	23	156	156	CD
A52264	1062	24	paces	pace	NNS
A52264	1062	25	,	,	,
A52264	1062	26	and	and	CC
A52264	1062	27	DC	DC	NNP
A52264	1062	28	75	75	CD
A52264	1062	29	paces	pace	NNS
A52264	1062	30	,	,	,
A52264	1062	31	and	and	CC
A52264	1062	32	let	let	VB
A52264	1062	33	the	the	DT
A52264	1062	34	angle	angle	NN
A52264	1062	35	CBA	CBA	NNP
A52264	1062	36	be	be	VB
A52264	1062	37	required	require	VBN
A52264	1062	38	.	.	.
A52264	1063	1	First	first	RB
A52264	1063	2	,	,	,
A52264	1063	3	by	by	IN
A52264	1063	4	this	this	DT
A52264	1063	5	Axiome	Axiome	NNP
A52264	1063	6	,	,	,
A52264	1063	7	I	-PRON-	PRP
A52264	1063	8	resolve	resolve	VBP
A52264	1063	9	it	-PRON-	PRP
A52264	1063	10	into	into	IN
A52264	1063	11	two	two	CD
A52264	1063	12	right	right	JJ
A52264	1063	13	angled	angle	VBN
A52264	1063	14	triangles	triangle	NNS
A52264	1063	15	;	;	:
A52264	1063	16	thus	thus	RB
A52264	1063	17	:	:	:
A52264	1063	18	As	as	IN
A52264	1063	19	the	the	DT
A52264	1063	20	true	true	JJ
A52264	1063	21	base	base	NN
A52264	1063	22	BD	BD	NNP
A52264	1063	23	189	189	CD
A52264	1063	24	co	co	NN
A52264	1063	25	.	.	.
A52264	1064	1	ar	ar	NNP
A52264	1064	2	.	.	.
A52264	1065	1	7.7235382	7.7235382	CD
A52264	1065	2	Is	be	VBZ
A52264	1065	3	to	to	IN
A52264	1065	4	the	the	DT
A52264	1065	5	sum	sum	NN
A52264	1065	6	of	of	IN
A52264	1065	7	BC	BC	NNP
A52264	1065	8	&	&	CC
A52264	1065	9	DC	DC	NNP
A52264	1065	10	231	231	CD
A52264	1065	11	2.3636120	2.3636120	CD
A52264	1065	12	So	so	RB
A52264	1065	13	the	the	DT
A52264	1065	14	difference	difference	NN
A52264	1065	15	of	of	IN
A52264	1065	16	BC	BC	NNP
A52264	1065	17	&	&	CC
A52264	1065	18	DC	DC	NNP
A52264	1065	19	81	81	CD
A52264	1065	20	1.9084850	1.9084850	CD
A52264	1065	21	To	to	IN
A52264	1065	22	the	the	DT
A52264	1065	23	alternate	alternate	JJ
A52264	1065	24	base	base	NN
A52264	1065	25	BG	BG	NNP
A52264	1065	26	99	99	CD
A52264	1065	27	1.9956352	1.9956352	CD
A52264	1065	28	As	as	IN
A52264	1065	29	the	the	DT
A52264	1065	30	the	the	DT
A52264	1065	31	hypothenusal	hypothenusal	NN
A52264	1065	32	BC	BC	NNP
A52264	1065	33	,	,	,
A52264	1065	34	is	be	VBZ
A52264	1065	35	to	to	IN
A52264	1065	36	Radius	Radius	NNP
A52264	1065	37	:	:	:
A52264	1065	38	So	so	RB
A52264	1065	39	is	be	VBZ
A52264	1065	40	the	the	DT
A52264	1065	41	base	base	NN
A52264	1065	42	AB	AB	NNP
A52264	1065	43	144	144	CD
A52264	1065	44	,	,	,
A52264	1065	45	to	to	IN
A52264	1065	46	the	the	DT
A52264	1065	47	sine	sine	NN
A52264	1065	48	of	of	IN
A52264	1065	49	the	the	DT
A52264	1065	50	angle	angle	NN
A52264	1065	51	at	at	IN
A52264	1065	52	the	the	DT
A52264	1065	53	perpendicular	perpendicular	NN
A52264	1065	54	,	,	,
A52264	1065	55	whose	whose	WP$
A52264	1065	56	complement	complement	NN
A52264	1065	57	is	be	VBZ
A52264	1065	58	the	the	DT
A52264	1065	59	angle	angle	NN
A52264	1065	60	at	at	IN
A52264	1065	61	the	the	DT
A52264	1065	62	base	base	NN
A52264	1065	63	inquired	inquire	VBD
A52264	1065	64	.	.	.
A52264	1066	1	In	in	IN
A52264	1066	2	like	like	JJ
A52264	1066	3	manner	manner	NN
A52264	1066	4	may	may	MD
A52264	1066	5	be	be	VB
A52264	1066	6	found	find	VBN
A52264	1066	7	the	the	DT
A52264	1066	8	angle	angle	NN
A52264	1066	9	at	at	IN
A52264	1066	10	D	d	NN
A52264	1066	11	,	,	,
A52264	1066	12	and	and	CC
A52264	1066	13	then	then	RB
A52264	1066	14	the	the	DT
A52264	1066	15	angle	angle	NN
A52264	1066	16	BCD	BCD	NNP
A52264	1066	17	is	be	VBZ
A52264	1066	18	found	find	VBN
A52264	1066	19	by	by	IN
A52264	1066	20	consequence	consequence	NN
A52264	1066	21	,	,	,
A52264	1066	22	being	be	VBG
A52264	1066	23	the	the	DT
A52264	1066	24	complement	complement	NN
A52264	1066	25	of	of	IN
A52264	1066	26	the	the	DT
A52264	1066	27	other	other	JJ
A52264	1066	28	two	two	CD
A52264	1066	29	to	to	TO
A52264	1066	30	two	two	CD
A52264	1066	31	right	right	JJ
A52264	1066	32	angles	angle	NNS
A52264	1066	33	or	or	CC
A52264	1066	34	180	180	CD
A52264	1066	35	degrees	degree	NNS
A52264	1066	36	.	.	.
A52264	1067	1	CHAP	CHAP	NNP
A52264	1067	2	.	.	.
A52264	1068	1	VII	VII	NNP
A52264	1068	2	.	.	.
A52264	1069	1	Of	of	IN
A52264	1069	2	Sphericall	Sphericall	NNP
A52264	1069	3	Triangles	Triangles	NNPS
A52264	1069	4	.	.	.
A52264	1070	1	A	a	DT
A52264	1070	2	Sphericall	Sphericall	NNP
A52264	1070	3	Triangle	Triangle	NNP
A52264	1070	4	is	be	VBZ
A52264	1070	5	a	a	DT
A52264	1070	6	figure	figure	NN
A52264	1070	7	described	describe	VBN
A52264	1070	8	upon	upon	IN
A52264	1070	9	a	a	DT
A52264	1070	10	Sphericall	Sphericall	NNP
A52264	1070	11	or	or	CC
A52264	1070	12	round	round	JJ
A52264	1070	13	superficies	superficie	NNS
A52264	1070	14	,	,	,
A52264	1070	15	consisting	consist	VBG
A52264	1070	16	of	of	IN
A52264	1070	17	three	three	CD
A52264	1070	18	arches	arch	NNS
A52264	1070	19	of	of	IN
A52264	1070	20	the	the	DT
A52264	1070	21	greatest	great	JJS
A52264	1070	22	circles	circle	NNS
A52264	1070	23	that	that	WDT
A52264	1070	24	can	can	MD
A52264	1070	25	be	be	VB
A52264	1070	26	described	describe	VBN
A52264	1070	27	upon	upon	IN
A52264	1070	28	it	-PRON-	PRP
A52264	1070	29	,	,	,
A52264	1070	30	every	every	DT
A52264	1070	31	one	one	NN
A52264	1070	32	being	be	VBG
A52264	1070	33	lesse	lesse	NN
A52264	1070	34	then	then	RB
A52264	1070	35	a	a	DT
A52264	1070	36	Semicircle	Semicircle	NNP
A52264	1070	37	.	.	.
A52264	1071	1	2	2	LS
A52264	1071	2	.	.	.
A52264	1072	1	The	the	DT
A52264	1072	2	greatest	great	JJS
A52264	1072	3	circles	circle	NNS
A52264	1072	4	of	of	IN
A52264	1072	5	a	a	DT
A52264	1072	6	round	round	JJ
A52264	1072	7	or	or	CC
A52264	1072	8	Spherical	spherical	JJ
A52264	1072	9	superficies	superficie	NNS
A52264	1072	10	are	be	VBP
A52264	1072	11	those	those	DT
A52264	1072	12	which	which	WDT
A52264	1072	13	divide	divide	VBP
A52264	1072	14	the	the	DT
A52264	1072	15	whole	whole	JJ
A52264	1072	16	Sphere	Sphere	NNP
A52264	1072	17	equally	equally	RB
A52264	1072	18	into	into	IN
A52264	1072	19	two	two	CD
A52264	1072	20	Hemispheres	hemisphere	NNS
A52264	1072	21	,	,	,
A52264	1072	22	and	and	CC
A52264	1072	23	are	be	VBP
A52264	1072	24	every	every	DT
A52264	1072	25	where	where	WRB
A52264	1072	26	distant	distant	JJ
A52264	1072	27	from	from	IN
A52264	1072	28	their	-PRON-	PRP$
A52264	1072	29	own	own	JJ
A52264	1072	30	centers	center	NNS
A52264	1072	31	by	by	IN
A52264	1072	32	a	a	DT
A52264	1072	33	Quadrant	Quadrant	NNP
A52264	1072	34	,	,	,
A52264	1072	35	or	or	CC
A52264	1072	36	fourth	fourth	JJ
A52264	1072	37	part	part	NN
A52264	1072	38	of	of	IN
A52264	1072	39	a	a	DT
A52264	1072	40	great	great	JJ
A52264	1072	41	circle	circle	NN
A52264	1072	42	.	.	.
A52264	1073	1	3	3	LS
A52264	1073	2	.	.	.
A52264	1074	1	A	a	DT
A52264	1074	2	great	great	JJ
A52264	1074	3	circle	circle	NN
A52264	1074	4	of	of	IN
A52264	1074	5	the	the	DT
A52264	1074	6	Sphere	Sphere	NNP
A52264	1074	7	passing	pass	VBG
A52264	1074	8	through	through	IN
A52264	1074	9	the	the	DT
A52264	1074	10	poles	pole	NNS
A52264	1074	11	or	or	CC
A52264	1074	12	centers	center	NNS
A52264	1074	13	of	of	IN
A52264	1074	14	another	another	DT
A52264	1074	15	great	great	JJ
A52264	1074	16	circle	circle	NN
A52264	1074	17	,	,	,
A52264	1074	18	cut	cut	VBD
A52264	1074	19	one	one	CD
A52264	1074	20	another	another	DT
A52264	1074	21	at	at	IN
A52264	1074	22	right	right	JJ
A52264	1074	23	angles	angle	NNS
A52264	1074	24	.	.	.
A52264	1075	1	4	4	LS
A52264	1075	2	.	.	.
A52264	1076	1	A	a	DT
A52264	1076	2	spherical	spherical	JJ
A52264	1076	3	angle	angle	NN
A52264	1076	4	is	be	VBZ
A52264	1076	5	measured	measure	VBN
A52264	1076	6	by	by	IN
A52264	1076	7	the	the	DT
A52264	1076	8	arch	arch	NN
A52264	1076	9	of	of	IN
A52264	1076	10	a	a	DT
A52264	1076	11	great	great	JJ
A52264	1076	12	circle	circle	NN
A52264	1076	13	described	describe	VBN
A52264	1076	14	from	from	IN
A52264	1076	15	the	the	DT
A52264	1076	16	angular	angular	JJ
A52264	1076	17	point	point	NN
A52264	1076	18	betwixt	betwixt	VBP
A52264	1076	19	the	the	DT
A52264	1076	20	sides	side	NNS
A52264	1076	21	of	of	IN
A52264	1076	22	the	the	DT
A52264	1076	23	triangle	triangle	NN
A52264	1076	24	,	,	,
A52264	1076	25	those	those	DT
A52264	1076	26	sides	side	NNS
A52264	1076	27	being	be	VBG
A52264	1076	28	continued	continue	VBN
A52264	1076	29	to	to	IN
A52264	1076	30	quadrants	quadrant	NNS
A52264	1076	31	.	.	.
A52264	1077	1	5	5	CD
A52264	1077	2	.	.	.
A52264	1078	1	The	the	DT
A52264	1078	2	sides	side	NNS
A52264	1078	3	of	of	IN
A52264	1078	4	a	a	DT
A52264	1078	5	Spherical	spherical	JJ
A52264	1078	6	triangle	triangle	NN
A52264	1078	7	may	may	MD
A52264	1078	8	be	be	VB
A52264	1078	9	turned	turn	VBN
A52264	1078	10	into	into	IN
A52264	1078	11	angles	angle	NNS
A52264	1078	12	,	,	,
A52264	1078	13	and	and	CC
A52264	1078	14	the	the	DT
A52264	1078	15	angles	angle	NNS
A52264	1078	16	into	into	IN
A52264	1078	17	sides	side	NNS
A52264	1078	18	,	,	,
A52264	1078	19	the	the	DT
A52264	1078	20	complements	complement	NNS
A52264	1078	21	of	of	IN
A52264	1078	22	the	the	DT
A52264	1078	23	greatest	great	JJS
A52264	1078	24	side	side	NN
A52264	1078	25	or	or	CC
A52264	1078	26	greatest	great	JJS
A52264	1078	27	angle	angle	NN
A52264	1078	28	to	to	IN
A52264	1078	29	a	a	DT
A52264	1078	30	Semicircle	Semicircle	NNP
A52264	1078	31	,	,	,
A52264	1078	32	being	be	VBG
A52264	1078	33	taken	take	VBN
A52264	1078	34	in	in	IN
A52264	1078	35	each	each	DT
A52264	1078	36	conversion	conversion	NN
A52264	1078	37	.	.	.
A52264	1079	1	It	-PRON-	PRP
A52264	1079	2	will	will	MD
A52264	1079	3	be	be	VB
A52264	1079	4	necessary	necessary	JJ
A52264	1079	5	to	to	TO
A52264	1079	6	demonstrate	demonstrate	VB
A52264	1079	7	this	this	DT
A52264	1079	8	,	,	,
A52264	1079	9	which	which	WDT
A52264	1079	10	is	be	VBZ
A52264	1079	11	of	of	IN
A52264	1079	12	so	so	RB
A52264	1079	13	frequent	frequent	JJ
A52264	1079	14	use	use	NN
A52264	1079	15	in	in	IN
A52264	1079	16	Trigonometry	Trigonometry	NNP
A52264	1079	17	.	.	.
A52264	1080	1	In	in	IN
A52264	1080	2	the	the	DT
A52264	1080	3	annexed	annex	VBN
A52264	1080	4	Diagram	Diagram	NNP
A52264	1080	5	let	let	VBD
A52264	1080	6	ABC	ABC	NNP
A52264	1080	7	be	be	VB
A52264	1080	8	a	a	DT
A52264	1080	9	sphericall	sphericall	NN
A52264	1080	10	triangle	triangle	NN
A52264	1080	11	,	,	,
A52264	1080	12	obtuse	obtuse	NNP
A52264	1080	13	angled	angle	VBN
A52264	1080	14	at	at	IN
A52264	1080	15	B	b	NN
A52264	1080	16	,	,	,
A52264	1080	17	let	let	VB
A52264	1080	18	DE	DE	NNP
A52264	1080	19	be	be	VB
A52264	1080	20	the	the	DT
A52264	1080	21	measure	measure	NN
A52264	1080	22	of	of	IN
A52264	1080	23	the	the	DT
A52264	1080	24	angle	angle	NN
A52264	1080	25	at	at	IN
A52264	1080	26	A.	a.	NN
A52264	1081	1	Let	let	VB
A52264	1081	2	FG	FG	NNP
A52264	1081	3	be	be	VB
A52264	1081	4	the	the	DT
A52264	1081	5	measure	measure	NN
A52264	1081	6	of	of	IN
A52264	1081	7	the	the	DT
A52264	1081	8	acute	acute	JJ
A52264	1081	9	angle	angle	NN
A52264	1081	10	at	at	IN
A52264	1081	11	B	b	NN
A52264	1081	12	,	,	,
A52264	1081	13	(	(	-LRB-
A52264	1081	14	which	which	WDT
A52264	1081	15	is	be	VBZ
A52264	1081	16	the	the	DT
A52264	1081	17	complement	complement	NN
A52264	1081	18	of	of	IN
A52264	1081	19	the	the	DT
A52264	1081	20	obtuse	obtuse	JJ
A52264	1081	21	angle	angle	NN
A52264	1081	22	B	B	NNP
A52264	1081	23	,	,	,
A52264	1081	24	being	be	VBG
A52264	1081	25	the	the	DT
A52264	1081	26	greatest	great	JJS
A52264	1081	27	angle	angle	NN
A52264	1081	28	in	in	IN
A52264	1081	29	the	the	DT
A52264	1081	30	given	give	VBN
A52264	1081	31	triangle	triangle	NN
A52264	1081	32	)	)	-RRB-
A52264	1081	33	and	and	CC
A52264	1081	34	let	let	VB
A52264	1081	35	HI	HI	NNP
A52264	1081	36	be	be	VB
A52264	1081	37	the	the	DT
A52264	1081	38	measure	measure	NN
A52264	1081	39	of	of	IN
A52264	1081	40	the	the	DT
A52264	1081	41	angle	angle	NN
A52264	1081	42	at	at	IN
A52264	1081	43	C	C	NNP
A52264	1081	44	,	,	,
A52264	1081	45	KL	KL	NNP
A52264	1081	46	is	be	VBZ
A52264	1081	47	equal	equal	JJ
A52264	1081	48	to	to	IN
A52264	1081	49	the	the	DT
A52264	1081	50	arch	arch	JJ
A52264	1081	51	DE	de	NN
A52264	1081	52	,	,	,
A52264	1081	53	because	because	IN
A52264	1081	54	KD	KD	NNP
A52264	1081	55	and	and	CC
A52264	1081	56	LE	LE	NNP
A52264	1081	57	are	be	VBP
A52264	1081	58	Quadrants	Quadrants	NNP
A52264	1081	59	,	,	,
A52264	1081	60	and	and	CC
A52264	1081	61	their	-PRON-	PRP$
A52264	1081	62	common	common	JJ
A52264	1081	63	complement	complement	NN
A52264	1081	64	is	be	VBZ
A52264	1081	65	LD	LD	NNP
A52264	1081	66	.	.	.
A52264	1082	1	LM	LM	NNP
A52264	1082	2	is	be	VBZ
A52264	1082	3	equall	equall	JJ
A52264	1082	4	to	to	IN
A52264	1082	5	the	the	DT
A52264	1082	6	arch	arch	JJ
A52264	1082	7	FG	FG	NNP
A52264	1082	8	,	,	,
A52264	1082	9	because	because	IN
A52264	1082	10	LG	LG	NNP
A52264	1082	11	and	and	CC
A52264	1082	12	FM	FM	NNP
A52264	1082	13	are	be	VBP
A52264	1082	14	Quadrants	Quadrants	NNP
A52264	1082	15	,	,	,
A52264	1082	16	and	and	CC
A52264	1082	17	their	-PRON-	PRP$
A52264	1082	18	common	common	JJ
A52264	1082	19	complement	complement	NN
A52264	1082	20	is	be	VBZ
A52264	1082	21	LF	LF	NNP
A52264	1082	22	.	.	.
A52264	1083	1	KM	KM	NNP
A52264	1083	2	is	be	VBZ
A52264	1083	3	equal	equal	JJ
A52264	1083	4	to	to	IN
A52264	1083	5	the	the	DT
A52264	1083	6	arch	arch	JJ
A52264	1083	7	HI	hi	NN
A52264	1083	8	,	,	,
A52264	1083	9	because	because	IN
A52264	1083	10	KI	KI	NNP
A52264	1083	11	and	and	CC
A52264	1083	12	MH	MH	NNP
A52264	1083	13	are	be	VBP
A52264	1083	14	Quadrants	Quadrants	NNP
A52264	1083	15	,	,	,
A52264	1083	16	and	and	CC
A52264	1083	17	their	-PRON-	PRP$
A52264	1083	18	common	common	JJ
A52264	1083	19	complement	complement	NN
A52264	1083	20	is	be	VBZ
A52264	1083	21	KH	KH	NNP
A52264	1083	22	.	.	.
A52264	1084	1	Therefore	therefore	RB
A52264	1084	2	the	the	DT
A52264	1084	3	sides	side	NNS
A52264	1084	4	of	of	IN
A52264	1084	5	the	the	DT
A52264	1084	6	triangle	triangle	NN
A52264	1084	7	KLM	KLM	NNP
A52264	1084	8	are	be	VBP
A52264	1084	9	equal	equal	JJ
A52264	1084	10	to	to	IN
A52264	1084	11	the	the	DT
A52264	1084	12	angles	angle	NNS
A52264	1084	13	of	of	IN
A52264	1084	14	the	the	DT
A52264	1084	15	triangle	triangle	NN
A52264	1084	16	ABC	ABC	NNP
A52264	1084	17	,	,	,
A52264	1084	18	taking	take	VBG
A52264	1084	19	for	for	IN
A52264	1084	20	the	the	DT
A52264	1084	21	greatest	great	JJS
A52264	1084	22	angle	angle	NN
A52264	1084	23	ABC	ABC	NNP
A52264	1084	24	,	,	,
A52264	1084	25	the	the	DT
A52264	1084	26	complement	complement	NN
A52264	1084	27	thereof	thereof	VBD
A52264	1084	28	FBG	fbg	NN
A52264	1084	29	.	.	.
A52264	1085	1	And	and	CC
A52264	1085	2	by	by	IN
A52264	1085	3	the	the	DT
A52264	1085	4	like	like	JJ
A52264	1085	5	reason	reason	NN
A52264	1085	6	it	-PRON-	PRP
A52264	1085	7	may	may	MD
A52264	1085	8	be	be	VB
A52264	1085	9	demonstrated	demonstrate	VBN
A52264	1085	10	,	,	,
A52264	1085	11	that	that	IN
A52264	1085	12	the	the	DT
A52264	1085	13	sides	side	NNS
A52264	1085	14	of	of	IN
A52264	1085	15	the	the	DT
A52264	1085	16	triangle	triangle	NN
A52264	1085	17	ABC	ABC	NNP
A52264	1085	18	are	be	VBP
A52264	1085	19	equal	equal	JJ
A52264	1085	20	to	to	IN
A52264	1085	21	the	the	DT
A52264	1085	22	angles	angle	NNS
A52264	1085	23	of	of	IN
A52264	1085	24	the	the	DT
A52264	1085	25	triangle	triangle	NN
A52264	1085	26	KLM	KLM	NNP
A52264	1085	27	.	.	.
A52264	1086	1	For	for	IN
A52264	1086	2	the	the	DT
A52264	1086	3	side	side	NN
A52264	1086	4	AC	AC	NNP
A52264	1086	5	is	be	VBZ
A52264	1086	6	equall	equall	JJ
A52264	1086	7	to	to	IN
A52264	1086	8	the	the	DT
A52264	1086	9	arch	arch	JJ
A52264	1086	10	DI	DI	NNP
A52264	1086	11	,	,	,
A52264	1086	12	being	be	VBG
A52264	1086	13	the	the	DT
A52264	1086	14	measure	measure	NN
A52264	1086	15	of	of	IN
A52264	1086	16	the	the	DT
A52264	1086	17	angle	angle	NN
A52264	1086	18	DKI	DKI	NNP
A52264	1086	19	,	,	,
A52264	1086	20	which	which	WDT
A52264	1086	21	is	be	VBZ
A52264	1086	22	the	the	DT
A52264	1086	23	complement	complement	NN
A52264	1086	24	of	of	IN
A52264	1086	25	the	the	DT
A52264	1086	26	obtuse	obtuse	JJ
A52264	1086	27	angle	angle	NN
A52264	1086	28	MKL	MKL	NNP
A52264	1086	29	.	.	.
A52264	1087	1	The	the	DT
A52264	1087	2	side	side	NN
A52264	1087	3	AB	AB	NNP
A52264	1087	4	is	be	VBZ
A52264	1087	5	equall	equall	JJ
A52264	1087	6	to	to	IN
A52264	1087	7	the	the	DT
A52264	1087	8	arch	arch	JJ
A52264	1087	9	OP	op	NN
A52264	1087	10	,	,	,
A52264	1087	11	being	be	VBG
A52264	1087	12	the	the	DT
A52264	1087	13	measure	measure	NN
A52264	1087	14	of	of	IN
A52264	1087	15	the	the	DT
A52264	1087	16	angle	angle	NN
A52264	1087	17	MLK	MLK	NNP
A52264	1087	18	.	.	.
A52264	1088	1	And	and	CC
A52264	1088	2	lastly	lastly	RB
A52264	1088	3	,	,	,
A52264	1088	4	the	the	DT
A52264	1088	5	side	side	NN
A52264	1088	6	BC	BC	NNP
A52264	1088	7	is	be	VBZ
A52264	1088	8	equal	equal	JJ
A52264	1088	9	to	to	IN
A52264	1088	10	the	the	DT
A52264	1088	11	arch	arch	JJ
A52264	1088	12	FH	FH	NNP
A52264	1088	13	,	,	,
A52264	1088	14	being	be	VBG
A52264	1088	15	the	the	DT
A52264	1088	16	measure	measure	NN
A52264	1088	17	of	of	IN
A52264	1088	18	the	the	DT
A52264	1088	19	angle	angle	NN
A52264	1088	20	LMK	LMK	NNP
A52264	1088	21	,	,	,
A52264	1088	22	for	for	IN
A52264	1088	23	AD	ad	NN
A52264	1088	24	and	and	CC
A52264	1088	25	CI	CI	NNP
A52264	1088	26	are	be	VBP
A52264	1088	27	Quadrants	Quadrants	NNP
A52264	1088	28	:	:	:
A52264	1088	29	so	so	CC
A52264	1088	30	are	be	VBP
A52264	1088	31	AP	AP	NNP
A52264	1088	32	and	and	CC
A52264	1088	33	OB	OB	NNP
A52264	1088	34	,	,	,
A52264	1088	35	BF	BF	NNP
A52264	1088	36	and	and	CC
A52264	1088	37	CH	CH	NNP
A52264	1088	38	.	.	.
A52264	1089	1	And	and	CC
A52264	1089	2	CD	CD	NNP
A52264	1089	3	,	,	,
A52264	1089	4	AO	AO	NNP
A52264	1089	5	,	,	,
A52264	1089	6	and	and	CC
A52264	1089	7	CF	CF	NNP
A52264	1089	8	are	be	VBP
A52264	1089	9	the	the	DT
A52264	1089	10	common	common	JJ
A52264	1089	11	complements	complement	NNS
A52264	1089	12	of	of	IN
A52264	1089	13	two	two	CD
A52264	1089	14	of	of	IN
A52264	1089	15	those	those	DT
A52264	1089	16	arches	arch	NNS
A52264	1089	17	.	.	.
A52264	1090	1	Therefore	therefore	RB
A52264	1090	2	the	the	DT
A52264	1090	3	sides	side	NNS
A52264	1090	4	of	of	IN
A52264	1090	5	a	a	DT
A52264	1090	6	spherical	spherical	JJ
A52264	1090	7	triangle	triangle	NN
A52264	1090	8	may	may	MD
A52264	1090	9	be	be	VB
A52264	1090	10	changed	change	VBN
A52264	1090	11	into	into	IN
A52264	1090	12	angles	angle	NNS
A52264	1090	13	,	,	,
A52264	1090	14	and	and	CC
A52264	1090	15	the	the	DT
A52264	1090	16	angles	angle	NNS
A52264	1090	17	into	into	IN
A52264	1090	18	sides	side	NNS
A52264	1090	19	,	,	,
A52264	1090	20	which	which	WDT
A52264	1090	21	was	be	VBD
A52264	1090	22	to	to	TO
A52264	1090	23	be	be	VB
A52264	1090	24	demonstrated	demonstrate	VBN
A52264	1090	25	.	.	.
A52264	1091	1	6	6	CD
A52264	1091	2	.	.	.
A52264	1092	1	The	the	DT
A52264	1092	2	three	three	CD
A52264	1092	3	sides	side	NNS
A52264	1092	4	of	of	IN
A52264	1092	5	any	any	DT
A52264	1092	6	spherical	spherical	JJ
A52264	1092	7	triangle	triangle	NN
A52264	1092	8	are	be	VBP
A52264	1092	9	lesse	lesse	NNP
A52264	1092	10	then	then	RB
A52264	1092	11	two	two	CD
A52264	1092	12	Semicircles	Semicircles	NNP
A52264	1092	13	.	.	.
A52264	1093	1	7	7	LS
A52264	1093	2	.	.	.
A52264	1094	1	The	the	DT
A52264	1094	2	three	three	CD
A52264	1094	3	angles	angle	NNS
A52264	1094	4	of	of	IN
A52264	1094	5	a	a	DT
A52264	1094	6	spherical	spherical	JJ
A52264	1094	7	triangle	triangle	NN
A52264	1094	8	are	be	VBP
A52264	1094	9	greater	great	JJR
A52264	1094	10	then	then	RB
A52264	1094	11	two	two	CD
A52264	1094	12	right	right	JJ
A52264	1094	13	angles	angle	NNS
A52264	1094	14	,	,	,
A52264	1094	15	and	and	CC
A52264	1094	16	therefore	therefore	RB
A52264	1094	17	two	two	CD
A52264	1094	18	angles	angle	NNS
A52264	1094	19	being	be	VBG
A52264	1094	20	known	know	VBN
A52264	1094	21	,	,	,
A52264	1094	22	the	the	DT
A52264	1094	23	third	third	JJ
A52264	1094	24	is	be	VBZ
A52264	1094	25	not	not	RB
A52264	1094	26	known	know	VBN
A52264	1094	27	by	by	IN
A52264	1094	28	consequence	consequence	NN
A52264	1094	29	,	,	,
A52264	1094	30	as	as	IN
A52264	1094	31	in	in	IN
A52264	1094	32	plain	plain	JJ
A52264	1094	33	triangles	triangle	NNS
A52264	1094	34	.	.	.
A52264	1095	1	8	8	LS
A52264	1095	2	.	.	.
A52264	1096	1	If	if	IN
A52264	1096	2	a	a	DT
A52264	1096	3	spherical	spherical	JJ
A52264	1096	4	triangle	triangle	NN
A52264	1096	5	have	have	VBP
A52264	1096	6	one	one	CD
A52264	1096	7	or	or	CC
A52264	1096	8	more	more	JJR
A52264	1096	9	right	right	JJ
A52264	1096	10	angles	angle	NNS
A52264	1096	11	,	,	,
A52264	1096	12	it	-PRON-	PRP
A52264	1096	13	is	be	VBZ
A52264	1096	14	called	call	VBN
A52264	1096	15	a	a	DT
A52264	1096	16	right	right	JJ
A52264	1096	17	angled	angle	VBN
A52264	1096	18	spherical	spherical	JJ
A52264	1096	19	triangle	triangle	NN
A52264	1096	20	.	.	.
A52264	1097	1	9	9	CD
A52264	1097	2	.	.	.
A52264	1098	1	If	if	IN
A52264	1098	2	a	a	DT
A52264	1098	3	spherical	spherical	JJ
A52264	1098	4	triangle	triangle	NN
A52264	1098	5	have	have	VBP
A52264	1098	6	one	one	CD
A52264	1098	7	or	or	CC
A52264	1098	8	more	more	JJR
A52264	1098	9	of	of	IN
A52264	1098	10	his	-PRON-	PRP$
A52264	1098	11	sides	side	NNS
A52264	1098	12	quadrants	quadrant	VBZ
A52264	1098	13	,	,	,
A52264	1098	14	it	-PRON-	PRP
A52264	1098	15	is	be	VBZ
A52264	1098	16	called	call	VBN
A52264	1098	17	a	a	DT
A52264	1098	18	quadrantal	quadrantal	JJ
A52264	1098	19	triangle	triangle	NN
A52264	1098	20	.	.	.
A52264	1099	1	10	10	CD
A52264	1099	2	.	.	.
A52264	1100	1	If	if	IN
A52264	1100	2	it	-PRON-	PRP
A52264	1100	3	have	have	VBP
A52264	1100	4	neither	neither	CC
A52264	1100	5	right	right	JJ
A52264	1100	6	angle	angle	NN
A52264	1100	7	,	,	,
A52264	1100	8	nor	nor	CC
A52264	1100	9	any	any	DT
A52264	1100	10	side	side	NN
A52264	1100	11	a	a	DT
A52264	1100	12	quadrant	quadrant	NN
A52264	1100	13	,	,	,
A52264	1100	14	it	-PRON-	PRP
A52264	1100	15	is	be	VBZ
A52264	1100	16	called	call	VBN
A52264	1100	17	an	an	DT
A52264	1100	18	oblique	oblique	JJ
A52264	1100	19	spherical	spherical	JJ
A52264	1100	20	triangle	triangle	NN
A52264	1100	21	.	.	.
A52264	1101	1	11	11	CD
A52264	1101	2	.	.	.
A52264	1102	1	Two	two	CD
A52264	1102	2	oblique	oblique	JJ
A52264	1102	3	angles	angle	NNS
A52264	1102	4	of	of	IN
A52264	1102	5	a	a	DT
A52264	1102	6	spherical	spherical	JJ
A52264	1102	7	triangle	triangle	NN
A52264	1102	8	are	be	VBP
A52264	1102	9	either	either	DT
A52264	1102	10	of	of	IN
A52264	1102	11	them	-PRON-	PRP
A52264	1102	12	of	of	IN
A52264	1102	13	the	the	DT
A52264	1102	14	same	same	JJ
A52264	1102	15	kinde	kinde	NNP
A52264	1102	16	of	of	IN
A52264	1102	17	which	which	WDT
A52264	1102	18	their	-PRON-	PRP$
A52264	1102	19	opposite	opposite	JJ
A52264	1102	20	sides	side	NNS
A52264	1102	21	are	be	VBP
A52264	1102	22	.	.	.
A52264	1103	1	12	12	CD
A52264	1103	2	.	.	.
A52264	1104	1	If	if	IN
A52264	1104	2	any	any	DT
A52264	1104	3	angle	angle	NN
A52264	1104	4	of	of	IN
A52264	1104	5	a	a	DT
A52264	1104	6	triangle	triangle	NN
A52264	1104	7	be	be	VB
A52264	1104	8	neerer	neer	JJR
A52264	1104	9	to	to	IN
A52264	1104	10	a	a	DT
A52264	1104	11	quadrant	quadrant	NN
A52264	1104	12	then	then	RB
A52264	1104	13	his	-PRON-	PRP$
A52264	1104	14	opposite	opposite	JJ
A52264	1104	15	side	side	NN
A52264	1104	16	:	:	:
A52264	1104	17	two	two	CD
A52264	1104	18	sides	side	NNS
A52264	1104	19	of	of	IN
A52264	1104	20	that	that	DT
A52264	1104	21	triangle	triangle	NN
A52264	1104	22	shall	shall	MD
A52264	1104	23	be	be	VB
A52264	1104	24	of	of	IN
A52264	1104	25	one	one	CD
A52264	1104	26	kinde	kinde	NNP
A52264	1104	27	,	,	,
A52264	1104	28	and	and	CC
A52264	1104	29	the	the	DT
A52264	1104	30	third	third	JJ
A52264	1104	31	lesse	lesse	NN
A52264	1104	32	then	then	RB
A52264	1104	33	a	a	DT
A52264	1104	34	quadrant	quadrant	NN
A52264	1104	35	.	.	.
A52264	1105	1	13	13	CD
A52264	1105	2	.	.	.
A52264	1106	1	But	but	CC
A52264	1106	2	if	if	IN
A52264	1106	3	any	any	DT
A52264	1106	4	side	side	NN
A52264	1106	5	of	of	IN
A52264	1106	6	a	a	DT
A52264	1106	7	triangle	triangle	NN
A52264	1106	8	be	be	VB
A52264	1106	9	nearer	nearer	IN
A52264	1106	10	to	to	IN
A52264	1106	11	a	a	DT
A52264	1106	12	quadrant	quadrant	NN
A52264	1106	13	then	then	RB
A52264	1106	14	his	-PRON-	PRP$
A52264	1106	15	opposite	opposite	JJ
A52264	1106	16	angle	angle	NN
A52264	1106	17	,	,	,
A52264	1106	18	two	two	CD
A52264	1106	19	angles	angle	NNS
A52264	1106	20	of	of	IN
A52264	1106	21	that	that	DT
A52264	1106	22	triangle	triangle	NN
A52264	1106	23	shall	shall	MD
A52264	1106	24	be	be	VB
A52264	1106	25	of	of	IN
A52264	1106	26	one	one	CD
A52264	1106	27	kinde	kinde	NNP
A52264	1106	28	,	,	,
A52264	1106	29	and	and	CC
A52264	1106	30	the	the	DT
A52264	1106	31	third	third	JJ
A52264	1106	32	greater	great	JJR
A52264	1106	33	then	then	RB
A52264	1106	34	a	a	DT
A52264	1106	35	quadrant	quadrant	NN
A52264	1106	36	.	.	.
A52264	1107	1	14	14	CD
A52264	1107	2	.	.	.
A52264	1108	1	If	if	IN
A52264	1108	2	a	a	DT
A52264	1108	3	spherical	spherical	JJ
A52264	1108	4	triangle	triangle	NN
A52264	1108	5	be	be	VB
A52264	1108	6	both	both	RB
A52264	1108	7	right	right	RB
A52264	1108	8	angled	angled	JJ
A52264	1108	9	and	and	CC
A52264	1108	10	quadrantal	quadrantal	JJ
A52264	1108	11	,	,	,
A52264	1108	12	the	the	DT
A52264	1108	13	sides	side	NNS
A52264	1108	14	thereof	thereof	RB
A52264	1108	15	are	be	VBP
A52264	1108	16	equall	equall	JJ
A52264	1108	17	to	to	IN
A52264	1108	18	the	the	DT
A52264	1108	19	opposite	opposite	JJ
A52264	1108	20	angles	angle	NNS
A52264	1108	21	.	.	.
A52264	1109	1	For	for	IN
A52264	1109	2	if	if	IN
A52264	1109	3	it	-PRON-	PRP
A52264	1109	4	have	have	VBP
A52264	1109	5	three	three	CD
A52264	1109	6	right	right	JJ
A52264	1109	7	angles	angle	NNS
A52264	1109	8	,	,	,
A52264	1109	9	the	the	DT
A52264	1109	10	three	three	CD
A52264	1109	11	sides	side	NNS
A52264	1109	12	are	be	VBP
A52264	1109	13	quadrants	quadrant	NNS
A52264	1109	14	,	,	,
A52264	1109	15	if	if	IN
A52264	1109	16	it	-PRON-	PRP
A52264	1109	17	have	have	VBP
A52264	1109	18	two	two	CD
A52264	1109	19	right	right	JJ
A52264	1109	20	angles	angle	NNS
A52264	1109	21	,	,	,
A52264	1109	22	the	the	DT
A52264	1109	23	two	two	CD
A52264	1109	24	sides	side	NNS
A52264	1109	25	subtending	subtend	VBG
A52264	1109	26	them	-PRON-	PRP
A52264	1109	27	are	be	VBP
A52264	1109	28	quadrants	quadrant	NNS
A52264	1109	29	;	;	:
A52264	1109	30	if	if	IN
A52264	1109	31	it	-PRON-	PRP
A52264	1109	32	have	have	VBP
A52264	1109	33	one	one	CD
A52264	1109	34	right	right	JJ
A52264	1109	35	angle	angle	NN
A52264	1109	36	,	,	,
A52264	1109	37	and	and	CC
A52264	1109	38	one	one	CD
A52264	1109	39	side	side	NN
A52264	1109	40	a	a	DT
A52264	1109	41	quadrant	quadrant	NN
A52264	1109	42	,	,	,
A52264	1109	43	it	-PRON-	PRP
A52264	1109	44	hath	hath	VBP
A52264	1109	45	two	two	CD
A52264	1109	46	right	right	JJ
A52264	1109	47	angles	angle	NNS
A52264	1109	48	and	and	CC
A52264	1109	49	two	two	CD
A52264	1109	50	quadrantal	quadrantal	JJ
A52264	1109	51	sides	side	NNS
A52264	1109	52	,	,	,
A52264	1109	53	as	as	IN
A52264	1109	54	is	be	VBZ
A52264	1109	55	evident	evident	JJ
A52264	1109	56	by	by	IN
A52264	1109	57	the	the	DT
A52264	1109	58	third	third	JJ
A52264	1109	59	Proposition	Proposition	NNP
A52264	1109	60	.	.	.
A52264	1110	1	But	but	CC
A52264	1110	2	if	if	IN
A52264	1110	3	two	two	CD
A52264	1110	4	sides	side	NNS
A52264	1110	5	be	be	VBP
A52264	1110	6	quadrants	quadrant	NNS
A52264	1110	7	,	,	,
A52264	1110	8	the	the	DT
A52264	1110	9	third	third	JJ
A52264	1110	10	measureth	measureth	NNP
A52264	1110	11	their	-PRON-	PRP$
A52264	1110	12	contained	contain	VBN
A52264	1110	13	angle	angle	NN
A52264	1110	14	,	,	,
A52264	1110	15	by	by	IN
A52264	1110	16	the	the	DT
A52264	1110	17	fourth	fourth	JJ
A52264	1110	18	proposition	proposition	NN
A52264	1110	19	.	.	.
A52264	1111	1	Therefore	therefore	RB
A52264	1111	2	for	for	IN
A52264	1111	3	the	the	DT
A52264	1111	4	solution	solution	NN
A52264	1111	5	of	of	IN
A52264	1111	6	these	these	DT
A52264	1111	7	kindes	kinde	NNS
A52264	1111	8	of	of	IN
A52264	1111	9	triangles	triangle	NNS
A52264	1111	10	,	,	,
A52264	1111	11	there	there	EX
A52264	1111	12	needs	need	VBZ
A52264	1111	13	no	no	DT
A52264	1111	14	further	further	JJ
A52264	1111	15	rule	rule	NN
A52264	1111	16	:	:	:
A52264	1111	17	But	but	CC
A52264	1111	18	for	for	IN
A52264	1111	19	the	the	DT
A52264	1111	20	solution	solution	NN
A52264	1111	21	of	of	IN
A52264	1111	22	right	right	NN
A52264	1111	23	angled	angle	VBN
A52264	1111	24	,	,	,
A52264	1111	25	quadrantall	quadrantall	NNP
A52264	1111	26	,	,	,
A52264	1111	27	and	and	CC
A52264	1111	28	oblique	oblique	JJ
A52264	1111	29	spherical	spherical	JJ
A52264	1111	30	triangles	triangle	NNS
A52264	1111	31	there	there	EX
A52264	1111	32	are	be	VBP
A52264	1111	33	other	other	JJ
A52264	1111	34	affections	affection	NNS
A52264	1111	35	proper	proper	JJ
A52264	1111	36	to	to	IN
A52264	1111	37	them	-PRON-	PRP
A52264	1111	38	,	,	,
A52264	1111	39	which	which	WDT
A52264	1111	40	are	be	VBP
A52264	1111	41	necessary	necessary	JJ
A52264	1111	42	to	to	TO
A52264	1111	43	be	be	VB
A52264	1111	44	known	know	VBN
A52264	1111	45	as	as	RB
A52264	1111	46	well	well	RB
A52264	1111	47	as	as	IN
A52264	1111	48	these	these	DT
A52264	1111	49	general	general	JJ
A52264	1111	50	affections	affection	NNS
A52264	1111	51	common	common	JJ
A52264	1111	52	to	to	IN
A52264	1111	53	all	all	DT
A52264	1111	54	spherical	spherical	JJ
A52264	1111	55	triangles	triangle	NNS
A52264	1111	56	.	.	.
A52264	1112	1	The	the	DT
A52264	1112	2	affections	affection	NNS
A52264	1112	3	proper	proper	JJ
A52264	1112	4	to	to	IN
A52264	1112	5	right	right	RB
A52264	1112	6	angled	angled	JJ
A52264	1112	7	and	and	CC
A52264	1112	8	quadrantal	quadrantal	JJ
A52264	1112	9	triangles	triangle	NNS
A52264	1112	10	we	-PRON-	PRP
A52264	1112	11	will	will	MD
A52264	1112	12	speak	speak	VB
A52264	1112	13	of	of	IN
A52264	1112	14	first	first	RB
A52264	1112	15	.	.	.
A52264	1113	1	CHAP	CHAP	NNP
A52264	1113	2	.	.	.
A52264	1114	1	VIII	VIII	NNP
A52264	1114	2	.	.	.
A52264	1115	1	Of	of	IN
A52264	1115	2	the	the	DT
A52264	1115	3	affections	affection	NNS
A52264	1115	4	of	of	IN
A52264	1115	5	right	right	JJ
A52264	1115	6	angled	angle	VBN
A52264	1115	7	Sphericall	Sphericall	NNP
A52264	1115	8	Triangles	Triangles	NNPS
A52264	1115	9	.	.	.
A52264	1116	1	IN	in	IN
A52264	1116	2	all	all	DT
A52264	1116	3	spherical	spherical	JJ
A52264	1116	4	rectangled	rectangle	VBN
A52264	1116	5	Triangles	triangle	NNS
A52264	1116	6	,	,	,
A52264	1116	7	having	have	VBG
A52264	1116	8	the	the	DT
A52264	1116	9	same	same	JJ
A52264	1116	10	acute	acute	JJ
A52264	1116	11	angle	angle	NN
A52264	1116	12	at	at	IN
A52264	1116	13	the	the	DT
A52264	1116	14	base	base	NN
A52264	1116	15	:	:	:
A52264	1116	16	The	the	DT
A52264	1116	17	sines	sine	NNS
A52264	1116	18	of	of	IN
A52264	1116	19	the	the	DT
A52264	1116	20	hypothenusals	hypothenusal	NNS
A52264	1116	21	are	be	VBP
A52264	1116	22	proportional	proportional	JJ
A52264	1116	23	to	to	IN
A52264	1116	24	the	the	DT
A52264	1116	25	sines	sine	NNS
A52264	1116	26	of	of	IN
A52264	1116	27	their	-PRON-	PRP$
A52264	1116	28	perpēdiculars	perpēdicular	NNS
A52264	1116	29	.	.	.
A52264	1117	1	As	as	IN
A52264	1117	2	in	in	IN
A52264	1117	3	the	the	DT
A52264	1117	4	annexed	annex	VBN
A52264	1117	5	diagram	diagram	NN
A52264	1117	6	,	,	,
A52264	1117	7	let	let	VBD
A52264	1117	8	ADB	ADB	NNP
A52264	1117	9	represent	represent	VB
A52264	1117	10	a	a	DT
A52264	1117	11	spherical	spherical	JJ
A52264	1117	12	triangle	triangle	NN
A52264	1117	13	,	,	,
A52264	1117	14	right	right	RB
A52264	1117	15	angled	angle	VBD
A52264	1117	16	at	at	IN
A52264	1117	17	B	b	NN
A52264	1117	18	:	:	:
A52264	1117	19	so	so	IN
A52264	1117	20	that	that	IN
A52264	1117	21	AD	ad	NN
A52264	1117	22	is	be	VBZ
A52264	1117	23	the	the	DT
A52264	1117	24	sine	sine	NN
A52264	1117	25	of	of	IN
A52264	1117	26	the	the	DT
A52264	1117	27	hypothenusal	hypothenusal	NN
A52264	1117	28	,	,	,
A52264	1117	29	AB	AB	NNP
A52264	1117	30	the	the	DT
A52264	1117	31	sine	sine	NN
A52264	1117	32	of	of	IN
A52264	1117	33	the	the	DT
A52264	1117	34	base	base	NN
A52264	1117	35	,	,	,
A52264	1117	36	and	and	CC
A52264	1117	37	DB	DB	NNP
A52264	1117	38	is	be	VBZ
A52264	1117	39	the	the	DT
A52264	1117	40	perpendicular	perpendicular	JJ
A52264	1117	41	.	.	.
A52264	1118	1	Then	then	RB
A52264	1118	2	is	be	VBZ
A52264	1118	3	DAB	DAB	NNP
A52264	1118	4	the	the	DT
A52264	1118	5	angle	angle	NN
A52264	1118	6	at	at	IN
A52264	1118	7	the	the	DT
A52264	1118	8	base	base	NN
A52264	1118	9	,	,	,
A52264	1118	10	and	and	CC
A52264	1118	11	IH	IH	NNP
A52264	1118	12	the	the	DT
A52264	1118	13	sine	sine	NN
A52264	1118	14	,	,	,
A52264	1118	15	and	and	CC
A52264	1118	16	LM	LM	NNP
A52264	1118	17	the	the	DT
A52264	1118	18	tangent	tangent	NN
A52264	1118	19	thereof	thereof	RB
A52264	1118	20	:	:	:
A52264	1118	21	Also	also	RB
A52264	1118	22	DF	DF	NNP
A52264	1118	23	is	be	VBZ
A52264	1118	24	the	the	DT
A52264	1118	25	sine	sine	NN
A52264	1118	26	of	of	IN
A52264	1118	27	the	the	DT
A52264	1118	28	perpendicular	perpendicular	JJ
A52264	1118	29	DB	DB	NNP
A52264	1118	30	,	,	,
A52264	1118	31	and	and	CC
A52264	1118	32	KB	KB	NNP
A52264	1118	33	is	be	VBZ
A52264	1118	34	the	the	DT
A52264	1118	35	tangent	tangent	NN
A52264	1118	36	thereof	thereof	RB
A52264	1118	37	:	:	:
A52264	1118	38	I	-PRON-	PRP
A52264	1118	39	say	say	VBP
A52264	1118	40	then	then	RB
A52264	1118	41	,	,	,
A52264	1118	42	As	as	IN
A52264	1118	43	AD	ad	NN
A52264	1118	44	,	,	,
A52264	1118	45	is	be	VBZ
A52264	1118	46	to	to	TO
A52264	1118	47	FD	FD	NNP
A52264	1118	48	:	:	:
A52264	1118	49	So	so	RB
A52264	1118	50	is	be	VBZ
A52264	1118	51	AI	AI	NNP
A52264	1118	52	,	,	,
A52264	1118	53	to	to	IN
A52264	1118	54	IH	IH	NNP
A52264	1118	55	,	,	,
A52264	1118	56	by	by	IN
A52264	1118	57	the	the	DT
A52264	1118	58	16	16	CD
A52264	1118	59	th	th	NN
A52264	1118	60	.	.	.
A52264	1119	1	Theoreme	Theoreme	NNP
A52264	1119	2	of	of	IN
A52264	1119	3	the	the	DT
A52264	1119	4	second	second	JJ
A52264	1119	5	Chapter	chapter	NN
A52264	1119	6	.	.	.
A52264	1120	1	And	and	CC
A52264	1120	2	because	because	IN
A52264	1120	3	it	-PRON-	PRP
A52264	1120	4	is	be	VBZ
A52264	1120	5	all	all	DT
A52264	1120	6	one	one	CD
A52264	1120	7	,	,	,
A52264	1120	8	whether	whether	IN
A52264	1120	9	of	of	IN
A52264	1120	10	the	the	DT
A52264	1120	11	mean	mean	JJ
A52264	1120	12	proportionals	proportional	NNS
A52264	1120	13	be	be	VB
A52264	1120	14	put	put	VBN
A52264	1120	15	in	in	IN
A52264	1120	16	the	the	DT
A52264	1120	17	second	second	JJ
A52264	1120	18	place	place	NN
A52264	1120	19	;	;	:
A52264	1120	20	therefore	therefore	RB
A52264	1120	21	I	-PRON-	PRP
A52264	1120	22	may	may	MD
A52264	1120	23	say	say	VB
A52264	1120	24	:	:	:
A52264	1120	25	As	as	IN
A52264	1120	26	AD	ad	NN
A52264	1120	27	,	,	,
A52264	1120	28	the	the	DT
A52264	1120	29	sine	sine	NN
A52264	1120	30	of	of	IN
A52264	1120	31	the	the	DT
A52264	1120	32	hypothenusal	hypothenusal	NN
A52264	1120	33	,	,	,
A52264	1120	34	is	be	VBZ
A52264	1120	35	in	in	IN
A52264	1120	36	proportion	proportion	NN
A52264	1120	37	to	to	IN
A52264	1120	38	AI	AI	NNP
A52264	1120	39	Radius	Radius	NNP
A52264	1120	40	:	:	:
A52264	1120	41	So	so	RB
A52264	1120	42	is	be	VBZ
A52264	1120	43	FD	FD	NNP
A52264	1120	44	,	,	,
A52264	1120	45	the	the	DT
A52264	1120	46	sine	sine	NN
A52264	1120	47	of	of	IN
A52264	1120	48	the	the	DT
A52264	1120	49	perpendicular	perpendicular	NN
A52264	1120	50	,	,	,
A52264	1120	51	to	to	IN
A52264	1120	52	IH	IH	NNP
A52264	1120	53	the	the	DT
A52264	1120	54	sine	sine	NN
A52264	1120	55	of	of	IN
A52264	1120	56	the	the	DT
A52264	1120	57	angle	angle	NN
A52264	1120	58	at	at	IN
A52264	1120	59	the	the	DT
A52264	1120	60	base	base	NN
A52264	1120	61	.	.	.
A52264	1121	1	2	2	LS
A52264	1121	2	.	.	.
A52264	1122	1	In	in	IN
A52264	1122	2	all	all	DT
A52264	1122	3	rectangled	rectangle	VBN
A52264	1122	4	spherical	spherical	JJ
A52264	1122	5	triangles	triangle	NNS
A52264	1122	6	,	,	,
A52264	1122	7	having	have	VBG
A52264	1122	8	the	the	DT
A52264	1122	9	same	same	JJ
A52264	1122	10	acute	acute	JJ
A52264	1122	11	angle	angle	NN
A52264	1122	12	at	at	IN
A52264	1122	13	the	the	DT
A52264	1122	14	base	base	NN
A52264	1122	15	.	.	.
A52264	1123	1	The	the	DT
A52264	1123	2	sines	sine	NNS
A52264	1123	3	of	of	IN
A52264	1123	4	the	the	DT
A52264	1123	5	bases	basis	NNS
A52264	1123	6	,	,	,
A52264	1123	7	and	and	CC
A52264	1123	8	the	the	DT
A52264	1123	9	tangents	tangent	NNS
A52264	1123	10	of	of	IN
A52264	1123	11	the	the	DT
A52264	1123	12	perpendiculars	perpendicular	NNS
A52264	1123	13	are	be	VBP
A52264	1123	14	proportional	proportional	JJ
A52264	1123	15	.	.	.
A52264	1124	1	For	for	IN
A52264	1124	2	as	as	IN
A52264	1124	3	AB	AB	NNP
A52264	1124	4	,	,	,
A52264	1124	5	to	to	IN
A52264	1124	6	KB	KB	NNP
A52264	1124	7	;	;	:
A52264	1124	8	so	so	RB
A52264	1124	9	is	be	VBZ
A52264	1124	10	AM	am	NN
A52264	1124	11	,	,	,
A52264	1124	12	to	to	IN
A52264	1124	13	ML	ML	NNP
A52264	1124	14	,	,	,
A52264	1124	15	by	by	IN
A52264	1124	16	the	the	DT
A52264	1124	17	16	16	CD
A52264	1124	18	th	th	NN
A52264	1124	19	.	.	.
A52264	1125	1	Theorem	theorem	NN
A52264	1125	2	of	of	IN
A52264	1125	3	the	the	DT
A52264	1125	4	second	second	JJ
A52264	1125	5	Chapter	chapter	NN
A52264	1125	6	:	:	:
A52264	1125	7	or	or	CC
A52264	1125	8	which	which	WDT
A52264	1125	9	is	be	VBZ
A52264	1125	10	all	all	DT
A52264	1125	11	one	one	CD
A52264	1125	12	;	;	:
A52264	1125	13	As	as	IN
A52264	1125	14	AB	AB	NNP
A52264	1125	15	,	,	,
A52264	1125	16	the	the	DT
A52264	1125	17	sine	sine	NN
A52264	1125	18	of	of	IN
A52264	1125	19	the	the	DT
A52264	1125	20	base	base	NN
A52264	1125	21	,	,	,
A52264	1125	22	is	be	VBZ
A52264	1125	23	in	in	IN
A52264	1125	24	proportion	proportion	NN
A52264	1125	25	to	to	IN
A52264	1125	26	AM	AM	NNP
A52264	1125	27	Radius	radius	NN
A52264	1125	28	:	:	:
A52264	1125	29	so	so	RB
A52264	1125	30	is	be	VBZ
A52264	1125	31	BK	BK	NNP
A52264	1125	32	,	,	,
A52264	1125	33	the	the	DT
A52264	1125	34	tangent	tangent	NN
A52264	1125	35	of	of	IN
A52264	1125	36	the	the	DT
A52264	1125	37	perpendicular	perpendicular	NN
A52264	1125	38	,	,	,
A52264	1125	39	to	to	IN
A52264	1125	40	ML	ML	NNP
A52264	1125	41	,	,	,
A52264	1125	42	the	the	DT
A52264	1125	43	tangent	tangent	NN
A52264	1125	44	of	of	IN
A52264	1125	45	the	the	DT
A52264	1125	46	angle	angle	NN
A52264	1125	47	at	at	IN
A52264	1125	48	the	the	DT
A52264	1125	49	base	base	NN
A52264	1125	50	.	.	.
A52264	1126	1	3	3	LS
A52264	1126	2	.	.	.
A52264	1127	1	If	if	IN
A52264	1127	2	●	●	CD
A52264	1127	3	circles	circle	NNS
A52264	1127	4	of	of	IN
A52264	1127	5	the	the	DT
A52264	1127	6	Sphere	Sphere	NNP
A52264	1127	7	be	be	VB
A52264	1127	8	so	so	RB
A52264	1127	9	ordered	order	VBN
A52264	1127	10	,	,	,
A52264	1127	11	that	that	IN
A52264	1127	12	the	the	DT
A52264	1127	13	first	first	JJ
A52264	1127	14	intersect	intersect	NN
A52264	1127	15	the	the	DT
A52264	1127	16	second	second	JJ
A52264	1127	17	,	,	,
A52264	1127	18	the	the	DT
A52264	1127	19	second	second	JJ
A52264	1127	20	the	the	DT
A52264	1127	21	third	third	JJ
A52264	1127	22	,	,	,
A52264	1127	23	the	the	DT
A52264	1127	24	third	third	JJ
A52264	1127	25	the	the	DT
A52264	1127	26	fourth	fourth	JJ
A52264	1127	27	,	,	,
A52264	1127	28	the	the	DT
A52264	1127	29	fourth	fourth	JJ
A52264	1127	30	the	the	DT
A52264	1127	31	fift	fift	NN
A52264	1127	32	,	,	,
A52264	1127	33	and	and	CC
A52264	1127	34	the	the	DT
A52264	1127	35	fift	fift	NN
A52264	1127	36	the	the	DT
A52264	1127	37	fift	fift	NN
A52264	1127	38	at	at	IN
A52264	1127	39	right	right	JJ
A52264	1127	40	angles	angle	NNS
A52264	1127	41	:	:	:
A52264	1127	42	the	the	DT
A52264	1127	43	right	right	NN
A52264	1127	44	angled	angle	VBN
A52264	1127	45	triangles	triangle	NNS
A52264	1127	46	made	make	VBN
A52264	1127	47	by	by	IN
A52264	1127	48	their	-PRON-	PRP$
A52264	1127	49	intersections	intersection	NNS
A52264	1127	50	do	do	VBP
A52264	1127	51	all	all	DT
A52264	1127	52	consist	consist	VB
A52264	1127	53	of	of	IN
A52264	1127	54	the	the	DT
A52264	1127	55	same	same	JJ
A52264	1127	56	circular	circular	JJ
A52264	1127	57	parts	part	NNS
A52264	1127	58	.	.	.
A52264	1128	1	As	as	IN
A52264	1128	2	in	in	IN
A52264	1128	3	this	this	DT
A52264	1128	4	Scheme	Scheme	NNP
A52264	1128	5	,	,	,
A52264	1128	6	let	let	VB
A52264	1128	7	IGAB	IGAB	NNP
A52264	1128	8	be	be	VB
A52264	1128	9	the	the	DT
A52264	1128	10	first	first	JJ
A52264	1128	11	circle	circle	NN
A52264	1128	12	,	,	,
A52264	1128	13	BLF	blf	VB
A52264	1128	14	the	the	DT
A52264	1128	15	second	second	NN
A52264	1128	16	,	,	,
A52264	1128	17	FEC	FEC	NNP
A52264	1128	18	the	the	DT
A52264	1128	19	third	third	JJ
A52264	1128	20	,	,	,
A52264	1128	21	GAD	GAD	NNP
A52264	1128	22	the	the	DT
A52264	1128	23	fourth	fourth	JJ
A52264	1128	24	,	,	,
A52264	1128	25	HLEI	HLEI	VBD
A52264	1128	26	the	the	DT
A52264	1128	27	fift	fift	NN
A52264	1128	28	.	.	.
A52264	1129	1	Then	then	RB
A52264	1129	2	do	do	VB
A52264	1129	3	these	these	DT
A52264	1129	4	five	five	CD
A52264	1129	5	circles	circle	NNS
A52264	1129	6	retain	retain	VBP
A52264	1129	7	the	the	DT
A52264	1129	8	conditions	condition	NNS
A52264	1129	9	required	require	VBN
A52264	1129	10	.	.	.
A52264	1130	1	The	the	DT
A52264	1130	2	first	first	JJ
A52264	1130	3	intersecting	intersect	VBG
A52264	1130	4	the	the	DT
A52264	1130	5	second	second	JJ
A52264	1130	6	in	in	IN
A52264	1130	7	B	B	NNP
A52264	1130	8	,	,	,
A52264	1130	9	the	the	DT
A52264	1130	10	second	second	JJ
A52264	1130	11	the	the	DT
A52264	1130	12	third	third	JJ
A52264	1130	13	in	in	IN
A52264	1130	14	F	F	NNP
A52264	1130	15	,	,	,
A52264	1130	16	the	the	DT
A52264	1130	17	third	third	JJ
A52264	1130	18	the	the	DT
A52264	1130	19	fourth	fourth	JJ
A52264	1130	20	in	in	IN
A52264	1130	21	C	C	NNP
A52264	1130	22	,	,	,
A52264	1130	23	the	the	DT
A52264	1130	24	fourth	fourth	JJ
A52264	1130	25	the	the	DT
A52264	1130	26	fift	fift	NN
A52264	1130	27	in	in	IN
A52264	1130	28	H	h	NN
A52264	1130	29	,	,	,
A52264	1130	30	the	the	DT
A52264	1130	31	fift	fift	NN
A52264	1130	32	the	the	DT
A52264	1130	33	angle	angle	NN
A52264	1130	34	,	,	,
A52264	1130	35	we	-PRON-	PRP
A52264	1130	36	mark	mark	VBP
A52264	1130	37	or	or	CC
A52264	1130	38	note	note	VBP
A52264	1130	39	intersections	intersection	NNS
A52264	1130	40	at	at	IN
A52264	1130	41	B	B	NNP
A52264	1130	42	,	,	,
A52264	1130	43	F	F	NNP
A52264	1130	44	,	,	,
A52264	1130	45	●	●	NFP
A52264	1130	46	to	to	IN
A52264	1130	47	a	a	DT
A52264	1130	48	quadrant	quadrant	NN
A52264	1130	49	.	.	.
A52264	1131	1	As	as	IN
A52264	1131	2	angles	angle	NNS
A52264	1131	3	;	;	:
A52264	1131	4	therefore	therefore	RB
A52264	1131	5	I	-PRON-	PRP
A52264	1131	6	say	say	VBP
A52264	1131	7	●	●	.
A52264	1131	8	nt	nt	RB
A52264	1131	9	as	as	IN
A52264	1131	10	the	the	DT
A52264	1131	11	completriangles	completriangle	NNS
A52264	1131	12	made	make	VBN
A52264	1131	13	by	by	IN
A52264	1131	14	the	the	DT
A52264	1131	15	inte	inte	NN
A52264	1131	16	●	●	.
A52264	1131	17	●	●	NFP
A52264	1131	18	or	or	CC
A52264	1131	19	AD	ad	NN
A52264	1131	20	we	-PRON-	PRP
A52264	1131	21	write	write	VBP
A52264	1131	22	circles	circle	NNS
A52264	1131	23	;	;	:
A52264	1131	24	namely	namely	RB
A52264	1131	25	,	,	,
A52264	1131	26	ABD	ABD	NNP
A52264	1131	27	,	,	,
A52264	1131	28	D	D	NNP
A52264	1131	29	●	●	CD
A52264	1131	30	write	write	NN
A52264	1131	31	compl	compl	JJ
A52264	1131	32	.	.	.
A52264	1132	1	EGI	EGI	NNP
A52264	1132	2	,	,	,
A52264	1132	3	and	and	CC
A52264	1132	4	GCA	GCA	NNP
A52264	1132	5	do	do	VBP
A52264	1132	6	all	all	RB
A52264	1132	7	co	co	VB
A52264	1132	8	●	●	NNS
A52264	1132	9	●	●	NFP
A52264	1132	10	d	d	NN
A52264	1132	11	AB	AB	NNP
A52264	1132	12	besame	besame	NN
A52264	1132	13	circular	circular	JJ
A52264	1132	14	parts	part	NNS
A52264	1132	15	;	;	,
A52264	1132	16	for	for	IN
A52264	1132	17	the	the	DT
A52264	1132	18	circu	circu	NN
A52264	1132	19	●	●	.
A52264	1132	20	●	●	NFP
A52264	1132	21	●	●	NFP
A52264	1132	22	〈	〈	NNP
A52264	1132	23	◊	◊	NNP
A52264	1132	24	〉	〉	NNP
A52264	1132	25	in	in	IN
A52264	1132	26	every	every	DT
A52264	1132	27	of	of	IN
A52264	1132	28	these	these	DT
A52264	1132	29	triangles	triangle	NNS
A52264	1132	30	are	be	VBP
A52264	1132	31	,	,	,
A52264	1132	32	as	as	IN
A52264	1132	33	h	h	NN
A52264	1132	34	●	●	NFP
A52264	1132	35	●	●	NFP
A52264	1132	36	d	d	NN
A52264	1132	37	by	by	IN
A52264	1132	38	peareth	peareth	NN
A52264	1132	39	.	.	.
A52264	1133	1	In	in	IN
A52264	1133	2	ABD	ABD	NNP
A52264	1133	3	are	be	VBP
A52264	1133	4	AB	AB	NNP
A52264	1133	5	BD	BD	NNP
A52264	1133	6	c	c	NNP
A52264	1133	7	BDA	BDA	NNP
A52264	1133	8	c	c	NNP
A52264	1133	9	AD	AD	NNP
A52264	1133	10	c	c	NN
A52264	1133	11	DA	DA	NNP
A52264	1133	12	●	●	CD
A52264	1133	13	DHL	DHL	NNP
A52264	1133	14	c	c	NNP
A52264	1133	15	HLD	HLD	NNP
A52264	1133	16	c	c	NNP
A52264	1133	17	LD	LD	NNP
A52264	1133	18	c	c	NNP
A52264	1133	19	LDH	LDH	NNP
A52264	1133	20	DH	DH	NNP
A52264	1133	21	HL	HL	NNP
A52264	1133	22	LFE	LFE	NNP
A52264	1133	23	cō	cō	NN
A52264	1133	24	ELF	ELF	NNP
A52264	1133	25	LF	LF	NNP
A52264	1133	26	FE	FE	NNP
A52264	1133	27	cō	cō	NN
A52264	1133	28	FEL	FEL	NNP
A52264	1133	29	c	c	NNP
A52264	1133	30	EL	EL	NNP
A52264	1133	31	EGI	EGI	NNP
A52264	1133	32	IG	IG	NNP
A52264	1133	33	cō	cō	NN
A52264	1133	34	IGE	IGE	NNP
A52264	1133	35	c	c	NN
A52264	1133	36	GE	GE	NNP
A52264	1133	37	cō	cō	NN
A52264	1133	38	GEI	GEI	NNP
A52264	1133	39	IE	IE	NNP
A52264	1133	40	GCA	GCA	NNP
A52264	1133	41	c	c	NNP
A52264	1133	42	GA	GA	NNP
A52264	1133	43	c	c	NNP
A52264	1133	44	AGC	AGC	NNP
A52264	1133	45	GC	GC	NNP
A52264	1133	46	CA	CA	NNP
A52264	1133	47	c	c	NNP
A52264	1133	48	CAG	CAG	NNP
A52264	1133	49	Where	where	WRB
A52264	1133	50	you	-PRON-	PRP
A52264	1133	51	may	may	MD
A52264	1133	52	observe	observe	VB
A52264	1133	53	,	,	,
A52264	1133	54	that	that	IN
A52264	1133	55	the	the	DT
A52264	1133	56	side	side	NN
A52264	1133	57	AB	AB	NNP
A52264	1133	58	in	in	IN
A52264	1133	59	the	the	DT
A52264	1133	60	first	first	JJ
A52264	1133	61	triangle	triangle	NN
A52264	1133	62	is	be	VBZ
A52264	1133	63	equal	equal	JJ
A52264	1133	64	to	to	IN
A52264	1133	65	compl	compl	JJ
A52264	1133	66	.	.	.
A52264	1134	1	HLD	hld	RB
A52264	1134	2	in	in	IN
A52264	1134	3	the	the	DT
A52264	1134	4	second	second	JJ
A52264	1134	5	,	,	,
A52264	1134	6	or	or	CC
A52264	1134	7	compl	compl	JJ
A52264	1134	8	.	.	.
A52264	1135	1	ELF	ELF	NNP
A52264	1135	2	in	in	IN
A52264	1135	3	the	the	DT
A52264	1135	4	third	third	JJ
A52264	1135	5	,	,	,
A52264	1135	6	or	or	CC
A52264	1135	7	IG	IG	NNP
A52264	1135	8	in	in	IN
A52264	1135	9	the	the	DT
A52264	1135	10	fourth	fourth	JJ
A52264	1135	11	,	,	,
A52264	1135	12	or	or	CC
A52264	1135	13	com	com	NN
A52264	1135	14	.	.	.
A52264	1136	1	GA	GA	NNP
A52264	1136	2	in	in	IN
A52264	1136	3	the	the	DT
A52264	1136	4	fift	fift	NN
A52264	1136	5	;	;	:
A52264	1136	6	and	and	CC
A52264	1136	7	so	so	RB
A52264	1136	8	of	of	IN
A52264	1136	9	the	the	DT
A52264	1136	10	rest	rest	NN
A52264	1136	11	.	.	.
A52264	1137	1	To	to	TO
A52264	1137	2	expresse	expresse	VB
A52264	1137	3	this	this	DT
A52264	1137	4	more	more	RBR
A52264	1137	5	plainly	plainly	RB
A52264	1137	6	,	,	,
A52264	1137	7	AB	AB	NNP
A52264	1137	8	in	in	IN
A52264	1137	9	the	the	DT
A52264	1137	10	first	first	JJ
A52264	1137	11	triangle	triangle	NN
A52264	1137	12	is	be	VBZ
A52264	1137	13	the	the	DT
A52264	1137	14	complement	complement	NN
A52264	1137	15	of	of	IN
A52264	1137	16	the	the	DT
A52264	1137	17	angle	angle	NN
A52264	1137	18	HLD	hld	NN
A52264	1137	19	in	in	IN
A52264	1137	20	the	the	DT
A52264	1137	21	second	second	JJ
A52264	1137	22	,	,	,
A52264	1137	23	or	or	CC
A52264	1137	24	the	the	DT
A52264	1137	25	complement	complement	NN
A52264	1137	26	of	of	IN
A52264	1137	27	the	the	DT
A52264	1137	28	angle	angle	NN
A52264	1137	29	ELF	ELF	NNP
A52264	1137	30	in	in	IN
A52264	1137	31	the	the	DT
A52264	1137	32	third	third	JJ
A52264	1137	33	,	,	,
A52264	1137	34	or	or	CC
A52264	1137	35	the	the	DT
A52264	1137	36	side	side	NN
A52264	1137	37	IG	IG	NNP
A52264	1137	38	in	in	IN
A52264	1137	39	the	the	DT
A52264	1137	40	fourth	fourth	JJ
A52264	1137	41	,	,	,
A52264	1137	42	or	or	CC
A52264	1137	43	the	the	DT
A52264	1137	44	complement	complement	NN
A52264	1137	45	of	of	IN
A52264	1137	46	the	the	DT
A52264	1137	47	hypothenusal	hypothenusal	NNP
A52264	1137	48	GA	GA	NNP
A52264	1137	49	in	in	IN
A52264	1137	50	the	the	DT
A52264	1137	51	fift	fift	NN
A52264	1137	52	.	.	.
A52264	1138	1	And	and	CC
A52264	1138	2	from	from	IN
A52264	1138	3	these	these	DT
A52264	1138	4	premises	premise	NNS
A52264	1138	5	is	be	VBZ
A52264	1138	6	deduced	deduce	VBN
A52264	1138	7	this	this	DT
A52264	1138	8	universall	universall	JJ
A52264	1138	9	proposition	proposition	NN
A52264	1138	10	.	.	.
A52264	1139	1	4	4	LS
A52264	1139	2	.	.	.
A52264	1140	1	The	the	DT
A52264	1140	2	sine	sine	NN
A52264	1140	3	of	of	IN
A52264	1140	4	the	the	DT
A52264	1140	5	middle	middle	JJ
A52264	1140	6	part	part	NN
A52264	1140	7	and	and	CC
A52264	1140	8	Radius	Radius	NNP
A52264	1140	9	are	be	VBP
A52264	1140	10	reciprocally	reciprocally	RB
A52264	1140	11	proportional	proportional	JJ
A52264	1140	12	,	,	,
A52264	1140	13	with	with	IN
A52264	1140	14	the	the	DT
A52264	1140	15	tangents	tangent	NNS
A52264	1140	16	of	of	IN
A52264	1140	17	the	the	DT
A52264	1140	18	extreams	extream	NNS
A52264	1140	19	conjunct	conjunct	NN
A52264	1140	20	,	,	,
A52264	1140	21	and	and	CC
A52264	1140	22	with	with	IN
A52264	1140	23	the	the	DT
A52264	1140	24	co	co	NNS
A52264	1140	25	-	-	NNS
A52264	1140	26	sines	sine	NNS
A52264	1140	27	of	of	IN
A52264	1140	28	the	the	DT
A52264	1140	29	extreams	extream	NNS
A52264	1140	30	disjunct	disjunct	JJ
A52264	1140	31	.	.	.
A52264	1141	1	Namely	namely	RB
A52264	1141	2	;	;	:
A52264	1141	3	As	as	IN
A52264	1141	4	the	the	DT
A52264	1141	5	Radius	Radius	NNP
A52264	1141	6	,	,	,
A52264	1141	7	to	to	IN
A52264	1141	8	the	the	DT
A52264	1141	9	tangent	tangent	NN
A52264	1141	10	of	of	IN
A52264	1141	11	one	one	CD
A52264	1141	12	of	of	IN
A52264	1141	13	the	the	DT
A52264	1141	14	extreames	extreame	NNS
A52264	1141	15	conjoyned	conjoyne	VBN
A52264	1141	16	:	:	:
A52264	1141	17	so	so	RB
A52264	1141	18	is	be	VBZ
A52264	1141	19	tangent	tangent	NN
A52264	1141	20	of	of	IN
A52264	1141	21	the	the	DT
A52264	1141	22	other	other	JJ
A52264	1141	23	extream	extream	NN
A52264	1141	24	conjoyned	conjoyne	VBN
A52264	1141	25	,	,	,
A52264	1141	26	to	to	IN
A52264	1141	27	the	the	DT
A52264	1141	28	sine	sine	NN
A52264	1141	29	of	of	IN
A52264	1141	30	the	the	DT
A52264	1141	31	middle	middle	JJ
A52264	1141	32	part	part	NN
A52264	1141	33	.	.	.
A52264	1142	1	And	and	CC
A52264	1142	2	also	also	RB
A52264	1142	3	;	;	:
A52264	1142	4	As	as	IN
A52264	1142	5	the	the	DT
A52264	1142	6	Radius	Radius	NNP
A52264	1142	7	,	,	,
A52264	1142	8	to	to	IN
A52264	1142	9	the	the	DT
A52264	1142	10	co	co	NN
A52264	1142	11	-	-	NN
A52264	1142	12	sine	sine	NN
A52264	1142	13	of	of	IN
A52264	1142	14	one	one	CD
A52264	1142	15	of	of	IN
A52264	1142	16	the	the	DT
A52264	1142	17	extreams	extream	NNS
A52264	1142	18	dis	dis	NNP
A52264	1142	19	-	-	HYPH
A52264	1142	20	joyned	joyne	VBN
A52264	1142	21	:	:	:
A52264	1142	22	so	so	CC
A52264	1142	23	the	the	DT
A52264	1142	24	co	co	NN
A52264	1142	25	-	-	NN
A52264	1142	26	sine	sine	NN
A52264	1142	27	of	of	IN
A52264	1142	28	the	the	DT
A52264	1142	29	other	other	JJ
A52264	1142	30	extream	extream	JJ
A52264	1142	31	dis	dis	NNP
A52264	1142	32	-	-	HYPH
A52264	1142	33	joyned	joyne	VBN
A52264	1142	34	,	,	,
A52264	1142	35	to	to	IN
A52264	1142	36	the	the	DT
A52264	1142	37	sine	sine	NN
A52264	1142	38	of	of	IN
A52264	1142	39	the	the	DT
A52264	1142	40	middle	middle	JJ
A52264	1142	41	part	part	NN
A52264	1142	42	.	.	.
A52264	1143	1	Therefore	therefore	RB
A52264	1143	2	if	if	IN
A52264	1143	3	the	the	DT
A52264	1143	4	middle	middle	JJ
A52264	1143	5	part	part	NN
A52264	1143	6	be	be	VB
A52264	1143	7	sought	seek	VBN
A52264	1143	8	,	,	,
A52264	1143	9	the	the	DT
A52264	1143	10	Radius	Radius	NNP
A52264	1143	11	must	must	MD
A52264	1143	12	be	be	VB
A52264	1143	13	in	in	IN
A52264	1143	14	the	the	DT
A52264	1143	15	first	first	JJ
A52264	1143	16	place	place	NN
A52264	1143	17	,	,	,
A52264	1143	18	if	if	IN
A52264	1143	19	either	either	DT
A52264	1143	20	of	of	IN
A52264	1143	21	the	the	DT
A52264	1143	22	extreams	extream	NNS
A52264	1143	23	;	;	:
A52264	1143	24	the	the	DT
A52264	1143	25	other	other	JJ
A52264	1143	26	extream	extream	NN
A52264	1143	27	must	must	MD
A52264	1143	28	be	be	VB
A52264	1143	29	in	in	IN
A52264	1143	30	the	the	DT
A52264	1143	31	first	first	JJ
A52264	1143	32	place	place	NN
A52264	1143	33	.	.	.
A52264	1144	1	For	for	IN
A52264	1144	2	the	the	DT
A52264	1144	3	better	well	JJR
A52264	1144	4	Demonstration	Demonstration	NNP
A52264	1144	5	hereof	hereof	NNP
A52264	1144	6	,	,	,
A52264	1144	7	it	-PRON-	PRP
A52264	1144	8	is	be	VBZ
A52264	1144	9	first	first	JJ
A52264	1144	10	to	to	TO
A52264	1144	11	be	be	VB
A52264	1144	12	understood	understand	VBN
A52264	1144	13	,	,	,
A52264	1144	14	that	that	IN
A52264	1144	15	a	a	DT
A52264	1144	16	right	right	NN
A52264	1144	17	angled	angle	VBN
A52264	1144	18	Spherical	Spherical	NNP
A52264	1144	19	Triangle	Triangle	NNP
A52264	1144	20	hath	hath	NNP
A52264	1144	21	five	five	CD
A52264	1144	22	parts	part	NNS
A52264	1144	23	besides	besides	IN
A52264	1144	24	the	the	DT
A52264	1144	25	right	right	JJ
A52264	1144	26	angle	angle	NN
A52264	1144	27	.	.	.
A52264	1145	1	As	as	IN
A52264	1145	2	the	the	DT
A52264	1145	3	triangle	triangle	NN
A52264	1145	4	ABD	ABD	NNP
A52264	1145	5	in	in	IN
A52264	1145	6	the	the	DT
A52264	1145	7	former	former	JJ
A52264	1145	8	Diagram	Diagram	NNP
A52264	1145	9	,	,	,
A52264	1145	10	right	right	RB
A52264	1145	11	angled	angle	VBD
A52264	1145	12	at	at	IN
A52264	1145	13	B	B	NNP
A52264	1145	14	,	,	,
A52264	1145	15	hath	hath	NNP
A52264	1145	16	first	first	RB
A52264	1145	17	,	,	,
A52264	1145	18	the	the	DT
A52264	1145	19	side	side	NN
A52264	1145	20	AB	AB	NNP
A52264	1145	21	:	:	:
A52264	1145	22	secondly	secondly	RB
A52264	1145	23	,	,	,
A52264	1145	24	the	the	DT
A52264	1145	25	angle	angle	NN
A52264	1145	26	at	at	IN
A52264	1145	27	A	a	NN
A52264	1145	28	:	:	:
A52264	1145	29	thirdly	thirdly	RB
A52264	1145	30	,	,	,
A52264	1145	31	the	the	DT
A52264	1145	32	hypothenusal	hypothenusal	NNP
A52264	1145	33	AD	AD	NNP
A52264	1145	34	:	:	:
A52264	1145	35	fourthly	fourthly	RB
A52264	1145	36	,	,	,
A52264	1145	37	the	the	DT
A52264	1145	38	angle	angle	NN
A52264	1145	39	ADB	ADB	NNP
A52264	1145	40	:	:	:
A52264	1145	41	fifthly	fifthly	RB
A52264	1145	42	,	,	,
A52264	1145	43	the	the	DT
A52264	1145	44	side	side	NN
A52264	1145	45	DB	DB	NNP
A52264	1145	46	.	.	.
A52264	1146	1	Three	three	CD
A52264	1146	2	of	of	IN
A52264	1146	3	these	these	DT
A52264	1146	4	parts	part	NNS
A52264	1146	5	which	which	WDT
A52264	1146	6	are	be	VBP
A52264	1146	7	farthest	farthest	JJ
A52264	1146	8	from	from	IN
A52264	1146	9	the	the	DT
A52264	1146	10	right	right	JJ
A52264	1146	11	angle	angle	NN
A52264	1146	12	,	,	,
A52264	1146	13	we	-PRON-	PRP
A52264	1146	14	mark	mark	VBP
A52264	1146	15	or	or	CC
A52264	1146	16	no	no	DT
A52264	1146	17	●	●	NN
A52264	1146	18	e	e	XX
A52264	1146	19	by	by	IN
A52264	1146	20	their	-PRON-	PRP$
A52264	1146	21	complements	complement	NNS
A52264	1146	22	to	to	IN
A52264	1146	23	a	a	DT
A52264	1146	24	quadrant	quadrant	NN
A52264	1146	25	.	.	.
A52264	1147	1	As	as	IN
A52264	1147	2	the	the	DT
A52264	1147	3	angle	angle	NN
A52264	1147	4	BAD	BAD	NNP
A52264	1147	5	we	-PRON-	PRP
A52264	1147	6	account	account	VBP
A52264	1147	7	as	as	IN
A52264	1147	8	the	the	DT
A52264	1147	9	complement	complement	NN
A52264	1147	10	to	to	IN
A52264	1147	11	the	the	DT
A52264	1147	12	same	same	JJ
A52264	1147	13	angle	angle	NN
A52264	1147	14	.	.	.
A52264	1148	1	For	for	IN
A52264	1148	2	AD	ad	NN
A52264	1148	3	we	-PRON-	PRP
A52264	1148	4	write	write	VBP
A52264	1148	5	comp	comp	RB
A52264	1148	6	.	.	.
A52264	1149	1	AD	ad	NN
A52264	1149	2	,	,	,
A52264	1149	3	and	and	CC
A52264	1149	4	for	for	IN
A52264	1149	5	ADB	ADB	NNP
A52264	1149	6	we	-PRON-	PRP
A52264	1149	7	write	write	VBP
A52264	1149	8	compl	compl	JJ
A52264	1149	9	.	.	.
A52264	1150	1	ADB	ADB	NNP
A52264	1150	2	.	.	.
A52264	1151	1	But	but	CC
A52264	1151	2	the	the	DT
A52264	1151	3	two	two	CD
A52264	1151	4	sides	side	NNS
A52264	1151	5	DB	DB	NNP
A52264	1151	6	and	and	CC
A52264	1151	7	AB	AB	NNP
A52264	1151	8	being	be	VBG
A52264	1151	9	next	next	RB
A52264	1151	10	to	to	IN
A52264	1151	11	the	the	DT
A52264	1151	12	right	right	JJ
A52264	1151	13	angle	angle	NN
A52264	1151	14	,	,	,
A52264	1151	15	〈	〈	NNP
A52264	1151	16	…	…	NFP
A52264	1151	17	〉	〉	NNP
A52264	1151	18	are	be	VBP
A52264	1151	19	not	not	RB
A52264	1151	20	noted	note	VBN
A52264	1151	21	by	by	IN
A52264	1151	22	their	-PRON-	PRP$
A52264	1151	23	complements	complement	NNS
A52264	1151	24	.	.	.
A52264	1152	1	Of	of	IN
A52264	1152	2	these	these	DT
A52264	1152	3	five	five	CD
A52264	1152	4	parts	part	NNS
A52264	1152	5	,	,	,
A52264	1152	6	two	two	CD
A52264	1152	7	are	be	VBP
A52264	1152	8	alwayes	alwaye	NNS
A52264	1152	9	given	give	VBN
A52264	1152	10	to	to	IN
A52264	1152	11	finde	finde	NNP
A52264	1152	12	a	a	DT
A52264	1152	13	third	third	JJ
A52264	1152	14	,	,	,
A52264	1152	15	and	and	CC
A52264	1152	16	of	of	IN
A52264	1152	17	these	these	DT
A52264	1152	18	three	three	CD
A52264	1152	19	one	one	CD
A52264	1152	20	is	be	VBZ
A52264	1152	21	in	in	IN
A52264	1152	22	the	the	DT
A52264	1152	23	middle	middle	NN
A52264	1152	24	,	,	,
A52264	1152	25	and	and	CC
A52264	1152	26	the	the	DT
A52264	1152	27	other	other	JJ
A52264	1152	28	two	two	CD
A52264	1152	29	are	be	VBP
A52264	1152	30	extreams	extream	NNS
A52264	1152	31	either	either	CC
A52264	1152	32	adjacent	adjacent	JJ
A52264	1152	33	to	to	IN
A52264	1152	34	that	that	DT
A52264	1152	35	middle	middle	JJ
A52264	1152	36	one	one	CD
A52264	1152	37	,	,	,
A52264	1152	38	or	or	CC
A52264	1152	39	opposite	opposite	RB
A52264	1152	40	to	to	IN
A52264	1152	41	it	-PRON-	PRP
A52264	1152	42	.	.	.
A52264	1153	1	If	if	IN
A52264	1153	2	the	the	DT
A52264	1153	3	parts	part	NNS
A52264	1153	4	given	give	VBN
A52264	1153	5	and	and	CC
A52264	1153	6	required	require	VBN
A52264	1153	7	are	be	VBP
A52264	1153	8	all	all	DT
A52264	1153	9	conjoyned	conjoyne	VBN
A52264	1153	10	together	together	RB
A52264	1153	11	,	,	,
A52264	1153	12	the	the	DT
A52264	1153	13	middle	middle	NN
A52264	1153	14	is	be	VBZ
A52264	1153	15	the	the	DT
A52264	1153	16	middle	middle	JJ
A52264	1153	17	part	part	NN
A52264	1153	18	conjunct	conjunct	NN
A52264	1153	19	,	,	,
A52264	1153	20	and	and	CC
A52264	1153	21	the	the	DT
A52264	1153	22	extreams	extream	NNS
A52264	1153	23	the	the	DT
A52264	1153	24	extream	extream	NN
A52264	1153	25	parts	part	NNS
A52264	1153	26	conjunct	conjunct	NN
A52264	1153	27	.	.	.
A52264	1154	1	If	if	IN
A52264	1154	2	again	again	RB
A52264	1154	3	any	any	DT
A52264	1154	4	of	of	IN
A52264	1154	5	the	the	DT
A52264	1154	6	parts	part	NNS
A52264	1154	7	given	give	VBN
A52264	1154	8	or	or	CC
A52264	1154	9	required	require	VBN
A52264	1154	10	be	be	VB
A52264	1154	11	dis	dis	NN
A52264	1154	12	-	-	HYPH
A52264	1154	13	joyned	joyne	VBN
A52264	1154	14	,	,	,
A52264	1154	15	that	that	DT
A52264	1154	16	which	which	WDT
A52264	1154	17	stands	stand	VBZ
A52264	1154	18	by	by	IN
A52264	1154	19	it	-PRON-	PRP
A52264	1154	20	self	self	NN
A52264	1154	21	is	be	VBZ
A52264	1154	22	the	the	DT
A52264	1154	23	middle	middle	JJ
A52264	1154	24	part	part	NN
A52264	1154	25	dis	dis	NNP
A52264	1154	26	-	-	HYPH
A52264	1154	27	joyned	joyne	VBN
A52264	1154	28	,	,	,
A52264	1154	29	and	and	CC
A52264	1154	30	the	the	DT
A52264	1154	31	extreames	extreame	NNS
A52264	1154	32	are	be	VBP
A52264	1154	33	extream	extream	JJ
A52264	1154	34	parts	part	NNS
A52264	1154	35	dis	dis	NNP
A52264	1154	36	-	-	HYPH
A52264	1154	37	joyned	joyne	VBN
A52264	1154	38	.	.	.
A52264	1155	1	Thus	thus	RB
A52264	1155	2	,	,	,
A52264	1155	3	if	if	IN
A52264	1155	4	there	there	EX
A52264	1155	5	were	be	VBD
A52264	1155	6	given	give	VBN
A52264	1155	7	in	in	IN
A52264	1155	8	the	the	DT
A52264	1155	9	triangle	triangle	NN
A52264	1155	10	ABD	ABD	NNP
A52264	1155	11	,	,	,
A52264	1155	12	the	the	DT
A52264	1155	13	side	side	NN
A52264	1155	14	AB	AB	NNP
A52264	1155	15	,	,	,
A52264	1155	16	the	the	DT
A52264	1155	17	angle	angle	NN
A52264	1155	18	at	at	IN
A52264	1155	19	A	A	NNP
A52264	1155	20	,	,	,
A52264	1155	21	to	to	TO
A52264	1155	22	finde	finde	NNP
A52264	1155	23	the	the	DT
A52264	1155	24	hypothenusal	hypothenusal	NNP
A52264	1155	25	AD	AD	NNP
A52264	1155	26	,	,	,
A52264	1155	27	there	there	RB
A52264	1155	28	the	the	DT
A52264	1155	29	angle	angle	NN
A52264	1155	30	at	at	IN
A52264	1155	31	A	a	NN
A52264	1155	32	is	be	VBZ
A52264	1155	33	in	in	IN
A52264	1155	34	the	the	DT
A52264	1155	35	middle	middle	NN
A52264	1155	36	,	,	,
A52264	1155	37	and	and	CC
A52264	1155	38	the	the	DT
A52264	1155	39	sides	side	NNS
A52264	1155	40	AD	ad	NN
A52264	1155	41	and	and	CC
A52264	1155	42	AB	AB	NNP
A52264	1155	43	are	be	VBP
A52264	1155	44	adjacent	adjacent	JJ
A52264	1155	45	to	to	IN
A52264	1155	46	it	-PRON-	PRP
A52264	1155	47	;	;	:
A52264	1155	48	and	and	CC
A52264	1155	49	therefore	therefore	RB
A52264	1155	50	the	the	DT
A52264	1155	51	middle	middle	JJ
A52264	1155	52	part	part	NN
A52264	1155	53	is	be	VBZ
A52264	1155	54	called	call	VBN
A52264	1155	55	the	the	DT
A52264	1155	56	middle	middle	JJ
A52264	1155	57	conjunct	conjunct	NN
A52264	1155	58	,	,	,
A52264	1155	59	and	and	CC
A52264	1155	60	the	the	DT
A52264	1155	61	extreames	extreame	NNS
A52264	1155	62	are	be	VBP
A52264	1155	63	the	the	DT
A52264	1155	64	extreames	extreame	NNS
A52264	1155	65	conjunct	conjunct	NN
A52264	1155	66	;	;	:
A52264	1155	67	but	but	CC
A52264	1155	68	if	if	IN
A52264	1155	69	there	there	EX
A52264	1155	70	were	be	VBD
A52264	1155	71	given	give	VBN
A52264	1155	72	the	the	DT
A52264	1155	73	side	side	NN
A52264	1155	74	AB	AB	NNP
A52264	1155	75	,	,	,
A52264	1155	76	the	the	DT
A52264	1155	77	hypothenusal	hypothenusal	NN
A52264	1155	78	AD	AD	NNP
A52264	1155	79	,	,	,
A52264	1155	80	to	to	TO
A52264	1155	81	finde	finde	VB
A52264	1155	82	the	the	DT
A52264	1155	83	angle	angle	NN
A52264	1155	84	at	at	IN
A52264	1155	85	D	d	NN
A52264	1155	86	,	,	,
A52264	1155	87	here	here	RB
A52264	1155	88	AB	AB	NNP
A52264	1155	89	is	be	VBZ
A52264	1155	90	the	the	DT
A52264	1155	91	middle	middle	JJ
A52264	1155	92	part	part	NN
A52264	1155	93	dis	dis	NNP
A52264	1155	94	-	-	HYPH
A52264	1155	95	junct	junct	NNP
A52264	1155	96	,	,	,
A52264	1155	97	because	because	IN
A52264	1155	98	it	-PRON-	PRP
A52264	1155	99	is	be	VBZ
A52264	1155	100	dis	dis	NN
A52264	1155	101	-	-	HYPH
A52264	1155	102	joyned	joyne	VBN
A52264	1155	103	from	from	IN
A52264	1155	104	the	the	DT
A52264	1155	105	side	side	JJ
A52264	1155	106	AD	ad	NN
A52264	1155	107	by	by	IN
A52264	1155	108	the	the	DT
A52264	1155	109	angle	angle	NN
A52264	1155	110	at	at	IN
A52264	1155	111	A	a	NN
A52264	1155	112	,	,	,
A52264	1155	113	and	and	CC
A52264	1155	114	from	from	IN
A52264	1155	115	the	the	DT
A52264	1155	116	angle	angle	NN
A52264	1155	117	at	at	IN
A52264	1155	118	D	d	NN
A52264	1155	119	by	by	IN
A52264	1155	120	the	the	DT
A52264	1155	121	side	side	NN
A52264	1155	122	DB	DB	NNP
A52264	1155	123	,	,	,
A52264	1155	124	for	for	IN
A52264	1155	125	the	the	DT
A52264	1155	126	right	right	JJ
A52264	1155	127	angle	angle	NN
A52264	1155	128	is	be	VBZ
A52264	1155	129	not	not	RB
A52264	1155	130	reckoned	reckon	VBN
A52264	1155	131	among	among	IN
A52264	1155	132	the	the	DT
A52264	1155	133	circular	circular	JJ
A52264	1155	134	parts	part	NNS
A52264	1155	135	,	,	,
A52264	1155	136	and	and	CC
A52264	1155	137	here	here	RB
A52264	1155	138	the	the	DT
A52264	1155	139	extreams	extream	NNS
A52264	1155	140	are	be	VBP
A52264	1155	141	extreams	extream	NNS
A52264	1155	142	dis	dis	NN
A52264	1155	143	-	-	HYPH
A52264	1155	144	junct	junct	NNP
A52264	1155	145	.	.	.
A52264	1156	1	These	these	DT
A52264	1156	2	things	thing	NNS
A52264	1156	3	premised	premise	VBD
A52264	1156	4	,	,	,
A52264	1156	5	we	-PRON-	PRP
A52264	1156	6	come	come	VBP
A52264	1156	7	now	now	RB
A52264	1156	8	to	to	TO
A52264	1156	9	demonstrate	demonstrate	VB
A52264	1156	10	the	the	DT
A52264	1156	11	proposition	proposition	NN
A52264	1156	12	it	-PRON-	PRP
A52264	1156	13	self	self	NN
A52264	1156	14	,	,	,
A52264	1156	15	consisting	consist	VBG
A52264	1156	16	of	of	IN
A52264	1156	17	two	two	CD
A52264	1156	18	parts	part	NNS
A52264	1156	19	:	:	:
A52264	1156	20	first	first	RB
A52264	1156	21	,	,	,
A52264	1156	22	we	-PRON-	PRP
A52264	1156	23	will	will	MD
A52264	1156	24	prove	prove	VB
A52264	1156	25	,	,	,
A52264	1156	26	that	that	IN
A52264	1156	27	the	the	DT
A52264	1156	28	sine	sine	NN
A52264	1156	29	of	of	IN
A52264	1156	30	the	the	DT
A52264	1156	31	middle	middle	JJ
A52264	1156	32	part	part	NN
A52264	1156	33	and	and	CC
A52264	1156	34	Radius	Radius	NNP
A52264	1156	35	are	be	VBP
A52264	1156	36	proportional	proportional	JJ
A52264	1156	37	with	with	IN
A52264	1156	38	the	the	DT
A52264	1156	39	tangents	tangent	NNS
A52264	1156	40	of	of	IN
A52264	1156	41	the	the	DT
A52264	1156	42	extreams	extream	NNS
A52264	1156	43	conjunct	conjunct	NN
A52264	1156	44	.	.	.
A52264	1157	1	The	the	DT
A52264	1157	2	middle	middle	JJ
A52264	1157	3	part	part	NN
A52264	1157	4	is	be	VBZ
A52264	1157	5	either	either	CC
A52264	1157	6	one	one	CD
A52264	1157	7	of	of	IN
A52264	1157	8	the	the	DT
A52264	1157	9	sides	side	NNS
A52264	1157	10	,	,	,
A52264	1157	11	or	or	CC
A52264	1157	12	one	one	CD
A52264	1157	13	of	of	IN
A52264	1157	14	the	the	DT
A52264	1157	15	oblique	oblique	JJ
A52264	1157	16	angles	angle	NNS
A52264	1157	17	,	,	,
A52264	1157	18	or	or	CC
A52264	1157	19	the	the	DT
A52264	1157	20	hypothenusal	hypothenusal	NN
A52264	1157	21	.	.	.
A52264	1158	1	CASE	CASE	NNP
A52264	1158	2	1	1	CD
A52264	1158	3	.	.	.
A52264	1159	1	Let	let	VB
A52264	1159	2	the	the	DT
A52264	1159	3	middle	middle	JJ
A52264	1159	4	part	part	NN
A52264	1159	5	be	be	VB
A52264	1159	6	a	a	DT
A52264	1159	7	side	side	NN
A52264	1159	8	,	,	,
A52264	1159	9	as	as	IN
A52264	1159	10	in	in	IN
A52264	1159	11	the	the	DT
A52264	1159	12	right	right	NN
A52264	1159	13	angled	angle	VBN
A52264	1159	14	spherical	spherical	JJ
A52264	1159	15	triangle	triangle	NN
A52264	1159	16	ABD	ABD	NNP
A52264	1159	17	of	of	IN
A52264	1159	18	the	the	DT
A52264	1159	19	last	last	JJ
A52264	1159	20	diagram	diagram	NN
A52264	1159	21	,	,	,
A52264	1159	22	let	let	VB
A52264	1159	23	the	the	DT
A52264	1159	24	perpendicular	perpendicular	JJ
A52264	1159	25	AB	AB	NNP
A52264	1159	26	be	be	VB
A52264	1159	27	the	the	DT
A52264	1159	28	middle	middle	JJ
A52264	1159	29	part	part	NN
A52264	1159	30	,	,	,
A52264	1159	31	the	the	DT
A52264	1159	32	base	base	NN
A52264	1159	33	DB	DB	NNP
A52264	1159	34	and	and	CC
A52264	1159	35	comp	comp	NNP
A52264	1159	36	.	.	.
A52264	1160	1	A	a	DT
A52264	1160	2	the	the	DT
A52264	1160	3	extreame	extreame	NN
A52264	1160	4	conjunct	conjunct	NN
A52264	1160	5	,	,	,
A52264	1160	6	then	then	RB
A52264	1160	7	I	-PRON-	PRP
A52264	1160	8	say	say	VBP
A52264	1160	9	,	,	,
A52264	1160	10	that	that	IN
A52264	1160	11	the	the	DT
A52264	1160	12	rectangle	rectangle	NN
A52264	1160	13	of	of	IN
A52264	1160	14	the	the	DT
A52264	1160	15	sine	sine	NN
A52264	1160	16	of	of	IN
A52264	1160	17	AB	AB	NNP
A52264	1160	18	and	and	CC
A52264	1160	19	Radius	Radius	NNP
A52264	1160	20	is	be	VBZ
A52264	1160	21	equal	equal	JJ
A52264	1160	22	to	to	IN
A52264	1160	23	the	the	DT
A52264	1160	24	rectangle	rectangle	NN
A52264	1160	25	of	of	IN
A52264	1160	26	the	the	DT
A52264	1160	27	tangent	tangent	NN
A52264	1160	28	of	of	IN
A52264	1160	29	DB	DB	NNP
A52264	1160	30	,	,	,
A52264	1160	31	and	and	CC
A52264	1160	32	the	the	DT
A52264	1160	33	tangent	tangent	NN
A52264	1160	34	of	of	IN
A52264	1160	35	the	the	DT
A52264	1160	36	complement	complement	NN
A52264	1160	37	of	of	IN
A52264	1160	38	DAB	DAB	NNP
A52264	1160	39	:	:	:
A52264	1160	40	for	for	IN
A52264	1160	41	,	,	,
A52264	1160	42	by	by	IN
A52264	1160	43	the	the	DT
A52264	1160	44	second	second	JJ
A52264	1160	45	proposition	proposition	NN
A52264	1160	46	of	of	IN
A52264	1160	47	this	this	DT
A52264	1160	48	Chapter	chapter	NN
A52264	1160	49	,	,	,
A52264	1160	50	As	as	IN
A52264	1160	51	the	the	DT
A52264	1160	52	sine	sine	NN
A52264	1160	53	of	of	IN
A52264	1160	54	AB	AB	NNP
A52264	1160	55	,	,	,
A52264	1160	56	is	be	VBZ
A52264	1160	57	in	in	IN
A52264	1160	58	proportion	proportion	NN
A52264	1160	59	to	to	IN
A52264	1160	60	Radius	radius	NN
A52264	1160	61	:	:	:
A52264	1160	62	so	so	RB
A52264	1160	63	is	be	VBZ
A52264	1160	64	the	the	DT
A52264	1160	65	tangent	tangent	NN
A52264	1160	66	of	of	IN
A52264	1160	67	DB	DB	NNP
A52264	1160	68	,	,	,
A52264	1160	69	to	to	IN
A52264	1160	70	the	the	DT
A52264	1160	71	tangent	tangent	NN
A52264	1160	72	of	of	IN
A52264	1160	73	the	the	DT
A52264	1160	74	angle	angle	NN
A52264	1160	75	at	at	IN
A52264	1160	76	A.	a.	NN
A52264	1161	1	Therefore	therefore	RB
A52264	1161	2	if	if	IN
A52264	1161	3	you	-PRON-	PRP
A52264	1161	4	put	put	VBP
A52264	1161	5	the	the	DT
A52264	1161	6	third	third	JJ
A52264	1161	7	term	term	NN
A52264	1161	8	in	in	IN
A52264	1161	9	the	the	DT
A52264	1161	10	second	second	JJ
A52264	1161	11	place	place	NN
A52264	1161	12	,	,	,
A52264	1161	13	it	-PRON-	PRP
A52264	1161	14	will	will	MD
A52264	1161	15	be	be	VB
A52264	1161	16	,	,	,
A52264	1161	17	as	as	IN
A52264	1161	18	the	the	DT
A52264	1161	19	sine	sine	NN
A52264	1161	20	of	of	IN
A52264	1161	21	AB	AB	NNP
A52264	1161	22	,	,	,
A52264	1161	23	to	to	IN
A52264	1161	24	the	the	DT
A52264	1161	25	tangent	tangent	NN
A52264	1161	26	of	of	IN
A52264	1161	27	DB	DB	NNP
A52264	1161	28	:	:	:
A52264	1161	29	so	so	RB
A52264	1161	30	is	be	VBZ
A52264	1161	31	the	the	DT
A52264	1161	32	Radius	Radius	NNP
A52264	1161	33	,	,	,
A52264	1161	34	to	to	IN
A52264	1161	35	the	the	DT
A52264	1161	36	tangent	tangent	NN
A52264	1161	37	of	of	IN
A52264	1161	38	the	the	DT
A52264	1161	39	angle	angle	NN
A52264	1161	40	at	at	IN
A52264	1161	41	A.	a.	NN
A52264	1162	1	But	but	CC
A52264	1162	2	Radius	Radius	NNP
A52264	1162	3	is	be	VBZ
A52264	1162	4	a	a	DT
A52264	1162	5	mean	mean	JJ
A52264	1162	6	proportional	proportional	JJ
A52264	1162	7	between	between	IN
A52264	1162	8	the	the	DT
A52264	1162	9	tangent	tangent	NN
A52264	1162	10	of	of	IN
A52264	1162	11	an	an	DT
A52264	1162	12	arch	arch	NN
A52264	1162	13	,	,	,
A52264	1162	14	and	and	CC
A52264	1162	15	the	the	DT
A52264	1162	16	tangent	tangent	NN
A52264	1162	17	of	of	IN
A52264	1162	18	the	the	DT
A52264	1162	19	complement	complement	NN
A52264	1162	20	of	of	IN
A52264	1162	21	the	the	DT
A52264	1162	22	same	same	JJ
A52264	1162	23	arch	arch	NN
A52264	1162	24	,	,	,
A52264	1162	25	by	by	IN
A52264	1162	26	the	the	DT
A52264	1162	27	Corollary	Corollary	NNP
A52264	1162	28	of	of	IN
A52264	1162	29	the	the	DT
A52264	1162	30	first	first	JJ
A52264	1162	31	reason	reason	NN
A52264	1162	32	of	of	IN
A52264	1162	33	the	the	DT
A52264	1162	34	second	second	JJ
A52264	1162	35	Axiome	Axiome	NNP
A52264	1162	36	of	of	IN
A52264	1162	37	plain	plain	JJ
A52264	1162	38	Triangles	triangle	NNS
A52264	1162	39	:	:	:
A52264	1162	40	and	and	CC
A52264	1162	41	therefore	therefore	RB
A52264	1162	42	as	as	IN
A52264	1162	43	Radius	Radius	NNP
A52264	1162	44	,	,	,
A52264	1162	45	is	be	VBZ
A52264	1162	46	to	to	IN
A52264	1162	47	the	the	DT
A52264	1162	48	tangent	tangent	NN
A52264	1162	49	of	of	IN
A52264	1162	50	the	the	DT
A52264	1162	51	angle	angle	NN
A52264	1162	52	at	at	IN
A52264	1162	53	A	a	NN
A52264	1162	54	;	;	:
A52264	1162	55	so	so	RB
A52264	1162	56	is	be	VBZ
A52264	1162	57	the	the	DT
A52264	1162	58	tangent	tangent	JJ
A52264	1162	59	complement	complement	NN
A52264	1162	60	of	of	IN
A52264	1162	61	the	the	DT
A52264	1162	62	same	same	JJ
A52264	1162	63	angle	angle	NN
A52264	1162	64	at	at	IN
A52264	1162	65	A	a	DT
A52264	1162	66	unto	unto	JJ
A52264	1162	67	Radius	radius	NN
A52264	1162	68	:	:	:
A52264	1162	69	Therefore	therefore	RB
A52264	1162	70	as	as	IN
A52264	1162	71	the	the	DT
A52264	1162	72	sine	sine	NN
A52264	1162	73	of	of	IN
A52264	1162	74	AB	AB	NNP
A52264	1162	75	is	be	VBZ
A52264	1162	76	in	in	IN
A52264	1162	77	proportion	proportion	NN
A52264	1162	78	to	to	IN
A52264	1162	79	the	the	DT
A52264	1162	80	tangent	tangent	NN
A52264	1162	81	of	of	IN
A52264	1162	82	DB	DB	NNP
A52264	1162	83	;	;	:
A52264	1162	84	so	so	RB
A52264	1162	85	is	be	VBZ
A52264	1162	86	the	the	DT
A52264	1162	87	co	co	JJ
A52264	1162	88	-	-	NN
A52264	1162	89	tangent	tangent	NN
A52264	1162	90	of	of	IN
A52264	1162	91	the	the	DT
A52264	1162	92	angle	angle	NN
A52264	1162	93	at	at	IN
A52264	1162	94	A	a	NN
A52264	1162	95	,	,	,
A52264	1162	96	to	to	IN
A52264	1162	97	Radius	radius	NN
A52264	1162	98	:	:	:
A52264	1162	99	and	and	CC
A52264	1162	100	therefore	therefore	RB
A52264	1162	101	the	the	DT
A52264	1162	102	rectangle	rectangle	NN
A52264	1162	103	of	of	IN
A52264	1162	104	AB	AB	NNP
A52264	1162	105	▪	▪	NNP
A52264	1162	106	Radius	Radius	NNP
A52264	1162	107	,	,	,
A52264	1162	108	is	be	VBZ
A52264	1162	109	equall	equall	JJ
A52264	1162	110	to	to	IN
A52264	1162	111	the	the	DT
A52264	1162	112	rectangle	rectangle	NN
A52264	1162	113	of	of	IN
A52264	1162	114	the	the	DT
A52264	1162	115	tangent	tangent	NN
A52264	1162	116	of	of	IN
A52264	1162	117	DB	DB	NNP
A52264	1162	118	,	,	,
A52264	1162	119	and	and	CC
A52264	1162	120	the	the	DT
A52264	1162	121	co	co	NN
A52264	1162	122	-	-	NN
A52264	1162	123	tangent	tangent	NN
A52264	1162	124	of	of	IN
A52264	1162	125	the	the	DT
A52264	1162	126	angle	angle	NN
A52264	1162	127	at	at	IN
A52264	1162	128	A.	a.	NN
A52264	1163	1	CASE	CASE	NNP
A52264	1163	2	2	2	CD
A52264	1163	3	.	.	.
A52264	1164	1	Let	let	VB
A52264	1164	2	the	the	DT
A52264	1164	3	middle	middle	JJ
A52264	1164	4	part	part	NN
A52264	1164	5	be	be	VB
A52264	1164	6	an	an	DT
A52264	1164	7	angle	angle	NN
A52264	1164	8	,	,	,
A52264	1164	9	as	as	IN
A52264	1164	10	in	in	IN
A52264	1164	11	the	the	DT
A52264	1164	12	triangle	triangle	NN
A52264	1164	13	DHL	dhl	NN
A52264	1164	14	of	of	IN
A52264	1164	15	the	the	DT
A52264	1164	16	former	former	JJ
A52264	1164	17	Diagram	Diagram	NNP
A52264	1164	18	,	,	,
A52264	1164	19	and	and	CC
A52264	1164	20	let	let	VB
A52264	1164	21	compl	compl	NN
A52264	1164	22	.	.	.
A52264	1165	1	HLD	hld	UH
A52264	1165	2	be	be	VB
A52264	1165	3	the	the	DT
A52264	1165	4	middle	middle	JJ
A52264	1165	5	part	part	NN
A52264	1165	6	,	,	,
A52264	1165	7	HL	HL	NNP
A52264	1165	8	and	and	CC
A52264	1165	9	compl	compl	NNP
A52264	1165	10	.	.	.
A52264	1166	1	LD	LD	NNP
A52264	1166	2	the	the	DT
A52264	1166	3	extreames	extreame	NNS
A52264	1166	4	conjunct	conjunct	NN
A52264	1166	5	;	;	:
A52264	1166	6	then	then	RB
A52264	1166	7	I	-PRON-	PRP
A52264	1166	8	say	say	VBP
A52264	1166	9	,	,	,
A52264	1166	10	that	that	IN
A52264	1166	11	the	the	DT
A52264	1166	12	rectangle	rectangle	NNP
A52264	1166	13	made	make	VBN
A52264	1166	14	of	of	IN
A52264	1166	15	the	the	DT
A52264	1166	16	co	co	NN
A52264	1166	17	-	-	NN
A52264	1166	18	sine	sine	NN
A52264	1166	19	of	of	IN
A52264	1166	20	HLD	HLD	NNP
A52264	1166	21	and	and	CC
A52264	1166	22	Radius	Radius	NNP
A52264	1166	23	,	,	,
A52264	1166	24	is	be	VBZ
A52264	1166	25	equal	equal	JJ
A52264	1166	26	to	to	IN
A52264	1166	27	the	the	DT
A52264	1166	28	rectangle	rectangle	NN
A52264	1166	29	of	of	IN
A52264	1166	30	the	the	DT
A52264	1166	31	tangent	tangent	NN
A52264	1166	32	of	of	IN
A52264	1166	33	HL	HL	NNP
A52264	1166	34	and	and	CC
A52264	1166	35	the	the	DT
A52264	1166	36	co	co	NN
A52264	1166	37	●	●	CD
A52264	1166	38	tangent	tangent	NN
A52264	1166	39	of	of	IN
A52264	1166	40	LD	LD	NNP
A52264	1166	41	.	.	.
A52264	1167	1	For	for	IN
A52264	1167	2	▪	▪	NN
A52264	1167	3	by	by	IN
A52264	1167	4	the	the	DT
A52264	1167	5	third	third	JJ
A52264	1167	6	proposition	proposition	NN
A52264	1167	7	of	of	IN
A52264	1167	8	this	this	DT
A52264	1167	9	Chapter	chapter	NN
A52264	1167	10	,	,	,
A52264	1167	11	compl	compl	JJ
A52264	1167	12	.	.	.
A52264	1168	1	HLD	HLD	NNP
A52264	1168	2	is	be	VBZ
A52264	1168	3	equal	equal	JJ
A52264	1168	4	to	to	IN
A52264	1168	5	AB	AB	NNP
A52264	1168	6	,	,	,
A52264	1168	7	and	and	CC
A52264	1168	8	compl	compl	JJ
A52264	1168	9	.	.	.
A52264	1169	1	LD	LD	NNP
A52264	1169	2	to	to	IN
A52264	1169	3	DB	DB	NNP
A52264	1169	4	,	,	,
A52264	1169	5	and	and	CC
A52264	1169	6	HL	HL	NNP
A52264	1169	7	to	to	IN
A52264	1169	8	compl	compl	VB
A52264	1169	9	.	.	.
A52264	1170	1	DAB	DAB	NNP
A52264	1170	2	;	;	:
A52264	1170	3	and	and	CC
A52264	1170	4	here	here	RB
A52264	1170	5	we	-PRON-	PRP
A52264	1170	6	have	have	VBP
A52264	1170	7	proved	prove	VBN
A52264	1170	8	before	before	RB
A52264	1170	9	,	,	,
A52264	1170	10	that	that	IN
A52264	1170	11	the	the	DT
A52264	1170	12	rectangle	rectangle	NN
A52264	1170	13	of	of	IN
A52264	1170	14	the	the	DT
A52264	1170	15	sine	sine	NN
A52264	1170	16	of	of	IN
A52264	1170	17	AB	AB	NNP
A52264	1170	18	and	and	CC
A52264	1170	19	Radius	Radius	NNP
A52264	1170	20	,	,	,
A52264	1170	21	is	be	VBZ
A52264	1170	22	equal	equal	JJ
A52264	1170	23	to	to	IN
A52264	1170	24	the	the	DT
A52264	1170	25	rectangle	rectangle	NN
A52264	1170	26	of	of	IN
A52264	1170	27	the	the	DT
A52264	1170	28	tangent	tangent	NN
A52264	1170	29	of	of	IN
A52264	1170	30	DB	DB	NNP
A52264	1170	31	,	,	,
A52264	1170	32	and	and	CC
A52264	1170	33	the	the	DT
A52264	1170	34	co	co	NN
A52264	1170	35	-	-	NN
A52264	1170	36	tangent	tangent	NN
A52264	1170	37	of	of	IN
A52264	1170	38	the	the	DT
A52264	1170	39	angle	angle	NN
A52264	1170	40	at	at	IN
A52264	1170	41	A	a	NN
A52264	1170	42	;	;	:
A52264	1170	43	therefore	therefore	RB
A52264	1170	44	also	also	RB
A52264	1170	45	the	the	DT
A52264	1170	46	rectangle	rectangle	NN
A52264	1170	47	of	of	IN
A52264	1170	48	the	the	DT
A52264	1170	49	co	co	NN
A52264	1170	50	-	-	NN
A52264	1170	51	sine	sine	NN
A52264	1170	52	of	of	IN
A52264	1170	53	HLD	HLD	NNP
A52264	1170	54	and	and	CC
A52264	1170	55	Radius	Radius	NNP
A52264	1170	56	,	,	,
A52264	1170	57	is	be	VBZ
A52264	1170	58	equal	equal	JJ
A52264	1170	59	to	to	IN
A52264	1170	60	the	the	DT
A52264	1170	61	rectangle	rectangle	NN
A52264	1170	62	of	of	IN
A52264	1170	63	the	the	DT
A52264	1170	64	co	co	JJ
A52264	1170	65	-	-	NN
A52264	1170	66	tangent	tangent	NN
A52264	1170	67	of	of	IN
A52264	1170	68	LD	LD	NNP
A52264	1170	69	,	,	,
A52264	1170	70	and	and	CC
A52264	1170	71	the	the	DT
A52264	1170	72	〈	〈	NNP
A52264	1170	73	◊	◊	NNP
A52264	1170	74	〉	〉	NNP
A52264	1170	75	tangent	tangent	NN
A52264	1170	76	of	of	IN
A52264	1170	77	HL	HL	NNP
A52264	1170	78	.	.	.
A52264	1171	1	CASE	CASE	NNP
A52264	1171	2	3	3	CD
A52264	1171	3	.	.	.
A52264	1172	1	Let	let	VB
A52264	1172	2	the	the	DT
A52264	1172	3	middle	middle	JJ
A52264	1172	4	part	part	NN
A52264	1172	5	be	be	VB
A52264	1172	6	the	the	DT
A52264	1172	7	hypothenusal	hypothenusal	NN
A52264	1172	8	,	,	,
A52264	1172	9	as	as	IN
A52264	1172	10	in	in	IN
A52264	1172	11	the	the	DT
A52264	1172	12	triangle	triangle	NN
A52264	1172	13	GCA	GCA	NNP
A52264	1172	14	,	,	,
A52264	1172	15	let	let	VB
A52264	1172	16	compl	compl	NN
A52264	1172	17	.	.	.
A52264	1173	1	AG	AG	NNP
A52264	1173	2	be	be	VB
A52264	1173	3	the	the	DT
A52264	1173	4	middle	middle	JJ
A52264	1173	5	part	part	NN
A52264	1173	6	,	,	,
A52264	1173	7	compl	compl	JJ
A52264	1173	8	.	.	.
A52264	1174	1	AGC	AGC	NNP
A52264	1174	2	,	,	,
A52264	1174	3	and	and	CC
A52264	1174	4	compl	compl	JJ
A52264	1174	5	.	.	.
A52264	1175	1	CAG	CAG	NNP
A52264	1175	2	the	the	DT
A52264	1175	3	extreams	extream	NNS
A52264	1175	4	conjunct	conjunct	VBP
A52264	1175	5	;	;	:
A52264	1175	6	then	then	RB
A52264	1175	7	I	-PRON-	PRP
A52264	1175	8	say	say	VBP
A52264	1175	9	,	,	,
A52264	1175	10	that	that	IN
A52264	1175	11	the	the	DT
A52264	1175	12	rectangle	rectangle	NN
A52264	1175	13	of	of	IN
A52264	1175	14	the	the	DT
A52264	1175	15	co	co	NN
A52264	1175	16	-	-	NN
A52264	1175	17	sine	sine	NN
A52264	1175	18	of	of	IN
A52264	1175	19	▪	▪	NNP
A52264	1175	20	AG	AG	NNP
A52264	1175	21	and	and	CC
A52264	1175	22	Radius	Radius	NNP
A52264	1175	23	,	,	,
A52264	1175	24	is	be	VBZ
A52264	1175	25	equal	equal	JJ
A52264	1175	26	to	to	IN
A52264	1175	27	the	the	DT
A52264	1175	28	rectangle	rectangle	NN
A52264	1175	29	of	of	IN
A52264	1175	30	the	the	DT
A52264	1175	31	co	co	JJ
A52264	1175	32	-	-	NN
A52264	1175	33	tangent	tangent	NN
A52264	1175	34	of	of	IN
A52264	1175	35	AGC	AGC	NNP
A52264	1175	36	,	,	,
A52264	1175	37	and	and	CC
A52264	1175	38	the	the	DT
A52264	1175	39	co	co	JJ
A52264	1175	40	-	-	NN
A52264	1175	41	tangent	tangent	NN
A52264	1175	42	of	of	IN
A52264	1175	43	CAG	CAG	NNP
A52264	1175	44	:	:	:
A52264	1175	45	for	for	IN
A52264	1175	46	we	-PRON-	PRP
A52264	1175	47	have	have	VBP
A52264	1175	48	proved	prove	VBN
A52264	1175	49	before	before	RB
A52264	1175	50	,	,	,
A52264	1175	51	that	that	IN
A52264	1175	52	the	the	DT
A52264	1175	53	rectangle	rectangle	NN
A52264	1175	54	of	of	IN
A52264	1175	55	the	the	DT
A52264	1175	56	sine	sine	NN
A52264	1175	57	of	of	IN
A52264	1175	58	AB	AB	NNP
A52264	1175	59	and	and	CC
A52264	1175	60	Radius	Radius	NNP
A52264	1175	61	is	be	VBZ
A52264	1175	62	equal	equal	JJ
A52264	1175	63	to	to	IN
A52264	1175	64	the	the	DT
A52264	1175	65	rectangle	rectangle	NN
A52264	1175	66	of	of	IN
A52264	1175	67	the	the	DT
A52264	1175	68	tangent	tangent	NN
A52264	1175	69	of	of	IN
A52264	1175	70	DB	DB	NNP
A52264	1175	71	and	and	CC
A52264	1175	72	the	the	DT
A52264	1175	73	co	co	NN
A52264	1175	74	-	-	NN
A52264	1175	75	tangent	tangent	NN
A52264	1175	76	of	of	IN
A52264	1175	77	DAB	DAB	NNP
A52264	1175	78	,	,	,
A52264	1175	79	but	but	CC
A52264	1175	80	,	,	,
A52264	1175	81	by	by	IN
A52264	1175	82	the	the	DT
A52264	1175	83	third	third	JJ
A52264	1175	84	proposition	proposition	NN
A52264	1175	85	of	of	IN
A52264	1175	86	this	this	DT
A52264	1175	87	Chapter	chapter	NN
A52264	1175	88	,	,	,
A52264	1175	89	compl	compl	JJ
A52264	1175	90	.	.	.
A52264	1176	1	AG	AG	NNP
A52264	1176	2	is	be	VBZ
A52264	1176	3	equal	equal	JJ
A52264	1176	4	to	to	IN
A52264	1176	5	AB	AB	NNP
A52264	1176	6	,	,	,
A52264	1176	7	compl	compl	NN
A52264	1176	8	.	.	.
A52264	1177	1	AGC	AGC	NNP
A52264	1177	2	to	to	IN
A52264	1177	3	DB	DB	NNP
A52264	1177	4	,	,	,
A52264	1177	5	and	and	CC
A52264	1177	6	compl	compl	NNP
A52264	1177	7	.	.	.
A52264	1178	1	CAG	CAG	NNP
A52264	1178	2	to	to	IN
A52264	1178	3	compl	compl	NN
A52264	1178	4	,	,	,
A52264	1178	5	DAB	DAB	NNP
A52264	1178	6	;	;	:
A52264	1178	7	therefore	therefore	RB
A52264	1178	8	also	also	RB
A52264	1178	9	the	the	DT
A52264	1178	10	rectangle	rectangle	NN
A52264	1178	11	of	of	IN
A52264	1178	12	the	the	DT
A52264	1178	13	co	co	NN
A52264	1178	14	-	-	NN
A52264	1178	15	sine	sine	NN
A52264	1178	16	of	of	IN
A52264	1178	17	AG	AG	NNP
A52264	1178	18	and	and	CC
A52264	1178	19	Radius	Radius	NNP
A52264	1178	20	,	,	,
A52264	1178	21	is	be	VBZ
A52264	1178	22	equal	equal	JJ
A52264	1178	23	to	to	IN
A52264	1178	24	the	the	DT
A52264	1178	25	rectangle	rectangle	NN
A52264	1178	26	of	of	IN
A52264	1178	27	the	the	DT
A52264	1178	28	co	co	JJ
A52264	1178	29	-	-	NN
A52264	1178	30	tangent	tangent	NN
A52264	1178	31	of	of	IN
A52264	1178	32	AGC	AGC	NNP
A52264	1178	33	and	and	CC
A52264	1178	34	the	the	DT
A52264	1178	35	co	co	JJ
A52264	1178	36	-	-	NN
A52264	1178	37	tangent	tangent	NN
A52264	1178	38	of	of	IN
A52264	1178	39	CAG	CAG	NNP
A52264	1178	40	,	,	,
A52264	1178	41	which	which	WDT
A52264	1178	42	was	be	VBD
A52264	1178	43	to	to	TO
A52264	1178	44	be	be	VB
A52264	1178	45	proved	prove	VBN
A52264	1178	46	.	.	.
A52264	1179	1	It	-PRON-	PRP
A52264	1179	2	is	be	VBZ
A52264	1179	3	further	further	JJ
A52264	1179	4	to	to	TO
A52264	1179	5	be	be	VB
A52264	1179	6	proved	prove	VBN
A52264	1179	7	,	,	,
A52264	1179	8	that	that	IN
A52264	1179	9	the	the	DT
A52264	1179	10	sine	sine	NN
A52264	1179	11	of	of	IN
A52264	1179	12	the	the	DT
A52264	1179	13	middle	middle	JJ
A52264	1179	14	part	part	NN
A52264	1179	15	and	and	CC
A52264	1179	16	Radius	Radius	NNP
A52264	1179	17	are	be	VBP
A52264	1179	18	proportional	proportional	JJ
A52264	1179	19	with	with	IN
A52264	1179	20	the	the	DT
A52264	1179	21	co	co	NNS
A52264	1179	22	-	-	NNS
A52264	1179	23	sines	sine	NNS
A52264	1179	24	of	of	IN
A52264	1179	25	the	the	DT
A52264	1179	26	extreams	extream	NNS
A52264	1179	27	dis	dis	NNP
A52264	1179	28	-	-	HYPH
A52264	1179	29	junct	junct	NNP
A52264	1179	30	.	.	.
A52264	1180	1	Here	here	RB
A52264	1180	2	also	also	RB
A52264	1180	3	the	the	DT
A52264	1180	4	middle	middle	JJ
A52264	1180	5	part	part	NN
A52264	1180	6	is	be	VBZ
A52264	1180	7	either	either	CC
A52264	1180	8	one	one	CD
A52264	1180	9	of	of	IN
A52264	1180	10	the	the	DT
A52264	1180	11	sides	side	NNS
A52264	1180	12	,	,	,
A52264	1180	13	or	or	CC
A52264	1180	14	the	the	DT
A52264	1180	15	hypothenusal	hypothenusal	NN
A52264	1180	16	,	,	,
A52264	1180	17	or	or	CC
A52264	1180	18	one	one	CD
A52264	1180	19	of	of	IN
A52264	1180	20	the	the	DT
A52264	1180	21	oblique	oblique	JJ
A52264	1180	22	angles	angle	NNS
A52264	1180	23	.	.	.
A52264	1181	1	CASE	CASE	NNP
A52264	1181	2	1	1	CD
A52264	1181	3	.	.	.
A52264	1182	1	Let	let	VB
A52264	1182	2	the	the	DT
A52264	1182	3	middle	middle	JJ
A52264	1182	4	part	part	NN
A52264	1182	5	be	be	VB
A52264	1182	6	a	a	DT
A52264	1182	7	side	side	NN
A52264	1182	8	:	:	:
A52264	1182	9	as	as	IN
A52264	1182	10	in	in	IN
A52264	1182	11	the	the	DT
A52264	1182	12	triangle	triangle	NN
A52264	1182	13	ABD	ABD	NNP
A52264	1182	14	,	,	,
A52264	1182	15	let	let	VB
A52264	1182	16	DB	DB	NNP
A52264	1182	17	be	be	VB
A52264	1182	18	the	the	DT
A52264	1182	19	middle	middle	JJ
A52264	1182	20	part	part	NN
A52264	1182	21	,	,	,
A52264	1182	22	compl	compl	JJ
A52264	1182	23	.	.	.
A52264	1183	1	AD	ad	NN
A52264	1183	2	and	and	CC
A52264	1183	3	compl	compl	NN
A52264	1183	4	.	.	.
A52264	1184	1	A	a	DT
A52264	1184	2	the	the	DT
A52264	1184	3	opposite	opposite	JJ
A52264	1184	4	extreams	extream	NNS
A52264	1184	5	:	:	:
A52264	1184	6	then	then	RB
A52264	1184	7	I	-PRON-	PRP
A52264	1184	8	say	say	VBP
A52264	1184	9	,	,	,
A52264	1184	10	that	that	IN
A52264	1184	11	the	the	DT
A52264	1184	12	rectangle	rectangle	NN
A52264	1184	13	of	of	IN
A52264	1184	14	the	the	DT
A52264	1184	15	sine	sine	NN
A52264	1184	16	of	of	IN
A52264	1184	17	BD	BD	NNP
A52264	1184	18	and	and	CC
A52264	1184	19	Radius	Radius	NNP
A52264	1184	20	is	be	VBZ
A52264	1184	21	equal	equal	JJ
A52264	1184	22	to	to	IN
A52264	1184	23	the	the	DT
A52264	1184	24	rectangle	rectangle	NN
A52264	1184	25	of	of	IN
A52264	1184	26	the	the	DT
A52264	1184	27	sine	sine	NN
A52264	1184	28	of	of	IN
A52264	1184	29	AD	ad	NN
A52264	1184	30	,	,	,
A52264	1184	31	and	and	CC
A52264	1184	32	the	the	DT
A52264	1184	33	sine	sine	NN
A52264	1184	34	of	of	IN
A52264	1184	35	the	the	DT
A52264	1184	36	angle	angle	NN
A52264	1184	37	at	at	IN
A52264	1184	38	A	a	NN
A52264	1184	39	;	;	:
A52264	1184	40	for	for	IN
A52264	1184	41	,	,	,
A52264	1184	42	by	by	IN
A52264	1184	43	the	the	DT
A52264	1184	44	first	first	JJ
A52264	1184	45	proposition	proposition	NN
A52264	1184	46	of	of	IN
A52264	1184	47	this	this	DT
A52264	1184	48	Chapter	chapter	NN
A52264	1184	49	,	,	,
A52264	1184	50	as	as	IN
A52264	1184	51	the	the	DT
A52264	1184	52	sine	sine	NN
A52264	1184	53	of	of	IN
A52264	1184	54	AD	ad	NN
A52264	1184	55	,	,	,
A52264	1184	56	is	be	VBZ
A52264	1184	57	to	to	IN
A52264	1184	58	Radius	Radius	NNP
A52264	1184	59	;	;	:
A52264	1184	60	so	so	RB
A52264	1184	61	is	be	VBZ
A52264	1184	62	the	the	DT
A52264	1184	63	sine	sine	NN
A52264	1184	64	of	of	IN
A52264	1184	65	DB	DB	NNP
A52264	1184	66	,	,	,
A52264	1184	67	to	to	IN
A52264	1184	68	the	the	DT
A52264	1184	69	sine	sine	NN
A52264	1184	70	of	of	IN
A52264	1184	71	the	the	DT
A52264	1184	72	angle	angle	NN
A52264	1184	73	at	at	IN
A52264	1184	74	A.	a.	NN
A52264	1185	1	Therefore	therefore	RB
A52264	1185	2	,	,	,
A52264	1185	3	the	the	DT
A52264	1185	4	rectangle	rectangle	NN
A52264	1185	5	of	of	IN
A52264	1185	6	the	the	DT
A52264	1185	7	sine	sine	NN
A52264	1185	8	of	of	IN
A52264	1185	9	DB	DB	NNP
A52264	1185	10	and	and	CC
A52264	1185	11	Radius	Radius	NNP
A52264	1185	12	,	,	,
A52264	1185	13	is	be	VBZ
A52264	1185	14	equal	equal	JJ
A52264	1185	15	to	to	IN
A52264	1185	16	the	the	DT
A52264	1185	17	rectangle	rectangle	NN
A52264	1185	18	of	of	IN
A52264	1185	19	the	the	DT
A52264	1185	20	sine	sine	NN
A52264	1185	21	of	of	IN
A52264	1185	22	AD	ad	NN
A52264	1185	23	and	and	CC
A52264	1185	24	the	the	DT
A52264	1185	25	sine	sine	NN
A52264	1185	26	of	of	IN
A52264	1185	27	the	the	DT
A52264	1185	28	angle	angle	NN
A52264	1185	29	at	at	IN
A52264	1185	30	A.	a.	NN
A52264	1186	1	CASE	CASE	NNP
A52264	1186	2	2	2	CD
A52264	1186	3	.	.	.
A52264	1187	1	Let	let	VB
A52264	1187	2	the	the	DT
A52264	1187	3	hypothenusal	hypothenusal	NN
A52264	1187	4	be	be	VB
A52264	1187	5	the	the	DT
A52264	1187	6	middle	middle	JJ
A52264	1187	7	part	part	NN
A52264	1187	8	;	;	:
A52264	1187	9	as	as	IN
A52264	1187	10	in	in	IN
A52264	1187	11	the	the	DT
A52264	1187	12	triangle	triangle	NN
A52264	1187	13	DHL	DHL	NNP
A52264	1187	14	,	,	,
A52264	1187	15	let	let	VB
A52264	1187	16	compl	compl	NN
A52264	1187	17	.	.	.
A52264	1188	1	LD	LD	NNP
A52264	1188	2	be	be	VB
A52264	1188	3	the	the	DT
A52264	1188	4	middle	middle	JJ
A52264	1188	5	part	part	NN
A52264	1188	6	,	,	,
A52264	1188	7	DH	DH	NNP
A52264	1188	8	and	and	CC
A52264	1188	9	HL	HL	NNP
A52264	1188	10	the	the	DT
A52264	1188	11	extreams	extream	NNS
A52264	1188	12	dis	dis	NN
A52264	1188	13	-	-	HYPH
A52264	1188	14	junct	junct	NNP
A52264	1188	15	.	.	.
A52264	1189	1	Then	then	RB
A52264	1189	2	I	-PRON-	PRP
A52264	1189	3	say	say	VBP
A52264	1189	4	,	,	,
A52264	1189	5	that	that	IN
A52264	1189	6	the	the	DT
A52264	1189	7	rectangle	rectangle	NN
A52264	1189	8	of	of	IN
A52264	1189	9	the	the	DT
A52264	1189	10	co	co	NN
A52264	1189	11	-	-	NN
A52264	1189	12	sine	sine	NN
A52264	1189	13	of	of	IN
A52264	1189	14	LD	LD	NNP
A52264	1189	15	and	and	CC
A52264	1189	16	Radius	Radius	NNP
A52264	1189	17	is	be	VBZ
A52264	1189	18	equal	equal	JJ
A52264	1189	19	to	to	IN
A52264	1189	20	the	the	DT
A52264	1189	21	rectangle	rectangle	NN
A52264	1189	22	of	of	IN
A52264	1189	23	the	the	DT
A52264	1189	24	co	co	NN
A52264	1189	25	-	-	NN
A52264	1189	26	sine	sine	NN
A52264	1189	27	of	of	IN
A52264	1189	28	DH	DH	NNP
A52264	1189	29	and	and	CC
A52264	1189	30	the	the	DT
A52264	1189	31	co	co	NN
A52264	1189	32	-	-	NN
A52264	1189	33	sine	sine	NN
A52264	1189	34	of	of	IN
A52264	1189	35	HL	HL	NNP
A52264	1189	36	:	:	:
A52264	1189	37	for	for	IN
A52264	1189	38	compl	compl	NNP
A52264	1189	39	.	.	.
A52264	1190	1	LD	LD	NNP
A52264	1190	2	is	be	VBZ
A52264	1190	3	equal	equal	JJ
A52264	1190	4	to	to	IN
A52264	1190	5	DB	DB	NNP
A52264	1190	6	,	,	,
A52264	1190	7	and	and	CC
A52264	1190	8	DH	DH	NNP
A52264	1190	9	is	be	VBZ
A52264	1190	10	equall	equall	JJ
A52264	1190	11	to	to	IN
A52264	1190	12	compl	compl	JJ
A52264	1190	13	.	.	.
A52264	1191	1	AD	ad	NN
A52264	1191	2	,	,	,
A52264	1191	3	and	and	CC
A52264	1191	4	HL	HL	NNP
A52264	1191	5	to	to	IN
A52264	1191	6	compl	compl	VB
A52264	1191	7	.	.	.
A52264	1192	1	DAB	DAB	NNP
A52264	1192	2	,	,	,
A52264	1192	3	by	by	IN
A52264	1192	4	the	the	DT
A52264	1192	5	third	third	JJ
A52264	1192	6	proposition	proposition	NN
A52264	1192	7	of	of	IN
A52264	1192	8	this	this	DT
A52264	1192	9	Chapter	chapter	NN
A52264	1192	10	:	:	:
A52264	1192	11	therefore	therefore	RB
A52264	1192	12	the	the	DT
A52264	1192	13	rectangle	rectangle	NN
A52264	1192	14	of	of	IN
A52264	1192	15	the	the	DT
A52264	1192	16	co	co	NN
A52264	1192	17	-	-	NN
A52264	1192	18	sine	sine	NN
A52264	1192	19	of	of	IN
A52264	1192	20	LD	LD	NNP
A52264	1192	21	and	and	CC
A52264	1192	22	Radius	Radius	NNP
A52264	1192	23	,	,	,
A52264	1192	24	is	be	VBZ
A52264	1192	25	equal	equal	JJ
A52264	1192	26	to	to	IN
A52264	1192	27	the	the	DT
A52264	1192	28	rectangle	rectangle	NN
A52264	1192	29	of	of	IN
A52264	1192	30	the	the	DT
A52264	1192	31	co	co	NN
A52264	1192	32	-	-	NN
A52264	1192	33	sine	sine	NN
A52264	1192	34	of	of	IN
A52264	1192	35	DH	DH	NNP
A52264	1192	36	and	and	CC
A52264	1192	37	the	the	DT
A52264	1192	38	co	co	NN
A52264	1192	39	-	-	NN
A52264	1192	40	sine	sine	NN
A52264	1192	41	of	of	IN
A52264	1192	42	HL	HL	NNP
A52264	1192	43	.	.	.
A52264	1193	1	CASE	CASE	NNP
A52264	1193	2	3	3	CD
A52264	1193	3	.	.	.
A52264	1194	1	Let	let	VB
A52264	1194	2	one	one	CD
A52264	1194	3	of	of	IN
A52264	1194	4	the	the	DT
A52264	1194	5	oblique	oblique	JJ
A52264	1194	6	angles	angle	NNS
A52264	1194	7	be	be	VB
A52264	1194	8	the	the	DT
A52264	1194	9	middle	middle	JJ
A52264	1194	10	part	part	NN
A52264	1194	11	,	,	,
A52264	1194	12	as	as	IN
A52264	1194	13	in	in	IN
A52264	1194	14	the	the	DT
A52264	1194	15	triangle	triangle	NN
A52264	1194	16	IEG	IEG	NNP
A52264	1194	17	,	,	,
A52264	1194	18	let	let	VBD
A52264	1194	19	compl	compl	NN
A52264	1194	20	.	.	.
A52264	1195	1	IGE	IGE	NNP
A52264	1195	2	be	be	VBP
A52264	1195	3	the	the	DT
A52264	1195	4	middle	middle	JJ
A52264	1195	5	part	part	NN
A52264	1195	6	:	:	:
A52264	1195	7	then	then	RB
A52264	1195	8	I	-PRON-	PRP
A52264	1195	9	say	say	VBP
A52264	1195	10	,	,	,
A52264	1195	11	that	that	IN
A52264	1195	12	the	the	DT
A52264	1195	13	rectangle	rectangle	NN
A52264	1195	14	of	of	IN
A52264	1195	15	the	the	DT
A52264	1195	16	co	co	NN
A52264	1195	17	-	-	NN
A52264	1195	18	sine	sine	NN
A52264	1195	19	of	of	IN
A52264	1195	20	IGE	IGE	NNP
A52264	1195	21	and	and	CC
A52264	1195	22	Radius	Radius	NNP
A52264	1195	23	is	be	VBZ
A52264	1195	24	equal	equal	JJ
A52264	1195	25	to	to	IN
A52264	1195	26	the	the	DT
A52264	1195	27	rectangle	rectangle	NN
A52264	1195	28	of	of	IN
A52264	1195	29	the	the	DT
A52264	1195	30	sine	sine	NN
A52264	1195	31	of	of	IN
A52264	1195	32	GEI	GEI	NNP
A52264	1195	33	and	and	CC
A52264	1195	34	the	the	DT
A52264	1195	35	co	co	NN
A52264	1195	36	-	-	NN
A52264	1195	37	sine	sine	NN
A52264	1195	38	of	of	IN
A52264	1195	39	IE	IE	NNP
A52264	1195	40	:	:	:
A52264	1195	41	for	for	IN
A52264	1195	42	compl	compl	NN
A52264	1195	43	.	.	.
A52264	1196	1	IGE	IGE	NNP
A52264	1196	2	is	be	VBZ
A52264	1196	3	equall	equall	JJ
A52264	1196	4	to	to	IN
A52264	1196	5	DB	DB	NNP
A52264	1196	6	,	,	,
A52264	1196	7	and	and	CC
A52264	1196	8	GEI	GEI	NNP
A52264	1196	9	is	be	VBZ
A52264	1196	10	equal	equal	JJ
A52264	1196	11	to	to	IN
A52264	1196	12	AD	ad	NN
A52264	1196	13	,	,	,
A52264	1196	14	and	and	CC
A52264	1196	15	EI	EI	NNP
A52264	1196	16	to	to	TO
A52264	1196	17	compl	compl	VB
A52264	1196	18	.	.	.
A52264	1197	1	DAB	DAB	NNP
A52264	1197	2	.	.	.
A52264	1198	1	5	5	CD
A52264	1198	2	.	.	.
A52264	1199	1	In	in	IN
A52264	1199	2	any	any	DT
A52264	1199	3	Spherical	spherical	JJ
A52264	1199	4	triangle	triangle	NN
A52264	1199	5	,	,	,
A52264	1199	6	the	the	DT
A52264	1199	7	sines	sine	NNS
A52264	1199	8	of	of	IN
A52264	1199	9	the	the	DT
A52264	1199	10	sides	side	NNS
A52264	1199	11	are	be	VBP
A52264	1199	12	proportional	proportional	JJ
A52264	1199	13	to	to	IN
A52264	1199	14	the	the	DT
A52264	1199	15	sines	sine	NNS
A52264	1199	16	of	of	IN
A52264	1199	17	their	-PRON-	PRP$
A52264	1199	18	opposite	opposite	JJ
A52264	1199	19	angles	angle	NNS
A52264	1199	20	.	.	.
A52264	1200	1	Let	let	VB
A52264	1200	2	ABC	ABC	NNP
A52264	1200	3	be	be	VB
A52264	1200	4	a	a	DT
A52264	1200	5	spherical	spherical	JJ
A52264	1200	6	triangle	triangle	NN
A52264	1200	7	,	,	,
A52264	1200	8	right	right	RB
A52264	1200	9	angled	angle	VBD
A52264	1200	10	at	at	IN
A52264	1200	11	C	C	NNP
A52264	1200	12	,	,	,
A52264	1200	13	then	then	RB
A52264	1200	14	let	let	VB
A52264	1200	15	the	the	DT
A52264	1200	16	sides	side	NNS
A52264	1200	17	AB	AB	NNP
A52264	1200	18	,	,	,
A52264	1200	19	AC	AC	NNP
A52264	1200	20	,	,	,
A52264	1200	21	and	and	CC
A52264	1200	22	CB	CB	NNP
A52264	1200	23	be	be	VB
A52264	1200	24	continued	continue	VBN
A52264	1200	25	to	to	TO
A52264	1200	26	make	make	VB
A52264	1200	27	the	the	DT
A52264	1200	28	quadrants	quadrant	NNS
A52264	1200	29	AE	AE	NNP
A52264	1200	30	,	,	,
A52264	1200	31	AF	AF	NNP
A52264	1200	32	,	,	,
A52264	1200	33	and	and	CC
A52264	1200	34	CD	cd	NN
A52264	1200	35	,	,	,
A52264	1200	36	and	and	CC
A52264	1200	37	from	from	IN
A52264	1200	38	the	the	DT
A52264	1200	39	pole	pole	NN
A52264	1200	40	of	of	IN
A52264	1200	41	the	the	DT
A52264	1200	42	quadrant	quadrant	JJ
A52264	1200	43	AF	AF	NNP
A52264	1200	44	,	,	,
A52264	1200	45	to	to	IN
A52264	1200	46	wit	wit	NN
A52264	1200	47	,	,	,
A52264	1200	48	from	from	IN
A52264	1200	49	the	the	DT
A52264	1200	50	point	point	NN
A52264	1200	51	D	d	NN
A52264	1200	52	,	,	,
A52264	1200	53	let	let	VB
A52264	1200	54	be	be	VB
A52264	1200	55	drawn	draw	VBN
A52264	1200	56	down	down	RP
A52264	1200	57	the	the	DT
A52264	1200	58	other	other	JJ
A52264	1200	59	quadrants	quadrant	NNS
A52264	1200	60	DF	DF	NNP
A52264	1200	61	and	and	CC
A52264	1200	62	DH	DH	NNP
A52264	1200	63	;	;	:
A52264	1200	64	so	so	CC
A52264	1200	65	there	there	EX
A52264	1200	66	is	be	VBZ
A52264	1200	67	made	make	VBN
A52264	1200	68	three	three	CD
A52264	1200	69	new	new	JJ
A52264	1200	70	triangles	triangle	NNS
A52264	1200	71	BDE	BDE	NNP
A52264	1200	72	,	,	,
A52264	1200	73	GDE	GDE	NNP
A52264	1200	74	,	,	,
A52264	1200	75	and	and	CC
A52264	1200	76	the	the	DT
A52264	1200	77	obliquangled	obliquangled	JJ
A52264	1200	78	triangle	triangle	NN
A52264	1200	79	BDG	BDG	NNP
A52264	1200	80	.	.	.
A52264	1201	1	I	-PRON-	PRP
A52264	1201	2	say	say	VBP
A52264	1201	3	,	,	,
A52264	1201	4	in	in	IN
A52264	1201	5	the	the	DT
A52264	1201	6	right	right	NN
A52264	1201	7	angled	angle	VBN
A52264	1201	8	triangle	triangle	NN
A52264	1201	9	ABC	ABC	NNP
A52264	1201	10	,	,	,
A52264	1201	11	that	that	IN
A52264	1201	12	the	the	DT
A52264	1201	13	sine	sine	NN
A52264	1201	14	of	of	IN
A52264	1201	15	the	the	DT
A52264	1201	16	side	side	NN
A52264	1201	17	AB	AB	NNP
A52264	1201	18	is	be	VBZ
A52264	1201	19	in	in	IN
A52264	1201	20	proportion	proportion	NN
A52264	1201	21	to	to	IN
A52264	1201	22	the	the	DT
A52264	1201	23	sine	sine	NN
A52264	1201	24	of	of	IN
A52264	1201	25	his	-PRON-	PRP$
A52264	1201	26	opposite	opposite	JJ
A52264	1201	27	angle	angle	NN
A52264	1201	28	ACB	ACB	NNP
A52264	1201	29	:	:	:
A52264	1201	30	as	as	IN
A52264	1201	31	the	the	DT
A52264	1201	32	sine	sine	NN
A52264	1201	33	of	of	IN
A52264	1201	34	the	the	DT
A52264	1201	35	side	side	NN
A52264	1201	36	AC	AC	NNP
A52264	1201	37	,	,	,
A52264	1201	38	is	be	VBZ
A52264	1201	39	to	to	IN
A52264	1201	40	his	-PRON-	PRP$
A52264	1201	41	opposite	opposite	JJ
A52264	1201	42	angle	angle	NN
A52264	1201	43	ABC	ABC	NNP
A52264	1201	44	;	;	:
A52264	1201	45	or	or	CC
A52264	1201	46	as	as	IN
A52264	1201	47	BC	BC	NNP
A52264	1201	48	,	,	,
A52264	1201	49	to	to	IN
A52264	1201	50	BAC	BAC	NNP
A52264	1201	51	:	:	:
A52264	1201	52	likewise	likewise	RB
A52264	1201	53	in	in	IN
A52264	1201	54	the	the	DT
A52264	1201	55	obliquangled	obliquangled	JJ
A52264	1201	56	spherical	spherical	JJ
A52264	1201	57	triangle	triangle	NN
A52264	1201	58	BDG	BDG	NNP
A52264	1201	59	,	,	,
A52264	1201	60	I	-PRON-	PRP
A52264	1201	61	say	say	VBP
A52264	1201	62	,	,	,
A52264	1201	63	that	that	IN
A52264	1201	64	as	as	IN
A52264	1201	65	BG	BG	NNP
A52264	1201	66	,	,	,
A52264	1201	67	is	be	VBZ
A52264	1201	68	to	to	IN
A52264	1201	69	BDG	BDG	NNP
A52264	1201	70	:	:	:
A52264	1201	71	so	so	RB
A52264	1201	72	is	be	VBZ
A52264	1201	73	BD	BD	NNP
A52264	1201	74	,	,	,
A52264	1201	75	to	to	IN
A52264	1201	76	BGD	BGD	NNP
A52264	1201	77	;	;	:
A52264	1201	78	or	or	CC
A52264	1201	79	so	so	RB
A52264	1201	80	is	be	VBZ
A52264	1201	81	DG	DG	NNP
A52264	1201	82	,	,	,
A52264	1201	83	to	to	IN
A52264	1201	84	DBG	DBG	NNP
A52264	1201	85	.	.	.
A52264	1202	1	For	for	IN
A52264	1202	2	first	first	RB
A52264	1202	3	,	,	,
A52264	1202	4	in	in	IN
A52264	1202	5	the	the	DT
A52264	1202	6	right	right	NN
A52264	1202	7	angled	angle	VBN
A52264	1202	8	triangle	triangle	NN
A52264	1202	9	ABC	ABC	NNP
A52264	1202	10	,	,	,
A52264	1202	11	the	the	DT
A52264	1202	12	angle	angle	NN
A52264	1202	13	ACB	ACB	NNP
A52264	1202	14	and	and	CC
A52264	1202	15	the	the	DT
A52264	1202	16	arch	arch	JJ
A52264	1202	17	AE	ae	NN
A52264	1202	18	are	be	VBP
A52264	1202	19	of	of	IN
A52264	1202	20	the	the	DT
A52264	1202	21	same	same	JJ
A52264	1202	22	quantity	quantity	NN
A52264	1202	23	,	,	,
A52264	1202	24	to	to	IN
A52264	1202	25	wit	wit	NN
A52264	1202	26	,	,	,
A52264	1202	27	quadrants	quadrant	NNS
A52264	1202	28	,	,	,
A52264	1202	29	so	so	RB
A52264	1202	30	likewise	likewise	RB
A52264	1202	31	the	the	DT
A52264	1202	32	angle	angle	NN
A52264	1202	33	BAC	BAC	NNP
A52264	1202	34	and	and	CC
A52264	1202	35	the	the	DT
A52264	1202	36	arch	arch	JJ
A52264	1202	37	EF	EF	NNP
A52264	1202	38	are	be	VBP
A52264	1202	39	of	of	IN
A52264	1202	40	the	the	DT
A52264	1202	41	same	same	JJ
A52264	1202	42	quantity	quantity	NN
A52264	1202	43	,	,	,
A52264	1202	44	it	-PRON-	PRP
A52264	1202	45	being	be	VBG
A52264	1202	46	the	the	DT
A52264	1202	47	measure	measure	NN
A52264	1202	48	of	of	IN
A52264	1202	49	the	the	DT
A52264	1202	50	said	said	NNP
A52264	1202	51	angle	angle	NN
A52264	1202	52	.	.	.
A52264	1203	1	Now	now	RB
A52264	1203	2	then	then	RB
A52264	1203	3	as	as	IN
A52264	1203	4	AB	AB	NNP
A52264	1203	5	,	,	,
A52264	1203	6	to	to	IN
A52264	1203	7	AE	AE	NNP
A52264	1203	8	;	;	:
A52264	1203	9	so	so	RB
A52264	1203	10	is	be	VBZ
A52264	1203	11	BC	BC	NNP
A52264	1203	12	,	,	,
A52264	1203	13	to	to	IN
A52264	1203	14	EF	EF	NNP
A52264	1203	15	,	,	,
A52264	1203	16	by	by	IN
A52264	1203	17	the	the	DT
A52264	1203	18	first	first	JJ
A52264	1203	19	proposition	proposition	NN
A52264	1203	20	of	of	IN
A52264	1203	21	this	this	DT
A52264	1203	22	Chapter	chapter	NN
A52264	1203	23	:	:	:
A52264	1203	24	therefore	therefore	RB
A52264	1203	25	also	also	RB
A52264	1203	26	as	as	IN
A52264	1203	27	AB	AB	NNP
A52264	1203	28	,	,	,
A52264	1203	29	to	to	IN
A52264	1203	30	ACB	ACB	NNP
A52264	1203	31	;	;	:
A52264	1203	32	so	so	RB
A52264	1203	33	is	be	VBZ
A52264	1203	34	BC	BC	NNP
A52264	1203	35	,	,	,
A52264	1203	36	to	to	IN
A52264	1203	37	BAC	BAC	NNP
A52264	1203	38	.	.	.
A52264	1204	1	Then	then	RB
A52264	1204	2	in	in	IN
A52264	1204	3	the	the	DT
A52264	1204	4	obliquangled	obliquangled	JJ
A52264	1204	5	Triangle	Triangle	NNP
A52264	1204	6	BDG	BDG	NNP
A52264	1204	7	,	,	,
A52264	1204	8	because	because	IN
A52264	1204	9	,	,	,
A52264	1204	10	by	by	IN
A52264	1204	11	the	the	DT
A52264	1204	12	demonstration	demonstration	NN
A52264	1204	13	of	of	IN
A52264	1204	14	right	right	JJ
A52264	1204	15	angled	angled	JJ
A52264	1204	16	triangles	triangle	NNS
A52264	1204	17	,	,	,
A52264	1204	18	they	-PRON-	PRP
A52264	1204	19	are	be	VBP
A52264	1204	20	as	as	IN
A52264	1204	21	DB	DB	NNP
A52264	1204	22	,	,	,
A52264	1204	23	to	to	IN
A52264	1204	24	DEB	DEB	NNP
A52264	1204	25	;	;	:
A52264	1204	26	so	so	RB
A52264	1204	27	is	be	VBZ
A52264	1204	28	DE	de	NN
A52264	1204	29	,	,	,
A52264	1204	30	to	to	IN
A52264	1204	31	DBE	DBE	NNP
A52264	1204	32	:	:	:
A52264	1204	33	and	and	CC
A52264	1204	34	as	as	IN
A52264	1204	35	DG	DG	NNP
A52264	1204	36	,	,	,
A52264	1204	37	to	to	IN
A52264	1204	38	DEG	DEG	NNP
A52264	1204	39	▪	▪	NNP
A52264	1204	40	so	so	RB
A52264	1204	41	is	be	VBZ
A52264	1204	42	DE	DE	NNP
A52264	1204	43	,	,	,
A52264	1204	44	to	to	IN
A52264	1204	45	DGE	DGE	NNP
A52264	1204	46	,	,	,
A52264	1204	47	or	or	CC
A52264	1204	48	to	to	IN
A52264	1204	49	DGB	DGB	NNP
A52264	1204	50	.	.	.
A52264	1205	1	Therefore	therefore	RB
A52264	1205	2	changing	change	VBG
A52264	1205	3	of	of	IN
A52264	1205	4	the	the	DT
A52264	1205	5	proportional	proportional	JJ
A52264	1205	6	termes	terme	NNS
A52264	1205	7	,	,	,
A52264	1205	8	it	-PRON-	PRP
A52264	1205	9	shall	shall	MD
A52264	1205	10	be	be	VB
A52264	1205	11	,	,	,
A52264	1205	12	as	as	IN
A52264	1205	13	DG	DG	NNP
A52264	1205	14	,	,	,
A52264	1205	15	to	to	IN
A52264	1205	16	DB	DB	NNP
A52264	1205	17	:	:	:
A52264	1205	18	so	so	RB
A52264	1205	19	is	be	VBZ
A52264	1205	20	DBE	DBE	NNP
A52264	1205	21	,	,	,
A52264	1205	22	or	or	CC
A52264	1205	23	DBG	DBG	NNP
A52264	1205	24	,	,	,
A52264	1205	25	to	to	IN
A52264	1205	26	DGB	DGB	NNP
A52264	1205	27	,	,	,
A52264	1205	28	which	which	WDT
A52264	1205	29	was	be	VBD
A52264	1205	30	to	to	TO
A52264	1205	31	be	be	VB
A52264	1205	32	demonstrated	demonstrate	VBN
A52264	1205	33	.	.	.
A52264	1206	1	These	these	DT
A52264	1206	2	foundations	foundation	NNS
A52264	1206	3	being	be	VBG
A52264	1206	4	thus	thus	RB
A52264	1206	5	laid	lay	VBN
A52264	1206	6	,	,	,
A52264	1206	7	the	the	DT
A52264	1206	8	businesse	businesse	NN
A52264	1206	9	of	of	IN
A52264	1206	10	right	right	JJ
A52264	1206	11	angled	angle	VBN
A52264	1206	12	spherical	spherical	JJ
A52264	1206	13	triangles	triangle	NNS
A52264	1206	14	is	be	VBZ
A52264	1206	15	easily	easily	RB
A52264	1206	16	dispatcht	dispatcht	NN
A52264	1206	17	.	.	.
A52264	1207	1	And	and	CC
A52264	1207	2	the	the	DT
A52264	1207	3	proportions	proportion	NNS
A52264	1207	4	to	to	TO
A52264	1207	5	be	be	VB
A52264	1207	6	used	use	VBN
A52264	1207	7	in	in	IN
A52264	1207	8	every	every	DT
A52264	1207	9	case	case	NN
A52264	1207	10	may	may	MD
A52264	1207	11	be	be	VB
A52264	1207	12	discovered	discover	VBN
A52264	1207	13	either	either	CC
A52264	1207	14	by	by	IN
A52264	1207	15	the	the	DT
A52264	1207	16	first	first	JJ
A52264	1207	17	,	,	,
A52264	1207	18	second	second	JJ
A52264	1207	19	and	and	CC
A52264	1207	20	fift	fift	JJ
A52264	1207	21	propositions	proposition	NNS
A52264	1207	22	;	;	:
A52264	1207	23	or	or	CC
A52264	1207	24	by	by	IN
A52264	1207	25	the	the	DT
A52264	1207	26	fourth	fourth	JJ
A52264	1207	27	proposition	proposition	NN
A52264	1207	28	only	only	RB
A52264	1207	29	.	.	.
A52264	1208	1	The	the	DT
A52264	1208	2	severall	severall	NN
A52264	1208	3	cases	case	NNS
A52264	1208	4	in	in	IN
A52264	1208	5	a	a	DT
A52264	1208	6	right	right	JJ
A52264	1208	7	angled	angle	VBN
A52264	1208	8	sphericall	sphericall	NN
A52264	1208	9	triangle	triangle	NN
A52264	1208	10	are	be	VBP
A52264	1208	11	sixteen	sixteen	VBN
A52264	1208	12	in	in	IN
A52264	1208	13	number	number	NN
A52264	1208	14	,	,	,
A52264	1208	15	whereof	whereof	IN
A52264	1208	16	six	six	CD
A52264	1208	17	may	may	MD
A52264	1208	18	be	be	VB
A52264	1208	19	resolved	resolve	VBN
A52264	1208	20	by	by	IN
A52264	1208	21	the	the	DT
A52264	1208	22	first	first	JJ
A52264	1208	23	proposition	proposition	NN
A52264	1208	24	:	:	:
A52264	1208	25	seven	seven	CD
A52264	1208	26	by	by	IN
A52264	1208	27	the	the	DT
A52264	1208	28	second	second	JJ
A52264	1208	29	,	,	,
A52264	1208	30	and	and	CC
A52264	1208	31	three	three	CD
A52264	1208	32	by	by	IN
A52264	1208	33	the	the	DT
A52264	1208	34	fift	fift	NN
A52264	1208	35	;	;	:
A52264	1208	36	an	an	DT
A52264	1208	37	example	example	NN
A52264	1208	38	in	in	IN
A52264	1208	39	each	each	DT
A52264	1208	40	will	will	MD
A52264	1208	41	suffice	suffice	VB
A52264	1208	42	.	.	.
A52264	1209	1	In	in	IN
A52264	1209	2	the	the	DT
A52264	1209	3	triangle	triangle	NN
A52264	1209	4	ABC	ABC	NNP
A52264	1209	5	,	,	,
A52264	1209	6	let	let	VB
A52264	1209	7	there	there	EX
A52264	1209	8	be	be	VB
A52264	1209	9	given	give	VBN
A52264	1209	10	the	the	DT
A52264	1209	11	hypothenusal	hypothenusal	NN
A52264	1209	12	AB	AB	NNP
A52264	1209	13	,	,	,
A52264	1209	14	and	and	CC
A52264	1209	15	the	the	DT
A52264	1209	16	perpendicular	perpendicular	JJ
A52264	1209	17	BC	BC	NNP
A52264	1209	18	,	,	,
A52264	1209	19	to	to	TO
A52264	1209	20	finde	finde	VB
A52264	1209	21	the	the	DT
A52264	1209	22	base	base	NN
A52264	1209	23	AC	AC	NNP
A52264	1209	24	;	;	:
A52264	1209	25	then	then	RB
A52264	1209	26	by	by	IN
A52264	1209	27	the	the	DT
A52264	1209	28	first	first	JJ
A52264	1209	29	proposition	proposition	NN
A52264	1209	30	,	,	,
A52264	1209	31	the	the	DT
A52264	1209	32	Analogie	Analogie	NNP
A52264	1209	33	is	be	VBZ
A52264	1209	34	,	,	,
A52264	1209	35	As	as	IN
A52264	1209	36	the	the	DT
A52264	1209	37	co	co	NN
A52264	1209	38	-	-	NN
A52264	1209	39	sine	sine	NN
A52264	1209	40	of	of	IN
A52264	1209	41	the	the	DT
A52264	1209	42	perpendicular	perpendicular	NN
A52264	1209	43	,	,	,
A52264	1209	44	is	be	VBZ
A52264	1209	45	to	to	IN
A52264	1209	46	Radius	radius	NN
A52264	1209	47	:	:	:
A52264	1209	48	so	so	RB
A52264	1209	49	is	be	VBZ
A52264	1209	50	the	the	DT
A52264	1209	51	co	co	JJ
A52264	1209	52	-	-	NN
A52264	1209	53	sine	sine	NN
A52264	1209	54	of	of	IN
A52264	1209	55	the	the	DT
A52264	1209	56	hypothenusal	hypothenusal	NN
A52264	1209	57	,	,	,
A52264	1209	58	to	to	IN
A52264	1209	59	the	the	DT
A52264	1209	60	co	co	NN
A52264	1209	61	-	-	NN
A52264	1209	62	sine	sine	NN
A52264	1209	63	of	of	IN
A52264	1209	64	the	the	DT
A52264	1209	65	base	base	NN
A52264	1209	66	.	.	.
A52264	1210	1	2	2	LS
A52264	1210	2	.	.	.
A52264	1211	1	Let	let	VB
A52264	1211	2	there	there	EX
A52264	1211	3	be	be	VB
A52264	1211	4	given	give	VBN
A52264	1211	5	the	the	DT
A52264	1211	6	base	base	NN
A52264	1211	7	AC	AC	NNP
A52264	1211	8	,	,	,
A52264	1211	9	and	and	CC
A52264	1211	10	the	the	DT
A52264	1211	11	angle	angle	NN
A52264	1211	12	at	at	IN
A52264	1211	13	the	the	DT
A52264	1211	14	base	base	NN
A52264	1211	15	BAC	BAC	NNP
A52264	1211	16	,	,	,
A52264	1211	17	to	to	TO
A52264	1211	18	finde	finde	NNP
A52264	1211	19	the	the	DT
A52264	1211	20	perpendicular	perpendicular	JJ
A52264	1211	21	BC	BC	NNP
A52264	1211	22	,	,	,
A52264	1211	23	by	by	IN
A52264	1211	24	the	the	DT
A52264	1211	25	second	second	JJ
A52264	1211	26	proposition	proposition	NN
A52264	1211	27	,	,	,
A52264	1211	28	the	the	DT
A52264	1211	29	analogie	analogie	NN
A52264	1211	30	is	be	VBZ
A52264	1211	31	:	:	:
A52264	1211	32	As	as	IN
A52264	1211	33	Radius	Radius	NNP
A52264	1211	34	,	,	,
A52264	1211	35	to	to	IN
A52264	1211	36	the	the	DT
A52264	1211	37	sine	sine	NN
A52264	1211	38	of	of	IN
A52264	1211	39	the	the	DT
A52264	1211	40	base	base	NN
A52264	1211	41	;	;	:
A52264	1211	42	so	so	RB
A52264	1211	43	is	be	VBZ
A52264	1211	44	the	the	DT
A52264	1211	45	tangent	tangent	NN
A52264	1211	46	of	of	IN
A52264	1211	47	the	the	DT
A52264	1211	48	angle	angle	NN
A52264	1211	49	at	at	IN
A52264	1211	50	the	the	DT
A52264	1211	51	base	base	NN
A52264	1211	52	,	,	,
A52264	1211	53	to	to	IN
A52264	1211	54	the	the	DT
A52264	1211	55	tangent	tangent	NN
A52264	1211	56	of	of	IN
A52264	1211	57	the	the	DT
A52264	1211	58	perpendicular	perpendicular	NN
A52264	1211	59	.	.	.
A52264	1212	1	3	3	LS
A52264	1212	2	.	.	.
A52264	1213	1	Let	let	VB
A52264	1213	2	there	there	EX
A52264	1213	3	be	be	VB
A52264	1213	4	given	give	VBN
A52264	1213	5	the	the	DT
A52264	1213	6	hypothenusal	hypothenusal	NN
A52264	1213	7	AB	AB	NNP
A52264	1213	8	,	,	,
A52264	1213	9	the	the	DT
A52264	1213	10	angle	angle	NN
A52264	1213	11	at	at	IN
A52264	1213	12	the	the	DT
A52264	1213	13	base	base	NN
A52264	1213	14	BAC	BAC	NNP
A52264	1213	15	,	,	,
A52264	1213	16	to	to	TO
A52264	1213	17	finde	finde	NNP
A52264	1213	18	the	the	DT
A52264	1213	19	perpendicular	perpendicular	JJ
A52264	1213	20	BC	BC	NNP
A52264	1213	21	,	,	,
A52264	1213	22	by	by	IN
A52264	1213	23	the	the	DT
A52264	1213	24	fifth	fifth	JJ
A52264	1213	25	proposition	proposition	NN
A52264	1213	26	,	,	,
A52264	1213	27	the	the	DT
A52264	1213	28	analogie	analogie	NN
A52264	1213	29	is	be	VBZ
A52264	1213	30	:	:	:
A52264	1213	31	As	as	IN
A52264	1213	32	Radius	Radius	NNP
A52264	1213	33	,	,	,
A52264	1213	34	to	to	IN
A52264	1213	35	the	the	DT
A52264	1213	36	sine	sine	NN
A52264	1213	37	of	of	IN
A52264	1213	38	the	the	DT
A52264	1213	39	hypothenusal	hypothenusal	NN
A52264	1213	40	:	:	:
A52264	1213	41	so	so	RB
A52264	1213	42	is	be	VBZ
A52264	1213	43	the	the	DT
A52264	1213	44	sine	sine	NN
A52264	1213	45	of	of	IN
A52264	1213	46	the	the	DT
A52264	1213	47	angle	angle	NN
A52264	1213	48	at	at	IN
A52264	1213	49	the	the	DT
A52264	1213	50	base	base	NN
A52264	1213	51	,	,	,
A52264	1213	52	to	to	IN
A52264	1213	53	the	the	DT
A52264	1213	54	sine	sine	NN
A52264	1213	55	of	of	IN
A52264	1213	56	the	the	DT
A52264	1213	57	perpendicular	perpendicular	NN
A52264	1213	58	:	:	:
A52264	1213	59	and	and	CC
A52264	1213	60	so	so	RB
A52264	1213	61	of	of	IN
A52264	1213	62	the	the	DT
A52264	1213	63	rest	rest	NN
A52264	1213	64	.	.	.
A52264	1214	1	By	by	IN
A52264	1214	2	the	the	DT
A52264	1214	3	fourth	fourth	JJ
A52264	1214	4	or	or	CC
A52264	1214	5	universall	universall	JJ
A52264	1214	6	Proposition	Proposition	NNP
A52264	1214	7	,	,	,
A52264	1214	8	the	the	DT
A52264	1214	9	proportions	proportion	NNS
A52264	1214	10	for	for	IN
A52264	1214	11	right	right	RB
A52264	1214	12	angled	angle	VBN
A52264	1214	13	sphericall	sphericall	NN
A52264	1214	14	triangles	triangle	NNS
A52264	1214	15	may	may	MD
A52264	1214	16	be	be	VB
A52264	1214	17	found	find	VBN
A52264	1214	18	two	two	CD
A52264	1214	19	wayes	waye	NNS
A52264	1214	20	:	:	:
A52264	1214	21	First	first	RB
A52264	1214	22	,	,	,
A52264	1214	23	by	by	IN
A52264	1214	24	the	the	DT
A52264	1214	25	equality	equality	NN
A52264	1214	26	of	of	IN
A52264	1214	27	the	the	DT
A52264	1214	28	Sines	Sines	NNPS
A52264	1214	29	and	and	CC
A52264	1214	30	Tangents	Tangents	NNPS
A52264	1214	31	of	of	IN
A52264	1214	32	the	the	DT
A52264	1214	33	circular	circular	JJ
A52264	1214	34	parts	part	NNS
A52264	1214	35	of	of	IN
A52264	1214	36	a	a	DT
A52264	1214	37	triangle	triangle	NN
A52264	1214	38	,	,	,
A52264	1214	39	that	that	RB
A52264	1214	40	is	is	RB
A52264	1214	41	,	,	,
A52264	1214	42	of	of	IN
A52264	1214	43	the	the	DT
A52264	1214	44	Logarithmes	logarithme	NNS
A52264	1214	45	of	of	IN
A52264	1214	46	the	the	DT
A52264	1214	47	natural	natural	JJ
A52264	1214	48	,	,	,
A52264	1214	49	thus	thus	RB
A52264	1214	50	by	by	IN
A52264	1214	51	the	the	DT
A52264	1214	52	universal	universal	JJ
A52264	1214	53	proposition	proposition	NN
A52264	1214	54	in	in	IN
A52264	1214	55	the	the	DT
A52264	1214	56	aforesaid	aforesaid	JJ
A52264	1214	57	triangle	triangle	NNP
A52264	1214	58	ABC	ABC	NNP
A52264	1214	59	,	,	,
A52264	1214	60	the	the	DT
A52264	1214	61	hypothenusal	hypothenusal	NN
A52264	1214	62	AB	AB	NNP
A52264	1214	63	,	,	,
A52264	1214	64	and	and	CC
A52264	1214	65	the	the	DT
A52264	1214	66	angles	angle	NNS
A52264	1214	67	at	at	IN
A52264	1214	68	AM	am	NN
A52264	1214	69	and	and	CC
A52264	1214	70	B	b	NN
A52264	1214	71	being	be	VBG
A52264	1214	72	noted	note	VBN
A52264	1214	73	by	by	IN
A52264	1214	74	their	-PRON-	PRP$
A52264	1214	75	complements	complement	NNS
A52264	1214	76	,	,	,
A52264	1214	77	I	-PRON-	PRP
A52264	1214	78	say	say	VBP
A52264	1214	79	.	.	.
A52264	1215	1	1	1	LS
A52264	1215	2	.	.	.
A52264	1216	1	The	the	DT
A52264	1216	2	sine	sine	NN
A52264	1216	3	of	of	IN
A52264	1216	4	AC	AC	NNP
A52264	1216	5	added	add	VBN
A52264	1216	6	to	to	IN
A52264	1216	7	Radius	Radius	NNP
A52264	1216	8	;	;	:
A52264	1216	9	is	be	VBZ
A52264	1216	10	equal	equal	JJ
A52264	1216	11	to	to	IN
A52264	1216	12	the	the	DT
A52264	1216	13	sine	sine	NN
A52264	1216	14	of	of	IN
A52264	1216	15	AB	AB	NNP
A52264	1216	16	added	add	VBN
A52264	1216	17	to	to	IN
A52264	1216	18	the	the	DT
A52264	1216	19	sine	sine	NN
A52264	1216	20	of	of	IN
A52264	1216	21	the	the	DT
A52264	1216	22	angle	angle	NN
A52264	1216	23	at	at	IN
A52264	1216	24	●	●	CD
A52264	1216	25	.	.	.
A52264	1217	1	2	2	LS
A52264	1217	2	.	.	.
A52264	1218	1	The	the	DT
A52264	1218	2	cosine	cosine	NN
A52264	1218	3	of	of	IN
A52264	1218	4	A	a	DT
A52264	1218	5	added	add	VBN
A52264	1218	6	to	to	IN
A52264	1218	7	Radius	Radius	NNP
A52264	1218	8	is	be	VBZ
A52264	1218	9	equal	equal	JJ
A52264	1218	10	to	to	IN
A52264	1218	11	the	the	DT
A52264	1218	12	co	co	NN
A52264	1218	13	-	-	NN
A52264	1218	14	sine	sine	NN
A52264	1218	15	of	of	IN
A52264	1218	16	BC	BC	NNP
A52264	1218	17	added	add	VBN
A52264	1218	18	to	to	IN
A52264	1218	19	the	the	DT
A52264	1218	20	sine	sine	NN
A52264	1218	21	of	of	IN
A52264	1218	22	the	the	DT
A52264	1218	23	angle	angle	NN
A52264	1218	24	at	at	IN
A52264	1218	25	B.	B.	NNP
A52264	1219	1	3	3	LS
A52264	1219	2	.	.	.
A52264	1220	1	The	the	DT
A52264	1220	2	co	co	JJ
A52264	1220	3	-	-	NN
A52264	1220	4	sine	sine	NN
A52264	1220	5	of	of	IN
A52264	1220	6	AB	AB	NNP
A52264	1220	7	added	add	VBN
A52264	1220	8	to	to	IN
A52264	1220	9	Radius	Radius	NNP
A52264	1220	10	,	,	,
A52264	1220	11	is	be	VBZ
A52264	1220	12	equall	equall	JJ
A52264	1220	13	to	to	IN
A52264	1220	14	the	the	DT
A52264	1220	15	co	co	NN
A52264	1220	16	-	-	NN
A52264	1220	17	sine	sine	NN
A52264	1220	18	of	of	IN
A52264	1220	19	AC	AC	NNP
A52264	1220	20	added	add	VBN
A52264	1220	21	to	to	IN
A52264	1220	22	to	to	IN
A52264	1220	23	the	the	DT
A52264	1220	24	co	co	NN
A52264	1220	25	-	-	NN
A52264	1220	26	sine	sine	NN
A52264	1220	27	of	of	IN
A52264	1220	28	BC	BC	NNP
A52264	1220	29	.	.	.
A52264	1221	1	4	4	LS
A52264	1221	2	.	.	.
A52264	1222	1	The	the	DT
A52264	1222	2	co	co	JJ
A52264	1222	3	-	-	NN
A52264	1222	4	sine	sine	NN
A52264	1222	5	of	of	IN
A52264	1222	6	AB	AB	NNP
A52264	1222	7	added	add	VBN
A52264	1222	8	to	to	IN
A52264	1222	9	Radius	Radius	NNP
A52264	1222	10	is	be	VBZ
A52264	1222	11	equal	equal	JJ
A52264	1222	12	to	to	IN
A52264	1222	13	the	the	DT
A52264	1222	14	co	co	NN
A52264	1222	15	-	-	NN
A52264	1222	16	tangent	tangent	NN
A52264	1222	17	of	of	IN
A52264	1222	18	A	A	NNP
A52264	1222	19	,	,	,
A52264	1222	20	added	add	VBN
A52264	1222	21	to	to	IN
A52264	1222	22	the	the	DT
A52264	1222	23	co	co	NN
A52264	1222	24	-	-	NN
A52264	1222	25	tangent	tangent	NN
A52264	1222	26	of	of	IN
A52264	1222	27	the	the	DT
A52264	1222	28	angle	angle	NN
A52264	1222	29	at	at	IN
A52264	1222	30	B.	B.	NNP
A52264	1223	1	5	5	CD
A52264	1223	2	.	.	.
A52264	1224	1	The	the	DT
A52264	1224	2	cosine	cosine	NN
A52264	1224	3	of	of	IN
A52264	1224	4	the	the	DT
A52264	1224	5	angle	angle	NN
A52264	1224	6	at	at	IN
A52264	1224	7	B	b	NN
A52264	1224	8	added	add	VBN
A52264	1224	9	to	to	IN
A52264	1224	10	Radius	Radius	NNP
A52264	1224	11	is	be	VBZ
A52264	1224	12	equal	equal	JJ
A52264	1224	13	to	to	IN
A52264	1224	14	the	the	DT
A52264	1224	15	tangent	tangent	NN
A52264	1224	16	of	of	IN
A52264	1224	17	BC	BC	NNP
A52264	1224	18	,	,	,
A52264	1224	19	added	add	VBD
A52264	1224	20	to	to	IN
A52264	1224	21	the	the	DT
A52264	1224	22	cotangent	cotangent	NN
A52264	1224	23	of	of	IN
A52264	1224	24	AB	AB	NNP
A52264	1224	25	.	.	.
A52264	1225	1	6	6	CD
A52264	1225	2	.	.	.
A52264	1226	1	The	the	DT
A52264	1226	2	sine	sine	NN
A52264	1226	3	of	of	IN
A52264	1226	4	BC	BC	NNP
A52264	1226	5	added	add	VBD
A52264	1226	6	to	to	IN
A52264	1226	7	Radius	Radius	NNP
A52264	1226	8	is	be	VBZ
A52264	1226	9	equal	equal	JJ
A52264	1226	10	to	to	IN
A52264	1226	11	the	the	DT
A52264	1226	12	co	co	NN
A52264	1226	13	-	-	NN
A52264	1226	14	tangent	tangent	NN
A52264	1226	15	of	of	IN
A52264	1226	16	the	the	DT
A52264	1226	17	angle	angle	NN
A52264	1226	18	at	at	IN
A52264	1226	19	B	b	NN
A52264	1226	20	added	add	VBN
A52264	1226	21	to	to	IN
A52264	1226	22	the	the	DT
A52264	1226	23	tangent	tangent	NN
A52264	1226	24	of	of	IN
A52264	1226	25	AC	AC	NNP
A52264	1226	26	.	.	.
A52264	1227	1	And	and	CC
A52264	1227	2	thus	thus	RB
A52264	1227	3	he	-PRON-	PRP
A52264	1227	4	that	that	WDT
A52264	1227	5	listeth	listeth	NNP
A52264	1227	6	may	may	MD
A52264	1227	7	set	set	VB
A52264	1227	8	down	down	RP
A52264	1227	9	the	the	DT
A52264	1227	10	equality	equality	NN
A52264	1227	11	of	of	IN
A52264	1227	12	the	the	DT
A52264	1227	13	sines	sine	NNS
A52264	1227	14	and	and	CC
A52264	1227	15	tangents	tangent	NNS
A52264	1227	16	of	of	IN
A52264	1227	17	the	the	DT
A52264	1227	18	other	other	JJ
A52264	1227	19	sides	side	NNS
A52264	1227	20	and	and	CC
A52264	1227	21	angles	angle	NNS
A52264	1227	22	,	,	,
A52264	1227	23	and	and	CC
A52264	1227	24	so	so	RB
A52264	1227	25	there	there	EX
A52264	1227	26	will	will	MD
A52264	1227	27	be	be	VB
A52264	1227	28	ten	ten	CD
A52264	1227	29	in	in	IN
A52264	1227	30	all	all	DT
A52264	1227	31	;	;	:
A52264	1227	32	but	but	CC
A52264	1227	33	these	these	DT
A52264	1227	34	may	may	MD
A52264	1227	35	here	here	RB
A52264	1227	36	suffice	suffice	VB
A52264	1227	37	:	:	:
A52264	1227	38	for	for	IN
A52264	1227	39	to	to	IN
A52264	1227	40	these	these	DT
A52264	1227	41	may	may	MD
A52264	1227	42	the	the	DT
A52264	1227	43	sixteen	sixteen	CD
A52264	1227	44	cases	case	NNS
A52264	1227	45	of	of	IN
A52264	1227	46	a	a	DT
A52264	1227	47	right	right	JJ
A52264	1227	48	angled	angle	VBN
A52264	1227	49	spherical	spherical	JJ
A52264	1227	50	triangle	triangle	NN
A52264	1227	51	be	be	VB
A52264	1227	52	reduced	reduce	VBN
A52264	1227	53	;	;	:
A52264	1227	54	namely	namely	RB
A52264	1227	55	,	,	,
A52264	1227	56	three	three	CD
A52264	1227	57	to	to	IN
A52264	1227	58	the	the	DT
A52264	1227	59	first	first	JJ
A52264	1227	60	,	,	,
A52264	1227	61	three	three	CD
A52264	1227	62	to	to	IN
A52264	1227	63	the	the	DT
A52264	1227	64	second	second	JJ
A52264	1227	65	,	,	,
A52264	1227	66	two	two	CD
A52264	1227	67	to	to	IN
A52264	1227	68	the	the	DT
A52264	1227	69	third	third	JJ
A52264	1227	70	,	,	,
A52264	1227	71	two	two	CD
A52264	1227	72	to	to	IN
A52264	1227	73	the	the	DT
A52264	1227	74	fourth	fourth	JJ
A52264	1227	75	,	,	,
A52264	1227	76	three	three	CD
A52264	1227	77	to	to	IN
A52264	1227	78	the	the	DT
A52264	1227	79	fift	fift	NN
A52264	1227	80	,	,	,
A52264	1227	81	and	and	CC
A52264	1227	82	three	three	CD
A52264	1227	83	to	to	IN
A52264	1227	84	the	the	DT
A52264	1227	85	sixt	sixt	NNS
A52264	1227	86	.	.	.
A52264	1228	1	As	as	IN
A52264	1228	2	admit	admit	NN
A52264	1228	3	there	there	EX
A52264	1228	4	were	be	VBD
A52264	1228	5	given	give	VBN
A52264	1228	6	the	the	DT
A52264	1228	7	hypothenusal	hypothenusal	NN
A52264	1228	8	BA	BA	NNP
A52264	1228	9	,	,	,
A52264	1228	10	and	and	CC
A52264	1228	11	the	the	DT
A52264	1228	12	angle	angle	NN
A52264	1228	13	at	at	IN
A52264	1228	14	B	b	NN
A52264	1228	15	,	,	,
A52264	1228	16	to	to	TO
A52264	1228	17	finde	finde	VB
A52264	1228	18	the	the	DT
A52264	1228	19	base	base	NN
A52264	1228	20	AC	AC	NNP
A52264	1228	21	;	;	:
A52264	1228	22	then	then	RB
A52264	1228	23	,	,	,
A52264	1228	24	by	by	IN
A52264	1228	25	the	the	DT
A52264	1228	26	first	first	JJ
A52264	1228	27	,	,	,
A52264	1228	28	seeing	see	VBG
A52264	1228	29	that	that	IN
A52264	1228	30	the	the	DT
A52264	1228	31	sine	sine	NN
A52264	1228	32	of	of	IN
A52264	1228	33	AB	AB	NNP
A52264	1228	34	added	add	VBN
A52264	1228	35	to	to	IN
A52264	1228	36	the	the	DT
A52264	1228	37	sine	sine	NN
A52264	1228	38	of	of	IN
A52264	1228	39	the	the	DT
A52264	1228	40	angle	angle	NN
A52264	1228	41	at	at	IN
A52264	1228	42	B	b	NN
A52264	1228	43	,	,	,
A52264	1228	44	is	be	VBZ
A52264	1228	45	equal	equal	JJ
A52264	1228	46	to	to	IN
A52264	1228	47	the	the	DT
A52264	1228	48	sine	sine	NN
A52264	1228	49	of	of	IN
A52264	1228	50	AC	AC	NNP
A52264	1228	51	added	add	VBN
A52264	1228	52	to	to	IN
A52264	1228	53	Radius	Radius	NNP
A52264	1228	54	.	.	.
A52264	1229	1	Therefore	therefore	RB
A52264	1229	2	,	,	,
A52264	1229	3	if	if	IN
A52264	1229	4	working	work	VBG
A52264	1229	5	by	by	IN
A52264	1229	6	natural	natural	JJ
A52264	1229	7	numbers	number	NNS
A52264	1229	8	I	-PRON-	PRP
A52264	1229	9	multiply	multiply	VBP
A52264	1229	10	the	the	DT
A52264	1229	11	sine	sine	NN
A52264	1229	12	of	of	IN
A52264	1229	13	AB	AB	NNP
A52264	1229	14	by	by	IN
A52264	1229	15	the	the	DT
A52264	1229	16	sine	sine	NN
A52264	1229	17	of	of	IN
A52264	1229	18	B	B	NNP
A52264	1229	19	,	,	,
A52264	1229	20	and	and	CC
A52264	1229	21	divide	divide	VB
A52264	1229	22	the	the	DT
A52264	1229	23	product	product	NN
A52264	1229	24	by	by	IN
A52264	1229	25	Radius	Radius	NNP
A52264	1229	26	,	,	,
A52264	1229	27	the	the	DT
A52264	1229	28	remainer	remainer	NN
A52264	1229	29	will	will	MD
A52264	1229	30	be	be	VB
A52264	1229	31	the	the	DT
A52264	1229	32	sine	sine	NN
A52264	1229	33	of	of	IN
A52264	1229	34	AC	AC	NNP
A52264	1229	35	:	:	:
A52264	1229	36	and	and	CC
A52264	1229	37	working	work	VBG
A52264	1229	38	by	by	IN
A52264	1229	39	Logarithmes	logarithme	NNS
A52264	1229	40	,	,	,
A52264	1229	41	if	if	IN
A52264	1229	42	from	from	IN
A52264	1229	43	the	the	DT
A52264	1229	44	summe	summe	NN
A52264	1229	45	of	of	IN
A52264	1229	46	the	the	DT
A52264	1229	47	sines	sine	NNS
A52264	1229	48	of	of	IN
A52264	1229	49	AB	AB	NNP
A52264	1229	50	and	and	CC
A52264	1229	51	B	B	NNP
A52264	1229	52	I	-PRON-	PRP
A52264	1229	53	substract	substract	VBP
A52264	1229	54	Radius	Radius	NNP
A52264	1229	55	,	,	,
A52264	1229	56	the	the	DT
A52264	1229	57	rest	rest	NN
A52264	1229	58	is	be	VBZ
A52264	1229	59	the	the	DT
A52264	1229	60	sine	sine	NN
A52264	1229	61	of	of	IN
A52264	1229	62	AC	AC	NNP
A52264	1229	63	.	.	.
A52264	1230	1	Secondly	secondly	RB
A52264	1230	2	,	,	,
A52264	1230	3	admit	admit	VB
A52264	1230	4	there	there	EX
A52264	1230	5	were	be	VBD
A52264	1230	6	given	give	VBN
A52264	1230	7	AB	AB	NNP
A52264	1230	8	and	and	CC
A52264	1230	9	AC	AC	NNP
A52264	1230	10	,	,	,
A52264	1230	11	to	to	IN
A52264	1230	12	finde	finde	NNP
A52264	1230	13	B	B	NNP
A52264	1230	14	,	,	,
A52264	1230	15	then	then	RB
A52264	1230	16	seeing	see	VBG
A52264	1230	17	that	that	IN
A52264	1230	18	the	the	DT
A52264	1230	19	sine	sine	NN
A52264	1230	20	of	of	IN
A52264	1230	21	AC	AC	NNP
A52264	1230	22	added	add	VBN
A52264	1230	23	to	to	IN
A52264	1230	24	Radius	Radius	NNP
A52264	1230	25	is	be	VBZ
A52264	1230	26	equal	equal	JJ
A52264	1230	27	to	to	IN
A52264	1230	28	the	the	DT
A52264	1230	29	sines	sine	NNS
A52264	1230	30	of	of	IN
A52264	1230	31	AB	AB	NNP
A52264	1230	32	and	and	CC
A52264	1230	33	B.	B.	NNP
A52264	1231	1	Therefore	therefore	RB
A52264	1231	2	,	,	,
A52264	1231	3	if	if	IN
A52264	1231	4	working	work	VBG
A52264	1231	5	by	by	IN
A52264	1231	6	naturall	naturall	JJ
A52264	1231	7	numbers	number	NNS
A52264	1231	8	I	-PRON-	PRP
A52264	1231	9	multiply	multiply	VBP
A52264	1231	10	the	the	DT
A52264	1231	11	sine	sine	NN
A52264	1231	12	of	of	IN
A52264	1231	13	AC	AC	NNP
A52264	1231	14	by	by	IN
A52264	1231	15	Radius	Radius	NNP
A52264	1231	16	,	,	,
A52264	1231	17	and	and	CC
A52264	1231	18	divide	divide	VB
A52264	1231	19	the	the	DT
A52264	1231	20	product	product	NN
A52264	1231	21	by	by	IN
A52264	1231	22	AB	AB	NNP
A52264	1231	23	,	,	,
A52264	1231	24	the	the	DT
A52264	1231	25	remainer	remainer	NN
A52264	1231	26	is	be	VBZ
A52264	1231	27	the	the	DT
A52264	1231	28	sine	sine	NN
A52264	1231	29	of	of	IN
A52264	1231	30	B.	B.	NNP
A52264	1232	1	Or	or	CC
A52264	1232	2	working	work	VBG
A52264	1232	3	by	by	IN
A52264	1232	4	Logarithmes	logarithme	NNS
A52264	1232	5	,	,	,
A52264	1232	6	if	if	IN
A52264	1232	7	from	from	IN
A52264	1232	8	the	the	DT
A52264	1232	9	sum	sum	NN
A52264	1232	10	of	of	IN
A52264	1232	11	the	the	DT
A52264	1232	12	sines	sine	NNS
A52264	1232	13	of	of	IN
A52264	1232	14	AC	AC	NNP
A52264	1232	15	and	and	CC
A52264	1232	16	Radius	Radius	NNP
A52264	1232	17	,	,	,
A52264	1232	18	I	-PRON-	PRP
A52264	1232	19	substract	substract	VBP
A52264	1232	20	the	the	DT
A52264	1232	21	sine	sine	NN
A52264	1232	22	of	of	IN
A52264	1232	23	AB	AB	NNP
A52264	1232	24	,	,	,
A52264	1232	25	the	the	DT
A52264	1232	26	remainer	remainer	NN
A52264	1232	27	will	will	MD
A52264	1232	28	be	be	VB
A52264	1232	29	the	the	DT
A52264	1232	30	sine	sine	NN
A52264	1232	31	of	of	IN
A52264	1232	32	B.	B.	NNP
A52264	1233	1	Or	or	CC
A52264	1233	2	thirdly	thirdly	RB
A52264	1233	3	,	,	,
A52264	1233	4	if	if	IN
A52264	1233	5	there	there	EX
A52264	1233	6	were	be	VBD
A52264	1233	7	given	give	VBN
A52264	1233	8	AC	AC	NNP
A52264	1233	9	and	and	CC
A52264	1233	10	the	the	DT
A52264	1233	11	angle	angle	NN
A52264	1233	12	at	at	IN
A52264	1233	13	B	b	NN
A52264	1233	14	,	,	,
A52264	1233	15	to	to	IN
A52264	1233	16	finde	finde	NN
A52264	1233	17	AB	AB	NNP
A52264	1233	18	:	:	:
A52264	1233	19	then	then	RB
A52264	1233	20	forasmuch	forasmuch	VB
A52264	1233	21	as	as	IN
A52264	1233	22	AC	AC	NNP
A52264	1233	23	and	and	CC
A52264	1233	24	Radius	Radius	NNP
A52264	1233	25	is	be	VBZ
A52264	1233	26	equal	equal	JJ
A52264	1233	27	to	to	IN
A52264	1233	28	the	the	DT
A52264	1233	29	sines	sine	NNS
A52264	1233	30	of	of	IN
A52264	1233	31	AB	AB	NNP
A52264	1233	32	and	and	CC
A52264	1233	33	B	B	NNP
A52264	1233	34	,	,	,
A52264	1233	35	therefore	therefore	RB
A52264	1233	36	if	if	IN
A52264	1233	37	working	work	VBG
A52264	1233	38	by	by	IN
A52264	1233	39	natural	natural	JJ
A52264	1233	40	numbers	number	NNS
A52264	1233	41	I	-PRON-	PRP
A52264	1233	42	multiply	multiply	VBP
A52264	1233	43	AC	AC	NNP
A52264	1233	44	by	by	IN
A52264	1233	45	the	the	DT
A52264	1233	46	Radius	Radius	NNP
A52264	1233	47	,	,	,
A52264	1233	48	and	and	CC
A52264	1233	49	divide	divide	VB
A52264	1233	50	the	the	DT
A52264	1233	51	product	product	NN
A52264	1233	52	by	by	IN
A52264	1233	53	the	the	DT
A52264	1233	54	sine	sine	NN
A52264	1233	55	of	of	IN
A52264	1233	56	B	B	NNP
A52264	1233	57	,	,	,
A52264	1233	58	the	the	DT
A52264	1233	59	remainer	remainer	NN
A52264	1233	60	is	be	VBZ
A52264	1233	61	the	the	DT
A52264	1233	62	sine	sine	NN
A52264	1233	63	of	of	IN
A52264	1233	64	AB	AB	NNP
A52264	1233	65	.	.	.
A52264	1234	1	Or	or	CC
A52264	1234	2	working	work	VBG
A52264	1234	3	by	by	IN
A52264	1234	4	Logarithmes	logarithme	NNS
A52264	1234	5	,	,	,
A52264	1234	6	if	if	IN
A52264	1234	7	from	from	IN
A52264	1234	8	the	the	DT
A52264	1234	9	sine	sine	NN
A52264	1234	10	of	of	IN
A52264	1234	11	AC	AC	NNP
A52264	1234	12	and	and	CC
A52264	1234	13	Radius	Radius	NNP
A52264	1234	14	,	,	,
A52264	1234	15	I	-PRON-	PRP
A52264	1234	16	substract	substract	VBP
A52264	1234	17	the	the	DT
A52264	1234	18	sine	sine	NN
A52264	1234	19	of	of	IN
A52264	1234	20	B	B	NNP
A52264	1234	21	the	the	DT
A52264	1234	22	remainer	remainer	NN
A52264	1234	23	is	be	VBZ
A52264	1234	24	the	the	DT
A52264	1234	25	sine	sine	NN
A52264	1234	26	of	of	IN
A52264	1234	27	AB	AB	NNP
A52264	1234	28	:	:	:
A52264	1234	29	an	an	DT
A52264	1234	30	so	so	NN
A52264	1234	31	of	of	IN
A52264	1234	32	the	the	DT
A52264	1234	33	rest	rest	NN
A52264	1234	34	.	.	.
A52264	1235	1	Which	which	WDT
A52264	1235	2	that	that	IN
A52264	1235	3	you	-PRON-	PRP
A52264	1235	4	may	may	MD
A52264	1235	5	the	the	DT
A52264	1235	6	better	well	JJR
A52264	1235	7	perceive	perceive	NN
A52264	1235	8	,	,	,
A52264	1235	9	I	-PRON-	PRP
A52264	1235	10	have	have	VBP
A52264	1235	11	here	here	RB
A52264	1235	12	added	add	VBN
A52264	1235	13	in	in	IN
A52264	1235	14	expresse	expresse	NNP
A52264	1235	15	words	word	NNS
A52264	1235	16	,	,	,
A52264	1235	17	the	the	DT
A52264	1235	18	Canons	canon	NNS
A52264	1235	19	or	or	CC
A52264	1235	20	rules	rule	NNS
A52264	1235	21	of	of	IN
A52264	1235	22	the	the	DT
A52264	1235	23	proportions	proportion	NNS
A52264	1235	24	of	of	IN
A52264	1235	25	the	the	DT
A52264	1235	26	things	thing	NNS
A52264	1235	27	given	give	VBN
A52264	1235	28	and	and	CC
A52264	1235	29	required	require	VBN
A52264	1235	30	in	in	IN
A52264	1235	31	every	every	DT
A52264	1235	32	of	of	IN
A52264	1235	33	the	the	DT
A52264	1235	34	sixteen	sixteen	CD
A52264	1235	35	cases	case	NNS
A52264	1235	36	of	of	IN
A52264	1235	37	a	a	DT
A52264	1235	38	right	right	JJ
A52264	1235	39	angled	angle	VBN
A52264	1235	40	sphericall	sphericall	NN
A52264	1235	41	triangle	triangle	NN
A52264	1235	42	,	,	,
A52264	1235	43	as	as	IN
A52264	1235	44	they	-PRON-	PRP
A52264	1235	45	are	be	VBP
A52264	1235	46	collected	collect	VBN
A52264	1235	47	from	from	IN
A52264	1235	48	the	the	DT
A52264	1235	49	Catholick	Catholick	NNP
A52264	1235	50	Proposition	Proposition	NNP
A52264	1235	51	.	.	.
A52264	1236	1	And	and	CC
A52264	1236	2	here	here	RB
A52264	1236	3	the	the	DT
A52264	1236	4	side	side	NN
A52264	1236	5	subtending	subtend	VBG
A52264	1236	6	the	the	DT
A52264	1236	7	right	right	JJ
A52264	1236	8	angle	angle	NN
A52264	1236	9	we	-PRON-	PRP
A52264	1236	10	call	call	VBP
A52264	1236	11	the	the	DT
A52264	1236	12	hypothenusal	hypothenusal	NN
A52264	1236	13	,	,	,
A52264	1236	14	the	the	DT
A52264	1236	15	other	other	JJ
A52264	1236	16	two	two	CD
A52264	1236	17	containing	contain	VBG
A52264	1236	18	the	the	DT
A52264	1236	19	right	right	JJ
A52264	1236	20	angle	angle	NN
A52264	1236	21	we	-PRON-	PRP
A52264	1236	22	may	may	MD
A52264	1236	23	call	call	VB
A52264	1236	24	the	the	DT
A52264	1236	25	sides	side	NNS
A52264	1236	26	;	;	:
A52264	1236	27	but	but	CC
A52264	1236	28	for	for	IN
A52264	1236	29	further	further	JJ
A52264	1236	30	distinction	distinction	NN
A52264	1236	31	,	,	,
A52264	1236	32	we	-PRON-	PRP
A52264	1236	33	call	call	VBP
A52264	1236	34	one	one	CD
A52264	1236	35	of	of	IN
A52264	1236	36	these	these	DT
A52264	1236	37	containing	contain	VBG
A52264	1236	38	sides	side	NNS
A52264	1236	39	(	(	-LRB-
A52264	1236	40	it	-PRON-	PRP
A52264	1236	41	matters	matter	VBZ
A52264	1236	42	not	not	RB
A52264	1236	43	which	which	WDT
A52264	1236	44	)	)	-RRB-
A52264	1236	45	the	the	DT
A52264	1236	46	base	base	NN
A52264	1236	47	,	,	,
A52264	1236	48	and	and	CC
A52264	1236	49	the	the	DT
A52264	1236	50	other	other	JJ
A52264	1236	51	the	the	DT
A52264	1236	52	perpendicular	perpendicular	JJ
A52264	1236	53	.	.	.
A52264	1237	1	The	the	DT
A52264	1237	2	base	base	NN
A52264	1237	3	an	an	DT
A52264	1237	4	angle	angle	NN
A52264	1237	5	at	at	IN
A52264	1237	6	the	the	DT
A52264	1237	7	base	base	NN
A52264	1237	8	given	give	VBN
A52264	1237	9	,	,	,
A52264	1237	10	to	to	IN
A52264	1237	11	finde	finde	NNP
A52264	1237	12	1	1	CD
A52264	1237	13	.	.	.
A52264	1238	1	The	the	DT
A52264	1238	2	Perpendicular	Perpendicular	NNP
A52264	1238	3	.	.	.
A52264	1238	4	]	]	-RRB-
A52264	1239	1	As	as	IN
A52264	1239	2	Radius	Radius	NNP
A52264	1239	3	,	,	,
A52264	1239	4	to	to	IN
A52264	1239	5	the	the	DT
A52264	1239	6	sine	sine	NN
A52264	1239	7	of	of	IN
A52264	1239	8	the	the	DT
A52264	1239	9	base	base	NN
A52264	1239	10	;	;	:
A52264	1239	11	so	so	RB
A52264	1239	12	is	be	VBZ
A52264	1239	13	the	the	DT
A52264	1239	14	tangent	tangent	NN
A52264	1239	15	of	of	IN
A52264	1239	16	the	the	DT
A52264	1239	17	angle	angle	NN
A52264	1239	18	at	at	IN
A52264	1239	19	the	the	DT
A52264	1239	20	base	base	NN
A52264	1239	21	,	,	,
A52264	1239	22	to	to	IN
A52264	1239	23	the	the	DT
A52264	1239	24	tangent	tangent	NN
A52264	1239	25	of	of	IN
A52264	1239	26	the	the	DT
A52264	1239	27	perpendicular	perpendicular	NN
A52264	1239	28	.	.	.
A52264	1240	1	2	2	LS
A52264	1240	2	.	.	.
A52264	1241	1	Angle	angle	VB
A52264	1241	2	at	at	IN
A52264	1241	3	the	the	DT
A52264	1241	4	perpendicular	perpendicular	NN
A52264	1241	5	.	.	.
A52264	1241	6	]	]	-RRB-
A52264	1242	1	As	as	IN
A52264	1242	2	Radius	Radius	NNP
A52264	1242	3	,	,	,
A52264	1242	4	to	to	IN
A52264	1242	5	the	the	DT
A52264	1242	6	co	co	NN
A52264	1242	7	-	-	NN
A52264	1242	8	sine	sine	NN
A52264	1242	9	of	of	IN
A52264	1242	10	the	the	DT
A52264	1242	11	base	base	NN
A52264	1242	12	;	;	:
A52264	1242	13	so	so	CC
A52264	1242	14	the	the	DT
A52264	1242	15	sine	sine	NN
A52264	1242	16	of	of	IN
A52264	1242	17	the	the	DT
A52264	1242	18	angle	angle	NN
A52264	1242	19	at	at	IN
A52264	1242	20	the	the	DT
A52264	1242	21	base	base	NN
A52264	1242	22	,	,	,
A52264	1242	23	to	to	IN
A52264	1242	24	the	the	DT
A52264	1242	25	co	co	NN
A52264	1242	26	-	-	NN
A52264	1242	27	sine	sine	NN
A52264	1242	28	of	of	IN
A52264	1242	29	the	the	DT
A52264	1242	30	angle	angle	NN
A52264	1242	31	at	at	IN
A52264	1242	32	the	the	DT
A52264	1242	33	perpendicular	perpendicular	NN
A52264	1242	34	.	.	.
A52264	1243	1	3	3	LS
A52264	1243	2	.	.	.
A52264	1244	1	Hypothenusal	Hypothenusal	NNP
A52264	1244	2	.	.	.
A52264	1244	3	]	]	-RRB-
A52264	1245	1	As	as	IN
A52264	1245	2	Radius	Radius	NNP
A52264	1245	3	,	,	,
A52264	1245	4	to	to	IN
A52264	1245	5	the	the	DT
A52264	1245	6	co	co	NN
A52264	1245	7	-	-	NN
A52264	1245	8	sine	sine	NN
A52264	1245	9	of	of	IN
A52264	1245	10	the	the	DT
A52264	1245	11	angle	angle	NN
A52264	1245	12	at	at	IN
A52264	1245	13	the	the	DT
A52264	1245	14	base	base	NN
A52264	1245	15	:	:	:
A52264	1245	16	so	so	CC
A52264	1245	17	the	the	DT
A52264	1245	18	co	co	JJ
A52264	1245	19	-	-	NN
A52264	1245	20	tangent	tangent	NN
A52264	1245	21	of	of	IN
A52264	1245	22	the	the	DT
A52264	1245	23	base	base	NN
A52264	1245	24	,	,	,
A52264	1245	25	to	to	IN
A52264	1245	26	the	the	DT
A52264	1245	27	co	co	NN
A52264	1245	28	-	-	NN
A52264	1245	29	tangent	tangent	NN
A52264	1245	30	of	of	IN
A52264	1245	31	the	the	DT
A52264	1245	32	hypothenusal	hypothenusal	NN
A52264	1245	33	.	.	.
A52264	1246	1	The	the	DT
A52264	1246	2	perpendicular	perpendicular	JJ
A52264	1246	3	and	and	CC
A52264	1246	4	angle	angle	VBP
A52264	1246	5	at	at	IN
A52264	1246	6	the	the	DT
A52264	1246	7	base	base	NN
A52264	1246	8	given	give	VBN
A52264	1246	9	,	,	,
A52264	1246	10	to	to	IN
A52264	1246	11	finde	finde	NNP
A52264	1246	12	4	4	CD
A52264	1246	13	.	.	.
A52264	1247	1	Angle	angle	NN
A52264	1247	2	at	at	IN
A52264	1247	3	perpend	perpend	NN
A52264	1247	4	.	.	.
A52264	1247	5	]	]	-RRB-
A52264	1248	1	As	as	IN
A52264	1248	2	the	the	DT
A52264	1248	3	co	co	NN
A52264	1248	4	-	-	NN
A52264	1248	5	sine	sine	NN
A52264	1248	6	of	of	IN
A52264	1248	7	the	the	DT
A52264	1248	8	perpendicular	perpendicular	NN
A52264	1248	9	,	,	,
A52264	1248	10	to	to	IN
A52264	1248	11	Radius	Radius	NNP
A52264	1248	12	;	;	:
A52264	1248	13	so	so	CC
A52264	1248	14	the	the	DT
A52264	1248	15	co	co	NN
A52264	1248	16	-	-	NN
A52264	1248	17	sine	sine	NN
A52264	1248	18	of	of	IN
A52264	1248	19	the	the	DT
A52264	1248	20	angle	angle	NN
A52264	1248	21	at	at	IN
A52264	1248	22	the	the	DT
A52264	1248	23	base	base	NN
A52264	1248	24	,	,	,
A52264	1248	25	to	to	IN
A52264	1248	26	the	the	DT
A52264	1248	27	sine	sine	NN
A52264	1248	28	of	of	IN
A52264	1248	29	the	the	DT
A52264	1248	30	angle	angle	NN
A52264	1248	31	at	at	IN
A52264	1248	32	the	the	DT
A52264	1248	33	perpendicular	perpendicular	NN
A52264	1248	34	.	.	.
A52264	1249	1	5	5	CD
A52264	1249	2	.	.	.
A52264	1250	1	Hypothenusal	Hypothenusal	NNP
A52264	1250	2	.	.	.
A52264	1250	3	]	]	-RRB-
A52264	1251	1	As	as	IN
A52264	1251	2	the	the	DT
A52264	1251	3	sine	sine	NN
A52264	1251	4	of	of	IN
A52264	1251	5	the	the	DT
A52264	1251	6	angle	angle	NN
A52264	1251	7	at	at	IN
A52264	1251	8	the	the	DT
A52264	1251	9	base	base	NN
A52264	1251	10	,	,	,
A52264	1251	11	to	to	IN
A52264	1251	12	Radius	Radius	NNP
A52264	1251	13	;	;	:
A52264	1251	14	so	so	RB
A52264	1251	15	the	the	DT
A52264	1251	16	sine	sine	NN
A52264	1251	17	of	of	IN
A52264	1251	18	the	the	DT
A52264	1251	19	perpendicular	perpendicular	NN
A52264	1251	20	,	,	,
A52264	1251	21	to	to	IN
A52264	1251	22	the	the	DT
A52264	1251	23	sine	sine	NN
A52264	1251	24	of	of	IN
A52264	1251	25	the	the	DT
A52264	1251	26	hypothenusal	hypothenusal	NN
A52264	1251	27	.	.	.
A52264	1252	1	6	6	CD
A52264	1252	2	.	.	.
A52264	1253	1	The	the	DT
A52264	1253	2	Base	Base	NNP
A52264	1253	3	.	.	.
A52264	1253	4	]	]	-RRB-
A52264	1254	1	As	as	IN
A52264	1254	2	Radius	Radius	NNP
A52264	1254	3	,	,	,
A52264	1254	4	to	to	IN
A52264	1254	5	the	the	DT
A52264	1254	6	co	co	NN
A52264	1254	7	-	-	NN
A52264	1254	8	tangent	tangent	NN
A52264	1254	9	of	of	IN
A52264	1254	10	the	the	DT
A52264	1254	11	angle	angle	NN
A52264	1254	12	at	at	IN
A52264	1254	13	the	the	DT
A52264	1254	14	base	base	NN
A52264	1254	15	;	;	:
A52264	1254	16	so	so	RB
A52264	1254	17	is	be	VBZ
A52264	1254	18	the	the	DT
A52264	1254	19	tangent	tangent	NN
A52264	1254	20	of	of	IN
A52264	1254	21	the	the	DT
A52264	1254	22	perpendicular	perpendicular	NN
A52264	1254	23	,	,	,
A52264	1254	24	to	to	IN
A52264	1254	25	the	the	DT
A52264	1254	26	sine	sine	NN
A52264	1254	27	of	of	IN
A52264	1254	28	the	the	DT
A52264	1254	29	base	base	NN
A52264	1254	30	.	.	.
A52264	1255	1	The	the	DT
A52264	1255	2	hypothenusal	hypothenusal	NN
A52264	1255	3	and	and	CC
A52264	1255	4	angle	angle	NN
A52264	1255	5	at	at	IN
A52264	1255	6	the	the	DT
A52264	1255	7	base	base	NN
A52264	1255	8	given	give	VBN
A52264	1255	9	,	,	,
A52264	1255	10	to	to	IN
A52264	1255	11	finde	finde	NNP
A52264	1255	12	7	7	CD
A52264	1255	13	.	.	.
A52264	1256	1	The	the	DT
A52264	1256	2	base	base	NN
A52264	1256	3	.	.	.
A52264	1256	4	]	]	-RRB-
A52264	1257	1	As	as	IN
A52264	1257	2	Radius	Radius	NNP
A52264	1257	3	,	,	,
A52264	1257	4	to	to	IN
A52264	1257	5	the	the	DT
A52264	1257	6	co	co	NN
A52264	1257	7	-	-	NN
A52264	1257	8	sine	sine	NN
A52264	1257	9	of	of	IN
A52264	1257	10	the	the	DT
A52264	1257	11	angle	angle	NN
A52264	1257	12	at	at	IN
A52264	1257	13	the	the	DT
A52264	1257	14	base	base	NN
A52264	1257	15	;	;	:
A52264	1257	16	so	so	CC
A52264	1257	17	the	the	DT
A52264	1257	18	tangent	tangent	NN
A52264	1257	19	of	of	IN
A52264	1257	20	the	the	DT
A52264	1257	21	hypothenusal	hypothenusal	NN
A52264	1257	22	,	,	,
A52264	1257	23	to	to	IN
A52264	1257	24	the	the	DT
A52264	1257	25	tangent	tangent	NN
A52264	1257	26	of	of	IN
A52264	1257	27	the	the	DT
A52264	1257	28	base	base	NN
A52264	1257	29	.	.	.
A52264	1258	1	8	8	LS
A52264	1258	2	.	.	.
A52264	1259	1	Perpendicular	perpendicular	JJ
A52264	1259	2	.	.	.
A52264	1259	3	]	]	-RRB-
A52264	1260	1	As	as	IN
A52264	1260	2	Radius	Radius	NNP
A52264	1260	3	,	,	,
A52264	1260	4	to	to	IN
A52264	1260	5	the	the	DT
A52264	1260	6	sine	sine	NN
A52264	1260	7	of	of	IN
A52264	1260	8	the	the	DT
A52264	1260	9	hypothenusal	hypothenusal	NN
A52264	1260	10	,	,	,
A52264	1260	11	so	so	RB
A52264	1260	12	the	the	DT
A52264	1260	13	sine	sine	NN
A52264	1260	14	of	of	IN
A52264	1260	15	the	the	DT
A52264	1260	16	angle	angle	NN
A52264	1260	17	at	at	IN
A52264	1260	18	the	the	DT
A52264	1260	19	base	base	NN
A52264	1260	20	,	,	,
A52264	1260	21	to	to	IN
A52264	1260	22	the	the	DT
A52264	1260	23	sine	sine	NN
A52264	1260	24	of	of	IN
A52264	1260	25	the	the	DT
A52264	1260	26	perpendicular	perpendicular	NN
A52264	1260	27	.	.	.
A52264	1261	1	9	9	CD
A52264	1261	2	.	.	.
A52264	1262	1	Angle	angle	NN
A52264	1262	2	at	at	IN
A52264	1262	3	perpend	perpend	NN
A52264	1262	4	.	.	.
A52264	1262	5	]	]	-RRB-
A52264	1263	1	As	as	IN
A52264	1263	2	Radius	Radius	NNP
A52264	1263	3	,	,	,
A52264	1263	4	to	to	IN
A52264	1263	5	the	the	DT
A52264	1263	6	co	co	NN
A52264	1263	7	-	-	NN
A52264	1263	8	sine	sine	NN
A52264	1263	9	of	of	IN
A52264	1263	10	the	the	DT
A52264	1263	11	hypothenasal	hypothenasal	NN
A52264	1263	12	;	;	:
A52264	1263	13	so	so	CC
A52264	1263	14	the	the	DT
A52264	1263	15	tangent	tangent	NN
A52264	1263	16	of	of	IN
A52264	1263	17	the	the	DT
A52264	1263	18	angle	angle	NN
A52264	1263	19	at	at	IN
A52264	1263	20	the	the	DT
A52264	1263	21	base	base	NN
A52264	1263	22	,	,	,
A52264	1263	23	to	to	IN
A52264	1263	24	the	the	DT
A52264	1263	25	co	co	NN
A52264	1263	26	-	-	NN
A52264	1263	27	tangent	tangent	NN
A52264	1263	28	of	of	IN
A52264	1263	29	the	the	DT
A52264	1263	30	angle	angle	NN
A52264	1263	31	at	at	IN
A52264	1263	32	the	the	DT
A52264	1263	33	perpendicular	perpendicular	NN
A52264	1263	34	.	.	.
A52264	1264	1	The	the	DT
A52264	1264	2	base	base	NN
A52264	1264	3	and	and	CC
A52264	1264	4	perpendicular	perpendicular	JJ
A52264	1264	5	given	give	VBN
A52264	1264	6	,	,	,
A52264	1264	7	to	to	IN
A52264	1264	8	finde	finde	NNP
A52264	1264	9	10	10	CD
A52264	1264	10	.	.	.
A52264	1265	1	Hypothenusal	Hypothenusal	NNP
A52264	1265	2	.	.	.
A52264	1265	3	]	]	-RRB-
A52264	1266	1	As	as	IN
A52264	1266	2	Radius	Radius	NNP
A52264	1266	3	,	,	,
A52264	1266	4	to	to	IN
A52264	1266	5	the	the	DT
A52264	1266	6	co	co	NN
A52264	1266	7	-	-	NN
A52264	1266	8	sine	sine	NN
A52264	1266	9	of	of	IN
A52264	1266	10	the	the	DT
A52264	1266	11	perpendicular	perpendicular	NN
A52264	1266	12	:	:	:
A52264	1266	13	so	so	CC
A52264	1266	14	the	the	DT
A52264	1266	15	co	co	NN
A52264	1266	16	-	-	NN
A52264	1266	17	sine	sine	NN
A52264	1266	18	of	of	IN
A52264	1266	19	the	the	DT
A52264	1266	20	base	base	NN
A52264	1266	21	,	,	,
A52264	1266	22	to	to	IN
A52264	1266	23	the	the	DT
A52264	1266	24	co	co	NN
A52264	1266	25	-	-	NN
A52264	1266	26	sine	sine	NN
A52264	1266	27	of	of	IN
A52264	1266	28	the	the	DT
A52264	1266	29	hypothenusal	hypothenusal	NN
A52264	1266	30	.	.	.
A52264	1267	1	11	11	CD
A52264	1267	2	.	.	.
A52264	1268	1	Angle	angle	VB
A52264	1268	2	at	at	IN
A52264	1268	3	the	the	DT
A52264	1268	4	base	base	NN
A52264	1268	5	]	]	-RRB-
A52264	1268	6	As	as	IN
A52264	1268	7	Radius	Radius	NNP
A52264	1268	8	,	,	,
A52264	1268	9	to	to	IN
A52264	1268	10	the	the	DT
A52264	1268	11	sine	sine	NN
A52264	1268	12	of	of	IN
A52264	1268	13	the	the	DT
A52264	1268	14	base	base	NN
A52264	1268	15	:	:	:
A52264	1268	16	so	so	RB
A52264	1268	17	is	be	VBZ
A52264	1268	18	the	the	DT
A52264	1268	19	co	co	JJ
A52264	1268	20	-	-	NN
A52264	1268	21	tangent	tangent	NN
A52264	1268	22	of	of	IN
A52264	1268	23	the	the	DT
A52264	1268	24	perpendicular	perpendicular	NN
A52264	1268	25	,	,	,
A52264	1268	26	to	to	IN
A52264	1268	27	the	the	DT
A52264	1268	28	co	co	NN
A52264	1268	29	-	-	NN
A52264	1268	30	tangent	tangent	NN
A52264	1268	31	of	of	IN
A52264	1268	32	the	the	DT
A52264	1268	33	angle	angle	NN
A52264	1268	34	at	at	IN
A52264	1268	35	the	the	DT
A52264	1268	36	base	base	NN
A52264	1268	37	.	.	.
A52264	1269	1	The	the	DT
A52264	1269	2	base	base	NN
A52264	1269	3	and	and	CC
A52264	1269	4	hypothenusal	hypothenusal	NNP
A52264	1269	5	given	given	NNP
A52264	1269	6	,	,	,
A52264	1269	7	to	to	IN
A52264	1269	8	finde	finde	NNP
A52264	1269	9	the	the	DT
A52264	1269	10	12	12	CD
A52264	1269	11	.	.	.
A52264	1270	1	Perpendicular	perpendicular	JJ
A52264	1270	2	.	.	.
A52264	1270	3	]	]	-RRB-
A52264	1271	1	As	as	IN
A52264	1271	2	the	the	DT
A52264	1271	3	co	co	NN
A52264	1271	4	-	-	NN
A52264	1271	5	sine	sine	NN
A52264	1271	6	of	of	IN
A52264	1271	7	the	the	DT
A52264	1271	8	base	base	NN
A52264	1271	9	,	,	,
A52264	1271	10	to	to	IN
A52264	1271	11	Radius	Radius	NNP
A52264	1271	12	;	;	:
A52264	1271	13	so	so	CC
A52264	1271	14	the	the	DT
A52264	1271	15	co	co	NN
A52264	1271	16	-	-	NN
A52264	1271	17	sine	sine	NN
A52264	1271	18	of	of	IN
A52264	1271	19	the	the	DT
A52264	1271	20	hypothenusal	hypothenusal	NN
A52264	1271	21	,	,	,
A52264	1271	22	to	to	IN
A52264	1271	23	the	the	DT
A52264	1271	24	co	co	NN
A52264	1271	25	-	-	NN
A52264	1271	26	sine	sine	NN
A52264	1271	27	of	of	IN
A52264	1271	28	the	the	DT
A52264	1271	29	perpendicular	perpendicular	NN
A52264	1271	30	.	.	.
A52264	1272	1	13	13	CD
A52264	1272	2	.	.	.
A52264	1273	1	Angle	angle	VB
A52264	1273	2	at	at	IN
A52264	1273	3	the	the	DT
A52264	1273	4	base	base	NN
A52264	1273	5	.	.	.
A52264	1273	6	]	]	-RRB-
A52264	1274	1	As	as	IN
A52264	1274	2	Radius	Radius	NNP
A52264	1274	3	,	,	,
A52264	1274	4	to	to	IN
A52264	1274	5	the	the	DT
A52264	1274	6	tangent	tangent	NN
A52264	1274	7	of	of	IN
A52264	1274	8	the	the	DT
A52264	1274	9	base	base	NN
A52264	1274	10	;	;	:
A52264	1274	11	so	so	CC
A52264	1274	12	the	the	DT
A52264	1274	13	co	co	JJ
A52264	1274	14	-	-	NN
A52264	1274	15	tangent	tangent	NN
A52264	1274	16	of	of	IN
A52264	1274	17	the	the	DT
A52264	1274	18	hypothenusal	hypothenusal	NN
A52264	1274	19	,	,	,
A52264	1274	20	to	to	IN
A52264	1274	21	the	the	DT
A52264	1274	22	co	co	NN
A52264	1274	23	-	-	NN
A52264	1274	24	sine	sine	NN
A52264	1274	25	of	of	IN
A52264	1274	26	the	the	DT
A52264	1274	27	angle	angle	NN
A52264	1274	28	at	at	IN
A52264	1274	29	the	the	DT
A52264	1274	30	base	base	NN
A52264	1274	31	.	.	.
A52264	1275	1	14	14	CD
A52264	1275	2	.	.	.
A52264	1276	1	Angle	angle	VB
A52264	1276	2	at	at	IN
A52264	1276	3	the	the	DT
A52264	1276	4	perpend	perpend	NN
A52264	1276	5	.	.	.
A52264	1276	6	]	]	-RRB-
A52264	1277	1	As	as	IN
A52264	1277	2	the	the	DT
A52264	1277	3	sine	sine	NN
A52264	1277	4	of	of	IN
A52264	1277	5	the	the	DT
A52264	1277	6	hypothenusal	hypothenusal	NN
A52264	1277	7	,	,	,
A52264	1277	8	to	to	IN
A52264	1277	9	Radius	Radius	NNP
A52264	1277	10	;	;	:
A52264	1277	11	so	so	RB
A52264	1277	12	the	the	DT
A52264	1277	13	sine	sine	NN
A52264	1277	14	of	of	IN
A52264	1277	15	the	the	DT
A52264	1277	16	base	base	NN
A52264	1277	17	,	,	,
A52264	1277	18	to	to	IN
A52264	1277	19	the	the	DT
A52264	1277	20	sine	sine	NN
A52264	1277	21	of	of	IN
A52264	1277	22	the	the	DT
A52264	1277	23	angle	angle	NN
A52264	1277	24	at	at	IN
A52264	1277	25	the	the	DT
A52264	1277	26	perpendicular	perpendicular	NN
A52264	1277	27	.	.	.
A52264	1278	1	The	the	DT
A52264	1278	2	angles	angle	NNS
A52264	1278	3	at	at	IN
A52264	1278	4	the	the	DT
A52264	1278	5	base	base	NN
A52264	1278	6	and	and	CC
A52264	1278	7	perpendicular	perpendicular	JJ
A52264	1278	8	given	give	VBN
A52264	1278	9	,	,	,
A52264	1278	10	to	to	IN
A52264	1278	11	finde	finde	NNP
A52264	1278	12	15	15	CD
A52264	1278	13	.	.	.
A52264	1279	1	The	the	DT
A52264	1279	2	perpendicular	perpendicular	NN
A52264	1279	3	.	.	.
A52264	1279	4	]	]	-RRB-
A52264	1280	1	As	as	IN
A52264	1280	2	the	the	DT
A52264	1280	3	sine	sine	NN
A52264	1280	4	of	of	IN
A52264	1280	5	the	the	DT
A52264	1280	6	angle	angle	NN
A52264	1280	7	at	at	IN
A52264	1280	8	the	the	DT
A52264	1280	9	perpendicular	perpendicular	NN
A52264	1280	10	,	,	,
A52264	1280	11	is	be	VBZ
A52264	1280	12	to	to	IN
A52264	1280	13	Radius	radius	NN
A52264	1280	14	:	:	:
A52264	1280	15	so	so	CC
A52264	1280	16	the	the	DT
A52264	1280	17	co	co	NN
A52264	1280	18	-	-	NN
A52264	1280	19	sine	sine	NN
A52264	1280	20	of	of	IN
A52264	1280	21	the	the	DT
A52264	1280	22	angle	angle	NN
A52264	1280	23	at	at	IN
A52264	1280	24	the	the	DT
A52264	1280	25	base	base	NN
A52264	1280	26	,	,	,
A52264	1280	27	to	to	IN
A52264	1280	28	the	the	DT
A52264	1280	29	co	co	NN
A52264	1280	30	-	-	NN
A52264	1280	31	sine	sine	NN
A52264	1280	32	of	of	IN
A52264	1280	33	the	the	DT
A52264	1280	34	perpendicular	perpendicular	NN
A52264	1280	35	.	.	.
A52264	1281	1	16	16	CD
A52264	1281	2	.	.	.
A52264	1282	1	The	the	DT
A52264	1282	2	hypothenusal	hypothenusal	NN
A52264	1282	3	.	.	.
A52264	1282	4	]	]	-RRB-
A52264	1283	1	As	as	IN
A52264	1283	2	Radius	Radius	NNP
A52264	1283	3	,	,	,
A52264	1283	4	to	to	IN
A52264	1283	5	co	co	NN
A52264	1283	6	-	-	NN
A52264	1283	7	tangent	tangent	NN
A52264	1283	8	of	of	IN
A52264	1283	9	the	the	DT
A52264	1283	10	angle	angle	NN
A52264	1283	11	at	at	IN
A52264	1283	12	the	the	DT
A52264	1283	13	perpendicular	perpendicular	NN
A52264	1283	14	;	;	:
A52264	1283	15	so	so	CC
A52264	1283	16	the	the	DT
A52264	1283	17	co	co	JJ
A52264	1283	18	-	-	NN
A52264	1283	19	tangent	tangent	NN
A52264	1283	20	of	of	IN
A52264	1283	21	the	the	DT
A52264	1283	22	angle	angle	NN
A52264	1283	23	at	at	IN
A52264	1283	24	the	the	DT
A52264	1283	25	base	base	NN
A52264	1283	26	,	,	,
A52264	1283	27	to	to	IN
A52264	1283	28	the	the	DT
A52264	1283	29	co	co	NN
A52264	1283	30	-	-	NN
A52264	1283	31	sine	sine	NN
A52264	1283	32	of	of	IN
A52264	1283	33	the	the	DT
A52264	1283	34	hypothenusal	hypothenusal	NN
A52264	1283	35	.	.	.
A52264	1284	1	Secondly	secondly	RB
A52264	1284	2	,	,	,
A52264	1284	3	the	the	DT
A52264	1284	4	proportions	proportion	NNS
A52264	1284	5	of	of	IN
A52264	1284	6	all	all	PDT
A52264	1284	7	the	the	DT
A52264	1284	8	cases	case	NNS
A52264	1284	9	of	of	IN
A52264	1284	10	a	a	DT
A52264	1284	11	right	right	JJ
A52264	1284	12	angled	angle	VBN
A52264	1284	13	spherical	spherical	JJ
A52264	1284	14	triangle	triangle	NN
A52264	1284	15	,	,	,
A52264	1284	16	may	may	MD
A52264	1284	17	by	by	IN
A52264	1284	18	the	the	DT
A52264	1284	19	aforesaid	aforesaid	JJ
A52264	1284	20	Catholick	Catholick	NNP
A52264	1284	21	Proposition	Proposition	NNP
A52264	1284	22	be	be	VB
A52264	1284	23	known	know	VBN
A52264	1284	24	thus	thus	RB
A52264	1284	25	:	:	:
A52264	1284	26	If	if	IN
A52264	1284	27	the	the	DT
A52264	1284	28	middle	middle	JJ
A52264	1284	29	part	part	NN
A52264	1284	30	be	be	VB
A52264	1284	31	sought	seek	VBN
A52264	1284	32	,	,	,
A52264	1284	33	put	put	VB
A52264	1284	34	the	the	DT
A52264	1284	35	Radius	Radius	NNP
A52264	1284	36	in	in	IN
A52264	1284	37	the	the	DT
A52264	1284	38	first	first	JJ
A52264	1284	39	place	place	NN
A52264	1284	40	;	;	:
A52264	1284	41	if	if	IN
A52264	1284	42	either	either	DT
A52264	1284	43	of	of	IN
A52264	1284	44	the	the	DT
A52264	1284	45	extreams	extream	NNS
A52264	1284	46	,	,	,
A52264	1284	47	the	the	DT
A52264	1284	48	other	other	JJ
A52264	1284	49	extream	extream	NN
A52264	1284	50	put	put	VBN
A52264	1284	51	in	in	IN
A52264	1284	52	the	the	DT
A52264	1284	53	first	first	JJ
A52264	1284	54	place	place	NN
A52264	1284	55	.	.	.
A52264	1285	1	And	and	CC
A52264	1285	2	note	note	VB
A52264	1285	3	,	,	,
A52264	1285	4	that	that	IN
A52264	1285	5	when	when	WRB
A52264	1285	6	a	a	DT
A52264	1285	7	complement	complement	NN
A52264	1285	8	in	in	IN
A52264	1285	9	the	the	DT
A52264	1285	10	proposition	proposition	NN
A52264	1285	11	doth	doth	JJ
A52264	1285	12	chance	chance	NN
A52264	1285	13	to	to	TO
A52264	1285	14	concur	concur	VB
A52264	1285	15	with	with	IN
A52264	1285	16	a	a	DT
A52264	1285	17	complement	complement	NN
A52264	1285	18	in	in	IN
A52264	1285	19	the	the	DT
A52264	1285	20	circular	circular	JJ
A52264	1285	21	parts	part	NNS
A52264	1285	22	,	,	,
A52264	1285	23	you	-PRON-	PRP
A52264	1285	24	must	must	MD
A52264	1285	25	take	take	VB
A52264	1285	26	the	the	DT
A52264	1285	27	sine	sine	NN
A52264	1285	28	it	-PRON-	PRP
A52264	1285	29	self	self	NN
A52264	1285	30	,	,	,
A52264	1285	31	or	or	CC
A52264	1285	32	the	the	DT
A52264	1285	33	tangent	tangent	NN
A52264	1285	34	it	-PRON-	PRP
A52264	1285	35	self	self	NN
A52264	1285	36	,	,	,
A52264	1285	37	because	because	IN
A52264	1285	38	the	the	DT
A52264	1285	39	co	co	NN
A52264	1285	40	-	-	NN
A52264	1285	41	sine	sine	NN
A52264	1285	42	of	of	IN
A52264	1285	43	the	the	DT
A52264	1285	44	co	co	NN
A52264	1285	45	-	-	NN
A52264	1285	46	sine	sine	NN
A52264	1285	47	is	be	VBZ
A52264	1285	48	the	the	DT
A52264	1285	49	sine	sine	NN
A52264	1285	50	,	,	,
A52264	1285	51	and	and	CC
A52264	1285	52	the	the	DT
A52264	1285	53	co	co	JJ
A52264	1285	54	-	-	NN
A52264	1285	55	tangent	tangent	NN
A52264	1285	56	of	of	IN
A52264	1285	57	the	the	DT
A52264	1285	58	co	co	NN
A52264	1285	59	-	-	NN
A52264	1285	60	tangent	tangent	NN
A52264	1285	61	is	be	VBZ
A52264	1285	62	the	the	DT
A52264	1285	63	tangent	tangent	NN
A52264	1285	64	.	.	.
A52264	1286	1	As	as	IN
A52264	1286	2	in	in	IN
A52264	1286	3	the	the	DT
A52264	1286	4	following	follow	VBG
A52264	1286	5	triangle	triangle	NN
A52264	1286	6	ABC	ABC	NNP
A52264	1286	7	,	,	,
A52264	1286	8	let	let	VB
A52264	1286	9	there	there	EX
A52264	1286	10	be	be	VB
A52264	1286	11	given	give	VBN
A52264	1286	12	the	the	DT
A52264	1286	13	base	base	NN
A52264	1286	14	AB	AB	NNP
A52264	1286	15	,	,	,
A52264	1286	16	and	and	CC
A52264	1286	17	the	the	DT
A52264	1286	18	angle	angle	NN
A52264	1286	19	at	at	IN
A52264	1286	20	C	C	NNP
A52264	1286	21	,	,	,
A52264	1286	22	to	to	TO
A52264	1286	23	finde	finde	NNP
A52264	1286	24	the	the	DT
A52264	1286	25	hypothenusal	hypothenusal	NNP
A52264	1286	26	BC	BC	NNP
A52264	1286	27	.	.	.
A52264	1287	1	Here	here	RB
A52264	1287	2	AB	AB	NNP
A52264	1287	3	is	be	VBZ
A52264	1287	4	the	the	DT
A52264	1287	5	middle	middle	JJ
A52264	1287	6	part	part	NN
A52264	1287	7	,	,	,
A52264	1287	8	BC	BC	NNP
A52264	1287	9	and	and	CC
A52264	1287	10	C	C	NNP
A52264	1287	11	are	be	VBP
A52264	1287	12	the	the	DT
A52264	1287	13	opposite	opposite	JJ
A52264	1287	14	extreams	extream	NNS
A52264	1287	15	,	,	,
A52264	1287	16	or	or	CC
A52264	1287	17	the	the	DT
A52264	1287	18	extreams	extream	NNS
A52264	1287	19	disjunct	disjunct	JJ
A52264	1287	20	.	.	.
A52264	1288	1	Now	now	RB
A52264	1288	2	because	because	IN
A52264	1288	3	the	the	DT
A52264	1288	4	extream	extream	JJ
A52264	1288	5	BC	BC	NNP
A52264	1288	6	is	be	VBZ
A52264	1288	7	sought	seek	VBN
A52264	1288	8	,	,	,
A52264	1288	9	therefore	therefore	RB
A52264	1288	10	I	-PRON-	PRP
A52264	1288	11	must	must	MD
A52264	1288	12	put	put	VB
A52264	1288	13	the	the	DT
A52264	1288	14	other	other	JJ
A52264	1288	15	extream	extream	NN
A52264	1288	16	,	,	,
A52264	1288	17	that	that	RB
A52264	1288	18	is	is	RB
A52264	1288	19	,	,	,
A52264	1288	20	the	the	DT
A52264	1288	21	angle	angle	NN
A52264	1288	22	at	at	IN
A52264	1288	23	C	C	NNP
A52264	1288	24	,	,	,
A52264	1288	25	in	in	IN
A52264	1288	26	the	the	DT
A52264	1288	27	first	first	JJ
A52264	1288	28	place	place	NN
A52264	1288	29	;	;	:
A52264	1288	30	and	and	CC
A52264	1288	31	because	because	IN
A52264	1288	32	that	that	DT
A52264	1288	33	angle	angle	NN
A52264	1288	34	,	,	,
A52264	1288	35	as	as	IN
A52264	1288	36	also	also	RB
A52264	1288	37	the	the	DT
A52264	1288	38	side	side	NN
A52264	1288	39	sought	seek	VBD
A52264	1288	40	are	be	VBP
A52264	1288	41	noted	note	VBN
A52264	1288	42	by	by	IN
A52264	1288	43	their	-PRON-	PRP$
A52264	1288	44	complements	complement	NNS
A52264	1288	45	,	,	,
A52264	1288	46	therefore	therefore	RB
A52264	1288	47	I	-PRON-	PRP
A52264	1288	48	must	must	MD
A52264	1288	49	not	not	RB
A52264	1288	50	say	say	VB
A52264	1288	51	:	:	:
A52264	1288	52	As	as	IN
A52264	1288	53	the	the	DT
A52264	1288	54	co	co	NN
A52264	1288	55	-	-	NN
A52264	1288	56	sine	sine	NN
A52264	1288	57	of	of	IN
A52264	1288	58	the	the	DT
A52264	1288	59	angle	angle	NN
A52264	1288	60	at	at	IN
A52264	1288	61	C	C	NNP
A52264	1288	62	,	,	,
A52264	1288	63	is	be	VBZ
A52264	1288	64	to	to	IN
A52264	1288	65	Radius	radius	NN
A52264	1288	66	:	:	:
A52264	1288	67	so	so	RB
A52264	1288	68	is	be	VBZ
A52264	1288	69	the	the	DT
A52264	1288	70	sine	sine	NN
A52264	1288	71	of	of	IN
A52264	1288	72	the	the	DT
A52264	1288	73	base	base	NN
A52264	1288	74	AB	AB	NNP
A52264	1288	75	,	,	,
A52264	1288	76	to	to	IN
A52264	1288	77	the	the	DT
A52264	1288	78	co	co	NN
A52264	1288	79	-	-	NN
A52264	1288	80	sine	sine	NN
A52264	1288	81	of	of	IN
A52264	1288	82	the	the	DT
A52264	1288	83	hypothenusal	hypothenusal	NNP
A52264	1288	84	BC	BC	NNP
A52264	1288	85	:	:	:
A52264	1288	86	but	but	CC
A52264	1288	87	thus	thus	RB
A52264	1288	88	;	;	:
A52264	1288	89	As	as	IN
A52264	1288	90	the	the	DT
A52264	1288	91	sine	sine	NN
A52264	1288	92	of	of	IN
A52264	1288	93	the	the	DT
A52264	1288	94	angle	angle	NN
A52264	1288	95	at	at	IN
A52264	1288	96	the	the	DT
A52264	1288	97	perpendicular	perpendicular	JJ
A52264	1288	98	ACB	ACB	NNP
A52264	1288	99	,	,	,
A52264	1288	100	is	be	VBZ
A52264	1288	101	to	to	IN
A52264	1288	102	Radius	Radius	NNP
A52264	1288	103	;	;	:
A52264	1288	104	so	so	RB
A52264	1288	105	is	be	VBZ
A52264	1288	106	the	the	DT
A52264	1288	107	sine	sine	NN
A52264	1288	108	of	of	IN
A52264	1288	109	the	the	DT
A52264	1288	110	base	base	NN
A52264	1288	111	AB	AB	NNP
A52264	1288	112	,	,	,
A52264	1288	113	to	to	IN
A52264	1288	114	the	the	DT
A52264	1288	115	sine	sine	NN
A52264	1288	116	of	of	IN
A52264	1288	117	the	the	DT
A52264	1288	118	hypothenusal	hypothenusal	NNP
A52264	1288	119	BC	BC	NNP
A52264	1288	120	.	.	.
A52264	1289	1	The	the	DT
A52264	1289	2	like	like	NN
A52264	1289	3	is	be	VBZ
A52264	1289	4	to	to	TO
A52264	1289	5	be	be	VB
A52264	1289	6	understood	understand	VBN
A52264	1289	7	of	of	IN
A52264	1289	8	the	the	DT
A52264	1289	9	rest	rest	NN
A52264	1289	10	.	.	.
A52264	1290	1	Thus	thus	RB
A52264	1290	2	much	much	JJ
A52264	1290	3	concerning	concern	VBG
A52264	1290	4	right	right	JJ
A52264	1290	5	angled	angle	VBN
A52264	1290	6	spherical	spherical	JJ
A52264	1290	7	triangles	triangle	NNS
A52264	1290	8	:	:	:
A52264	1290	9	as	as	IN
A52264	1290	10	for	for	IN
A52264	1290	11	Quadrantal	Quadrantal	NNP
A52264	1290	12	there	there	EX
A52264	1290	13	needs	need	VBZ
A52264	1290	14	not	not	RB
A52264	1290	15	much	much	RB
A52264	1290	16	be	be	VB
A52264	1290	17	said	say	VBN
A52264	1290	18	,	,	,
A52264	1290	19	because	because	IN
A52264	1290	20	the	the	DT
A52264	1290	21	circular	circular	JJ
A52264	1290	22	parts	part	NNS
A52264	1290	23	of	of	IN
A52264	1290	24	a	a	DT
A52264	1290	25	quadrantal	quadrantal	JJ
A52264	1290	26	triangle	triangle	NN
A52264	1290	27	,	,	,
A52264	1290	28	are	be	VBP
A52264	1290	29	the	the	DT
A52264	1290	30	same	same	JJ
A52264	1290	31	with	with	IN
A52264	1290	32	the	the	DT
A52264	1290	33	circular	circular	JJ
A52264	1290	34	parts	part	NNS
A52264	1290	35	of	of	IN
A52264	1290	36	a	a	DT
A52264	1290	37	right	right	NN
A52264	1290	38	angled	angle	VBN
A52264	1290	39	triangle	triangle	NN
A52264	1290	40	adjoyning	adjoyning	NN
A52264	1290	41	.	.	.
A52264	1291	1	As	as	IN
A52264	1291	2	let	let	VB
A52264	1291	3	ABC	ABC	NNP
A52264	1291	4	be	be	VB
A52264	1291	5	a	a	DT
A52264	1291	6	triangle	triangle	NN
A52264	1291	7	,	,	,
A52264	1291	8	right	right	RB
A52264	1291	9	angled	angle	VBD
A52264	1291	10	at	at	IN
A52264	1291	11	A	A	NNP
A52264	1291	12	,	,	,
A52264	1291	13	and	and	CC
A52264	1291	14	let	let	VB
A52264	1291	15	one	one	CD
A52264	1291	16	of	of	IN
A52264	1291	17	the	the	DT
A52264	1291	18	sides	side	NNS
A52264	1291	19	thereof	thereof	RB
A52264	1291	20	;	;	:
A52264	1291	21	namely	namely	RB
A52264	1291	22	,	,	,
A52264	1291	23	AC	AC	NNP
A52264	1291	24	be	be	VB
A52264	1291	25	extended	extend	VBN
A52264	1291	26	,	,	,
A52264	1291	27	till	till	IN
A52264	1291	28	it	-PRON-	PRP
A52264	1291	29	become	become	VB
A52264	1291	30	a	a	DT
A52264	1291	31	quadrant	quadrant	NN
A52264	1291	32	,	,	,
A52264	1291	33	that	that	DT
A52264	1291	34	is	be	VBZ
A52264	1291	35	to	to	IN
A52264	1291	36	D	d	NN
A52264	1291	37	;	;	:
A52264	1291	38	then	then	RB
A52264	1291	39	draw	draw	VB
A52264	1291	40	an	an	DT
A52264	1291	41	arch	arch	NN
A52264	1291	42	from	from	IN
A52264	1291	43	D	d	NN
A52264	1291	44	to	to	IN
A52264	1291	45	B	b	NN
A52264	1291	46	;	;	:
A52264	1291	47	then	then	RB
A52264	1291	48	is	be	VBZ
A52264	1291	49	DBC	DBC	NNP
A52264	1291	50	a	a	DT
A52264	1291	51	quadrantal	quadrantal	JJ
A52264	1291	52	triangle	triangle	NN
A52264	1291	53	,	,	,
A52264	1291	54	to	to	TO
A52264	1291	55	which	which	WDT
A52264	1291	56	there	there	EX
A52264	1291	57	is	be	VBZ
A52264	1291	58	a	a	DT
A52264	1291	59	right	right	RB
A52264	1291	60	angled	angle	VBN
A52264	1291	61	triangle	triangle	NN
A52264	1291	62	adjoyning	adjoyning	NN
A52264	1291	63	,	,	,
A52264	1291	64	as	as	IN
A52264	1291	65	ABC	ABC	NNP
A52264	1291	66	.	.	.
A52264	1292	1	I	-PRON-	PRP
A52264	1292	2	say	say	VBP
A52264	1292	3	therefore	therefore	RB
A52264	1292	4	that	that	IN
A52264	1292	5	the	the	DT
A52264	1292	6	circular	circular	JJ
A52264	1292	7	parts	part	NNS
A52264	1292	8	of	of	IN
A52264	1292	9	the	the	DT
A52264	1292	10	quadrantal	quadrantal	NN
A52264	1292	11	triangle	triangle	NNP
A52264	1292	12	BCD	BCD	NNP
A52264	1292	13	are	be	VBP
A52264	1292	14	the	the	DT
A52264	1292	15	same	same	JJ
A52264	1292	16	with	with	IN
A52264	1292	17	the	the	DT
A52264	1292	18	circular	circular	JJ
A52264	1292	19	parts	part	NNS
A52264	1292	20	of	of	IN
A52264	1292	21	the	the	DT
A52264	1292	22	right	right	NN
A52264	1292	23	angled	angle	VBN
A52264	1292	24	triangle	triangle	NN
A52264	1292	25	ABC	ABC	NNP
A52264	1292	26	:	:	:
A52264	1292	27	for	for	IN
A52264	1292	28	the	the	DT
A52264	1292	29	circular	circular	JJ
A52264	1292	30	parts	part	NNS
A52264	1292	31	of	of	IN
A52264	1292	32	either	either	DT
A52264	1292	33	of	of	IN
A52264	1292	34	them	-PRON-	PRP
A52264	1292	35	are	be	VBP
A52264	1292	36	as	as	RB
A52264	1292	37	here	here	RB
A52264	1292	38	appeareth	appeareth	NNP
A52264	1292	39	.	.	.
A52264	1293	1	The	the	DT
A52264	1293	2	five	five	CD
A52264	1293	3	circular	circular	JJ
A52264	1293	4	parts	part	NNS
A52264	1293	5	of	of	IN
A52264	1293	6	the	the	DT
A52264	1293	7	triangle	triangle	NN
A52264	1293	8	.	.	.
A52264	1294	1	ABC	ABC	NNP
A52264	1294	2	are	be	VBP
A52264	1294	3	AC	AC	NNP
A52264	1294	4	AB	AB	NNP
A52264	1294	5	co	co	NN
A52264	1294	6	ABC	ABC	NNP
A52264	1294	7	cō	cō	NN
A52264	1294	8	B	b	NN
A52264	1294	9	●	●	.
A52264	1294	10	cō	cō	NN
A52264	1294	11	BCA	BCA	NNP
A52264	1294	12	BCD	BCD	NNP
A52264	1294	13	are	be	VBP
A52264	1294	14	com	com	NN
A52264	1294	15	CD	cd	NN
A52264	1294	16	CDB	cdb	NN
A52264	1294	17	DBC	DBC	NNP
A52264	1294	18	cō	cō	NN
A52264	1294	19	BC	BC	NNP
A52264	1294	20	cō	cō	NN
A52264	1294	21	BCD	BCD	NNP
A52264	1294	22	Where	where	WRB
A52264	1294	23	it	-PRON-	PRP
A52264	1294	24	is	be	VBZ
A52264	1294	25	evident	evident	JJ
A52264	1294	26	,	,	,
A52264	1294	27	that	that	DT
A52264	1294	28	AD	ad	NN
A52264	1294	29	and	and	CC
A52264	1294	30	DB	DB	NNP
A52264	1294	31	being	be	VBG
A52264	1294	32	quadrants	quadrant	NNS
A52264	1294	33	,	,	,
A52264	1294	34	DBA	DBA	NNP
A52264	1294	35	is	be	VBZ
A52264	1294	36	a	a	DT
A52264	1294	37	right	right	JJ
A52264	1294	38	angle	angle	NN
A52264	1294	39	,	,	,
A52264	1294	40	and	and	CC
A52264	1294	41	BA	BA	NNP
A52264	1294	42	is	be	VBZ
A52264	1294	43	the	the	DT
A52264	1294	44	measure	measure	NN
A52264	1294	45	of	of	IN
A52264	1294	46	the	the	DT
A52264	1294	47	angle	angle	NN
A52264	1294	48	at	at	IN
A52264	1294	49	D	d	NN
A52264	1294	50	,	,	,
A52264	1294	51	so	so	IN
A52264	1294	52	that	that	IN
A52264	1294	53	the	the	DT
A52264	1294	54	side	side	NN
A52264	1294	55	AC	AC	NNP
A52264	1294	56	in	in	IN
A52264	1294	57	the	the	DT
A52264	1294	58	one	one	NN
A52264	1294	59	is	be	VBZ
A52264	1294	60	equall	equall	JJ
A52264	1294	61	to	to	IN
A52264	1294	62	compl	compl	JJ
A52264	1294	63	.	.	.
A52264	1295	1	CD	cd	NN
A52264	1295	2	in	in	IN
A52264	1295	3	the	the	DT
A52264	1295	4	other	other	JJ
A52264	1295	5	:	:	:
A52264	1295	6	and	and	CC
A52264	1295	7	the	the	DT
A52264	1295	8	side	side	NN
A52264	1295	9	AB	AB	NNP
A52264	1295	10	in	in	IN
A52264	1295	11	the	the	DT
A52264	1295	12	one	one	NN
A52264	1295	13	is	be	VBZ
A52264	1295	14	equal	equal	JJ
A52264	1295	15	to	to	IN
A52264	1295	16	the	the	DT
A52264	1295	17	angle	angle	NN
A52264	1295	18	BDC	BDC	NNP
A52264	1295	19	in	in	IN
A52264	1295	20	the	the	DT
A52264	1295	21	other	other	JJ
A52264	1295	22	:	:	:
A52264	1295	23	and	and	CC
A52264	1295	24	compl	compl	VBN
A52264	1295	25	.	.	.
A52264	1296	1	ABC	ABC	NNP
A52264	1296	2	in	in	IN
A52264	1296	3	the	the	DT
A52264	1296	4	one	one	NN
A52264	1296	5	is	be	VBZ
A52264	1296	6	equal	equal	JJ
A52264	1296	7	to	to	IN
A52264	1296	8	DBC	DBC	NNP
A52264	1296	9	in	in	IN
A52264	1296	10	the	the	DT
A52264	1296	11	other	other	JJ
A52264	1296	12	,	,	,
A52264	1296	13	and	and	CC
A52264	1296	14	compl	compl	JJ
A52264	1296	15	.	.	.
A52264	1297	1	BC	BC	NNP
A52264	1297	2	in	in	IN
A52264	1297	3	the	the	DT
A52264	1297	4	one	one	NN
A52264	1297	5	is	be	VBZ
A52264	1297	6	the	the	DT
A52264	1297	7	same	same	JJ
A52264	1297	8	with	with	IN
A52264	1297	9	BC	BC	NNP
A52264	1297	10	in	in	IN
A52264	1297	11	the	the	DT
A52264	1297	12	other	other	JJ
A52264	1297	13	:	:	:
A52264	1297	14	and	and	CC
A52264	1297	15	lastly	lastly	RB
A52264	1297	16	,	,	,
A52264	1297	17	compl	compl	JJ
A52264	1297	18	.	.	.
A52264	1298	1	BCA	BCA	NNP
A52264	1298	2	in	in	IN
A52264	1298	3	the	the	DT
A52264	1298	4	one	one	NN
A52264	1298	5	is	be	VBZ
A52264	1298	6	the	the	DT
A52264	1298	7	same	same	JJ
A52264	1298	8	with	with	IN
A52264	1298	9	compl	compl	NN
A52264	1298	10	.	.	.
A52264	1299	1	DCB	DCB	NNP
A52264	1299	2	in	in	IN
A52264	1299	3	the	the	DT
A52264	1299	4	other	other	JJ
A52264	1299	5	;	;	:
A52264	1299	6	for	for	IN
A52264	1299	7	the	the	DT
A52264	1299	8	compl	compl	NN
A52264	1299	9	.	.	.
A52264	1300	1	of	of	IN
A52264	1300	2	the	the	DT
A52264	1300	3	acute	acute	JJ
A52264	1300	4	angle	angle	NN
A52264	1300	5	A	a	NN
A52264	1300	6	●	●	NFP
A52264	1300	7	●	●	NFP
A52264	1300	8	unto	unto	IN
A52264	1300	9	a	a	DT
A52264	1300	10	quadrant	quadrant	NN
A52264	1300	11	is	be	VBZ
A52264	1300	12	also	also	RB
A52264	1300	13	the	the	DT
A52264	1300	14	complement	complement	NN
A52264	1300	15	of	of	IN
A52264	1300	16	the	the	DT
A52264	1300	17	obtuse	obtuse	NNP
A52264	1300	18	angle	angle	NN
A52264	1300	19	BCD	BCD	NNP
A52264	1300	20	,	,	,
A52264	1300	21	and	and	CC
A52264	1300	22	the	the	DT
A52264	1300	23	circular	circular	JJ
A52264	1300	24	parts	part	NNS
A52264	1300	25	of	of	IN
A52264	1300	26	both	both	DT
A52264	1300	27	triangles	triangle	NNS
A52264	1300	28	being	be	VBG
A52264	1300	29	the	the	DT
A52264	1300	30	same	same	JJ
A52264	1300	31	,	,	,
A52264	1300	32	it	-PRON-	PRP
A52264	1300	33	followes	follow	VBZ
A52264	1300	34	,	,	,
A52264	1300	35	that	that	IN
A52264	1300	36	that	that	DT
A52264	1300	37	which	which	WDT
A52264	1300	38	is	be	VBZ
A52264	1300	39	here	here	RB
A52264	1300	40	proved	prove	VBN
A52264	1300	41	touching	touch	VBG
A52264	1300	42	right	right	RB
A52264	1300	43	angled	angled	JJ
A52264	1300	44	triangles	triangle	NNS
A52264	1300	45	is	be	VBZ
A52264	1300	46	also	also	RB
A52264	1300	47	true	true	JJ
A52264	1300	48	of	of	IN
A52264	1300	49	quadrantal	quadrantal	JJ
A52264	1300	50	.	.	.
A52264	1301	1	And	and	CC
A52264	1301	2	all	all	PDT
A52264	1301	3	the	the	DT
A52264	1301	4	sixteen	sixteen	CD
A52264	1301	5	cases	case	NNS
A52264	1301	6	thereof	thereof	RB
A52264	1301	7	may	may	MD
A52264	1301	8	also	also	RB
A52264	1301	9	be	be	VB
A52264	1301	10	resolved	resolve	VBN
A52264	1301	11	by	by	IN
A52264	1301	12	the	the	DT
A52264	1301	13	aforesaid	aforesaid	JJ
A52264	1301	14	Catholick	Catholick	NNP
A52264	1301	15	Proposition	Proposition	NNP
A52264	1301	16	.	.	.
A52264	1302	1	As	as	IN
A52264	1302	2	let	let	VB
A52264	1302	3	there	there	EX
A52264	1302	4	be	be	VB
A52264	1302	5	given	give	VBN
A52264	1302	6	the	the	DT
A52264	1302	7	side	side	NN
A52264	1302	8	DC	DC	NNP
A52264	1302	9	,	,	,
A52264	1302	10	and	and	CC
A52264	1302	11	the	the	DT
A52264	1302	12	angle	angle	NN
A52264	1302	13	at	at	IN
A52264	1302	14	C	C	NNP
A52264	1302	15	,	,	,
A52264	1302	16	to	to	TO
A52264	1302	17	finde	finde	VB
A52264	1302	18	the	the	DT
A52264	1302	19	angle	angle	NN
A52264	1302	20	at	at	IN
A52264	1302	21	D	d	NN
A52264	1302	22	,	,	,
A52264	1302	23	then	then	RB
A52264	1302	24	is	be	VBZ
A52264	1302	25	the	the	DT
A52264	1302	26	side	side	NN
A52264	1302	27	DC	DC	NNP
A52264	1302	28	the	the	DT
A52264	1302	29	middle	middle	NN
A52264	1302	30	,	,	,
A52264	1302	31	and	and	CC
A52264	1302	32	the	the	DT
A52264	1302	33	angles	angle	NNS
A52264	1302	34	at	at	IN
A52264	1302	35	D	d	NN
A52264	1302	36	and	and	CC
A52264	1302	37	C	C	NNP
A52264	1302	38	are	be	VBP
A52264	1302	39	extreams	extream	NNS
A52264	1302	40	adjacent	adjacent	JJ
A52264	1302	41	;	;	:
A52264	1302	42	now	now	RB
A52264	1302	43	because	because	IN
A52264	1302	44	the	the	DT
A52264	1302	45	angle	angle	NN
A52264	1302	46	at	at	IN
A52264	1302	47	D	d	NN
A52264	1302	48	,	,	,
A52264	1302	49	one	one	CD
A52264	1302	50	of	of	IN
A52264	1302	51	the	the	DT
A52264	1302	52	extreams	extream	NNS
A52264	1302	53	is	be	VBZ
A52264	1302	54	sought	seek	VBN
A52264	1302	55	,	,	,
A52264	1302	56	we	-PRON-	PRP
A52264	1302	57	must	must	MD
A52264	1302	58	put	put	VB
A52264	1302	59	the	the	DT
A52264	1302	60	other	other	JJ
A52264	1302	61	extream	extream	NN
A52264	1302	62	,	,	,
A52264	1302	63	to	to	IN
A52264	1302	64	wit	wit	NN
A52264	1302	65	,	,	,
A52264	1302	66	the	the	DT
A52264	1302	67	angle	angle	NN
A52264	1302	68	at	at	IN
A52264	1302	69	C	C	NNP
A52264	1302	70	in	in	IN
A52264	1302	71	the	the	DT
A52264	1302	72	first	first	JJ
A52264	1302	73	place	place	NN
A52264	1302	74	,	,	,
A52264	1302	75	and	and	CC
A52264	1302	76	that	that	DT
A52264	1302	77	is	be	VBZ
A52264	1302	78	noted	note	VBN
A52264	1302	79	by	by	IN
A52264	1302	80	its	-PRON-	PRP$
A52264	1302	81	complement	complement	NN
A52264	1302	82	:	:	:
A52264	1302	83	and	and	CC
A52264	1302	84	therefore	therefore	RB
A52264	1302	85	the	the	DT
A52264	1302	86	Analogie	Analogie	NNP
A52264	1302	87	is	be	VBZ
A52264	1302	88	▪	▪	.
A52264	1302	89	As	as	IN
A52264	1302	90	the	the	DT
A52264	1302	91	co	co	NN
A52264	1302	92	-	-	NN
A52264	1302	93	tangent	tangent	NN
A52264	1302	94	of	of	IN
A52264	1302	95	the	the	DT
A52264	1302	96	angle	angle	NN
A52264	1302	97	at	at	IN
A52264	1302	98	C	C	NNP
A52264	1302	99	,	,	,
A52264	1302	100	to	to	IN
A52264	1302	101	Radius	Radius	NNP
A52264	1302	102	;	;	:
A52264	1302	103	so	so	CC
A52264	1302	104	the	the	DT
A52264	1302	105	co	co	NN
A52264	1302	106	-	-	NN
A52264	1302	107	sine	sine	NN
A52264	1302	108	of	of	IN
A52264	1302	109	DC	DC	NNP
A52264	1302	110	,	,	,
A52264	1302	111	to	to	IN
A52264	1302	112	the	the	DT
A52264	1302	113	tangent	tangent	NN
A52264	1302	114	of	of	IN
A52264	1302	115	the	the	DT
A52264	1302	116	angle	angle	NN
A52264	1302	117	at	at	IN
A52264	1302	118	D	d	NN
A52264	1302	119	:	:	:
A52264	1302	120	and	and	CC
A52264	1302	121	so	so	RB
A52264	1302	122	of	of	IN
A52264	1302	123	the	the	DT
A52264	1302	124	rest	rest	NN
A52264	1302	125	;	;	,
A52264	1302	126	and	and	CC
A52264	1302	127	what	what	WP
A52264	1302	128	is	be	VBZ
A52264	1302	129	said	say	VBN
A52264	1302	130	of	of	IN
A52264	1302	131	the	the	DT
A52264	1302	132	addition	addition	NN
A52264	1302	133	of	of	IN
A52264	1302	134	the	the	DT
A52264	1302	135	artificial	artificial	JJ
A52264	1302	136	numbers	number	NNS
A52264	1302	137	is	be	VBZ
A52264	1302	138	to	to	TO
A52264	1302	139	be	be	VB
A52264	1302	140	understood	understand	VBN
A52264	1302	141	of	of	IN
A52264	1302	142	the	the	DT
A52264	1302	143	rectangles	rectangle	NNS
A52264	1302	144	of	of	IN
A52264	1302	145	the	the	DT
A52264	1302	146	natural	natural	JJ
A52264	1302	147	.	.	.
A52264	1303	1	CHAP	CHAP	NNP
A52264	1303	2	.	.	.
A52264	1304	1	IX	ix	NN
A52264	1304	2	.	.	.
A52264	1305	1	Of	of	IN
A52264	1305	2	Oblique	Oblique	NNP
A52264	1305	3	angled	angle	VBD
A52264	1305	4	Sphericall	Sphericall	NNP
A52264	1305	5	Triangles	Triangles	NNPS
A52264	1305	6	.	.	.
A52264	1306	1	IN	in	IN
A52264	1306	2	an	an	DT
A52264	1306	3	obliquangled	obliquangled	JJ
A52264	1306	4	spherical	spherical	JJ
A52264	1306	5	triangle	triangle	NN
A52264	1306	6	,	,	,
A52264	1306	7	there	there	EX
A52264	1306	8	are	be	VBP
A52264	1306	9	twelve	twelve	CD
A52264	1306	10	Cases	case	NNS
A52264	1306	11	;	;	:
A52264	1306	12	two	two	CD
A52264	1306	13	whereof	whereof	NN
A52264	1306	14	,	,	,
A52264	1306	15	that	that	RB
A52264	1306	16	is	is	RB
A52264	1306	17	,	,	,
A52264	1306	18	those	those	DT
A52264	1306	19	wherein	wherein	WRB
A52264	1306	20	the	the	DT
A52264	1306	21	things	thing	NNS
A52264	1306	22	given	give	VBN
A52264	1306	23	and	and	CC
A52264	1306	24	required	require	VBN
A52264	1306	25	are	be	VBP
A52264	1306	26	opposite	opposite	JJ
A52264	1306	27	,	,	,
A52264	1306	28	may	may	MD
A52264	1306	29	be	be	VB
A52264	1306	30	resolved	resolve	VBN
A52264	1306	31	by	by	IN
A52264	1306	32	the	the	DT
A52264	1306	33	fift	fift	JJ
A52264	1306	34	proposition	proposition	NN
A52264	1306	35	of	of	IN
A52264	1306	36	the	the	DT
A52264	1306	37	last	last	JJ
A52264	1306	38	Chapter	chapter	NN
A52264	1306	39	.	.	.
A52264	1307	1	CASE	CASE	NNP
A52264	1307	2	1	1	CD
A52264	1307	3	.	.	.
A52264	1308	1	Two	two	CD
A52264	1308	2	angles	angle	NNS
A52264	1308	3	with	with	IN
A52264	1308	4	a	a	DT
A52264	1308	5	side	side	NN
A52264	1308	6	opposite	opposite	RB
A52264	1308	7	to	to	IN
A52264	1308	8	one	one	CD
A52264	1308	9	of	of	IN
A52264	1308	10	them	-PRON-	PRP
A52264	1308	11	being	be	VBG
A52264	1308	12	given	give	VBN
A52264	1308	13	,	,	,
A52264	1308	14	to	to	TO
A52264	1308	15	finde	finde	VB
A52264	1308	16	the	the	DT
A52264	1308	17	side	side	NN
A52264	1308	18	opposite	opposite	RB
A52264	1308	19	to	to	IN
A52264	1308	20	the	the	DT
A52264	1308	21	other	other	JJ
A52264	1308	22	.	.	.
A52264	1309	1	As	as	IN
A52264	1309	2	in	in	IN
A52264	1309	3	the	the	DT
A52264	1309	4	triangle	triangle	NN
A52264	1309	5	ABC	ABC	NNP
A52264	1309	6	,	,	,
A52264	1309	7	let	let	VB
A52264	1309	8	there	there	EX
A52264	1309	9	be	be	VB
A52264	1309	10	given	give	VBN
A52264	1309	11	the	the	DT
A52264	1309	12	side	side	NN
A52264	1309	13	BC	BC	NNP
A52264	1309	14	,	,	,
A52264	1309	15	with	with	IN
A52264	1309	16	his	-PRON-	PRP$
A52264	1309	17	opposite	opposite	JJ
A52264	1309	18	angle	angle	NN
A52264	1309	19	at	at	IN
A52264	1309	20	A	a	NN
A52264	1309	21	,	,	,
A52264	1309	22	and	and	CC
A52264	1309	23	the	the	DT
A52264	1309	24	angle	angle	NN
A52264	1309	25	ABC	ABC	NNP
A52264	1309	26	,	,	,
A52264	1309	27	to	to	TO
A52264	1309	28	finde	finde	VB
A52264	1309	29	the	the	DT
A52264	1309	30	side	side	NN
A52264	1309	31	AC	AC	NNP
A52264	1309	32	.	.	.
A52264	1310	1	I	-PRON-	PRP
A52264	1310	2	say	say	VBP
A52264	1310	3	then	then	RB
A52264	1310	4	,	,	,
A52264	1310	5	by	by	IN
A52264	1310	6	the	the	DT
A52264	1310	7	fift	fift	JJ
A52264	1310	8	proposition	proposition	NN
A52264	1310	9	of	of	IN
A52264	1310	10	the	the	DT
A52264	1310	11	last	last	JJ
A52264	1310	12	Chapter	chapter	NN
A52264	1310	13	:	:	:
A52264	1310	14	As	as	IN
A52264	1310	15	the	the	DT
A52264	1310	16	sine	sine	NN
A52264	1310	17	of	of	IN
A52264	1310	18	the	the	DT
A52264	1310	19	angle	angle	NN
A52264	1310	20	at	at	IN
A52264	1310	21	A	a	NN
A52264	1310	22	,	,	,
A52264	1310	23	is	be	VBZ
A52264	1310	24	to	to	IN
A52264	1310	25	the	the	DT
A52264	1310	26	sine	sine	NN
A52264	1310	27	of	of	IN
A52264	1310	28	his	-PRON-	PRP$
A52264	1310	29	opposite	opposite	JJ
A52264	1310	30	side	side	NN
A52264	1310	31	BC	BC	NNP
A52264	1310	32	:	:	:
A52264	1310	33	so	so	RB
A52264	1310	34	is	be	VBZ
A52264	1310	35	the	the	DT
A52264	1310	36	sine	sine	NN
A52264	1310	37	of	of	IN
A52264	1310	38	the	the	DT
A52264	1310	39	angle	angle	NN
A52264	1310	40	at	at	IN
A52264	1310	41	B	b	NN
A52264	1310	42	,	,	,
A52264	1310	43	to	to	IN
A52264	1310	44	the	the	DT
A52264	1310	45	sine	sine	NN
A52264	1310	46	of	of	IN
A52264	1310	47	his	-PRON-	PRP$
A52264	1310	48	opposite	opposite	JJ
A52264	1310	49	side	side	NN
A52264	1310	50	AC	AC	NNP
A52264	1310	51	.	.	.
A52264	1311	1	CASE	CASE	NNP
A52264	1311	2	2	2	CD
A52264	1311	3	.	.	.
A52264	1312	1	Two	two	CD
A52264	1312	2	sides	side	NNS
A52264	1312	3	with	with	IN
A52264	1312	4	an	an	DT
A52264	1312	5	angle	angle	NN
A52264	1312	6	opposite	opposite	NN
A52264	1312	7	to	to	IN
A52264	1312	8	one	one	CD
A52264	1312	9	of	of	IN
A52264	1312	10	them	-PRON-	PRP
A52264	1312	11	being	be	VBG
A52264	1312	12	given	give	VBN
A52264	1312	13	,	,	,
A52264	1312	14	to	to	TO
A52264	1312	15	finde	finde	VB
A52264	1312	16	an	an	DT
A52264	1312	17	angle	angle	NN
A52264	1312	18	opposite	opposite	NN
A52264	1312	19	to	to	IN
A52264	1312	20	the	the	DT
A52264	1312	21	other	other	JJ
A52264	1312	22	.	.	.
A52264	1313	1	As	as	IN
A52264	1313	2	the	the	DT
A52264	1313	3	sine	sine	NN
A52264	1313	4	of	of	IN
A52264	1313	5	BC	BC	NNP
A52264	1313	6	,	,	,
A52264	1313	7	to	to	IN
A52264	1313	8	the	the	DT
A52264	1313	9	sine	sine	NN
A52264	1313	10	of	of	IN
A52264	1313	11	his	-PRON-	PRP$
A52264	1313	12	opposite	opposite	JJ
A52264	1313	13	angle	angle	NN
A52264	1313	14	at	at	IN
A52264	1313	15	A	a	NN
A52264	1313	16	:	:	:
A52264	1313	17	so	so	RB
A52264	1313	18	is	be	VBZ
A52264	1313	19	the	the	DT
A52264	1313	20	sine	sine	NN
A52264	1313	21	of	of	IN
A52264	1313	22	AC	AC	NNP
A52264	1313	23	,	,	,
A52264	1313	24	to	to	IN
A52264	1313	25	the	the	DT
A52264	1313	26	sine	sine	NN
A52264	1313	27	of	of	IN
A52264	1313	28	his	-PRON-	PRP$
A52264	1313	29	opposite	opposite	JJ
A52264	1313	30	angle	angle	NN
A52264	1313	31	B.	B.	NNP
A52264	1314	1	Other	other	JJ
A52264	1314	2	eight	eight	CD
A52264	1314	3	cases	case	NNS
A52264	1314	4	must	must	MD
A52264	1314	5	be	be	VB
A52264	1314	6	resolved	resolve	VBN
A52264	1314	7	by	by	IN
A52264	1314	8	the	the	DT
A52264	1314	9	aid	aid	NN
A52264	1314	10	of	of	IN
A52264	1314	11	two	two	CD
A52264	1314	12	Analogies	Analogies	NNPS
A52264	1314	13	at	at	IN
A52264	1314	14	the	the	DT
A52264	1314	15	least	least	JJS
A52264	1314	16	,	,	,
A52264	1314	17	and	and	CC
A52264	1314	18	that	that	IN
A52264	1314	19	by	by	IN
A52264	1314	20	reducing	reduce	VBG
A52264	1314	21	the	the	DT
A52264	1314	22	triangle	triangle	NN
A52264	1314	23	proposed	propose	VBN
A52264	1314	24	to	to	IN
A52264	1314	25	two	two	CD
A52264	1314	26	right	right	JJ
A52264	1314	27	angled	angle	VBN
A52264	1314	28	triangles	triangle	NNS
A52264	1314	29	,	,	,
A52264	1314	30	by	by	IN
A52264	1314	31	a	a	DT
A52264	1314	32	perpendicular	perpendicular	NN
A52264	1314	33	let	let	NN
A52264	1314	34	fall	fall	VB
A52264	1314	35	from	from	IN
A52264	1314	36	one	one	CD
A52264	1314	37	of	of	IN
A52264	1314	38	the	the	DT
A52264	1314	39	angles	angle	NNS
A52264	1314	40	to	to	IN
A52264	1314	41	his	-PRON-	PRP$
A52264	1314	42	opposite	opposite	JJ
A52264	1314	43	side	side	NN
A52264	1314	44	,	,	,
A52264	1314	45	which	which	WDT
A52264	1314	46	perpendicular	perpendicular	JJ
A52264	1314	47	falls	fall	VBZ
A52264	1314	48	sometimes	sometimes	RB
A52264	1314	49	within	within	IN
A52264	1314	50	,	,	,
A52264	1314	51	sometimes	sometimes	RB
A52264	1314	52	without	without	IN
A52264	1314	53	the	the	DT
A52264	1314	54	triangle	triangle	NN
A52264	1314	55	.	.	.
A52264	1315	1	If	if	IN
A52264	1315	2	the	the	DT
A52264	1315	3	perpendicular	perpendicular	NN
A52264	1315	4	be	be	VB
A52264	1315	5	let	let	VBN
A52264	1315	6	fall	fall	VB
A52264	1315	7	from	from	IN
A52264	1315	8	an	an	DT
A52264	1315	9	obtuse	obtuse	JJ
A52264	1315	10	angle	angle	NN
A52264	1315	11	,	,	,
A52264	1315	12	it	-PRON-	PRP
A52264	1315	13	falleth	falleth	VBD
A52264	1315	14	within	within	RB
A52264	1315	15	,	,	,
A52264	1315	16	but	but	CC
A52264	1315	17	if	if	IN
A52264	1315	18	it	-PRON-	PRP
A52264	1315	19	fall	fall	VBP
A52264	1315	20	from	from	IN
A52264	1315	21	an	an	DT
A52264	1315	22	acute	acute	JJ
A52264	1315	23	angle	angle	NN
A52264	1315	24	,	,	,
A52264	1315	25	it	-PRON-	PRP
A52264	1315	26	falls	fall	VBZ
A52264	1315	27	without	without	IN
A52264	1315	28	the	the	DT
A52264	1315	29	triangle	triangle	NN
A52264	1315	30	:	:	:
A52264	1315	31	however	however	RB
A52264	1315	32	it	-PRON-	PRP
A52264	1315	33	falleth	falleth	RB
A52264	1315	34	,	,	,
A52264	1315	35	it	-PRON-	PRP
A52264	1315	36	must	must	MD
A52264	1315	37	be	be	VB
A52264	1315	38	alwayes	alwayes	NNP
A52264	1315	39	opposite	opposite	JJ
A52264	1315	40	to	to	IN
A52264	1315	41	a	a	DT
A52264	1315	42	known	know	VBN
A52264	1315	43	angle	angle	NN
A52264	1315	44	.	.	.
A52264	1316	1	For	for	IN
A52264	1316	2	your	-PRON-	PRP$
A52264	1316	3	better	well	JJR
A52264	1316	4	direction	direction	NN
A52264	1316	5	,	,	,
A52264	1316	6	in	in	IN
A52264	1316	7	letting	let	VBG
A52264	1316	8	fall	fall	VB
A52264	1316	9	the	the	DT
A52264	1316	10	perpendicular	perpendicular	JJ
A52264	1316	11	take	take	VB
A52264	1316	12	this	this	DT
A52264	1316	13	generall	generall	NNP
A52264	1316	14	rule	rule	NN
A52264	1316	15	.	.	.
A52264	1317	1	From	from	IN
A52264	1317	2	the	the	DT
A52264	1317	3	end	end	NN
A52264	1317	4	of	of	IN
A52264	1317	5	a	a	DT
A52264	1317	6	side	side	NN
A52264	1317	7	given	give	VBN
A52264	1317	8	,	,	,
A52264	1317	9	being	be	VBG
A52264	1317	10	adjacent	adjacent	JJ
A52264	1317	11	to	to	IN
A52264	1317	12	an	an	DT
A52264	1317	13	angle	angle	NN
A52264	1317	14	given	give	VBN
A52264	1317	15	,	,	,
A52264	1317	16	let	let	VBD
A52264	1317	17	fall	fall	VB
A52264	1317	18	the	the	DT
A52264	1317	19	perpendicular	perpendicular	NN
A52264	1317	20	.	.	.
A52264	1318	1	As	as	IN
A52264	1318	2	in	in	IN
A52264	1318	3	the	the	DT
A52264	1318	4	triangle	triangle	NN
A52264	1318	5	,	,	,
A52264	1318	6	ABC	ABC	NNP
A52264	1318	7	,	,	,
A52264	1318	8	if	if	IN
A52264	1318	9	there	there	EX
A52264	1318	10	were	be	VBD
A52264	1318	11	given	give	VBN
A52264	1318	12	the	the	DT
A52264	1318	13	side	side	NN
A52264	1318	14	AB	AB	NNP
A52264	1318	15	,	,	,
A52264	1318	16	and	and	CC
A52264	1318	17	the	the	DT
A52264	1318	18	angle	angle	NN
A52264	1318	19	at	at	IN
A52264	1318	20	A	a	NN
A52264	1318	21	:	:	:
A52264	1318	22	by	by	IN
A52264	1318	23	this	this	DT
A52264	1318	24	rule	rule	NN
A52264	1318	25	the	the	DT
A52264	1318	26	perpendicular	perpendicular	NN
A52264	1318	27	must	must	MD
A52264	1318	28	fall	fall	VB
A52264	1318	29	from	from	IN
A52264	1318	30	B	b	NN
A52264	1318	31	upon	upon	IN
A52264	1318	32	the	the	DT
A52264	1318	33	side	side	NN
A52264	1318	34	AC	AC	NNP
A52264	1318	35	;	;	:
A52264	1318	36	but	but	CC
A52264	1318	37	if	if	IN
A52264	1318	38	there	there	EX
A52264	1318	39	were	be	VBD
A52264	1318	40	given	give	VBN
A52264	1318	41	the	the	DT
A52264	1318	42	side	side	NN
A52264	1318	43	AC	AC	NNP
A52264	1318	44	,	,	,
A52264	1318	45	and	and	CC
A52264	1318	46	the	the	DT
A52264	1318	47	angle	angle	NN
A52264	1318	48	at	at	IN
A52264	1318	49	A	a	NN
A52264	1318	50	;	;	:
A52264	1318	51	then	then	RB
A52264	1318	52	AB	AB	NNP
A52264	1318	53	must	must	MD
A52264	1318	54	be	be	VB
A52264	1318	55	produced	produce	VBN
A52264	1318	56	to	to	IN
A52264	1318	57	D	d	NN
A52264	1318	58	;	;	:
A52264	1318	59	and	and	CC
A52264	1318	60	the	the	DT
A52264	1318	61	perpendicular	perpendicular	NN
A52264	1318	62	must	must	MD
A52264	1318	63	fall	fall	VB
A52264	1318	64	from	from	IN
A52264	1318	65	C	C	NNP
A52264	1318	66	upon	upon	IN
A52264	1318	67	the	the	DT
A52264	1318	68	side	side	NN
A52264	1318	69	AD	ad	NN
A52264	1318	70	.	.	.
A52264	1319	1	Thus	thus	RB
A52264	1319	2	shall	shall	MD
A52264	1319	3	we	-PRON-	PRP
A52264	1319	4	have	have	VB
A52264	1319	5	two	two	CD
A52264	1319	6	right	right	JJ
A52264	1319	7	angled	angle	VBN
A52264	1319	8	triangles	triangle	NNS
A52264	1319	9	,	,	,
A52264	1319	10	and	and	CC
A52264	1319	11	the	the	DT
A52264	1319	12	side	side	NN
A52264	1319	13	or	or	CC
A52264	1319	14	angle	angle	NN
A52264	1319	15	required	require	VBN
A52264	1319	16	may	may	MD
A52264	1319	17	easily	easily	RB
A52264	1319	18	be	be	VB
A52264	1319	19	resolved	resolve	VBN
A52264	1319	20	by	by	IN
A52264	1319	21	the	the	DT
A52264	1319	22	Catholick	Catholick	NNP
A52264	1319	23	Proposition	Proposition	NNP
A52264	1319	24	.	.	.
A52264	1320	1	As	as	IN
A52264	1320	2	suppose	suppose	NN
A52264	1320	3	there	there	EX
A52264	1320	4	were	be	VBD
A52264	1320	5	given	give	VBN
A52264	1320	6	the	the	DT
A52264	1320	7	side	side	NN
A52264	1320	8	AB	AB	NNP
A52264	1320	9	,	,	,
A52264	1320	10	the	the	DT
A52264	1320	11	angles	angle	NNS
A52264	1320	12	at	at	IN
A52264	1320	13	A	a	NN
A52264	1320	14	and	and	CC
A52264	1320	15	C	C	NNP
A52264	1320	16	,	,	,
A52264	1320	17	and	and	CC
A52264	1320	18	required	require	VBD
A52264	1320	19	the	the	DT
A52264	1320	20	side	side	NN
A52264	1320	21	AC	AC	NNP
A52264	1320	22	;	;	:
A52264	1320	23	then	then	RB
A52264	1320	24	the	the	DT
A52264	1320	25	perpendicular	perpendicular	NN
A52264	1320	26	must	must	MD
A52264	1320	27	fall	fall	VB
A52264	1320	28	from	from	IN
A52264	1320	29	B	b	NN
A52264	1320	30	upon	upon	IN
A52264	1320	31	the	the	DT
A52264	1320	32	side	side	NN
A52264	1320	33	AC	AC	NNP
A52264	1320	34	,	,	,
A52264	1320	35	as	as	IN
A52264	1320	36	in	in	IN
A52264	1320	37	the	the	DT
A52264	1320	38	first	first	JJ
A52264	1320	39	triangle	triangle	NN
A52264	1320	40	,	,	,
A52264	1320	41	and	and	CC
A52264	1320	42	divide	divide	VB
A52264	1320	43	the	the	DT
A52264	1320	44	oblique	oblique	JJ
A52264	1320	45	triangle	triangle	NN
A52264	1320	46	ABC	ABC	NNP
A52264	1320	47	into	into	IN
A52264	1320	48	two	two	CD
A52264	1320	49	right	right	JJ
A52264	1320	50	angled	angle	VBN
A52264	1320	51	triangles	triangle	NNS
A52264	1320	52	,	,	,
A52264	1320	53	to	to	IN
A52264	1320	54	wit	wit	NN
A52264	1320	55	,	,	,
A52264	1320	56	ABF	ABF	NNP
A52264	1320	57	and	and	CC
A52264	1320	58	BFC	BFC	NNP
A52264	1320	59	.	.	.
A52264	1321	1	And	and	CC
A52264	1321	2	in	in	IN
A52264	1321	3	the	the	DT
A52264	1321	4	triangle	triangle	NN
A52264	1321	5	ABF	ABF	NNP
A52264	1321	6	we	-PRON-	PRP
A52264	1321	7	have	have	VBP
A52264	1321	8	given	give	VBN
A52264	1321	9	the	the	DT
A52264	1321	10	side	side	NN
A52264	1321	11	AB	AB	NNP
A52264	1321	12	,	,	,
A52264	1321	13	and	and	CC
A52264	1321	14	the	the	DT
A52264	1321	15	angle	angle	NN
A52264	1321	16	at	at	IN
A52264	1321	17	A	A	NNP
A52264	1321	18	,	,	,
A52264	1321	19	to	to	TO
A52264	1321	20	finde	finde	VB
A52264	1321	21	the	the	DT
A52264	1321	22	base	base	NN
A52264	1321	23	AF	AF	NNP
A52264	1321	24	,	,	,
A52264	1321	25	for	for	IN
A52264	1321	26	which	which	WDT
A52264	1321	27	the	the	DT
A52264	1321	28	analogie	analogie	NN
A52264	1321	29	,	,	,
A52264	1321	30	by	by	IN
A52264	1321	31	the	the	DT
A52264	1321	32	Catholick	Catholick	NNP
A52264	1321	33	Proposition	Proposition	NNP
A52264	1321	34	,	,	,
A52264	1321	35	is	be	VBZ
A52264	1321	36	,	,	,
A52264	1321	37	As	as	IN
A52264	1321	38	the	the	DT
A52264	1321	39	co	co	NN
A52264	1321	40	-	-	NN
A52264	1321	41	tangent	tangent	NN
A52264	1321	42	of	of	IN
A52264	1321	43	AB	AB	NNP
A52264	1321	44	,	,	,
A52264	1321	45	to	to	IN
A52264	1321	46	Radius	radius	NN
A52264	1321	47	:	:	:
A52264	1321	48	so	so	RB
A52264	1321	49	is	be	VBZ
A52264	1321	50	the	the	DT
A52264	1321	51	co	co	JJ
A52264	1321	52	-	-	NN
A52264	1321	53	sine	sine	NN
A52264	1321	54	of	of	IN
A52264	1321	55	the	the	DT
A52264	1321	56	angle	angle	NN
A52264	1321	57	at	at	IN
A52264	1321	58	A	a	NN
A52264	1321	59	,	,	,
A52264	1321	60	to	to	IN
A52264	1321	61	the	the	DT
A52264	1321	62	tangent	tangent	NN
A52264	1321	63	of	of	IN
A52264	1321	64	AF	AF	NNP
A52264	1321	65	:	:	:
A52264	1321	66	that	that	RB
A52264	1321	67	is	be	VBZ
A52264	1321	68	,	,	,
A52264	1321	69	by	by	IN
A52264	1321	70	the	the	DT
A52264	1321	71	seventh	seventh	JJ
A52264	1321	72	case	case	NN
A52264	1321	73	of	of	IN
A52264	1321	74	right	right	JJ
A52264	1321	75	angled	angled	JJ
A52264	1321	76	triangles	triangle	NNS
A52264	1321	77	.	.	.
A52264	1322	1	Secondly	secondly	RB
A52264	1322	2	,	,	,
A52264	1322	3	by	by	IN
A52264	1322	4	the	the	DT
A52264	1322	5	eighth	eighth	JJ
A52264	1322	6	case	case	NN
A52264	1322	7	,	,	,
A52264	1322	8	finde	finde	NNP
A52264	1322	9	the	the	DT
A52264	1322	10	perpendicular	perpendicular	JJ
A52264	1322	11	BF	BF	NNP
A52264	1322	12	.	.	.
A52264	1323	1	Lastly	lastly	RB
A52264	1323	2	,	,	,
A52264	1323	3	in	in	IN
A52264	1323	4	the	the	DT
A52264	1323	5	triangle	triangle	NN
A52264	1323	6	BFC	BFC	NNP
A52264	1323	7	,	,	,
A52264	1323	8	having	have	VBG
A52264	1323	9	the	the	DT
A52264	1323	10	perpendicular	perpendicular	JJ
A52264	1323	11	BF	BF	NNP
A52264	1323	12	,	,	,
A52264	1323	13	and	and	CC
A52264	1323	14	the	the	DT
A52264	1323	15	angle	angle	NN
A52264	1323	16	at	at	IN
A52264	1323	17	C	C	NNP
A52264	1323	18	,	,	,
A52264	1323	19	by	by	IN
A52264	1323	20	the	the	DT
A52264	1323	21	sixt	sixt	NNP
A52264	1323	22	case	case	NN
A52264	1323	23	of	of	IN
A52264	1323	24	right	right	JJ
A52264	1323	25	angled	angle	VBN
A52264	1323	26	spherical	spherical	JJ
A52264	1323	27	triangles	triangle	NNS
A52264	1323	28	,	,	,
A52264	1323	29	you	-PRON-	PRP
A52264	1323	30	may	may	MD
A52264	1323	31	finde	finde	VB
A52264	1323	32	the	the	DT
A52264	1323	33	base	base	NN
A52264	1323	34	FC	FC	NNP
A52264	1323	35	,	,	,
A52264	1323	36	which	which	WDT
A52264	1323	37	being	be	VBG
A52264	1323	38	added	add	VBN
A52264	1323	39	to	to	IN
A52264	1323	40	AF	AF	NNP
A52264	1323	41	,	,	,
A52264	1323	42	is	be	VBZ
A52264	1323	43	the	the	DT
A52264	1323	44	side	side	NN
A52264	1323	45	AC	AC	NNP
A52264	1323	46	.	.	.
A52264	1324	1	But	but	CC
A52264	1324	2	thus	thus	RB
A52264	1324	3	there	there	EX
A52264	1324	4	are	be	VBP
A52264	1324	5	three	three	CD
A52264	1324	6	operations	operation	NNS
A52264	1324	7	required	require	VBN
A52264	1324	8	;	;	:
A52264	1324	9	whereas	whereas	IN
A52264	1324	10	it	-PRON-	PRP
A52264	1324	11	may	may	MD
A52264	1324	12	be	be	VB
A52264	1324	13	done	do	VBN
A52264	1324	14	at	at	IN
A52264	1324	15	two	two	CD
A52264	1324	16	:	:	:
A52264	1324	17	for	for	IN
A52264	1324	18	the	the	DT
A52264	1324	19	obliquangled	obliquangled	JJ
A52264	1324	20	triangle	triangle	NN
A52264	1324	21	being	be	VBG
A52264	1324	22	reduced	reduce	VBN
A52264	1324	23	into	into	IN
A52264	1324	24	two	two	CD
A52264	1324	25	right	right	JJ
A52264	1324	26	angled	angle	VBN
A52264	1324	27	triangles	triangle	NNS
A52264	1324	28	,	,	,
A52264	1324	29	by	by	IN
A52264	1324	30	letting	let	VBG
A52264	1324	31	fall	fall	VB
A52264	1324	32	a	a	DT
A52264	1324	33	perpendicular	perpendicular	NN
A52264	1324	34	,	,	,
A52264	1324	35	as	as	IN
A52264	1324	36	before	before	RB
A52264	1324	37	:	:	:
A52264	1324	38	the	the	DT
A52264	1324	39	hypothenusal	hypothenusal	NN
A52264	1324	40	in	in	IN
A52264	1324	41	one	one	CD
A52264	1324	42	of	of	IN
A52264	1324	43	the	the	DT
A52264	1324	44	right	right	NN
A52264	1324	45	angled	angle	VBN
A52264	1324	46	triangles	triangle	NNS
A52264	1324	47	will	will	MD
A52264	1324	48	be	be	VB
A52264	1324	49	correspondent	correspondent	NN
A52264	1324	50	to	to	IN
A52264	1324	51	the	the	DT
A52264	1324	52	hypothenusal	hypothenusal	NN
A52264	1324	53	in	in	IN
A52264	1324	54	the	the	DT
A52264	1324	55	other	other	JJ
A52264	1324	56	,	,	,
A52264	1324	57	and	and	CC
A52264	1324	58	the	the	DT
A52264	1324	59	base	base	NN
A52264	1324	60	in	in	IN
A52264	1324	61	the	the	DT
A52264	1324	62	one	one	NN
A52264	1324	63	to	to	IN
A52264	1324	64	the	the	DT
A52264	1324	65	base	base	NN
A52264	1324	66	in	in	IN
A52264	1324	67	the	the	DT
A52264	1324	68	other	other	JJ
A52264	1324	69	;	;	:
A52264	1324	70	and	and	CC
A52264	1324	71	so	so	RB
A52264	1324	72	the	the	DT
A52264	1324	73	other	other	JJ
A52264	1324	74	parts	part	NNS
A52264	1324	75	.	.	.
A52264	1325	1	Then	then	RB
A52264	1325	2	in	in	IN
A52264	1325	3	one	one	CD
A52264	1325	4	of	of	IN
A52264	1325	5	these	these	DT
A52264	1325	6	right	right	JJ
A52264	1325	7	angled	angle	VBN
A52264	1325	8	triangles	triangle	NNS
A52264	1325	9	(	(	-LRB-
A52264	1325	10	which	which	WDT
A52264	1325	11	for	for	IN
A52264	1325	12	distinction	distinction	NN
A52264	1325	13	sake	sake	NN
A52264	1325	14	we	-PRON-	PRP
A52264	1325	15	call	call	VBP
A52264	1325	16	the	the	DT
A52264	1325	17	first	first	JJ
A52264	1325	18	)	)	-RRB-
A52264	1325	19	there	there	EX
A52264	1325	20	is	be	VBZ
A52264	1325	21	given	give	VBN
A52264	1325	22	the	the	DT
A52264	1325	23	hypothenusal	hypothenusal	NN
A52264	1325	24	and	and	CC
A52264	1325	25	angle	angle	NN
A52264	1325	26	at	at	IN
A52264	1325	27	the	the	DT
A52264	1325	28	base	base	NN
A52264	1325	29	,	,	,
A52264	1325	30	whereby	whereby	WRB
A52264	1325	31	may	may	MD
A52264	1325	32	be	be	VB
A52264	1325	33	found	find	VBN
A52264	1325	34	the	the	DT
A52264	1325	35	base	base	NN
A52264	1325	36	or	or	CC
A52264	1325	37	angle	angle	NN
A52264	1325	38	at	at	IN
A52264	1325	39	the	the	DT
A52264	1325	40	perpendicular	perpendicular	JJ
A52264	1325	41	,	,	,
A52264	1325	42	as	as	IN
A52264	1325	43	occasion	occasion	NN
A52264	1325	44	requires	require	VBZ
A52264	1325	45	;	;	:
A52264	1325	46	by	by	IN
A52264	1325	47	the	the	DT
A52264	1325	48	seventh	seventh	JJ
A52264	1325	49	or	or	CC
A52264	1325	50	ninth	ninth	JJ
A52264	1325	51	cases	case	NNS
A52264	1325	52	of	of	IN
A52264	1325	53	right	right	JJ
A52264	1325	54	angled	angled	JJ
A52264	1325	55	triangles	triangle	NNS
A52264	1325	56	.	.	.
A52264	1326	1	And	and	CC
A52264	1326	2	this	this	DT
A52264	1326	3	is	be	VBZ
A52264	1326	4	the	the	DT
A52264	1326	5	first	first	JJ
A52264	1326	6	operation	operation	NN
A52264	1326	7	.	.	.
A52264	1327	1	For	for	IN
A52264	1327	2	the	the	DT
A52264	1327	3	second	second	JJ
A52264	1327	4	,	,	,
A52264	1327	5	there	there	EX
A52264	1327	6	must	must	MD
A52264	1327	7	(	(	-LRB-
A52264	1327	8	of	of	IN
A52264	1327	9	the	the	DT
A52264	1327	10	things	thing	NNS
A52264	1327	11	thus	thus	RB
A52264	1327	12	given	give	VBN
A52264	1327	13	and	and	CC
A52264	1327	14	required	require	VBN
A52264	1327	15	)	)	-RRB-
A52264	1327	16	two	two	CD
A52264	1327	17	things	thing	NNS
A52264	1327	18	in	in	IN
A52264	1327	19	one	one	CD
A52264	1327	20	triangle	triangle	NN
A52264	1327	21	,	,	,
A52264	1327	22	be	be	VB
A52264	1327	23	compared	compare	VBN
A52264	1327	24	to	to	IN
A52264	1327	25	two	two	CD
A52264	1327	26	correspondent	correspondent	NN
A52264	1327	27	things	thing	NNS
A52264	1327	28	in	in	IN
A52264	1327	29	the	the	DT
A52264	1327	30	other	other	JJ
A52264	1327	31	triangle	triangle	NN
A52264	1327	32	,	,	,
A52264	1327	33	which	which	WDT
A52264	1327	34	two	two	CD
A52264	1327	35	in	in	IN
A52264	1327	36	each	each	DT
A52264	1327	37	with	with	IN
A52264	1327	38	the	the	DT
A52264	1327	39	perpendicular	perpendicular	NN
A52264	1327	40	make	make	VBP
A52264	1327	41	three	three	CD
A52264	1327	42	things	thing	NNS
A52264	1327	43	in	in	IN
A52264	1327	44	each	each	DT
A52264	1327	45	triangle	triangle	NN
A52264	1327	46	,	,	,
A52264	1327	47	either	either	CC
A52264	1327	48	adjacent	adjacent	JJ
A52264	1327	49	,	,	,
A52264	1327	50	that	that	RB
A52264	1327	51	is	is	RB
A52264	1327	52	,	,	,
A52264	1327	53	lying	lie	VBG
A52264	1327	54	together	together	RB
A52264	1327	55	,	,	,
A52264	1327	56	or	or	CC
A52264	1327	57	opposite	opposite	NN
A52264	1327	58	of	of	IN
A52264	1327	59	which	which	WDT
A52264	1327	60	three	three	CD
A52264	1327	61	the	the	DT
A52264	1327	62	perpendicular	perpendicular	NN
A52264	1327	63	is	be	VBZ
A52264	1327	64	alwayes	alwayes	NNP
A52264	1327	65	one	one	CD
A52264	1327	66	of	of	IN
A52264	1327	67	the	the	DT
A52264	1327	68	extreams	extream	NNS
A52264	1327	69	,	,	,
A52264	1327	70	and	and	CC
A52264	1327	71	the	the	DT
A52264	1327	72	thing	thing	NN
A52264	1327	73	required	require	VBD
A52264	1327	74	one	one	CD
A52264	1327	75	of	of	IN
A52264	1327	76	the	the	DT
A52264	1327	77	other	other	JJ
A52264	1327	78	extreams	extream	NNS
A52264	1327	79	.	.	.
A52264	1328	1	Thus	thus	RB
A52264	1328	2	in	in	IN
A52264	1328	3	the	the	DT
A52264	1328	4	triangle	triangle	NN
A52264	1328	5	ABF	ABF	NNP
A52264	1328	6	,	,	,
A52264	1328	7	if	if	IN
A52264	1328	8	there	there	EX
A52264	1328	9	were	be	VBD
A52264	1328	10	given	give	VBN
A52264	1328	11	AF	AF	NNP
A52264	1328	12	and	and	CC
A52264	1328	13	BF	BF	NNP
A52264	1328	14	,	,	,
A52264	1328	15	to	to	IN
A52264	1328	16	finde	finde	NN
A52264	1328	17	AB	AB	NNP
A52264	1328	18	:	:	:
A52264	1328	19	AB	AB	NNP
A52264	1328	20	is	be	VBZ
A52264	1328	21	the	the	DT
A52264	1328	22	middle	middle	JJ
A52264	1328	23	part	part	NN
A52264	1328	24	,	,	,
A52264	1328	25	AF	AF	NNP
A52264	1328	26	and	and	CC
A52264	1328	27	BF	BF	NNP
A52264	1328	28	are	be	VBP
A52264	1328	29	opposite	opposite	JJ
A52264	1328	30	extreams	extream	NNS
A52264	1328	31	;	;	:
A52264	1328	32	and	and	CC
A52264	1328	33	therefore	therefore	RB
A52264	1328	34	by	by	IN
A52264	1328	35	the	the	DT
A52264	1328	36	Catholick	Catholick	NNP
A52264	1328	37	Proposition	Proposition	NNP
A52264	1328	38	.	.	.
A52264	1329	1	Radius	Radius	NNP
A52264	1329	2	added	add	VBD
A52264	1329	3	to	to	IN
A52264	1329	4	the	the	DT
A52264	1329	5	co	co	NN
A52264	1329	6	-	-	NN
A52264	1329	7	sine	sine	NN
A52264	1329	8	of	of	IN
A52264	1329	9	AB	AB	NNP
A52264	1329	10	,	,	,
A52264	1329	11	is	be	VBZ
A52264	1329	12	equal	equal	JJ
A52264	1329	13	to	to	IN
A52264	1329	14	the	the	DT
A52264	1329	15	co	co	NNS
A52264	1329	16	-	-	NNS
A52264	1329	17	sines	sine	NNS
A52264	1329	18	of	of	IN
A52264	1329	19	AF	AF	NNP
A52264	1329	20	and	and	CC
A52264	1329	21	BF	BF	NNP
A52264	1329	22	.	.	.
A52264	1330	1	Then	then	RB
A52264	1330	2	in	in	IN
A52264	1330	3	the	the	DT
A52264	1330	4	triangle	triangle	NN
A52264	1330	5	BFC	BFC	NNP
A52264	1330	6	,	,	,
A52264	1330	7	if	if	IN
A52264	1330	8	there	there	EX
A52264	1330	9	were	be	VBD
A52264	1330	10	given	give	VBN
A52264	1330	11	BF	BF	NNP
A52264	1330	12	and	and	CC
A52264	1330	13	FC	FC	NNP
A52264	1330	14	,	,	,
A52264	1330	15	to	to	IN
A52264	1330	16	finde	finde	NNP
A52264	1330	17	BC	BC	NNP
A52264	1330	18	:	:	:
A52264	1330	19	BC	BC	NNP
A52264	1330	20	will	will	MD
A52264	1330	21	be	be	VB
A52264	1330	22	the	the	DT
A52264	1330	23	middle	middle	JJ
A52264	1330	24	part	part	NN
A52264	1330	25	,	,	,
A52264	1330	26	BF	BF	NNP
A52264	1330	27	and	and	CC
A52264	1330	28	FC	FC	NNP
A52264	1330	29	opposite	opposite	IN
A52264	1330	30	extreames	extreame	NNS
A52264	1330	31	;	;	:
A52264	1330	32	and	and	CC
A52264	1330	33	therefore	therefore	RB
A52264	1330	34	by	by	IN
A52264	1330	35	the	the	DT
A52264	1330	36	Catholik	Catholik	NNP
A52264	1330	37	Proposition	Proposition	NNP
A52264	1330	38	.	.	.
A52264	1331	1	The	the	DT
A52264	1331	2	co	co	NNS
A52264	1331	3	-	-	NNS
A52264	1331	4	sines	sine	NNS
A52264	1331	5	of	of	IN
A52264	1331	6	BF	BF	NNP
A52264	1331	7	and	and	CC
A52264	1331	8	FC	FC	NNP
A52264	1331	9	are	be	VBP
A52264	1331	10	equall	equall	JJ
A52264	1331	11	to	to	IN
A52264	1331	12	the	the	DT
A52264	1331	13	co	co	NN
A52264	1331	14	-	-	NN
A52264	1331	15	sine	sine	NN
A52264	1331	16	of	of	IN
A52264	1331	17	BC	BC	NNP
A52264	1331	18	and	and	CC
A52264	1331	19	Radius	Radius	NNP
A52264	1331	20	.	.	.
A52264	1332	1	But	but	CC
A52264	1332	2	if	if	IN
A52264	1332	3	from	from	IN
A52264	1332	4	equal	equal	JJ
A52264	1332	5	things	thing	NNS
A52264	1332	6	we	-PRON-	PRP
A52264	1332	7	take	take	VBP
A52264	1332	8	away	away	RB
A52264	1332	9	equal	equal	JJ
A52264	1332	10	things	thing	NNS
A52264	1332	11	,	,	,
A52264	1332	12	the	the	DT
A52264	1332	13	things	thing	NNS
A52264	1332	14	remaining	remain	VBG
A52264	1332	15	must	must	MD
A52264	1332	16	needs	needs	VB
A52264	1332	17	be	be	VB
A52264	1332	18	equal	equal	JJ
A52264	1332	19	;	;	:
A52264	1332	20	if	if	IN
A52264	1332	21	therefore	therefore	RB
A52264	1332	22	we	-PRON-	PRP
A52264	1332	23	take	take	VBP
A52264	1332	24	away	away	RB
A52264	1332	25	the	the	DT
A52264	1332	26	Radius	Radius	NNP
A52264	1332	27	,	,	,
A52264	1332	28	and	and	CC
A52264	1332	29	co	co	JJ
A52264	1332	30	-	-	VB
A52264	1332	31	sine	sine	JJ
A52264	1332	32	BF	BF	NNP
A52264	1332	33	in	in	IN
A52264	1332	34	both	both	PDT
A52264	1332	35	these	these	DT
A52264	1332	36	proportions	proportion	NNS
A52264	1332	37	,	,	,
A52264	1332	38	it	-PRON-	PRP
A52264	1332	39	followes	follow	VBZ
A52264	1332	40	,	,	,
A52264	1332	41	that	that	IN
A52264	1332	42	the	the	DT
A52264	1332	43	co	co	NN
A52264	1332	44	-	-	NN
A52264	1332	45	sine	sine	NN
A52264	1332	46	of	of	IN
A52264	1332	47	AB	AB	NNP
A52264	1332	48	added	add	VBN
A52264	1332	49	to	to	IN
A52264	1332	50	the	the	DT
A52264	1332	51	co	co	NN
A52264	1332	52	-	-	NN
A52264	1332	53	sine	sine	NN
A52264	1332	54	of	of	IN
A52264	1332	55	FC	FC	NNP
A52264	1332	56	is	be	VBZ
A52264	1332	57	equal	equal	JJ
A52264	1332	58	to	to	IN
A52264	1332	59	the	the	DT
A52264	1332	60	cosine	cosine	NN
A52264	1332	61	of	of	IN
A52264	1332	62	BC	BC	NNP
A52264	1332	63	added	add	VBD
A52264	1332	64	to	to	IN
A52264	1332	65	the	the	DT
A52264	1332	66	co	co	NN
A52264	1332	67	-	-	NN
A52264	1332	68	sine	sine	NN
A52264	1332	69	AF	AF	NNP
A52264	1332	70	.	.	.
A52264	1333	1	And	and	CC
A52264	1333	2	therefore	therefore	RB
A52264	1333	3	,	,	,
A52264	1333	4	the	the	DT
A52264	1333	5	middle	middle	JJ
A52264	1333	6	part	part	NN
A52264	1333	7	AB	AB	NNP
A52264	1333	8	in	in	IN
A52264	1333	9	the	the	DT
A52264	1333	10	first	first	JJ
A52264	1333	11	,	,	,
A52264	1333	12	and	and	CC
A52264	1333	13	the	the	DT
A52264	1333	14	extream	extream	NN
A52264	1333	15	FC	FC	NNP
A52264	1333	16	in	in	IN
A52264	1333	17	the	the	DT
A52264	1333	18	second	second	NN
A52264	1333	19	,	,	,
A52264	1333	20	is	be	VBZ
A52264	1333	21	equall	equall	JJ
A52264	1333	22	to	to	IN
A52264	1333	23	the	the	DT
A52264	1333	24	middle	middle	JJ
A52264	1333	25	part	part	NN
A52264	1333	26	BC	BC	NNP
A52264	1333	27	in	in	IN
A52264	1333	28	the	the	DT
A52264	1333	29	second	second	JJ
A52264	1333	30	,	,	,
A52264	1333	31	and	and	CC
A52264	1333	32	the	the	DT
A52264	1333	33	extream	extream	JJ
A52264	1333	34	AF	AF	NNP
A52264	1333	35	in	in	IN
A52264	1333	36	the	the	DT
A52264	1333	37	first	first	JJ
A52264	1333	38	:	:	:
A52264	1333	39	or	or	CC
A52264	1333	40	thus	thus	RB
A52264	1333	41	;	;	:
A52264	1333	42	As	as	IN
A52264	1333	43	the	the	DT
A52264	1333	44	middle	middle	JJ
A52264	1333	45	part	part	NN
A52264	1333	46	in	in	IN
A52264	1333	47	the	the	DT
A52264	1333	48	first	first	JJ
A52264	1333	49	triangle	triangle	NN
A52264	1333	50	,	,	,
A52264	1333	51	is	be	VBZ
A52264	1333	52	in	in	IN
A52264	1333	53	proporion	proporion	NN
A52264	1333	54	to	to	IN
A52264	1333	55	the	the	DT
A52264	1333	56	middle	middle	JJ
A52264	1333	57	part	part	NN
A52264	1333	58	in	in	IN
A52264	1333	59	the	the	DT
A52264	1333	60	second	second	NN
A52264	1333	61	:	:	:
A52264	1333	62	so	so	RB
A52264	1333	63	is	be	VBZ
A52264	1333	64	the	the	DT
A52264	1333	65	extream	extream	NN
A52264	1333	66	in	in	IN
A52264	1333	67	the	the	DT
A52264	1333	68	first	first	JJ
A52264	1333	69	,	,	,
A52264	1333	70	to	to	IN
A52264	1333	71	the	the	DT
A52264	1333	72	extream	extream	NN
A52264	1333	73	in	in	IN
A52264	1333	74	the	the	DT
A52264	1333	75	second	second	NN
A52264	1333	76	.	.	.
A52264	1334	1	Thus	thus	RB
A52264	1334	2	by	by	IN
A52264	1334	3	the	the	DT
A52264	1334	4	Catholick	Catholick	NNP
A52264	1334	5	Proposition	Proposition	NNP
A52264	1334	6	,	,	,
A52264	1334	7	and	and	CC
A52264	1334	8	the	the	DT
A52264	1334	9	help	help	NN
A52264	1334	10	of	of	IN
A52264	1334	11	this	this	DT
A52264	1334	12	,	,	,
A52264	1334	13	the	the	DT
A52264	1334	14	eight	eight	CD
A52264	1334	15	cases	case	NNS
A52264	1334	16	following	follow	VBG
A52264	1334	17	may	may	MD
A52264	1334	18	be	be	VB
A52264	1334	19	resolved	resolve	VBN
A52264	1334	20	.	.	.
A52264	1335	1	In	in	IN
A52264	1335	2	the	the	DT
A52264	1335	3	exemplification	exemplification	NN
A52264	1335	4	whereof	whereof	IN
A52264	1335	5	this	this	DT
A52264	1335	6	sign	sign	NN
A52264	1335	7	+	+	SYM
A52264	1335	8	signifies	signifie	NNS
A52264	1335	9	addition	addition	NN
A52264	1335	10	.	.	.
A52264	1336	1	By	by	IN
A52264	1336	2	the	the	DT
A52264	1336	3	Catholick	Catholick	NNP
A52264	1336	4	Proposition	Proposition	NNP
A52264	1336	5	,	,	,
A52264	1336	6	it	-PRON-	PRP
A52264	1336	7	is	be	VBZ
A52264	1336	8	evident	evident	JJ
A52264	1336	9	that	that	IN
A52264	1336	10	1	1	CD
A52264	1336	11	Rad	Rad	NNP
A52264	1336	12	.	.	.
A52264	1337	1	+	+	NFP
A52264	1337	2	cs	cs	NNP
A52264	1337	3	AB	AB	NNP
A52264	1337	4	is	be	VBZ
A52264	1337	5	equal	equal	JJ
A52264	1337	6	to	to	TO
A52264	1337	7	cs	cs	NNP
A52264	1337	8	AF	AF	NNP
A52264	1337	9	+	+	CC
A52264	1337	10	cs	cs	NNP
A52264	1337	11	FB	FB	NNP
A52264	1337	12	cs	cs	NNP
A52264	1337	13	BF	BF	NNP
A52264	1337	14	+	+	CC
A52264	1337	15	cs	cs	NNP
A52264	1337	16	FC	FC	NNP
A52264	1337	17	cs	cs	NNP
A52264	1337	18	BC	BC	NNP
A52264	1337	19	+	+	CC
A52264	1337	20	Rad	Rad	NNP
A52264	1337	21	2	2	CD
A52264	1337	22	Rad	Rad	NNP
A52264	1337	23	.	.	.
A52264	1338	1	+	+	NFP
A52264	1338	2	s	s	NN
A52264	1338	3	AF	AF	NNP
A52264	1338	4	is	be	VBZ
A52264	1338	5	equal	equal	JJ
A52264	1338	6	to	to	IN
A52264	1338	7	ct	ct	NNP
A52264	1338	8	A	a	NN
A52264	1338	9	+	+	SYM
A52264	1338	10	t	t	NN
A52264	1338	11	FB	FB	NNP
A52264	1338	12	t	t	NN
A52264	1338	13	FB	FB	NNP
A52264	1338	14	+	+	SYM
A52264	1338	15	ct	ct	NNP
A52264	1338	16	C	C	NNP
A52264	1338	17	s	s	NNP
A52264	1338	18	FC	FC	NNP
A52264	1338	19	+	+	CC
A52264	1338	20	Rad	Rad	NNP
A52264	1338	21	.	.	.
A52264	1339	1	3	3	CD
A52264	1339	2	Rad	Rad	NNP
A52264	1339	3	.	.	.
A52264	1340	1	+	+	NFP
A52264	1340	2	cs	cs	NNP
A52264	1340	3	A	A	NNP
A52264	1340	4	is	be	VBZ
A52264	1340	5	equal	equal	JJ
A52264	1340	6	to	to	IN
A52264	1340	7	s	s	PRP
A52264	1340	8	ABF	ABF	NNP
A52264	1340	9	+	+	CC
A52264	1340	10	cs	cs	NNP
A52264	1340	11	FB	FB	NNP
A52264	1340	12	cs	cs	NNP
A52264	1340	13	FB	FB	NNP
A52264	1340	14	+	+	NNP
A52264	1340	15	s	s	NNP
A52264	1340	16	FBC	FBC	NNP
A52264	1340	17	cs	cs	NN
A52264	1340	18	C	C	NNP
A52264	1340	19	+	+	CC
A52264	1340	20	Rad	Rad	NNP
A52264	1340	21	4	4	CD
A52264	1340	22	Ra	Ra	NNP
A52264	1340	23	.	.	.
A52264	1341	1	+	+	NFP
A52264	1341	2	cs	cs	NNP
A52264	1341	3	ABF	ABF	NNP
A52264	1341	4	is	be	VBZ
A52264	1341	5	equal	equal	JJ
A52264	1341	6	to	to	IN
A52264	1341	7	ct	ct	NNP
A52264	1341	8	AB	AB	NNP
A52264	1341	9	+	+	CC
A52264	1341	10	t	t	NNP
A52264	1341	11	FB	FB	NNP
A52264	1341	12	t	t	NN
A52264	1341	13	FB	FB	NNP
A52264	1341	14	+	+	SYM
A52264	1341	15	ct	ct	IN
A52264	1341	16	BC	BC	NNP
A52264	1341	17	cs	cs	NNP
A52264	1341	18	FBC	FBC	NNP
A52264	1341	19	+	+	SYM
A52264	1341	20	Ra	Ra	NNP
A52264	1341	21	.	.	.
A52264	1342	1	Then	then	RB
A52264	1342	2	taking	take	VBG
A52264	1342	3	from	from	IN
A52264	1342	4	either	either	DT
A52264	1342	5	side	side	NN
A52264	1342	6	tangent	tangent	NN
A52264	1342	7	FB	FB	NNP
A52264	1342	8	and	and	CC
A52264	1342	9	Radius	Radius	NNP
A52264	1342	10	,	,	,
A52264	1342	11	or	or	CC
A52264	1342	12	co	co	JJ
A52264	1342	13	-	-	JJ
A52264	1342	14	sine	sine	JJ
A52264	1342	15	FB	FB	NNP
A52264	1342	16	and	and	CC
A52264	1342	17	Radius	Radius	NNP
A52264	1342	18	,	,	,
A52264	1342	19	it	-PRON-	PRP
A52264	1342	20	followes	follow	VBZ
A52264	1342	21	,	,	,
A52264	1342	22	by	by	IN
A52264	1342	23	the	the	DT
A52264	1342	24	former	former	JJ
A52264	1342	25	proposition	proposition	NN
A52264	1342	26	,	,	,
A52264	1342	27	that	that	IN
A52264	1342	28	1	1	CD
A52264	1342	29	.	.	.
A52264	1342	30	cs	cs	NNP
A52264	1342	31	AB	AB	NNP
A52264	1342	32	+	+	SYM
A52264	1342	33	cs	cs	NNP
A52264	1342	34	FC	FC	NNP
A52264	1342	35	is	be	VBZ
A52264	1342	36	equall	equall	JJ
A52264	1342	37	to	to	TO
A52264	1342	38	cs	cs	NNP
A52264	1342	39	BC	BC	NNP
A52264	1342	40	+	+	CC
A52264	1342	41	cs	cs	NNP
A52264	1342	42	AF	AF	NNP
A52264	1342	43	.	.	.
A52264	1343	1	2	2	LS
A52264	1343	2	.	.	.
A52264	1343	3	s	s	NNP
A52264	1343	4	AF	AF	NNP
A52264	1343	5	+	+	SYM
A52264	1343	6	ct	ct	NNP
A52264	1343	7	C	C	NNP
A52264	1343	8	is	be	VBZ
A52264	1343	9	equall	equall	JJ
A52264	1343	10	to	to	IN
A52264	1343	11	s	s	PRP
A52264	1343	12	FC	fc	NN
A52264	1343	13	+	+	SYM
A52264	1343	14	ct	ct	NNP
A52264	1343	15	A.	a.	NN
A52264	1344	1	3	3	LS
A52264	1344	2	.	.	.
A52264	1344	3	cs	cs	NNP
A52264	1344	4	A	a	NN
A52264	1344	5	+	+	SYM
A52264	1344	6	s	s	NN
A52264	1344	7	FBC	FBC	NNP
A52264	1344	8	is	be	VBZ
A52264	1344	9	equall	equall	JJ
A52264	1344	10	to	to	TO
A52264	1344	11	cs	cs	NNP
A52264	1344	12	C	C	NNP
A52264	1344	13	+	+	CC
A52264	1344	14	s	s	NNP
A52264	1344	15	ABF	ABF	NNP
A52264	1344	16	4	4	CD
A52264	1344	17	.	.	.
A52264	1344	18	cs	cs	NNP
A52264	1344	19	ABF	ABF	NNP
A52264	1344	20	+	+	SYM
A52264	1344	21	ct	ct	IN
A52264	1344	22	BC	BC	NNP
A52264	1344	23	is	be	VBZ
A52264	1344	24	equal	equal	JJ
A52264	1344	25	to	to	TO
A52264	1344	26	cs	cs	VB
A52264	1344	27	FBC	FBC	NNP
A52264	1344	28	+	+	SYM
A52264	1344	29	ct	ct	IN
A52264	1344	30	AB	AB	NNP
A52264	1344	31	For	for	IN
A52264	1344	32	seeing	see	VBG
A52264	1344	33	that	that	DT
A52264	1344	34	AF	AF	NNP
A52264	1344	35	and	and	CC
A52264	1344	36	FB	FB	NNP
A52264	1344	37	are	be	VBP
A52264	1344	38	opposite	opposite	JJ
A52264	1344	39	extreams	extream	NNS
A52264	1344	40	to	to	IN
A52264	1344	41	AB	AB	NNP
A52264	1344	42	,	,	,
A52264	1344	43	as	as	IN
A52264	1344	44	CF	CF	NNP
A52264	1344	45	and	and	CC
A52264	1344	46	FB	FB	NNP
A52264	1344	47	are	be	VBP
A52264	1344	48	to	to	IN
A52264	1344	49	BC	BC	NNP
A52264	1344	50	:	:	:
A52264	1344	51	therefore	therefore	RB
A52264	1344	52	,	,	,
A52264	1344	53	1	1	CD
A52264	1344	54	.	.	.
A52264	1345	1	As	as	IN
A52264	1345	2	cs	cs	NNP
A52264	1345	3	AF	AF	NNP
A52264	1345	4	,	,	,
A52264	1345	5	to	to	TO
A52264	1345	6	cs	cs	NNP
A52264	1345	7	FC	FC	NNP
A52264	1345	8	;	;	:
A52264	1345	9	so	so	RB
A52264	1345	10	is	be	VBZ
A52264	1345	11	cs	cs	NNP
A52264	1345	12	AB	AB	NNP
A52264	1345	13	,	,	,
A52264	1345	14	to	to	TO
A52264	1345	15	cs	cs	NNP
A52264	1345	16	BC	BC	NNP
A52264	1345	17	:	:	:
A52264	1345	18	that	that	RB
A52264	1345	19	is	be	VBZ
A52264	1345	20	,	,	,
A52264	1345	21	As	as	IN
A52264	1345	22	co	co	JJ
A52264	1345	23	-	-	NN
A52264	1345	24	sine	sine	VBP
A52264	1345	25	the	the	DT
A52264	1345	26	first	first	JJ
A52264	1345	27	base	base	NN
A52264	1345	28	,	,	,
A52264	1345	29	to	to	TO
A52264	1345	30	co	co	VB
A52264	1345	31	-	-	VB
A52264	1345	32	sine	sine	VB
A52264	1345	33	the	the	DT
A52264	1345	34	second	second	JJ
A52264	1345	35	;	;	:
A52264	1345	36	so	so	RB
A52264	1345	37	co	co	VB
A52264	1345	38	-	-	VB
A52264	1345	39	sine	sine	VB
A52264	1345	40	the	the	DT
A52264	1345	41	first	first	JJ
A52264	1345	42	hypotheriusal	hypotheriusal	NN
A52264	1345	43	,	,	,
A52264	1345	44	to	to	TO
A52264	1345	45	co	co	VB
A52264	1345	46	-	-	VB
A52264	1345	47	sine	sine	VB
A52264	1345	48	the	the	DT
A52264	1345	49	second	second	JJ
A52264	1345	50	.	.	.
A52264	1346	1	And	and	CC
A52264	1346	2	this	this	DT
A52264	1346	3	serves	serve	VBZ
A52264	1346	4	for	for	IN
A52264	1346	5	the	the	DT
A52264	1346	6	third	third	JJ
A52264	1346	7	and	and	CC
A52264	1346	8	seventh	seventh	JJ
A52264	1346	9	cases	case	NNS
A52264	1346	10	following	follow	VBG
A52264	1346	11	.	.	.
A52264	1347	1	And	and	CC
A52264	1347	2	seeing	see	VBG
A52264	1347	3	that	that	DT
A52264	1347	4	A	A	NNP
A52264	1347	5	and	and	CC
A52264	1347	6	FB	FB	NNP
A52264	1347	7	are	be	VBP
A52264	1347	8	adjacent	adjacent	JJ
A52264	1347	9	extreams	extream	NNS
A52264	1347	10	to	to	IN
A52264	1347	11	AF	AF	NNP
A52264	1347	12	:	:	:
A52264	1347	13	as	as	IN
A52264	1347	14	C	C	NNP
A52264	1347	15	and	and	CC
A52264	1347	16	FB	FB	NNP
A52264	1347	17	are	be	VBP
A52264	1347	18	to	to	IN
A52264	1347	19	FC	FC	NNP
A52264	1347	20	:	:	:
A52264	1347	21	therefore	therefore	RB
A52264	1347	22	,	,	,
A52264	1347	23	2	2	CD
A52264	1347	24	.	.	.
A52264	1348	1	As	as	IN
A52264	1348	2	s	s	PRP
A52264	1348	3	AF	AF	NNP
A52264	1348	4	,	,	,
A52264	1348	5	to	to	IN
A52264	1348	6	s	s	NNP
A52264	1348	7	FC	FC	NNP
A52264	1348	8	;	;	:
A52264	1348	9	so	so	CC
A52264	1348	10	ct	ct	NNP
A52264	1348	11	A	A	NNP
A52264	1348	12	,	,	,
A52264	1348	13	to	to	IN
A52264	1348	14	ct	ct	IN
A52264	1348	15	C	C	NNP
A52264	1348	16	:	:	:
A52264	1348	17	that	that	RB
A52264	1348	18	is	is	RB
A52264	1348	19	,	,	,
A52264	1348	20	as	as	IN
A52264	1348	21	the	the	DT
A52264	1348	22	sine	sine	NN
A52264	1348	23	of	of	IN
A52264	1348	24	the	the	DT
A52264	1348	25	first	first	JJ
A52264	1348	26	base	base	NN
A52264	1348	27	,	,	,
A52264	1348	28	to	to	IN
A52264	1348	29	the	the	DT
A52264	1348	30	sine	sine	NN
A52264	1348	31	of	of	IN
A52264	1348	32	the	the	DT
A52264	1348	33	second	second	JJ
A52264	1348	34	;	;	:
A52264	1348	35	so	so	RB
A52264	1348	36	co	co	JJ
A52264	1348	37	-	-	JJ
A52264	1348	38	tangent	tangent	JJ
A52264	1348	39	the	the	DT
A52264	1348	40	first	first	JJ
A52264	1348	41	angle	angle	NN
A52264	1348	42	at	at	IN
A52264	1348	43	the	the	DT
A52264	1348	44	base	base	NN
A52264	1348	45	,	,	,
A52264	1348	46	to	to	TO
A52264	1348	47	co	co	JJ
A52264	1348	48	-	-	VB
A52264	1348	49	tangent	tangent	VB
A52264	1348	50	the	the	DT
A52264	1348	51	second	second	NN
A52264	1348	52	,	,	,
A52264	1348	53	which	which	WDT
A52264	1348	54	serves	serve	VBZ
A52264	1348	55	for	for	IN
A52264	1348	56	the	the	DT
A52264	1348	57	fourth	fourth	JJ
A52264	1348	58	and	and	CC
A52264	1348	59	tenth	tenth	JJ
A52264	1348	60	cases	case	NNS
A52264	1348	61	.	.	.
A52264	1349	1	Again	again	RB
A52264	1349	2	,	,	,
A52264	1349	3	seeing	see	VBG
A52264	1349	4	that	that	IN
A52264	1349	5	ABF	ABF	NNP
A52264	1349	6	and	and	CC
A52264	1349	7	FB	FB	NNP
A52264	1349	8	are	be	VBP
A52264	1349	9	opposite	opposite	JJ
A52264	1349	10	extreams	extream	NNS
A52264	1349	11	to	to	IN
A52264	1349	12	A	a	DT
A52264	1349	13	,	,	,
A52264	1349	14	as	as	IN
A52264	1349	15	CBF	CBF	NNP
A52264	1349	16	and	and	CC
A52264	1349	17	FB	FB	NNP
A52264	1349	18	are	be	VBP
A52264	1349	19	to	to	IN
A52264	1349	20	C	C	NNP
A52264	1349	21	:	:	:
A52264	1349	22	therefore	therefore	RB
A52264	1349	23	,	,	,
A52264	1349	24	3	3	CD
A52264	1349	25	.	.	.
A52264	1350	1	As	as	IN
A52264	1350	2	s	s	NNP
A52264	1350	3	ABF	ABF	NNP
A52264	1350	4	,	,	,
A52264	1350	5	to	to	IN
A52264	1350	6	s	s	PRP
A52264	1350	7	CBF	CBF	NNP
A52264	1350	8	;	;	:
A52264	1350	9	so	so	CC
A52264	1350	10	cs	cs	NNP
A52264	1350	11	A	A	NNP
A52264	1350	12	,	,	,
A52264	1350	13	to	to	IN
A52264	1350	14	●	●	NNP
A52264	1350	15	s	s	NNP
A52264	1350	16	C	C	NNP
A52264	1350	17	:	:	:
A52264	1350	18	that	that	RB
A52264	1350	19	is	is	RB
A52264	1350	20	,	,	,
A52264	1350	21	as	as	IN
A52264	1350	22	the	the	DT
A52264	1350	23	sine	sine	NN
A52264	1350	24	of	of	IN
A52264	1350	25	the	the	DT
A52264	1350	26	first	first	JJ
A52264	1350	27	angle	angle	NN
A52264	1350	28	at	at	IN
A52264	1350	29	the	the	DT
A52264	1350	30	perpendicular	perpendicular	NN
A52264	1350	31	,	,	,
A52264	1350	32	to	to	IN
A52264	1350	33	the	the	DT
A52264	1350	34	sine	sine	NN
A52264	1350	35	of	of	IN
A52264	1350	36	the	the	DT
A52264	1350	37	second	second	JJ
A52264	1350	38	;	;	:
A52264	1350	39	so	so	RB
A52264	1350	40	co	co	VB
A52264	1350	41	-	-	VB
A52264	1350	42	sine	sine	VB
A52264	1350	43	the	the	DT
A52264	1350	44	first	first	JJ
A52264	1350	45	angle	angle	NN
A52264	1350	46	at	at	IN
A52264	1350	47	the	the	DT
A52264	1350	48	base	base	NN
A52264	1350	49	,	,	,
A52264	1350	50	to	to	TO
A52264	1350	51	co	co	VB
A52264	1350	52	-	-	VB
A52264	1350	53	sine	sine	VB
A52264	1350	54	the	the	DT
A52264	1350	55	second	second	JJ
A52264	1350	56	:	:	:
A52264	1350	57	which	which	WDT
A52264	1350	58	serves	serve	VBZ
A52264	1350	59	for	for	IN
A52264	1350	60	the	the	DT
A52264	1350	61	fifth	fifth	JJ
A52264	1350	62	and	and	CC
A52264	1350	63	ninth	ninth	JJ
A52264	1350	64	cases	case	NNS
A52264	1350	65	.	.	.
A52264	1351	1	Lastly	lastly	RB
A52264	1351	2	,	,	,
A52264	1351	3	seeing	see	VBG
A52264	1351	4	AB	AB	NNP
A52264	1351	5	and	and	CC
A52264	1351	6	FB	FB	NNP
A52264	1351	7	are	be	VBP
A52264	1351	8	adjacent	adjacent	JJ
A52264	1351	9	extreams	extream	NNS
A52264	1351	10	to	to	IN
A52264	1351	11	ABF	ABF	NNP
A52264	1351	12	,	,	,
A52264	1351	13	as	as	IN
A52264	1351	14	BC	BC	NNP
A52264	1351	15	and	and	CC
A52264	1351	16	FB	FB	NNP
A52264	1351	17	are	be	VBP
A52264	1351	18	to	to	IN
A52264	1351	19	CBF	CBF	NNP
A52264	1351	20	:	:	:
A52264	1351	21	therefore	therefore	RB
A52264	1351	22	,	,	,
A52264	1351	23	4	4	CD
A52264	1351	24	.	.	.
A52264	1352	1	As	as	IN
A52264	1352	2	cs	cs	NNP
A52264	1352	3	ABF	ABF	NNP
A52264	1352	4	,	,	,
A52264	1352	5	to	to	IN
A52264	1352	6	cs	cs	NNP
A52264	1352	7	CBF	CBF	NNP
A52264	1352	8	;	;	:
A52264	1352	9	so	so	RB
A52264	1352	10	ct	ct	NNP
A52264	1352	11	AB	AB	NNP
A52264	1352	12	,	,	,
A52264	1352	13	to	to	IN
A52264	1352	14	ct	ct	NNP
A52264	1352	15	BC	BC	NNP
A52264	1352	16	:	:	:
A52264	1352	17	that	that	RB
A52264	1352	18	is	is	RB
A52264	1352	19	,	,	,
A52264	1352	20	as	as	IN
A52264	1352	21	co	co	JJ
A52264	1352	22	-	-	NN
A52264	1352	23	sine	sine	VB
A52264	1352	24	the	the	DT
A52264	1352	25	first	first	JJ
A52264	1352	26	angle	angle	NN
A52264	1352	27	at	at	IN
A52264	1352	28	the	the	DT
A52264	1352	29	perpendicular	perpendicular	NN
A52264	1352	30	,	,	,
A52264	1352	31	to	to	TO
A52264	1352	32	co	co	VB
A52264	1352	33	-	-	VB
A52264	1352	34	sine	sine	VB
A52264	1352	35	the	the	DT
A52264	1352	36	second	second	JJ
A52264	1352	37	;	;	:
A52264	1352	38	so	so	RB
A52264	1352	39	co	co	JJ
A52264	1352	40	-	-	JJ
A52264	1352	41	tangent	tangent	JJ
A52264	1352	42	the	the	DT
A52264	1352	43	first	first	JJ
A52264	1352	44	hypothenusal	hypothenusal	NN
A52264	1352	45	,	,	,
A52264	1352	46	to	to	IN
A52264	1352	47	co	co	VB
A52264	1352	48	-	-	VB
A52264	1352	49	tangent	tangent	VB
A52264	1352	50	the	the	DT
A52264	1352	51	second	second	JJ
A52264	1352	52	:	:	:
A52264	1352	53	this	this	DT
A52264	1352	54	serves	serve	VBZ
A52264	1352	55	for	for	IN
A52264	1352	56	the	the	DT
A52264	1352	57	sixth	sixth	JJ
A52264	1352	58	and	and	CC
A52264	1352	59	eighth	eighth	JJ
A52264	1352	60	cases	case	NNS
A52264	1352	61	following	follow	VBG
A52264	1352	62	.	.	.
A52264	1353	1	And	and	CC
A52264	1353	2	this	this	DT
A52264	1353	3	foundation	foundation	NN
A52264	1353	4	being	be	VBG
A52264	1353	5	thus	thus	RB
A52264	1353	6	laid	lay	VBN
A52264	1353	7	,	,	,
A52264	1353	8	we	-PRON-	PRP
A52264	1353	9	come	come	VBP
A52264	1353	10	now	now	RB
A52264	1353	11	to	to	IN
A52264	1353	12	the	the	DT
A52264	1353	13	severall	severall	JJS
A52264	1353	14	Cases	case	NNS
A52264	1353	15	thereon	thereon	NN
A52264	1353	16	depending	depending	NN
A52264	1353	17	.	.	.
A52264	1354	1	CASE	CASE	NNP
A52264	1354	2	3	3	CD
A52264	1354	3	.	.	.
A52264	1355	1	Two	two	CD
A52264	1355	2	sides	side	NNS
A52264	1355	3	and	and	CC
A52264	1355	4	their	-PRON-	PRP$
A52264	1355	5	contained	contain	VBN
A52264	1355	6	angle	angle	NN
A52264	1355	7	given	give	VBN
A52264	1355	8	,	,	,
A52264	1355	9	to	to	TO
A52264	1355	10	finde	finde	NNP
A52264	1355	11	the	the	DT
A52264	1355	12	third	third	JJ
A52264	1355	13	side	side	NN
A52264	1355	14	.	.	.
A52264	1356	1	First	first	RB
A52264	1356	2	,	,	,
A52264	1356	3	by	by	IN
A52264	1356	4	the	the	DT
A52264	1356	5	seventh	seventh	JJ
A52264	1356	6	case	case	NN
A52264	1356	7	of	of	IN
A52264	1356	8	right	right	JJ
A52264	1356	9	angled	angled	JJ
A52264	1356	10	triangles	triangle	NNS
A52264	1356	11	,	,	,
A52264	1356	12	the	the	DT
A52264	1356	13	analogie	analogie	NN
A52264	1356	14	is	be	VBZ
A52264	1356	15	:	:	:
A52264	1356	16	As	as	IN
A52264	1356	17	Radius	Radius	NNP
A52264	1356	18	,	,	,
A52264	1356	19	to	to	IN
A52264	1356	20	the	the	DT
A52264	1356	21	co	co	NN
A52264	1356	22	-	-	NN
A52264	1356	23	sine	sine	NN
A52264	1356	24	of	of	IN
A52264	1356	25	the	the	DT
A52264	1356	26	angle	angle	NN
A52264	1356	27	at	at	IN
A52264	1356	28	the	the	DT
A52264	1356	29	base	base	NN
A52264	1356	30	:	:	:
A52264	1356	31	so	so	RB
A52264	1356	32	is	be	VBZ
A52264	1356	33	the	the	DT
A52264	1356	34	tangent	tangent	NN
A52264	1356	35	of	of	IN
A52264	1356	36	the	the	DT
A52264	1356	37	hypothenusal	hypothenusal	NN
A52264	1356	38	,	,	,
A52264	1356	39	to	to	IN
A52264	1356	40	the	the	DT
A52264	1356	41	tangent	tangent	NN
A52264	1356	42	of	of	IN
A52264	1356	43	the	the	DT
A52264	1356	44	base	base	NN
A52264	1356	45	,	,	,
A52264	1356	46	or	or	CC
A52264	1356	47	first	first	RB
A52264	1356	48	arch	arch	NN
A52264	1356	49	.	.	.
A52264	1357	1	Which	which	WDT
A52264	1357	2	being	be	VBG
A52264	1357	3	added	add	VBN
A52264	1357	4	to	to	IN
A52264	1357	5	or	or	CC
A52264	1357	6	substracted	substracte	VBN
A52264	1357	7	from	from	IN
A52264	1357	8	the	the	DT
A52264	1357	9	base	base	NN
A52264	1357	10	given	give	VBN
A52264	1357	11	,	,	,
A52264	1357	12	according	accord	VBG
A52264	1357	13	to	to	IN
A52264	1357	14	the	the	DT
A52264	1357	15	following	follow	VBG
A52264	1357	16	direction	direction	NN
A52264	1357	17	,	,	,
A52264	1357	18	giveth	giveth	VBZ
A52264	1357	19	the	the	DT
A52264	1357	20	second	second	JJ
A52264	1357	21	arch	arch	NN
A52264	1357	22	.	.	.
A52264	1358	1	If	if	IN
A52264	1358	2	the	the	DT
A52264	1358	3	perpendicular	perpendicular	JJ
A52264	1358	4	fall	fall	NN
A52264	1358	5	Within	within	IN
A52264	1358	6	the	the	DT
A52264	1358	7	triangle	triangle	NN
A52264	1358	8	,	,	,
A52264	1358	9	subtract	subtract	VB
A52264	1358	10	AF	AF	NNP
A52264	1358	11	the	the	DT
A52264	1358	12	base	base	NN
A52264	1358	13	found	find	VBD
A52264	1358	14	from	from	IN
A52264	1358	15	AC	AC	NNP
A52264	1358	16	the	the	DT
A52264	1358	17	base	base	NN
A52264	1358	18	given	give	VBN
A52264	1358	19	,	,	,
A52264	1358	20	the	the	DT
A52264	1358	21	remainer	remainer	NN
A52264	1358	22	is	be	VBZ
A52264	1358	23	EC	EC	NNP
A52264	1358	24	,	,	,
A52264	1358	25	the	the	DT
A52264	1358	26	second	second	JJ
A52264	1358	27	arch	arch	NN
A52264	1358	28	.	.	.
A52264	1359	1	Without	without	IN
A52264	1359	2	,	,	,
A52264	1359	3	and	and	CC
A52264	1359	4	the	the	DT
A52264	1359	5	contained	contained	JJ
A52264	1359	6	angle	angle	NN
A52264	1359	7	obtuse	obtuse	NNP
A52264	1359	8	,	,	,
A52264	1359	9	adde	adde	NNP
A52264	1359	10	the	the	DT
A52264	1359	11	arch	arch	NN
A52264	1359	12	found	find	VBD
A52264	1359	13	to	to	IN
A52264	1359	14	the	the	DT
A52264	1359	15	arch	arch	JJ
A52264	1359	16	given	give	VBN
A52264	1359	17	,	,	,
A52264	1359	18	and	and	CC
A52264	1359	19	their	-PRON-	PRP$
A52264	1359	20	aggregate	aggregate	NN
A52264	1359	21	is	be	VBZ
A52264	1359	22	the	the	DT
A52264	1359	23	second	second	JJ
A52264	1359	24	arch	arch	NN
A52264	1359	25	.	.	.
A52264	1360	1	Without	without	IN
A52264	1360	2	,	,	,
A52264	1360	3	and	and	CC
A52264	1360	4	the	the	DT
A52264	1360	5	contained	contained	JJ
A52264	1360	6	angle	angle	NNP
A52264	1360	7	acute	acute	NN
A52264	1360	8	,	,	,
A52264	1360	9	substract	substract	VB
A52264	1360	10	the	the	DT
A52264	1360	11	arch	arch	NN
A52264	1360	12	given	give	VBN
A52264	1360	13	from	from	IN
A52264	1360	14	the	the	DT
A52264	1360	15	arch	arch	NN
A52264	1360	16	found	find	VBN
A52264	1360	17	,	,	,
A52264	1360	18	the	the	DT
A52264	1360	19	remainer	remainer	NN
A52264	1360	20	is	be	VBZ
A52264	1360	21	the	the	DT
A52264	1360	22	second	second	JJ
A52264	1360	23	arch	arch	NN
A52264	1360	24	.	.	.
A52264	1361	1	Then	then	RB
A52264	1361	2	,	,	,
A52264	1361	3	by	by	IN
A52264	1361	4	the	the	DT
A52264	1361	5	first	first	JJ
A52264	1361	6	Consectary	Consectary	NNP
A52264	1361	7	aforegoing	aforegoing	NN
A52264	1361	8	say	say	VBP
A52264	1361	9	:	:	:
A52264	1361	10	as	as	IN
A52264	1361	11	the	the	DT
A52264	1361	12	co	co	NN
A52264	1361	13	-	-	NN
A52264	1361	14	sine	sine	NN
A52264	1361	15	of	of	IN
A52264	1361	16	the	the	DT
A52264	1361	17	first	first	JJ
A52264	1361	18	base	base	NN
A52264	1361	19	,	,	,
A52264	1361	20	to	to	IN
A52264	1361	21	the	the	DT
A52264	1361	22	co	co	NN
A52264	1361	23	-	-	NN
A52264	1361	24	sine	sine	NN
A52264	1361	25	of	of	IN
A52264	1361	26	the	the	DT
A52264	1361	27	second	second	JJ
A52264	1361	28	;	;	:
A52264	1361	29	so	so	CC
A52264	1361	30	the	the	DT
A52264	1361	31	co	co	NN
A52264	1361	32	-	-	NN
A52264	1361	33	sine	sine	NN
A52264	1361	34	of	of	IN
A52264	1361	35	the	the	DT
A52264	1361	36	first	first	JJ
A52264	1361	37	hypothenusal	hypothenusal	NN
A52264	1361	38	,	,	,
A52264	1361	39	to	to	IN
A52264	1361	40	the	the	DT
A52264	1361	41	co	co	NN
A52264	1361	42	-	-	NN
A52264	1361	43	sine	sine	NN
A52264	1361	44	of	of	IN
A52264	1361	45	the	the	DT
A52264	1361	46	second	second	JJ
A52264	1361	47	:	:	:
A52264	1361	48	but	but	CC
A52264	1361	49	this	this	DT
A52264	1361	50	we	-PRON-	PRP
A52264	1361	51	will	will	MD
A52264	1361	52	illustrate	illustrate	VB
A52264	1361	53	by	by	IN
A52264	1361	54	example	example	NN
A52264	1361	55	.	.	.
A52264	1362	1	Let	let	VB
A52264	1362	2	there	there	EX
A52264	1362	3	be	be	VB
A52264	1362	4	therefore	therefore	RB
A52264	1362	5	given	give	VBN
A52264	1362	6	in	in	IN
A52264	1362	7	the	the	DT
A52264	1362	8	oblique	oblique	NN
A52264	1362	9	angled	angle	VBN
A52264	1362	10	spherical	spherical	JJ
A52264	1362	11	triangle	triangle	NNP
A52264	1362	12	ABC	ABC	NNP
A52264	1362	13	,	,	,
A52264	1362	14	the	the	DT
A52264	1362	15	side	side	NN
A52264	1362	16	or	or	CC
A52264	1362	17	arch	arch	JJ
A52264	1362	18	AB	AB	NNP
A52264	1362	19	38	38	CD
A52264	1362	20	degrees	degree	NNS
A52264	1362	21	47	47	CD
A52264	1362	22	minutes	minute	NNS
A52264	1362	23	,	,	,
A52264	1362	24	the	the	DT
A52264	1362	25	side	side	NN
A52264	1362	26	AC	AC	NNP
A52264	1362	27	74	74	CD
A52264	1362	28	degrees	degree	NNS
A52264	1362	29	,	,	,
A52264	1362	30	84	84	CD
A52264	1362	31	minutes	minute	NNS
A52264	1362	32	,	,	,
A52264	1362	33	and	and	CC
A52264	1362	34	their	-PRON-	PRP$
A52264	1362	35	contained	contain	VBN
A52264	1362	36	angle	angle	NN
A52264	1362	37	BAC	BAC	NNP
A52264	1362	38	56	56	CD
A52264	1362	39	degrees	degree	NNS
A52264	1362	40	,	,	,
A52264	1362	41	44	44	CD
A52264	1362	42	minutes	minute	NNS
A52264	1362	43	,	,	,
A52264	1362	44	to	to	TO
A52264	1362	45	finde	finde	VB
A52264	1362	46	the	the	DT
A52264	1362	47	side	side	NN
A52264	1362	48	BC	BC	NNP
A52264	1362	49	.	.	.
A52264	1363	1	Now	now	RB
A52264	1363	2	then	then	RB
A52264	1363	3	according	accord	VBG
A52264	1363	4	to	to	IN
A52264	1363	5	the	the	DT
A52264	1363	6	rules	rule	NNS
A52264	1363	7	given	give	VBN
A52264	1363	8	,	,	,
A52264	1363	9	I	-PRON-	PRP
A52264	1363	10	let	let	VBD
A52264	1363	11	fall	fall	VB
A52264	1363	12	the	the	DT
A52264	1363	13	perpendicular	perpendicular	JJ
A52264	1363	14	BF	BF	NNP
A52264	1363	15	,	,	,
A52264	1363	16	and	and	CC
A52264	1363	17	so	so	RB
A52264	1363	18	have	have	VBP
A52264	1363	19	I	-PRON-	PRP
A52264	1363	20	two	two	CD
A52264	1363	21	right	right	JJ
A52264	1363	22	angled	angled	JJ
A52264	1363	23	triangles	triangle	NNS
A52264	1363	24	,	,	,
A52264	1363	25	the	the	DT
A52264	1363	26	triangle	triangle	NN
A52264	1363	27	ABF	ABF	NNP
A52264	1363	28	and	and	CC
A52264	1363	29	the	the	DT
A52264	1363	30	triangle	triangle	NN
A52264	1363	31	BFC	BFC	NNP
A52264	1363	32	.	.	.
A52264	1364	1	In	in	IN
A52264	1364	2	the	the	DT
A52264	1364	3	triangle	triangle	NN
A52264	1364	4	ABF	ABF	NNP
A52264	1364	5	,	,	,
A52264	1364	6	we	-PRON-	PRP
A52264	1364	7	have	have	VBP
A52264	1364	8	the	the	DT
A52264	1364	9	hypothenusal	hypothenusal	NN
A52264	1364	10	AB	AB	NNP
A52264	1364	11	38	38	CD
A52264	1364	12	degrees	degree	NNS
A52264	1364	13	,	,	,
A52264	1364	14	47	47	CD
A52264	1364	15	minutes	minute	NNS
A52264	1364	16	,	,	,
A52264	1364	17	and	and	CC
A52264	1364	18	the	the	DT
A52264	1364	19	angle	angle	NN
A52264	1364	20	at	at	IN
A52264	1364	21	the	the	DT
A52264	1364	22	base	base	NN
A52264	1364	23	BAF	BAF	NNP
A52264	1364	24	56	56	CD
A52264	1364	25	degrees	degree	NNS
A52264	1364	26	44	44	CD
A52264	1364	27	minutes	minute	NNS
A52264	1364	28	,	,	,
A52264	1364	29	to	to	TO
A52264	1364	30	finde	finde	VB
A52264	1364	31	the	the	DT
A52264	1364	32	base	base	NN
A52264	1364	33	AF	AF	NNP
A52264	1364	34	.	.	.
A52264	1365	1	First	first	RB
A52264	1365	2	therefore	therefore	RB
A52264	1365	3	I	-PRON-	PRP
A52264	1365	4	say	say	VBP
A52264	1365	5	,	,	,
A52264	1365	6	As	as	IN
A52264	1365	7	the	the	DT
A52264	1365	8	Radius	Radius	NNP
A52264	1365	9	90	90	CD
A52264	1365	10	,	,	,
A52264	1365	11	10.000000	10.000000	CD
A52264	1365	12	Is	be	VBZ
A52264	1365	13	to	to	IN
A52264	1365	14	the	the	DT
A52264	1365	15	co	co	NN
A52264	1365	16	-	-	NN
A52264	1365	17	sine	sine	NN
A52264	1365	18	of	of	IN
A52264	1365	19	BAC	BAC	NNP
A52264	1365	20	56.44	56.44	CD
A52264	1365	21	.	.	.
A52264	1366	1	9.742576	9.742576	CD
A52264	1366	2	So	so	RB
A52264	1366	3	is	be	VBZ
A52264	1366	4	the	the	DT
A52264	1366	5	tangent	tangent	NN
A52264	1366	6	of	of	IN
A52264	1366	7	AB	AB	NNP
A52264	1366	8	38	38	CD
A52264	1366	9	47	47	CD
A52264	1366	10	.	.	.
A52264	1367	1	9.900138	9.900138	CD
A52264	1367	2	To	to	IN
A52264	1367	3	the	the	DT
A52264	1367	4	tangent	tangent	NN
A52264	1367	5	of	of	IN
A52264	1367	6	AF	AF	NNP
A52264	1367	7	23.72	23.72	CD
A52264	1367	8	.	.	.
A52264	1368	1	9.642714	9.642714	CD
A52264	1368	2	Now	now	RB
A52264	1368	3	because	because	IN
A52264	1368	4	the	the	DT
A52264	1368	5	perpendicular	perpendicular	JJ
A52264	1368	6	falls	fall	VBZ
A52264	1368	7	within	within	IN
A52264	1368	8	the	the	DT
A52264	1368	9	triangle	triangle	NN
A52264	1368	10	,	,	,
A52264	1368	11	I	-PRON-	PRP
A52264	1368	12	substract	substract	VBP
A52264	1368	13	AF	AF	NNP
A52264	1368	14	23	23	CD
A52264	1368	15	degrees	degree	NNS
A52264	1368	16	,	,	,
A52264	1368	17	7	7	CD
A52264	1368	18	●	●	NFP
A52264	1368	19	minutes	minute	NNS
A52264	1368	20	from	from	IN
A52264	1368	21	AC	AC	NNP
A52264	1368	22	74	74	CD
A52264	1368	23	degrees	degree	NNS
A52264	1368	24	,	,	,
A52264	1368	25	84	84	CD
A52264	1368	26	min	min	NN
A52264	1368	27	.	.	.
A52264	1369	1	and	and	CC
A52264	1369	2	there	there	EX
A52264	1369	3	remains	remain	VBZ
A52264	1369	4	FC	fc	NN
A52264	1369	5	51	51	CD
A52264	1369	6	degrees	degree	NNS
A52264	1369	7	,	,	,
A52264	1369	8	1	1	CD
A52264	1369	9	●	●	CD
A52264	1369	10	minutes	minute	NNS
A52264	1369	11	,	,	,
A52264	1369	12	the	the	DT
A52264	1369	13	second	second	JJ
A52264	1369	14	arch	arch	NN
A52264	1369	15	.	.	.
A52264	1370	1	Hence	hence	RB
A52264	1370	2	to	to	TO
A52264	1370	3	finde	finde	NN
A52264	1370	4	BC	BC	NNP
A52264	1370	5	,	,	,
A52264	1370	6	I	-PRON-	PRP
A52264	1370	7	say	say	VBP
A52264	1370	8	;	;	:
A52264	1370	9	As	as	IN
A52264	1370	10	the	the	DT
A52264	1370	11	co	co	NN
A52264	1370	12	-	-	NN
A52264	1370	13	sine	sine	NN
A52264	1370	14	of	of	IN
A52264	1370	15	AF	AF	NNP
A52264	1370	16	23	23	CD
A52264	1370	17	.	.	.
A52264	1371	1	72	72	CD
A52264	1371	2	.	.	.
A52264	1371	3	co	co	NN
A52264	1371	4	.	.	.
A52264	1372	1	ar	ar	NNP
A52264	1372	2	.	.	.
A52264	1373	1	0.038331	0.038331	CD
A52264	1373	2	Is	be	VBZ
A52264	1373	3	to	to	IN
A52264	1373	4	the	the	DT
A52264	1373	5	co	co	NN
A52264	1373	6	-	-	NN
A52264	1373	7	sine	sine	NN
A52264	1373	8	of	of	IN
A52264	1373	9	FC	FC	NNP
A52264	1373	10	51.12	51.12	CD
A52264	1373	11	.	.	.
A52264	1374	1	9.797746	9.797746	CD
A52264	1374	2	So	so	RB
A52264	1374	3	is	be	VBZ
A52264	1374	4	the	the	DT
A52264	1374	5	co	co	JJ
A52264	1374	6	-	-	NN
A52264	1374	7	sine	sine	NN
A52264	1374	8	of	of	IN
A52264	1374	9	AB	AB	NNP
A52264	1374	10	38.47	38.47	CD
A52264	1374	11	.	.	.
A52264	1375	1	9.893725	9.893725	CD
A52264	1375	2	To	to	IN
A52264	1375	3	the	the	DT
A52264	1375	4	co	co	NN
A52264	1375	5	-	-	NN
A52264	1375	6	sine	sine	NN
A52264	1375	7	of	of	IN
A52264	1375	8	BC	BC	NNP
A52264	1375	9	57.53	57.53	CD
A52264	1375	10	.	.	.
A52264	1376	1	9.729802	9.729802	CD
A52264	1376	2	2	2	CD
A52264	1376	3	.	.	.
A52264	1377	1	Example	example	NN
A52264	1377	2	.	.	.
A52264	1378	1	In	in	IN
A52264	1378	2	the	the	DT
A52264	1378	3	same	same	JJ
A52264	1378	4	triangle	triangle	NN
A52264	1378	5	,	,	,
A52264	1378	6	let	let	VB
A52264	1378	7	there	there	EX
A52264	1378	8	be	be	VB
A52264	1378	9	given	give	VBN
A52264	1378	10	the	the	DT
A52264	1378	11	side	side	NN
A52264	1378	12	AB	AB	NNP
A52264	1378	13	38	38	CD
A52264	1378	14	degr	degr	NN
A52264	1378	15	.	.	.
A52264	1379	1	47	47	CD
A52264	1379	2	min	min	NN
A52264	1379	3	.	.	.
A52264	1380	1	the	the	DT
A52264	1380	2	side	side	NN
A52264	1380	3	BC	BC	NNP
A52264	1380	4	57	57	CD
A52264	1380	5	degr	degr	NN
A52264	1380	6	.	.	.
A52264	1381	1	53	53	CD
A52264	1381	2	min	min	NN
A52264	1381	3	.	.	.
A52264	1382	1	and	and	CC
A52264	1382	2	their	-PRON-	PRP$
A52264	1382	3	contained	contain	VBN
A52264	1382	4	angle	angle	NN
A52264	1382	5	ABC	ABC	NNP
A52264	1382	6	107	107	NNP
A52264	1382	7	deg	deg	NNP
A52264	1382	8	.	.	.
A52264	1383	1	60	60	CD
A52264	1383	2	min	min	NN
A52264	1383	3	.	.	.
A52264	1384	1	and	and	CC
A52264	1384	2	let	let	VB
A52264	1384	3	the	the	DT
A52264	1384	4	side	side	NN
A52264	1384	5	AC	AC	NNP
A52264	1384	6	be	be	VB
A52264	1384	7	sought	seek	VBN
A52264	1384	8	.	.	.
A52264	1385	1	First	first	RB
A52264	1385	2	,	,	,
A52264	1385	3	let	let	VB
A52264	1385	4	fall	fall	VB
A52264	1385	5	the	the	DT
A52264	1385	6	perpendicular	perpendicular	JJ
A52264	1385	7	DC	DC	NNP
A52264	1385	8	,	,	,
A52264	1385	9	and	and	CC
A52264	1385	10	continue	continue	VB
A52264	1385	11	the	the	DT
A52264	1385	12	side	side	NN
A52264	1385	13	AB	ab	NN
A52264	1385	14	to	to	IN
A52264	1385	15	D	d	NN
A52264	1385	16	,	,	,
A52264	1385	17	then	then	RB
A52264	1385	18	in	in	IN
A52264	1385	19	the	the	DT
A52264	1385	20	right	right	NN
A52264	1385	21	angled	angle	VBN
A52264	1385	22	triangle	triangle	NNP
A52264	1385	23	BDC	BDC	NNP
A52264	1385	24	,	,	,
A52264	1385	25	there	there	EX
A52264	1385	26	is	be	VBZ
A52264	1385	27	given	give	VBN
A52264	1385	28	the	the	DT
A52264	1385	29	angle	angle	NN
A52264	1385	30	DBC	DBC	NNP
A52264	1385	31	72	72	CD
A52264	1385	32	deg	deg	NN
A52264	1385	33	.	.	.
A52264	1386	1	40	40	CD
A52264	1386	2	min	min	NN
A52264	1386	3	.	.	.
A52264	1387	1	the	the	DT
A52264	1387	2	complement	complement	NN
A52264	1387	3	of	of	IN
A52264	1387	4	the	the	DT
A52264	1387	5	obtuse	obtuse	JJ
A52264	1387	6	angle	angle	NN
A52264	1387	7	ABC	ABC	NNP
A52264	1387	8	,	,	,
A52264	1387	9	and	and	CC
A52264	1387	10	the	the	DT
A52264	1387	11	hypothehusal	hypothehusal	NN
A52264	1387	12	BC	BC	NNP
A52264	1387	13	57	57	CD
A52264	1387	14	degrees	degree	NNS
A52264	1387	15	53	53	CD
A52264	1387	16	minutes	minute	NNS
A52264	1387	17	:	:	:
A52264	1387	18	to	to	TO
A52264	1387	19	finde	finde	VB
A52264	1387	20	BD	BD	NNP
A52264	1387	21	,	,	,
A52264	1387	22	I	-PRON-	PRP
A52264	1387	23	say	say	VBP
A52264	1387	24	first	first	RB
A52264	1387	25	;	;	:
A52264	1387	26	As	as	IN
A52264	1387	27	the	the	DT
A52264	1387	28	Radius	Radius	NNP
A52264	1387	29	90	90	CD
A52264	1387	30	,	,	,
A52264	1387	31	10.000000	10.000000	CD
A52264	1387	32	Is	be	VBZ
A52264	1387	33	to	to	IN
A52264	1387	34	the	the	DT
A52264	1387	35	co	co	NN
A52264	1387	36	-	-	NN
A52264	1387	37	sine	sine	NN
A52264	1387	38	of	of	IN
A52264	1387	39	DBC	DBC	NNP
A52264	1387	40	72.40	72.40	CD
A52264	1387	41	.	.	.
A52264	1388	1	9.480539	9.480539	CD
A52264	1388	2	So	so	RB
A52264	1388	3	is	be	VBZ
A52264	1388	4	the	the	DT
A52264	1388	5	tangent	tangent	NN
A52264	1388	6	of	of	IN
A52264	1388	7	BC	BC	NNP
A52264	1388	8	57.53	57.53	CD
A52264	1388	9	.	.	.
A52264	1389	1	10.196314	10.196314	CD
A52264	1389	2	To	to	IN
A52264	1389	3	the	the	DT
A52264	1389	4	tangent	tangent	NN
A52264	1389	5	of	of	IN
A52264	1389	6	BD	BD	NNP
A52264	1389	7	25.42	25.42	CD
A52264	1389	8	.	.	.
A52264	1390	1	9.676853	9.676853	CD
A52264	1390	2	Now	now	RB
A52264	1390	3	because	because	IN
A52264	1390	4	the	the	DT
A52264	1390	5	perpendicular	perpendicular	JJ
A52264	1390	6	falls	fall	VBZ
A52264	1390	7	without	without	IN
A52264	1390	8	the	the	DT
A52264	1390	9	triangle	triangle	NN
A52264	1390	10	,	,	,
A52264	1390	11	and	and	CC
A52264	1390	12	the	the	DT
A52264	1390	13	contained	contained	JJ
A52264	1390	14	angle	angle	NN
A52264	1390	15	obtuse	obtuse	NN
A52264	1390	16	,	,	,
A52264	1390	17	I	-PRON-	PRP
A52264	1390	18	adde	adde	VBP
A52264	1390	19	BD	BD	NNP
A52264	1390	20	25	25	CD
A52264	1390	21	degrees	degree	NNS
A52264	1390	22	,	,	,
A52264	1390	23	42	42	CD
A52264	1390	24	minutes	minute	NNS
A52264	1390	25	to	to	IN
A52264	1390	26	AB	AB	NNP
A52264	1390	27	38	38	CD
A52264	1390	28	deg	deg	NN
A52264	1390	29	.	.	.
A52264	1391	1	47	47	CD
A52264	1391	2	min	min	NN
A52264	1391	3	.	.	.
A52264	1392	1	and	and	CC
A52264	1392	2	their	-PRON-	PRP$
A52264	1392	3	aggregate	aggregate	NN
A52264	1392	4	is	be	VBZ
A52264	1392	5	AD	ad	NN
A52264	1392	6	63	63	CD
A52264	1392	7	deg	deg	NN
A52264	1392	8	.	.	.
A52264	1393	1	89	89	CD
A52264	1393	2	min	min	NN
A52264	1393	3	.	.	.
A52264	1394	1	the	the	DT
A52264	1394	2	second	second	JJ
A52264	1394	3	arch	arch	NN
A52264	1394	4	:	:	:
A52264	1394	5	hence	hence	RB
A52264	1394	6	to	to	IN
A52264	1394	7	finde	finde	NNP
A52264	1394	8	AC	AC	NNP
A52264	1394	9	,	,	,
A52264	1394	10	I	-PRON-	PRP
A52264	1394	11	say	say	VBP
A52264	1394	12	,	,	,
A52264	1394	13	As	as	IN
A52264	1394	14	the	the	DT
A52264	1394	15	co	co	NN
A52264	1394	16	-	-	NN
A52264	1394	17	sine	sine	NN
A52264	1394	18	of	of	IN
A52264	1394	19	BD	BD	NNP
A52264	1394	20	,	,	,
A52264	1394	21	25.42	25.42	CD
A52264	1394	22	.	.	.
A52264	1395	1	0.044223	0.044223	CD
A52264	1395	2	Is	be	VBZ
A52264	1395	3	to	to	IN
A52264	1395	4	the	the	DT
A52264	1395	5	co	co	NN
A52264	1395	6	-	-	NN
A52264	1395	7	sine	sine	NN
A52264	1395	8	of	of	IN
A52264	1395	9	63.89	63.89	CD
A52264	1395	10	.	.	.
A52264	1396	1	9.643547	9.643547	CD
A52264	1396	2	So	so	RB
A52264	1396	3	is	be	VBZ
A52264	1396	4	the	the	DT
A52264	1396	5	co	co	JJ
A52264	1396	6	-	-	NN
A52264	1396	7	sine	sine	NN
A52264	1396	8	of	of	IN
A52264	1396	9	BC	BC	NNP
A52264	1396	10	57.53	57.53	CD
A52264	1396	11	.	.	.
A52264	1397	1	9.729859	9.729859	CD
A52264	1397	2	To	to	IN
A52264	1397	3	the	the	DT
A52264	1397	4	co	co	NN
A52264	1397	5	-	-	NN
A52264	1397	6	sine	sine	NN
A52264	1397	7	of	of	IN
A52264	1397	8	AC	AC	NNP
A52264	1397	9	74.84	74.84	CD
A52264	1397	10	.	.	.
A52264	1398	1	9.417629	9.417629	CD
A52264	1398	2	3	3	CD
A52264	1398	3	Example	example	NN
A52264	1398	4	.	.	.
A52264	1399	1	In	in	IN
A52264	1399	2	this	this	DT
A52264	1399	3	triangle	triangle	NN
A52264	1399	4	,	,	,
A52264	1399	5	let	let	VB
A52264	1399	6	there	there	EX
A52264	1399	7	be	be	VB
A52264	1399	8	given	give	VBN
A52264	1399	9	the	the	DT
A52264	1399	10	side	side	NN
A52264	1399	11	BC	BC	NNP
A52264	1399	12	57	57	CD
A52264	1399	13	deg	deg	NNP
A52264	1399	14	.	.	.
A52264	1400	1	53	53	CD
A52264	1400	2	min	min	NN
A52264	1400	3	.	.	.
A52264	1401	1	the	the	DT
A52264	1401	2	side	side	NN
A52264	1401	3	AC	AC	NNP
A52264	1401	4	74	74	CD
A52264	1401	5	deg	deg	NN
A52264	1401	6	.	.	.
A52264	1402	1	84	84	CD
A52264	1402	2	min	min	NN
A52264	1402	3	.	.	.
A52264	1403	1	and	and	CC
A52264	1403	2	their	-PRON-	PRP$
A52264	1403	3	contained	contained	JJ
A52264	1403	4	angle	angle	NN
A52264	1403	5	ACB	ACB	NNP
A52264	1403	6	37	37	CD
A52264	1403	7	deg	deg	NN
A52264	1403	8	.	.	.
A52264	1404	1	92	92	CD
A52264	1404	2	min	min	NN
A52264	1404	3	.	.	.
A52264	1405	1	and	and	CC
A52264	1405	2	let	let	VB
A52264	1405	3	the	the	DT
A52264	1405	4	side	side	NN
A52264	1405	5	AB	AB	NNP
A52264	1405	6	be	be	VB
A52264	1405	7	sought	seek	VBN
A52264	1405	8	.	.	.
A52264	1406	1	First	first	RB
A52264	1406	2	,	,	,
A52264	1406	3	I	-PRON-	PRP
A52264	1406	4	let	let	VBD
A52264	1406	5	fall	fall	VB
A52264	1406	6	the	the	DT
A52264	1406	7	perpendicular	perpendicular	JJ
A52264	1406	8	AE	AE	NNP
A52264	1406	9	,	,	,
A52264	1406	10	and	and	CC
A52264	1406	11	the	the	DT
A52264	1406	12	side	side	NN
A52264	1406	13	BC	BC	NNP
A52264	1406	14	I	-PRON-	PRP
A52264	1406	15	continue	continue	VBP
A52264	1406	16	to	to	TO
A52264	1406	17	E	e	VB
A52264	1406	18	,	,	,
A52264	1406	19	then	then	RB
A52264	1406	20	in	in	IN
A52264	1406	21	the	the	DT
A52264	1406	22	right	right	NN
A52264	1406	23	angled	angle	VBN
A52264	1406	24	triangle	triangle	NNP
A52264	1406	25	AEC	AEC	NNP
A52264	1406	26	,	,	,
A52264	1406	27	we	-PRON-	PRP
A52264	1406	28	have	have	VBP
A52264	1406	29	known	know	VBN
A52264	1406	30	the	the	DT
A52264	1406	31	angle	angle	NN
A52264	1406	32	ACE	ACE	NNP
A52264	1406	33	,	,	,
A52264	1406	34	and	and	CC
A52264	1406	35	the	the	DT
A52264	1406	36	hypothenus	hypothenus	NN
A52264	1406	37	;	;	:
A52264	1406	38	al	al	NNP
A52264	1406	39	AC	AC	NNP
A52264	1406	40	,	,	,
A52264	1406	41	to	to	IN
A52264	1406	42	finde	finde	NNP
A52264	1406	43	EC	EC	NNP
A52264	1406	44	,	,	,
A52264	1406	45	I	-PRON-	PRP
A52264	1406	46	say	say	VBP
A52264	1406	47	then	then	RB
A52264	1406	48	:	:	:
A52264	1406	49	As	as	IN
A52264	1406	50	the	the	DT
A52264	1406	51	Radius	Radius	NNP
A52264	1406	52	90	90	CD
A52264	1406	53	,	,	,
A52264	1406	54	10.000000	10.000000	CD
A52264	1406	55	Is	be	VBZ
A52264	1406	56	to	to	IN
A52264	1406	57	the	the	DT
A52264	1406	58	co	co	NN
A52264	1406	59	-	-	NN
A52264	1406	60	sine	sine	NN
A52264	1406	61	of	of	IN
A52264	1406	62	ACE	ACE	NNP
A52264	1406	63	37.92	37.92	CD
A52264	1406	64	.	.	.
A52264	1407	1	9.897005	9.897005	CD
A52264	1407	2	So	so	RB
A52264	1407	3	is	be	VBZ
A52264	1407	4	the	the	DT
A52264	1407	5	tangeent	tangeent	NN
A52264	1407	6	of	of	IN
A52264	1407	7	AC	AC	NNP
A52264	1407	8	74.84	74.84	CD
A52264	1407	9	.	.	.
A52264	1408	1	10.567120	10.567120	CD
A52264	1408	2	To	to	IN
A52264	1408	3	the	the	DT
A52264	1408	4	tangent	tangent	NN
A52264	1408	5	of	of	IN
A52264	1408	6	EC	EC	NNP
A52264	1408	7	71.5	71.5	CD
A52264	1408	8	.	.	.
A52264	1409	1	10.464125	10.464125	CD
A52264	1409	2	Now	now	RB
A52264	1409	3	because	because	IN
A52264	1409	4	the	the	DT
A52264	1409	5	perpendicular	perpendicular	JJ
A52264	1409	6	falls	fall	VBZ
A52264	1409	7	without	without	IN
A52264	1409	8	the	the	DT
A52264	1409	9	tringle	tringle	NN
A52264	1409	10	,	,	,
A52264	1409	11	and	and	CC
A52264	1409	12	the	the	DT
A52264	1409	13	contained	contained	JJ
A52264	1409	14	angle	angle	NN
A52264	1409	15	acute	acute	NN
A52264	1409	16	,	,	,
A52264	1409	17	I	-PRON-	PRP
A52264	1409	18	substract	substract	VBP
A52264	1409	19	the	the	DT
A52264	1409	20	arch	arch	NN
A52264	1409	21	given	give	VBN
A52264	1409	22	BC	BC	NNP
A52264	1409	23	57	57	CD
A52264	1409	24	degrees	degree	NNS
A52264	1409	25	53	53	CD
A52264	1409	26	minutes	minute	NNS
A52264	1409	27	from	from	IN
A52264	1409	28	EC	EC	NNP
A52264	1409	29	71	71	CD
A52264	1409	30	degrees	degree	NNS
A52264	1409	31	5	5	CD
A52264	1409	32	minutes	minute	NNS
A52264	1409	33	,	,	,
A52264	1409	34	the	the	DT
A52264	1409	35	arch	arch	NN
A52264	1409	36	found	find	VBD
A52264	1409	37	,	,	,
A52264	1409	38	and	and	CC
A52264	1409	39	their	-PRON-	PRP$
A52264	1409	40	difference	difference	NN
A52264	1409	41	13	13	CD
A52264	1409	42	deg	deg	NN
A52264	1409	43	.	.	.
A52264	1410	1	52	52	CD
A52264	1410	2	min	min	NN
A52264	1410	3	.	.	.
A52264	1411	1	is	be	VBZ
A52264	1411	2	EB	EB	NNP
A52264	1411	3	,	,	,
A52264	1411	4	the	the	DT
A52264	1411	5	second	second	JJ
A52264	1411	6	arch	arch	NN
A52264	1411	7	.	.	.
A52264	1412	1	Hence	hence	RB
A52264	1412	2	to	to	TO
A52264	1412	3	finde	finde	NN
A52264	1412	4	AB	AB	NNP
A52264	1412	5	,	,	,
A52264	1412	6	I	-PRON-	PRP
A52264	1412	7	say	say	VBP
A52264	1412	8	:	:	:
A52264	1412	9	As	as	IN
A52264	1412	10	the	the	DT
A52264	1412	11	co	co	NN
A52264	1412	12	-	-	NN
A52264	1412	13	sine	sine	NN
A52264	1412	14	of	of	IN
A52264	1412	15	EC	EC	NNP
A52264	1412	16	71.5	71.5	CD
A52264	1412	17	.	.	.
A52264	1413	1	co	co	NNP
A52264	1413	2	.	.	.
A52264	1414	1	ar	ar	NNP
A52264	1414	2	.	.	.
A52264	1415	1	0.488461	0.488461	CD
A52264	1415	2	Is	be	VBZ
A52264	1415	3	to	to	IN
A52264	1415	4	the	the	DT
A52264	1415	5	co	co	NN
A52264	1415	6	-	-	NN
A52264	1415	7	sine	sine	NN
A52264	1415	8	of	of	IN
A52264	1415	9	EB	EB	NNP
A52264	1415	10	13.52	13.52	CD
A52264	1415	11	.	.	.
A52264	1416	1	9.987795	9.987795	CD
A52264	1416	2	So	so	RB
A52264	1416	3	is	be	VBZ
A52264	1416	4	the	the	DT
A52264	1416	5	co	co	JJ
A52264	1416	6	-	-	NN
A52264	1416	7	sine	sine	NN
A52264	1416	8	of	of	IN
A52264	1416	9	AC	AC	NNP
A52264	1416	10	74.84	74.84	CD
A52264	1416	11	.	.	.
A52264	1417	1	9.417497	9.417497	CD
A52264	1417	2	To	to	IN
A52264	1417	3	the	the	DT
A52264	1417	4	co	co	NN
A52264	1417	5	-	-	NN
A52264	1417	6	sine	sine	NN
A52264	1417	7	of	of	IN
A52264	1417	8	AB	AB	NNP
A52264	1417	9	38.47	38.47	CD
A52264	1417	10	.	.	.
A52264	1418	1	9.893753	9.893753	CD
A52264	1418	2	CASE	case	NN
A52264	1418	3	4	4	CD
A52264	1418	4	.	.	.
A52264	1419	1	Two	two	CD
A52264	1419	2	sides	side	NNS
A52264	1419	3	and	and	CC
A52264	1419	4	their	-PRON-	PRP$
A52264	1419	5	contained	contain	VBN
A52264	1419	6	angle	angle	NN
A52264	1419	7	given	give	VBN
A52264	1419	8	,	,	,
A52264	1419	9	to	to	IN
A52264	1419	10	finde	finde	NNP
A52264	1419	11	one	one	CD
A52264	1419	12	of	of	IN
A52264	1419	13	the	the	DT
A52264	1419	14	other	other	JJ
A52264	1419	15	angles	angle	NNS
A52264	1419	16	.	.	.
A52264	1420	1	First	first	RB
A52264	1420	2	,	,	,
A52264	1420	3	by	by	IN
A52264	1420	4	the	the	DT
A52264	1420	5	seventh	seventh	JJ
A52264	1420	6	case	case	NN
A52264	1420	7	of	of	IN
A52264	1420	8	right	right	JJ
A52264	1420	9	angled	angle	VBN
A52264	1420	10	spherical	spherical	JJ
A52264	1420	11	triangles	triangle	NNS
A52264	1420	12	,	,	,
A52264	1420	13	I	-PRON-	PRP
A52264	1420	14	say	say	VBP
A52264	1420	15	:	:	:
A52264	1420	16	As	as	IN
A52264	1420	17	Radius	Radius	NNP
A52264	1420	18	,	,	,
A52264	1420	19	to	to	IN
A52264	1420	20	the	the	DT
A52264	1420	21	co	co	NN
A52264	1420	22	-	-	NN
A52264	1420	23	sine	sine	NN
A52264	1420	24	of	of	IN
A52264	1420	25	the	the	DT
A52264	1420	26	angle	angle	NN
A52264	1420	27	at	at	IN
A52264	1420	28	the	the	DT
A52264	1420	29	base	base	NN
A52264	1420	30	;	;	:
A52264	1420	31	so	so	RB
A52264	1420	32	is	be	VBZ
A52264	1420	33	the	the	DT
A52264	1420	34	tangent	tangent	NN
A52264	1420	35	of	of	IN
A52264	1420	36	the	the	DT
A52264	1420	37	hypothenusal	hypothenusal	NN
A52264	1420	38	,	,	,
A52264	1420	39	to	to	IN
A52264	1420	40	the	the	DT
A52264	1420	41	tangent	tangent	NN
A52264	1420	42	of	of	IN
A52264	1420	43	the	the	DT
A52264	1420	44	base	base	NN
A52264	1420	45	,	,	,
A52264	1420	46	or	or	CC
A52264	1420	47	first	first	RB
A52264	1420	48	arch	arch	NN
A52264	1420	49	:	:	:
A52264	1420	50	which	which	WDT
A52264	1420	51	being	be	VBG
A52264	1420	52	added	add	VBN
A52264	1420	53	to	to	IN
A52264	1420	54	,	,	,
A52264	1420	55	or	or	CC
A52264	1420	56	substracted	substracte	VBN
A52264	1420	57	from	from	IN
A52264	1420	58	the	the	DT
A52264	1420	59	base	base	NN
A52264	1420	60	given	give	VBN
A52264	1420	61	,	,	,
A52264	1420	62	according	accord	VBG
A52264	1420	63	to	to	IN
A52264	1420	64	those	those	DT
A52264	1420	65	directions	direction	NNS
A52264	1420	66	given	give	VBN
A52264	1420	67	in	in	IN
A52264	1420	68	the	the	DT
A52264	1420	69	third	third	JJ
A52264	1420	70	case	case	NN
A52264	1420	71	,	,	,
A52264	1420	72	giveth	giveth	VBZ
A52264	1420	73	the	the	DT
A52264	1420	74	second	second	JJ
A52264	1420	75	arch	arch	NN
A52264	1420	76	;	;	:
A52264	1420	77	then	then	RB
A52264	1420	78	by	by	IN
A52264	1420	79	the	the	DT
A52264	1420	80	second	second	JJ
A52264	1420	81	Consectary	Consectary	NNP
A52264	1420	82	of	of	IN
A52264	1420	83	this	this	DT
A52264	1420	84	Chapter	chapter	NN
A52264	1420	85	,	,	,
A52264	1420	86	the	the	DT
A52264	1420	87	proportion	proportion	NN
A52264	1420	88	is	be	VBZ
A52264	1420	89	:	:	:
A52264	1420	90	As	as	IN
A52264	1420	91	the	the	DT
A52264	1420	92	sine	sine	NN
A52264	1420	93	of	of	IN
A52264	1420	94	the	the	DT
A52264	1420	95	first	first	JJ
A52264	1420	96	base	base	NN
A52264	1420	97	,	,	,
A52264	1420	98	to	to	IN
A52264	1420	99	the	the	DT
A52264	1420	100	sine	sine	NN
A52264	1420	101	of	of	IN
A52264	1420	102	the	the	DT
A52264	1420	103	second	second	NN
A52264	1420	104	:	:	:
A52264	1420	105	so	so	RB
A52264	1420	106	is	be	VBZ
A52264	1420	107	the	the	DT
A52264	1420	108	co	co	JJ
A52264	1420	109	-	-	NN
A52264	1420	110	tangent	tangent	NN
A52264	1420	111	of	of	IN
A52264	1420	112	the	the	DT
A52264	1420	113	first	first	JJ
A52264	1420	114	angle	angle	NN
A52264	1420	115	at	at	IN
A52264	1420	116	the	the	DT
A52264	1420	117	base	base	NN
A52264	1420	118	,	,	,
A52264	1420	119	to	to	IN
A52264	1420	120	the	the	DT
A52264	1420	121	co	co	NN
A52264	1420	122	-	-	NN
A52264	1420	123	tangent	tangent	NN
A52264	1420	124	of	of	IN
A52264	1420	125	the	the	DT
A52264	1420	126	second	second	JJ
A52264	1420	127	.	.	.
A52264	1421	1	1	1	CD
A52264	1421	2	Example	example	NN
A52264	1421	3	.	.	.
A52264	1422	1	Thus	thus	RB
A52264	1422	2	if	if	IN
A52264	1422	3	there	there	EX
A52264	1422	4	were	be	VBD
A52264	1422	5	given	give	VBN
A52264	1422	6	,	,	,
A52264	1422	7	as	as	IN
A52264	1422	8	in	in	IN
A52264	1422	9	the	the	DT
A52264	1422	10	first	first	JJ
A52264	1422	11	example	example	NN
A52264	1422	12	of	of	IN
A52264	1422	13	the	the	DT
A52264	1422	14	last	last	JJ
A52264	1422	15	case	case	NN
A52264	1422	16	,	,	,
A52264	1422	17	the	the	DT
A52264	1422	18	side	side	NN
A52264	1422	19	AB	AB	NNP
A52264	1422	20	38	38	CD
A52264	1422	21	degrees	degree	NNS
A52264	1422	22	,	,	,
A52264	1422	23	47	47	CD
A52264	1422	24	minutes	minute	NNS
A52264	1422	25	,	,	,
A52264	1422	26	the	the	DT
A52264	1422	27	side	side	NN
A52264	1422	28	AC	AC	NNP
A52264	1422	29	74	74	CD
A52264	1422	30	degrees	degree	NNS
A52264	1422	31	,	,	,
A52264	1422	32	84	84	CD
A52264	1422	33	minutes	minute	NNS
A52264	1422	34	,	,	,
A52264	1422	35	and	and	CC
A52264	1422	36	their	-PRON-	PRP$
A52264	1422	37	conteined	conteined	JJ
A52264	1422	38	angle	angle	NN
A52264	1422	39	BAC	BAC	NNP
A52264	1422	40	56	56	CD
A52264	1422	41	degrees	degree	NNS
A52264	1422	42	,	,	,
A52264	1422	43	44	44	CD
A52264	1422	44	min	min	NN
A52264	1422	45	.	.	.
A52264	1423	1	and	and	CC
A52264	1423	2	ACB	ACB	NNP
A52264	1423	3	,	,	,
A52264	1423	4	the	the	DT
A52264	1423	5	angle	angle	NN
A52264	1423	6	sought	seek	VBD
A52264	1423	7	,	,	,
A52264	1423	8	the	the	DT
A52264	1423	9	first	first	JJ
A52264	1423	10	operation	operation	NN
A52264	1423	11	will	will	MD
A52264	1423	12	in	in	IN
A52264	1423	13	all	all	DT
A52264	1423	14	things	thing	NNS
A52264	1423	15	be	be	VB
A52264	1423	16	the	the	DT
A52264	1423	17	same	same	JJ
A52264	1423	18	,	,	,
A52264	1423	19	and	and	CC
A52264	1423	20	AF	AF	NNP
A52264	1423	21	23	23	CD
A52264	1423	22	degrees	degree	NNS
A52264	1423	23	,	,	,
A52264	1423	24	72	72	CD
A52264	1423	25	minutes	minute	NNS
A52264	1423	26	,	,	,
A52264	1423	27	the	the	DT
A52264	1423	28	first	first	JJ
A52264	1423	29	arch	arch	NN
A52264	1423	30	,	,	,
A52264	1423	31	FC	FC	NNP
A52264	1423	32	51	51	CD
A52264	1423	33	degrees	degree	NNS
A52264	1423	34	,	,	,
A52264	1423	35	12	12	CD
A52264	1423	36	minutes	minute	NNS
A52264	1423	37	,	,	,
A52264	1423	38	the	the	DT
A52264	1423	39	second	second	JJ
A52264	1423	40	;	;	:
A52264	1423	41	hence	hence	RB
A52264	1423	42	to	to	TO
A52264	1423	43	finde	finde	VB
A52264	1423	44	the	the	DT
A52264	1423	45	angle	angle	NN
A52264	1423	46	ACB	ACB	NNP
A52264	1423	47	,	,	,
A52264	1423	48	I	-PRON-	PRP
A52264	1423	49	say	say	VBP
A52264	1423	50	:	:	:
A52264	1423	51	As	as	IN
A52264	1423	52	the	the	DT
A52264	1423	53	sine	sine	NN
A52264	1423	54	of	of	IN
A52264	1423	55	AF	AF	NNP
A52264	1423	56	23.72	23.72	CD
A52264	1423	57	.	.	.
A52264	1424	1	co	co	NNP
A52264	1424	2	.	.	.
A52264	1425	1	ar	ar	NNP
A52264	1425	2	.	.	.
A52264	1426	1	0.395486	0.395486	CD
A52264	1426	2	To	to	IN
A52264	1426	3	the	the	DT
A52264	1426	4	sine	sine	NN
A52264	1426	5	of	of	IN
A52264	1426	6	FC	FC	NNP
A52264	1426	7	51.12	51.12	CD
A52264	1426	8	.	.	.
A52264	1427	1	9.891237	9.891237	CD
A52264	1427	2	So	so	RB
A52264	1427	3	is	be	VBZ
A52264	1427	4	the	the	DT
A52264	1427	5	co	co	JJ
A52264	1427	6	-	-	NN
A52264	1427	7	tang	tang	JJ
A52264	1427	8	.	.	.
A52264	1428	1	of	of	IN
A52264	1428	2	BAC	BAC	NNP
A52264	1428	3	56.44	56.44	CD
A52264	1428	4	.	.	.
A52264	1429	1	9.821771	9.821771	CD
A52264	1429	2	To	to	IN
A52264	1429	3	the	the	DT
A52264	1429	4	co	co	NN
A52264	1429	5	-	-	NN
A52264	1429	6	tangent	tangent	NN
A52264	1429	7	of	of	IN
A52264	1429	8	ACB	ACB	NNP
A52264	1429	9	37.92	37.92	CD
A52264	1429	10	.	.	.
A52264	1430	1	10.108494	10.108494	CD
A52264	1430	2	There	there	EX
A52264	1430	3	being	be	VBG
A52264	1430	4	no	no	DT
A52264	1430	5	other	other	JJ
A52264	1430	6	variation	variation	NN
A52264	1430	7	in	in	IN
A52264	1430	8	this	this	DT
A52264	1430	9	case	case	NN
A52264	1430	10	then	then	RB
A52264	1430	11	what	what	WP
A52264	1430	12	hath	hath	NNP
A52264	1430	13	been	be	VBN
A52264	1430	14	shewed	shew	VBN
A52264	1430	15	in	in	IN
A52264	1430	16	the	the	DT
A52264	1430	17	former	former	JJ
A52264	1430	18	,	,	,
A52264	1430	19	one	one	CD
A52264	1430	20	example	example	NN
A52264	1430	21	will	will	MD
A52264	1430	22	be	be	VB
A52264	1430	23	sufficient	sufficient	JJ
A52264	1430	24	.	.	.
A52264	1431	1	CASE	CASE	NNP
A52264	1431	2	5	5	CD
A52264	1431	3	.	.	.
A52264	1432	1	Two	two	CD
A52264	1432	2	angles	angle	NNS
A52264	1432	3	,	,	,
A52264	1432	4	and	and	CC
A52264	1432	5	the	the	DT
A52264	1432	6	side	side	NN
A52264	1432	7	between	between	IN
A52264	1432	8	them	-PRON-	PRP
A52264	1432	9	given	give	VBN
A52264	1432	10	,	,	,
A52264	1432	11	to	to	TO
A52264	1432	12	finde	finde	NNP
A52264	1432	13	the	the	DT
A52264	1432	14	third	third	JJ
A52264	1432	15	angle	angle	NN
A52264	1432	16	.	.	.
A52264	1433	1	First	first	RB
A52264	1433	2	,	,	,
A52264	1433	3	by	by	IN
A52264	1433	4	the	the	DT
A52264	1433	5	ninth	ninth	JJ
A52264	1433	6	case	case	NN
A52264	1433	7	of	of	IN
A52264	1433	8	right	right	JJ
A52264	1433	9	angled	angle	VBN
A52264	1433	10	spherical	spherical	JJ
A52264	1433	11	triangles	triangle	NNS
A52264	1433	12	,	,	,
A52264	1433	13	the	the	DT
A52264	1433	14	proportion	proportion	NN
A52264	1433	15	is	be	VBZ
A52264	1433	16	;	;	:
A52264	1433	17	As	as	IN
A52264	1433	18	Radius	Radius	NNP
A52264	1433	19	,	,	,
A52264	1433	20	to	to	IN
A52264	1433	21	the	the	DT
A52264	1433	22	co	co	NN
A52264	1433	23	-	-	NN
A52264	1433	24	sine	sine	NN
A52264	1433	25	of	of	IN
A52264	1433	26	the	the	DT
A52264	1433	27	hypothenusal	hypothenusal	NN
A52264	1433	28	;	;	:
A52264	1433	29	so	so	CC
A52264	1433	30	the	the	DT
A52264	1433	31	tangent	tangent	NN
A52264	1433	32	of	of	IN
A52264	1433	33	the	the	DT
A52264	1433	34	angle	angle	NN
A52264	1433	35	at	at	IN
A52264	1433	36	the	the	DT
A52264	1433	37	base	base	NN
A52264	1433	38	,	,	,
A52264	1433	39	to	to	IN
A52264	1433	40	the	the	DT
A52264	1433	41	co	co	NN
A52264	1433	42	-	-	NN
A52264	1433	43	tangent	tangent	NN
A52264	1433	44	of	of	IN
A52264	1433	45	the	the	DT
A52264	1433	46	angle	angle	NN
A52264	1433	47	at	at	IN
A52264	1433	48	the	the	DT
A52264	1433	49	perpendicular	perpendicular	NN
A52264	1433	50	,	,	,
A52264	1433	51	which	which	WDT
A52264	1433	52	being	be	VBG
A52264	1433	53	added	add	VBN
A52264	1433	54	to	to	IN
A52264	1433	55	,	,	,
A52264	1433	56	or	or	CC
A52264	1433	57	substracted	substracte	VBN
A52264	1433	58	from	from	IN
A52264	1433	59	the	the	DT
A52264	1433	60	other	other	JJ
A52264	1433	61	given	give	VBN
A52264	1433	62	angle	angle	NN
A52264	1433	63	,	,	,
A52264	1433	64	according	accord	VBG
A52264	1433	65	to	to	IN
A52264	1433	66	the	the	DT
A52264	1433	67	following	follow	VBG
A52264	1433	68	direction	direction	NN
A52264	1433	69	,	,	,
A52264	1433	70	giveth	giveth	VBZ
A52264	1433	71	the	the	DT
A52264	1433	72	second	second	JJ
A52264	1433	73	arch	arch	NN
A52264	1433	74	.	.	.
A52264	1434	1	If	if	IN
A52264	1434	2	the	the	DT
A52264	1434	3	perpendicular	perpendicular	JJ
A52264	1434	4	fall	fall	NN
A52264	1434	5	Within	within	IN
A52264	1434	6	the	the	DT
A52264	1434	7	triangle	triangle	NN
A52264	1434	8	,	,	,
A52264	1434	9	substract	substract	VB
A52264	1434	10	the	the	DT
A52264	1434	11	angle	angle	NN
A52264	1434	12	found	find	VBN
A52264	1434	13	from	from	IN
A52264	1434	14	the	the	DT
A52264	1434	15	angle	angle	NN
A52264	1434	16	given	give	VBN
A52264	1434	17	,	,	,
A52264	1434	18	the	the	DT
A52264	1434	19	remainer	remainer	NN
A52264	1434	20	is	be	VBZ
A52264	1434	21	the	the	DT
A52264	1434	22	second	second	JJ
A52264	1434	23	arch	arch	NN
A52264	1434	24	.	.	.
A52264	1435	1	Without	without	IN
A52264	1435	2	,	,	,
A52264	1435	3	and	and	CC
A52264	1435	4	both	both	CC
A52264	1435	5	the	the	DT
A52264	1435	6	angles	angle	NNS
A52264	1435	7	given	give	VBN
A52264	1435	8	acute	acute	JJ
A52264	1435	9	,	,	,
A52264	1435	10	substract	substract	VB
A52264	1435	11	the	the	DT
A52264	1435	12	angle	angle	NN
A52264	1435	13	given	give	VBN
A52264	1435	14	from	from	IN
A52264	1435	15	the	the	DT
A52264	1435	16	angle	angle	NN
A52264	1435	17	found	find	VBN
A52264	1435	18	,	,	,
A52264	1435	19	and	and	CC
A52264	1435	20	the	the	DT
A52264	1435	21	remainer	remainer	NN
A52264	1435	22	is	be	VBZ
A52264	1435	23	the	the	DT
A52264	1435	24	second	second	JJ
A52264	1435	25	arch	arch	NN
A52264	1435	26	.	.	.
A52264	1436	1	Without	without	IN
A52264	1436	2	,	,	,
A52264	1436	3	and	and	CC
A52264	1436	4	one	one	CD
A52264	1436	5	of	of	IN
A52264	1436	6	the	the	DT
A52264	1436	7	angles	angle	NNS
A52264	1436	8	given	give	VBN
A52264	1436	9	be	be	VBP
A52264	1436	10	obtuse	obtuse	JJ
A52264	1436	11	,	,	,
A52264	1436	12	adde	adde	VB
A52264	1436	13	the	the	DT
A52264	1436	14	angle	angle	NN
A52264	1436	15	found	find	VBN
A52264	1436	16	to	to	IN
A52264	1436	17	the	the	DT
A52264	1436	18	angle	angle	NN
A52264	1436	19	given	give	VBN
A52264	1436	20	,	,	,
A52264	1436	21	&	&	CC
A52264	1436	22	their	-PRON-	PRP$
A52264	1436	23	aggregate	aggregate	NN
A52264	1436	24	is	be	VBZ
A52264	1436	25	the	the	DT
A52264	1436	26	second	second	JJ
A52264	1436	27	arch	arch	NN
A52264	1436	28	.	.	.
A52264	1437	1	Then	then	RB
A52264	1437	2	,	,	,
A52264	1437	3	by	by	IN
A52264	1437	4	the	the	DT
A52264	1437	5	third	third	JJ
A52264	1437	6	Consectary	Consectary	NNP
A52264	1437	7	of	of	IN
A52264	1437	8	this	this	DT
A52264	1437	9	Chapter	chapter	NN
A52264	1437	10	,	,	,
A52264	1437	11	the	the	DT
A52264	1437	12	analogie	analogie	NN
A52264	1437	13	is	be	VBZ
A52264	1437	14	;	;	:
A52264	1437	15	As	as	IN
A52264	1437	16	the	the	DT
A52264	1437	17	sine	sine	NN
A52264	1437	18	of	of	IN
A52264	1437	19	the	the	DT
A52264	1437	20	first	first	JJ
A52264	1437	21	at	at	IN
A52264	1437	22	the	the	DT
A52264	1437	23	perpendicular	perpendicular	NN
A52264	1437	24	,	,	,
A52264	1437	25	to	to	IN
A52264	1437	26	the	the	DT
A52264	1437	27	sine	sine	NN
A52264	1437	28	of	of	IN
A52264	1437	29	the	the	DT
A52264	1437	30	second	second	JJ
A52264	1437	31	angle	angle	NN
A52264	1437	32	sound	sound	NN
A52264	1437	33	:	:	:
A52264	1437	34	so	so	RB
A52264	1437	35	is	be	VBZ
A52264	1437	36	the	the	DT
A52264	1437	37	co	co	JJ
A52264	1437	38	-	-	NN
A52264	1437	39	sine	sine	NN
A52264	1437	40	of	of	IN
A52264	1437	41	the	the	DT
A52264	1437	42	first	first	JJ
A52264	1437	43	angle	angle	NN
A52264	1437	44	at	at	IN
A52264	1437	45	the	the	DT
A52264	1437	46	base	base	NN
A52264	1437	47	,	,	,
A52264	1437	48	to	to	IN
A52264	1437	49	the	the	DT
A52264	1437	50	co	co	NN
A52264	1437	51	-	-	NN
A52264	1437	52	sine	sine	NN
A52264	1437	53	of	of	IN
A52264	1437	54	the	the	DT
A52264	1437	55	second	second	JJ
A52264	1437	56	.	.	.
A52264	1438	1	1	1	CD
A52264	1438	2	Example	example	NN
A52264	1438	3	.	.	.
A52264	1439	1	In	in	IN
A52264	1439	2	the	the	DT
A52264	1439	3	triangle	triangle	NN
A52264	1439	4	ABC	ABC	NNP
A52264	1439	5	,	,	,
A52264	1439	6	let	let	VB
A52264	1439	7	there	there	EX
A52264	1439	8	be	be	VB
A52264	1439	9	given	give	VBN
A52264	1439	10	the	the	DT
A52264	1439	11	angles	angle	NNS
A52264	1439	12	BAC	BAC	NNP
A52264	1439	13	56	56	CD
A52264	1439	14	degrees	degree	NNS
A52264	1439	15	44	44	CD
A52264	1439	16	minutes	minute	NNS
A52264	1439	17	,	,	,
A52264	1439	18	and	and	CC
A52264	1439	19	ABC	ABC	NNP
A52264	1439	20	107	107	CD
A52264	1439	21	degrees	degree	NNS
A52264	1439	22	,	,	,
A52264	1439	23	60	60	CD
A52264	1439	24	minutes	minute	NNS
A52264	1439	25	,	,	,
A52264	1439	26	and	and	CC
A52264	1439	27	the	the	DT
A52264	1439	28	side	side	NN
A52264	1439	29	between	between	IN
A52264	1439	30	them	-PRON-	PRP
A52264	1439	31	AB	AB	NNP
A52264	1439	32	38	38	CD
A52264	1439	33	degrees	degree	NNS
A52264	1439	34	47	47	CD
A52264	1439	35	minutes	minute	NNS
A52264	1439	36	,	,	,
A52264	1439	37	to	to	TO
A52264	1439	38	finde	finde	VB
A52264	1439	39	the	the	DT
A52264	1439	40	angle	angle	NN
A52264	1439	41	ACB	ACB	NNP
A52264	1439	42	.	.	.
A52264	1440	1	First	first	RB
A52264	1440	2	,	,	,
A52264	1440	3	let	let	VB
A52264	1440	4	fall	fall	VB
A52264	1440	5	the	the	DT
A52264	1440	6	perpendicular	perpendicular	JJ
A52264	1440	7	BF	BF	NNP
A52264	1440	8	,	,	,
A52264	1440	9	and	and	CC
A52264	1440	10	then	then	RB
A52264	1440	11	in	in	IN
A52264	1440	12	the	the	DT
A52264	1440	13	right	right	NN
A52264	1440	14	angled	angle	VBN
A52264	1440	15	spherical	spherical	JJ
A52264	1440	16	triangle	triangle	NN
A52264	1440	17	ABF	ABF	NNP
A52264	1440	18	we	-PRON-	PRP
A52264	1440	19	have	have	VBP
A52264	1440	20	known	know	VBN
A52264	1440	21	the	the	DT
A52264	1440	22	angle	angle	NN
A52264	1440	23	at	at	IN
A52264	1440	24	the	the	DT
A52264	1440	25	base	base	NN
A52264	1440	26	BAF	BAF	NNP
A52264	1440	27	,	,	,
A52264	1440	28	and	and	CC
A52264	1440	29	the	the	DT
A52264	1440	30	hypothenusal	hypothenusal	NN
A52264	1440	31	AB	AB	NNP
A52264	1440	32	,	,	,
A52264	1440	33	to	to	TO
A52264	1440	34	finde	finde	VB
A52264	1440	35	the	the	DT
A52264	1440	36	angle	angle	NN
A52264	1440	37	at	at	IN
A52264	1440	38	the	the	DT
A52264	1440	39	perpendicular	perpendicular	JJ
A52264	1440	40	ABF	ABF	NNP
A52264	1440	41	.	.	.
A52264	1441	1	First	first	RB
A52264	1441	2	,	,	,
A52264	1441	3	then	then	RB
A52264	1441	4	I	-PRON-	PRP
A52264	1441	5	say	say	VBP
A52264	1441	6	:	:	:
A52264	1441	7	As	as	IN
A52264	1441	8	the	the	DT
A52264	1441	9	Radius	Radius	NNP
A52264	1441	10	90	90	CD
A52264	1441	11	,	,	,
A52264	1441	12	10.000000	10.000000	CD
A52264	1441	13	To	to	IN
A52264	1441	14	the	the	DT
A52264	1441	15	co	co	NN
A52264	1441	16	-	-	NN
A52264	1441	17	sine	sine	NN
A52264	1441	18	of	of	IN
A52264	1441	19	AB	AB	NNP
A52264	1441	20	38.47	38.47	CD
A52264	1441	21	.	.	.
A52264	1442	1	9.893725	9.893725	CD
A52264	1442	2	So	so	RB
A52264	1442	3	is	be	VBZ
A52264	1442	4	the	the	DT
A52264	1442	5	tangent	tangent	NN
A52264	1442	6	of	of	IN
A52264	1442	7	BAF	BAF	NNP
A52264	1442	8	56.44	56.44	CD
A52264	1442	9	.	.	.
A52264	1443	1	10.178229	10.178229	CD
A52264	1443	2	To	to	IN
A52264	1443	3	the	the	DT
A52264	1443	4	co	co	NN
A52264	1443	5	-	-	NN
A52264	1443	6	tangent	tangent	NN
A52264	1443	7	of	of	IN
A52264	1443	8	ABF	ABF	NNP
A52264	1443	9	40.28	40.28	CD
A52264	1443	10	.	.	.
A52264	1444	1	10.071954	10.071954	CD
A52264	1444	2	Let	let	VB
A52264	1444	3	there	there	EX
A52264	1444	4	be	be	VB
A52264	1444	5	given	give	VBN
A52264	1444	6	,	,	,
A52264	1444	7	as	as	IN
A52264	1444	8	before	before	RB
A52264	1444	9	,	,	,
A52264	1444	10	the	the	DT
A52264	1444	11	two	two	CD
A52264	1444	12	angles	angle	NNS
A52264	1444	13	BAC	BAC	NNP
A52264	1444	14	and	and	CC
A52264	1444	15	ABC	ABC	NNP
A52264	1444	16	,	,	,
A52264	1444	17	with	with	IN
A52264	1444	18	the	the	DT
A52264	1444	19	side	side	NN
A52264	1444	20	between	between	IN
A52264	1444	21	them	-PRON-	PRP
A52264	1444	22	AB	AB	NNP
A52264	1444	23	,	,	,
A52264	1444	24	to	to	TO
A52264	1444	25	finde	finde	VB
A52264	1444	26	the	the	DT
A52264	1444	27	angle	angle	NN
A52264	1444	28	ACB	ACB	NNP
A52264	1444	29	,	,	,
A52264	1444	30	and	and	CC
A52264	1444	31	let	let	VB
A52264	1444	32	the	the	DT
A52264	1444	33	perpendicular	perpendicular	JJ
A52264	1444	34	EA	ea	NN
A52264	1444	35	,	,	,
A52264	1444	36	and	and	CC
A52264	1444	37	let	let	VB
A52264	1444	38	the	the	DT
A52264	1444	39	side	side	NN
A52264	1444	40	BC	BC	NNP
A52264	1444	41	be	be	VB
A52264	1444	42	continued	continue	VBN
A52264	1444	43	to	to	TO
A52264	1444	44	E	e	NN
A52264	1444	45	,	,	,
A52264	1444	46	then	then	RB
A52264	1444	47	in	in	IN
A52264	1444	48	the	the	DT
A52264	1444	49	right	right	NN
A52264	1444	50	angled	angle	VBN
A52264	1444	51	triangle	triangle	NN
A52264	1444	52	AEB	AEB	NNP
A52264	1444	53	we	-PRON-	PRP
A52264	1444	54	have	have	VBP
A52264	1444	55	known	know	VBN
A52264	1444	56	the	the	DT
A52264	1444	57	hypothenusal	hypothenusal	NN
A52264	1444	58	AB	AB	NNP
A52264	1444	59	38	38	CD
A52264	1444	60	degrees	degree	NNS
A52264	1444	61	,	,	,
A52264	1444	62	47	47	CD
A52264	1444	63	minutes	minute	NNS
A52264	1444	64	,	,	,
A52264	1444	65	and	and	CC
A52264	1444	66	the	the	DT
A52264	1444	67	angle	angle	NN
A52264	1444	68	at	at	IN
A52264	1444	69	the	the	DT
A52264	1444	70	base	base	NN
A52264	1444	71	ABE	ABE	NNP
A52264	1444	72	72	72	CD
A52264	1444	73	degrees	degree	NNS
A52264	1444	74	,	,	,
A52264	1444	75	40	40	CD
A52264	1444	76	minutes	minute	NNS
A52264	1444	77	,	,	,
A52264	1444	78	the	the	DT
A52264	1444	79	complement	complement	NN
A52264	1444	80	of	of	IN
A52264	1444	81	the	the	DT
A52264	1444	82	obtuse	obtuse	JJ
A52264	1444	83	angle	angle	NN
A52264	1444	84	ABC	ABC	NNP
A52264	1444	85	,	,	,
A52264	1444	86	to	to	TO
A52264	1444	87	finde	finde	VB
A52264	1444	88	the	the	DT
A52264	1444	89	angle	angle	NN
A52264	1444	90	EAB	eab	NN
A52264	1444	91	.	.	.
A52264	1445	1	First	first	RB
A52264	1445	2	then	then	RB
A52264	1445	3	I	-PRON-	PRP
A52264	1445	4	say	say	VBP
A52264	1445	5	:	:	:
A52264	1445	6	As	as	IN
A52264	1445	7	the	the	DT
A52264	1445	8	Radius	Radius	NNP
A52264	1445	9	90	90	CD
A52264	1445	10	.	.	.
A52264	1446	1	10,000000	10,000000	LS
A52264	1446	2	To	to	IN
A52264	1446	3	the	the	DT
A52264	1446	4	co	co	NN
A52264	1446	5	-	-	NN
A52264	1446	6	sine	sine	NN
A52264	1446	7	of	of	IN
A52264	1446	8	AB	AB	NNP
A52264	1446	9	38.47	38.47	CD
A52264	1446	10	.	.	.
A52264	1447	1	9.893725	9.893725	CD
A52264	1447	2	So	so	RB
A52264	1447	3	is	be	VBZ
A52264	1447	4	the	the	DT
A52264	1447	5	tangent	tangent	NN
A52264	1447	6	of	of	IN
A52264	1447	7	ABE	ABE	NNP
A52264	1447	8	72.40	72.40	CD
A52264	1447	9	.	.	.
A52264	1448	1	10.498641	10.498641	CD
A52264	1448	2	To	to	IN
A52264	1448	3	the	the	DT
A52264	1448	4	co	co	NN
A52264	1448	5	-	-	NN
A52264	1448	6	tangent	tangent	NN
A52264	1448	7	of	of	IN
A52264	1448	8	EAB	EAB	NNP
A52264	1448	9	22.6	22.6	CD
A52264	1448	10	.	.	.
A52264	1449	1	10.392366	10.392366	CD
A52264	1449	2	And	and	CC
A52264	1449	3	because	because	IN
A52264	1449	4	the	the	DT
A52264	1449	5	perpendicular	perpendicular	JJ
A52264	1449	6	falls	fall	VBZ
A52264	1449	7	without	without	IN
A52264	1449	8	the	the	DT
A52264	1449	9	triangle	triangle	NN
A52264	1449	10	,	,	,
A52264	1449	11	and	and	CC
A52264	1449	12	one	one	CD
A52264	1449	13	of	of	IN
A52264	1449	14	the	the	DT
A52264	1449	15	angles	angle	NNS
A52264	1449	16	given	give	VBN
A52264	1449	17	obtuse	obtuse	NN
A52264	1449	18	,	,	,
A52264	1449	19	I	-PRON-	PRP
A52264	1449	20	adde	adde	VBP
A52264	1449	21	the	the	DT
A52264	1449	22	angle	angle	NN
A52264	1449	23	found	find	VBD
A52264	1449	24	EAB	EAB	NNP
A52264	1449	25	22	22	CD
A52264	1449	26	degrees	degree	NNS
A52264	1449	27	6	6	CD
A52264	1449	28	minutes	minute	NNS
A52264	1449	29	to	to	IN
A52264	1449	30	the	the	DT
A52264	1449	31	angle	angle	NN
A52264	1449	32	given	give	VBN
A52264	1449	33	BAC	BAC	NNP
A52264	1449	34	56	56	CD
A52264	1449	35	degrees	degree	NNS
A52264	1449	36	,	,	,
A52264	1449	37	44	44	CD
A52264	1449	38	minutes	minute	NNS
A52264	1449	39	,	,	,
A52264	1449	40	and	and	CC
A52264	1449	41	their	-PRON-	PRP$
A52264	1449	42	aggregate	aggregate	JJ
A52264	1449	43	78	78	CD
A52264	1449	44	degrees	degree	NNS
A52264	1449	45	50	50	CD
A52264	1449	46	minutes	minute	NNS
A52264	1449	47	is	be	VBZ
A52264	1449	48	the	the	DT
A52264	1449	49	angle	angle	NN
A52264	1449	50	EAC	EAC	NNP
A52264	1449	51	,	,	,
A52264	1449	52	the	the	DT
A52264	1449	53	second	second	JJ
A52264	1449	54	arch	arch	NN
A52264	1449	55	;	;	:
A52264	1449	56	and	and	CC
A52264	1449	57	hence	hence	RB
A52264	1449	58	to	to	TO
A52264	1449	59	finde	finde	VB
A52264	1449	60	the	the	DT
A52264	1449	61	angle	angle	NN
A52264	1449	62	at	at	IN
A52264	1449	63	C	C	NNP
A52264	1449	64	,	,	,
A52264	1449	65	I	-PRON-	PRP
A52264	1449	66	say	say	VBP
A52264	1449	67	,	,	,
A52264	1449	68	as	as	IN
A52264	1449	69	before	before	RB
A52264	1449	70	.	.	.
A52264	1450	1	As	as	IN
A52264	1450	2	the	the	DT
A52264	1450	3	sine	sine	NN
A52264	1450	4	of	of	IN
A52264	1450	5	EAB	EAB	NNP
A52264	1450	6	22.6	22.6	CD
A52264	1450	7	.	.	.
A52264	1451	1	co	co	NNP
A52264	1451	2	.	.	.
A52264	1452	1	ar	ar	NNP
A52264	1452	2	.	.	.
A52264	1453	1	0.425300	0.425300	CD
A52264	1453	2	To	to	IN
A52264	1453	3	the	the	DT
A52264	1453	4	sine	sine	NN
A52264	1453	5	of	of	IN
A52264	1453	6	EAC	EAC	NNP
A52264	1453	7	78	78	CD
A52264	1453	8	.	.	.
A52264	1454	1	5	5	CD
A52264	1454	2	●	●	CD
A52264	1454	3	9.991194	9.991194	CD
A52264	1454	4	So	so	RB
A52264	1454	5	is	be	VBZ
A52264	1454	6	the	the	DT
A52264	1454	7	co	co	JJ
A52264	1454	8	-	-	NN
A52264	1454	9	sine	sine	NN
A52264	1454	10	of	of	IN
A52264	1454	11	ABE	ABE	NNP
A52264	1454	12	72.40	72.40	CD
A52264	1454	13	.	.	.
A52264	1455	1	9.480538	9.480538	CD
A52264	1455	2	To	to	IN
A52264	1455	3	the	the	DT
A52264	1455	4	co	co	NN
A52264	1455	5	-	-	NN
A52264	1455	6	sine	sine	NN
A52264	1455	7	of	of	IN
A52264	1455	8	ACB	ACB	NNP
A52264	1455	9	37.92	37.92	CD
A52264	1455	10	.	.	.
A52264	1456	1	9.897032	9.897032	CD
A52264	1456	2	3	3	CD
A52264	1456	3	Example	example	NN
A52264	1456	4	.	.	.
A52264	1457	1	Let	let	VB
A52264	1457	2	there	there	EX
A52264	1457	3	be	be	VB
A52264	1457	4	given	give	VBN
A52264	1457	5	the	the	DT
A52264	1457	6	angles	angle	NNS
A52264	1457	7	BAC	BAC	NNP
A52264	1457	8	56	56	CD
A52264	1457	9	degrees	degree	NNS
A52264	1457	10	44	44	CD
A52264	1457	11	minutes	minute	NNS
A52264	1457	12	,	,	,
A52264	1457	13	and	and	CC
A52264	1457	14	ACB	ACB	NNP
A52264	1457	15	37	37	CD
A52264	1457	16	degrees	degree	NNS
A52264	1457	17	,	,	,
A52264	1457	18	92	92	CD
A52264	1457	19	minutes	minute	NNS
A52264	1457	20	,	,	,
A52264	1457	21	with	with	IN
A52264	1457	22	their	-PRON-	PRP$
A52264	1457	23	contained	contain	VBN
A52264	1457	24	side	side	NN
A52264	1457	25	AC	AC	NNP
A52264	1457	26	74	74	CD
A52264	1457	27	degres	degre	NNS
A52264	1457	28	,	,	,
A52264	1457	29	84	84	CD
A52264	1457	30	minutes	minute	NNS
A52264	1457	31	,	,	,
A52264	1457	32	to	to	TO
A52264	1457	33	finde	finde	VB
A52264	1457	34	the	the	DT
A52264	1457	35	angle	angle	NN
A52264	1457	36	ABC	ABC	NNP
A52264	1457	37	,	,	,
A52264	1457	38	let	let	VBD
A52264	1457	39	fall	fall	VB
A52264	1457	40	the	the	DT
A52264	1457	41	perpendicular	perpendicular	JJ
A52264	1457	42	CD	CD	NNP
A52264	1457	43	,	,	,
A52264	1457	44	and	and	CC
A52264	1457	45	let	let	VB
A52264	1457	46	the	the	DT
A52264	1457	47	side	side	NN
A52264	1457	48	AB	AB	NNP
A52264	1457	49	be	be	VB
A52264	1457	50	continued	continue	VBN
A52264	1457	51	to	to	IN
A52264	1457	52	D	d	NN
A52264	1457	53	,	,	,
A52264	1457	54	then	then	RB
A52264	1457	55	in	in	IN
A52264	1457	56	the	the	DT
A52264	1457	57	right	right	NN
A52264	1457	58	angled	angle	VBN
A52264	1457	59	triangle	triangle	NN
A52264	1457	60	ADC	ADC	NNP
A52264	1457	61	,	,	,
A52264	1457	62	we	-PRON-	PRP
A52264	1457	63	have	have	VBP
A52264	1457	64	known	know	VBN
A52264	1457	65	the	the	DT
A52264	1457	66	hypothenusal	hypothenusal	NN
A52264	1457	67	AC	AC	NNP
A52264	1457	68	,	,	,
A52264	1457	69	and	and	CC
A52264	1457	70	the	the	DT
A52264	1457	71	angle	angle	NN
A52264	1457	72	at	at	IN
A52264	1457	73	the	the	DT
A52264	1457	74	base	base	NN
A52264	1457	75	DAC	DAC	NNP
A52264	1457	76	,	,	,
A52264	1457	77	to	to	IN
A52264	1457	78	finde	finde	NNP
A52264	1457	79	ACD	ACD	NNP
A52264	1457	80	;	;	:
A52264	1457	81	first	first	RB
A52264	1457	82	,	,	,
A52264	1457	83	then	then	RB
A52264	1457	84	I	-PRON-	PRP
A52264	1457	85	say	say	VBP
A52264	1457	86	;	;	:
A52264	1457	87	As	as	IN
A52264	1457	88	the	the	DT
A52264	1457	89	Radius	Radius	NNP
A52264	1457	90	90	90	CD
A52264	1457	91	10.000000	10.000000	CD
A52264	1457	92	To	to	IN
A52264	1457	93	the	the	DT
A52264	1457	94	co	co	NN
A52264	1457	95	-	-	NN
A52264	1457	96	sine	sine	NN
A52264	1457	97	of	of	IN
A52264	1457	98	AC	AC	NNP
A52264	1457	99	74.84	74.84	CD
A52264	1457	100	.	.	.
A52264	1458	1	9.417497	9.417497	CD
A52264	1458	2	So	so	RB
A52264	1458	3	is	be	VBZ
A52264	1458	4	the	the	DT
A52264	1458	5	tangent	tangent	NN
A52264	1458	6	of	of	IN
A52264	1458	7	DAC	DAC	NNP
A52264	1458	8	56.44	56.44	CD
A52264	1458	9	.	.	.
A52264	1459	1	10.178229	10.178229	CD
A52264	1459	2	To	to	IN
A52264	1459	3	the	the	DT
A52264	1459	4	co	co	JJ
A52264	1459	5	-	-	NN
A52264	1459	6	tangent	tangent	NN
A52264	1459	7	of	of	IN
A52264	1459	8	ACD	ACD	NNP
A52264	1459	9	68.48	68.48	CD
A52264	1459	10	.	.	.
A52264	1460	1	9.595726	9.595726	CD
A52264	1460	2	Now	now	RB
A52264	1460	3	because	because	IN
A52264	1460	4	the	the	DT
A52264	1460	5	perpendicular	perpendicular	JJ
A52264	1460	6	falls	fall	VBZ
A52264	1460	7	without	without	IN
A52264	1460	8	the	the	DT
A52264	1460	9	triangle	triangle	NN
A52264	1460	10	,	,	,
A52264	1460	11	and	and	CC
A52264	1460	12	both	both	CC
A52264	1460	13	the	the	DT
A52264	1460	14	angles	angle	NNS
A52264	1460	15	given	give	VBN
A52264	1460	16	acute	acute	JJ
A52264	1460	17	,	,	,
A52264	1460	18	therefore	therefore	RB
A52264	1460	19	I	-PRON-	PRP
A52264	1460	20	substract	substract	VBP
A52264	1460	21	the	the	DT
A52264	1460	22	angle	angle	NN
A52264	1460	23	given	give	VBN
A52264	1460	24	ACB	ACB	NNP
A52264	1460	25	37	37	CD
A52264	1460	26	degrees	degree	NNS
A52264	1460	27	,	,	,
A52264	1460	28	92	92	CD
A52264	1460	29	minutes	minute	NNS
A52264	1460	30	from	from	IN
A52264	1460	31	the	the	DT
A52264	1460	32	angle	angle	NN
A52264	1460	33	found	find	VBD
A52264	1460	34	ACD	ACD	NNP
A52264	1460	35	68	68	CD
A52264	1460	36	degrees	degree	NNS
A52264	1460	37	48	48	CD
A52264	1460	38	minutes	minute	NNS
A52264	1460	39	,	,	,
A52264	1460	40	and	and	CC
A52264	1460	41	their	-PRON-	PRP$
A52264	1460	42	difference	difference	NN
A52264	1460	43	30	30	CD
A52264	1460	44	degrees	degree	NNS
A52264	1460	45	56	56	CD
A52264	1460	46	minutes	minute	NNS
A52264	1460	47	is	be	VBZ
A52264	1460	48	the	the	DT
A52264	1460	49	angle	angle	NN
A52264	1460	50	BCD	BCD	NNP
A52264	1460	51	,	,	,
A52264	1460	52	the	the	DT
A52264	1460	53	second	second	JJ
A52264	1460	54	arch	arch	NN
A52264	1460	55	.	.	.
A52264	1461	1	Hence	hence	RB
A52264	1461	2	to	to	TO
A52264	1461	3	finde	finde	VB
A52264	1461	4	the	the	DT
A52264	1461	5	angle	angle	NN
A52264	1461	6	CBD	CBD	NNP
A52264	1461	7	,	,	,
A52264	1461	8	I	-PRON-	PRP
A52264	1461	9	say	say	VBP
A52264	1461	10	,	,	,
A52264	1461	11	as	as	IN
A52264	1461	12	before	before	RB
A52264	1461	13	;	;	:
A52264	1461	14	As	as	IN
A52264	1461	15	the	the	DT
A52264	1461	16	sine	sine	NN
A52264	1461	17	of	of	IN
A52264	1461	18	ACD	ACD	NNP
A52264	1461	19	68.48	68.48	CD
A52264	1461	20	.	.	.
A52264	1462	1	co	co	NNP
A52264	1462	2	.	.	.
A52264	1463	1	ar	ar	NNP
A52264	1463	2	.	.	.
A52264	1464	1	0.031382	0.031382	CD
A52264	1464	2	To	to	IN
A52264	1464	3	the	the	DT
A52264	1464	4	sine	sine	NN
A52264	1464	5	of	of	IN
A52264	1464	6	BCD	BCD	NNP
A52264	1464	7	30.56	30.56	CD
A52264	1464	8	.	.	.
A52264	1465	1	9.706240	9.706240	CD
A52264	1465	2	So	so	RB
A52264	1465	3	is	be	VBZ
A52264	1465	4	the	the	DT
A52264	1465	5	co	co	JJ
A52264	1465	6	-	-	NN
A52264	1465	7	sine	sine	NN
A52264	1465	8	of	of	IN
A52264	1465	9	DAC	DAC	NNP
A52264	1465	10	56.44	56.44	CD
A52264	1465	11	.	.	.
A52264	1466	1	9.742575	9.742575	CD
A52264	1466	2	To	to	IN
A52264	1466	3	the	the	DT
A52264	1466	4	co	co	NN
A52264	1466	5	-	-	NN
A52264	1466	6	sine	sine	NN
A52264	1466	7	of	of	IN
A52264	1466	8	CBD	CBD	NNP
A52264	1466	9	72.40	72.40	CD
A52264	1466	10	.	.	.
A52264	1467	1	9.480197	9.480197	CD
A52264	1467	2	CASE	case	NN
A52264	1467	3	6	6	CD
A52264	1467	4	.	.	.
A52264	1468	1	Two	two	CD
A52264	1468	2	angles	angle	NNS
A52264	1468	3	and	and	CC
A52264	1468	4	the	the	DT
A52264	1468	5	side	side	NN
A52264	1468	6	between	between	IN
A52264	1468	7	them	-PRON-	PRP
A52264	1468	8	given	give	VBN
A52264	1468	9	to	to	IN
A52264	1468	10	finde	finde	NNP
A52264	1468	11	the	the	DT
A52264	1468	12	other	other	JJ
A52264	1468	13	side	side	NN
A52264	1468	14	.	.	.
A52264	1469	1	First	first	RB
A52264	1469	2	,	,	,
A52264	1469	3	by	by	IN
A52264	1469	4	the	the	DT
A52264	1469	5	ninth	ninth	JJ
A52264	1469	6	case	case	NN
A52264	1469	7	of	of	IN
A52264	1469	8	right	right	JJ
A52264	1469	9	angled	angled	JJ
A52264	1469	10	triangles	triangle	NNS
A52264	1469	11	,	,	,
A52264	1469	12	I	-PRON-	PRP
A52264	1469	13	say	say	VBP
A52264	1469	14	,	,	,
A52264	1469	15	as	as	IN
A52264	1469	16	before	before	RB
A52264	1469	17	;	;	:
A52264	1469	18	As	as	IN
A52264	1469	19	Radius	Radius	NNP
A52264	1469	20	,	,	,
A52264	1469	21	to	to	IN
A52264	1469	22	the	the	DT
A52264	1469	23	co	co	NN
A52264	1469	24	-	-	NN
A52264	1469	25	sine	sine	NN
A52264	1469	26	of	of	IN
A52264	1469	27	the	the	DT
A52264	1469	28	hypothenusal	hypothenusal	NN
A52264	1469	29	;	;	:
A52264	1469	30	so	so	CC
A52264	1469	31	the	the	DT
A52264	1469	32	tangent	tangent	NN
A52264	1469	33	of	of	IN
A52264	1469	34	the	the	DT
A52264	1469	35	angle	angle	NN
A52264	1469	36	at	at	IN
A52264	1469	37	the	the	DT
A52264	1469	38	base	base	NN
A52264	1469	39	,	,	,
A52264	1469	40	to	to	IN
A52264	1469	41	the	the	DT
A52264	1469	42	co	co	NN
A52264	1469	43	-	-	NN
A52264	1469	44	tangent	tangent	NN
A52264	1469	45	of	of	IN
A52264	1469	46	the	the	DT
A52264	1469	47	angle	angle	NN
A52264	1469	48	at	at	IN
A52264	1469	49	the	the	DT
A52264	1469	50	perpendicular	perpendicular	NN
A52264	1469	51	.	.	.
A52264	1470	1	Which	which	WDT
A52264	1470	2	being	be	VBG
A52264	1470	3	added	add	VBN
A52264	1470	4	to	to	IN
A52264	1470	5	or	or	CC
A52264	1470	6	substracted	substracte	VBN
A52264	1470	7	from	from	IN
A52264	1470	8	the	the	DT
A52264	1470	9	other	other	JJ
A52264	1470	10	angle	angle	NN
A52264	1470	11	given	give	VBN
A52264	1470	12	,	,	,
A52264	1470	13	according	accord	VBG
A52264	1470	14	to	to	IN
A52264	1470	15	the	the	DT
A52264	1470	16	direction	direction	NN
A52264	1470	17	of	of	IN
A52264	1470	18	the	the	DT
A52264	1470	19	fift	fift	NN
A52264	1470	20	case	case	NN
A52264	1470	21	,	,	,
A52264	1470	22	giveth	giveth	VBZ
A52264	1470	23	the	the	DT
A52264	1470	24	second	second	JJ
A52264	1470	25	arch	arch	NN
A52264	1470	26	.	.	.
A52264	1471	1	Then	then	RB
A52264	1471	2	by	by	IN
A52264	1471	3	the	the	DT
A52264	1471	4	fourth	fourth	JJ
A52264	1471	5	Consectary	Consectary	NNP
A52264	1471	6	of	of	IN
A52264	1471	7	this	this	DT
A52264	1471	8	Chapter	chapter	NN
A52264	1471	9	,	,	,
A52264	1471	10	As	as	IN
A52264	1471	11	the	the	DT
A52264	1471	12	co	co	NN
A52264	1471	13	-	-	NN
A52264	1471	14	sine	sine	NN
A52264	1471	15	of	of	IN
A52264	1471	16	the	the	DT
A52264	1471	17	first	first	JJ
A52264	1471	18	angle	angle	NN
A52264	1471	19	at	at	IN
A52264	1471	20	the	the	DT
A52264	1471	21	perpendicular	perpendicular	NN
A52264	1471	22	,	,	,
A52264	1471	23	to	to	IN
A52264	1471	24	the	the	DT
A52264	1471	25	co	co	NN
A52264	1471	26	-	-	NN
A52264	1471	27	sine	sine	NN
A52264	1471	28	of	of	IN
A52264	1471	29	the	the	DT
A52264	1471	30	second	second	JJ
A52264	1471	31	;	;	:
A52264	1471	32	so	so	RB
A52264	1471	33	is	be	VBZ
A52264	1471	34	the	the	DT
A52264	1471	35	co	co	JJ
A52264	1471	36	-	-	NN
A52264	1471	37	tangent	tangent	NN
A52264	1471	38	of	of	IN
A52264	1471	39	the	the	DT
A52264	1471	40	first	first	JJ
A52264	1471	41	hypothenusal	hypothenusal	NN
A52264	1471	42	,	,	,
A52264	1471	43	to	to	IN
A52264	1471	44	the	the	DT
A52264	1471	45	co	co	NN
A52264	1471	46	-	-	NN
A52264	1471	47	tangent	tangent	NN
A52264	1471	48	of	of	IN
A52264	1471	49	the	the	DT
A52264	1471	50	second	second	JJ
A52264	1471	51	.	.	.
A52264	1472	1	Example	example	NN
A52264	1472	2	.	.	.
A52264	1473	1	If	if	IN
A52264	1473	2	there	there	EX
A52264	1473	3	were	be	VBD
A52264	1473	4	given	give	VBN
A52264	1473	5	,	,	,
A52264	1473	6	as	as	IN
A52264	1473	7	in	in	IN
A52264	1473	8	the	the	DT
A52264	1473	9	first	first	JJ
A52264	1473	10	example	example	NN
A52264	1473	11	of	of	IN
A52264	1473	12	the	the	DT
A52264	1473	13	last	last	JJ
A52264	1473	14	case	case	NN
A52264	1473	15	,	,	,
A52264	1473	16	the	the	DT
A52264	1473	17	angles	angle	NNS
A52264	1473	18	BAC	BAC	NNP
A52264	1473	19	56	56	CD
A52264	1473	20	degrees	degree	NNS
A52264	1473	21	44	44	CD
A52264	1473	22	minutes	minute	NNS
A52264	1473	23	,	,	,
A52264	1473	24	and	and	CC
A52264	1473	25	ABC	ABC	NNP
A52264	1473	26	107	107	CD
A52264	1473	27	degrees	degree	NNS
A52264	1473	28	60	60	CD
A52264	1473	29	minutes	minute	NNS
A52264	1473	30	,	,	,
A52264	1473	31	with	with	IN
A52264	1473	32	the	the	DT
A52264	1473	33	side	side	NN
A52264	1473	34	AB	AB	NNP
A52264	1473	35	38	38	CD
A52264	1473	36	degrees	degree	NNS
A52264	1473	37	,	,	,
A52264	1473	38	47	47	CD
A52264	1473	39	minutes	minute	NNS
A52264	1473	40	,	,	,
A52264	1473	41	to	to	TO
A52264	1473	42	finde	finde	VB
A52264	1473	43	the	the	DT
A52264	1473	44	side	side	NN
A52264	1473	45	BC	BC	NNP
A52264	1473	46	.	.	.
A52264	1474	1	The	the	DT
A52264	1474	2	first	first	JJ
A52264	1474	3	operation	operation	NN
A52264	1474	4	will	will	MD
A52264	1474	5	be	be	VB
A52264	1474	6	in	in	IN
A52264	1474	7	all	all	DT
A52264	1474	8	things	thing	NNS
A52264	1474	9	the	the	DT
A52264	1474	10	same	same	JJ
A52264	1474	11	,	,	,
A52264	1474	12	and	and	CC
A52264	1474	13	the	the	DT
A52264	1474	14	first	first	JJ
A52264	1474	15	arch	arch	JJ
A52264	1474	16	ABF	ABF	NNP
A52264	1474	17	40	40	CD
A52264	1474	18	degrees	degree	NNS
A52264	1474	19	,	,	,
A52264	1474	20	28	28	CD
A52264	1474	21	minutes	minute	NNS
A52264	1474	22	;	;	:
A52264	1474	23	the	the	DT
A52264	1474	24	second	second	JJ
A52264	1474	25	arch	arch	JJ
A52264	1474	26	FBC	FBC	NNP
A52264	1474	27	67	67	CD
A52264	1474	28	degrees	degree	NNS
A52264	1474	29	,	,	,
A52264	1474	30	32	32	CD
A52264	1474	31	minutes	minute	NNS
A52264	1474	32	.	.	.
A52264	1475	1	Hence	hence	RB
A52264	1475	2	to	to	TO
A52264	1475	3	finde	finde	VB
A52264	1475	4	the	the	DT
A52264	1475	5	side	side	NN
A52264	1475	6	BC	BC	NNP
A52264	1475	7	,	,	,
A52264	1475	8	I	-PRON-	PRP
A52264	1475	9	say	say	VBP
A52264	1475	10	:	:	:
A52264	1475	11	As	as	IN
A52264	1475	12	the	the	DT
A52264	1475	13	co	co	NN
A52264	1475	14	-	-	NN
A52264	1475	15	sine	sine	NN
A52264	1475	16	of	of	IN
A52264	1475	17	ABF	ABF	NNP
A52264	1475	18	40.28	40.28	CD
A52264	1475	19	.	.	.
A52264	1476	1	co	co	NNP
A52264	1476	2	.	.	.
A52264	1477	1	ar	ar	NNP
A52264	1477	2	.	.	.
A52264	1478	1	0.117536	0.117536	CD
A52264	1478	2	To	to	IN
A52264	1478	3	the	the	DT
A52264	1478	4	co	co	NN
A52264	1478	5	-	-	NN
A52264	1478	6	sine	sine	NN
A52264	1478	7	of	of	IN
A52264	1478	8	FBC	FBC	NNP
A52264	1478	9	67.32	67.32	CD
A52264	1478	10	.	.	.
A52264	1479	1	9	9	CD
A52264	1479	2	.	.	.
A52264	1480	1	5861	5861	CD
A52264	1480	2	●	●	NFP
A52264	1480	3	9	9	CD
A52264	1480	4	So	so	RB
A52264	1480	5	is	be	VBZ
A52264	1480	6	the	the	DT
A52264	1480	7	cotangent	cotangent	NN
A52264	1480	8	of	of	IN
A52264	1480	9	AB	AB	NNP
A52264	1480	10	38.47	38.47	CD
A52264	1480	11	.	.	.
A52264	1481	1	10	10	CD
A52264	1481	2	.	.	.
A52264	1482	1	09986	09986	CD
A52264	1482	2	●	●	NFP
A52264	1482	3	To	to	IN
A52264	1482	4	the	the	DT
A52264	1482	5	co	co	NN
A52264	1482	6	-	-	NN
A52264	1482	7	tangent	tangent	NN
A52264	1482	8	of	of	IN
A52264	1482	9	BC	BC	NNP
A52264	1482	10	57.53	57.53	CD
A52264	1482	11	9.803517	9.803517	CD
A52264	1482	12	CASE	case	NN
A52264	1482	13	7	7	CD
A52264	1482	14	.	.	.
A52264	1483	1	Two	two	CD
A52264	1483	2	sides	side	NNS
A52264	1483	3	with	with	IN
A52264	1483	4	an	an	DT
A52264	1483	5	angle	angle	NN
A52264	1483	6	opposite	opposite	NN
A52264	1483	7	to	to	IN
A52264	1483	8	one	one	CD
A52264	1483	9	of	of	IN
A52264	1483	10	them	-PRON-	PRP
A52264	1483	11	,	,	,
A52264	1483	12	to	to	TO
A52264	1483	13	finde	finde	NNP
A52264	1483	14	the	the	DT
A52264	1483	15	third	third	JJ
A52264	1483	16	side	side	NN
A52264	1483	17	.	.	.
A52264	1484	1	First	first	RB
A52264	1484	2	,	,	,
A52264	1484	3	by	by	IN
A52264	1484	4	the	the	DT
A52264	1484	5	seventh	seventh	JJ
A52264	1484	6	case	case	NN
A52264	1484	7	of	of	IN
A52264	1484	8	right	right	JJ
A52264	1484	9	angled	angle	VBN
A52264	1484	10	sphericall	sphericall	NN
A52264	1484	11	triangles	triangle	NNS
A52264	1484	12	,	,	,
A52264	1484	13	I	-PRON-	PRP
A52264	1484	14	say	say	VBP
A52264	1484	15	;	;	:
A52264	1484	16	As	as	IN
A52264	1484	17	Radius	Radius	NNP
A52264	1484	18	,	,	,
A52264	1484	19	to	to	IN
A52264	1484	20	the	the	DT
A52264	1484	21	co	co	NN
A52264	1484	22	-	-	NN
A52264	1484	23	sine	sine	NN
A52264	1484	24	of	of	IN
A52264	1484	25	the	the	DT
A52264	1484	26	angle	angle	NN
A52264	1484	27	at	at	IN
A52264	1484	28	the	the	DT
A52264	1484	29	base	base	NN
A52264	1484	30	;	;	:
A52264	1484	31	so	so	RB
A52264	1484	32	is	be	VBZ
A52264	1484	33	the	the	DT
A52264	1484	34	tangent	tangent	NN
A52264	1484	35	of	of	IN
A52264	1484	36	the	the	DT
A52264	1484	37	hypothenusal	hypothenusal	NN
A52264	1484	38	,	,	,
A52264	1484	39	to	to	IN
A52264	1484	40	the	the	DT
A52264	1484	41	tangent	tangent	NN
A52264	1484	42	of	of	IN
A52264	1484	43	the	the	DT
A52264	1484	44	base	base	NN
A52264	1484	45	,	,	,
A52264	1484	46	or	or	CC
A52264	1484	47	first	first	RB
A52264	1484	48	arch	arch	NN
A52264	1484	49	.	.	.
A52264	1485	1	Then	then	RB
A52264	1485	2	,	,	,
A52264	1485	3	by	by	IN
A52264	1485	4	the	the	DT
A52264	1485	5	first	first	JJ
A52264	1485	6	Consectary	Consectary	NNP
A52264	1485	7	of	of	IN
A52264	1485	8	this	this	DT
A52264	1485	9	Chapter	chapter	NN
A52264	1485	10	,	,	,
A52264	1485	11	the	the	DT
A52264	1485	12	analogie	analogie	NN
A52264	1485	13	is	be	VBZ
A52264	1485	14	,	,	,
A52264	1485	15	As	as	IN
A52264	1485	16	the	the	DT
A52264	1485	17	co	co	NN
A52264	1485	18	-	-	NN
A52264	1485	19	sine	sine	NN
A52264	1485	20	of	of	IN
A52264	1485	21	the	the	DT
A52264	1485	22	first	first	JJ
A52264	1485	23	hypothenusal	hypothenusal	NN
A52264	1485	24	,	,	,
A52264	1485	25	to	to	IN
A52264	1485	26	the	the	DT
A52264	1485	27	co	co	NN
A52264	1485	28	-	-	NN
A52264	1485	29	sine	sine	NN
A52264	1485	30	of	of	IN
A52264	1485	31	the	the	DT
A52264	1485	32	second	second	JJ
A52264	1485	33	;	;	:
A52264	1485	34	so	so	CC
A52264	1485	35	the	the	DT
A52264	1485	36	co	co	NN
A52264	1485	37	-	-	NN
A52264	1485	38	sine	sine	NN
A52264	1485	39	of	of	IN
A52264	1485	40	the	the	DT
A52264	1485	41	first	first	JJ
A52264	1485	42	arch	arch	NN
A52264	1485	43	found	find	VBD
A52264	1485	44	,	,	,
A52264	1485	45	to	to	IN
A52264	1485	46	the	the	DT
A52264	1485	47	co	co	NN
A52264	1485	48	-	-	NN
A52264	1485	49	sine	sine	NN
A52264	1485	50	of	of	IN
A52264	1485	51	the	the	DT
A52264	1485	52	second	second	JJ
A52264	1485	53	.	.	.
A52264	1486	1	Which	which	WDT
A52264	1486	2	being	be	VBG
A52264	1486	3	added	add	VBN
A52264	1486	4	to	to	IN
A52264	1486	5	or	or	CC
A52264	1486	6	substracted	substracte	VBN
A52264	1486	7	from	from	IN
A52264	1486	8	the	the	DT
A52264	1486	9	first	first	JJ
A52264	1486	10	arch	arch	NN
A52264	1486	11	found	find	VBD
A52264	1486	12	,	,	,
A52264	1486	13	according	accord	VBG
A52264	1486	14	to	to	IN
A52264	1486	15	the	the	DT
A52264	1486	16	direction	direction	NN
A52264	1486	17	following	follow	VBG
A52264	1486	18	,	,	,
A52264	1486	19	their	-PRON-	PRP$
A52264	1486	20	sum	sum	NN
A52264	1486	21	or	or	CC
A52264	1486	22	difference	difference	NN
A52264	1486	23	is	be	VBZ
A52264	1486	24	the	the	DT
A52264	1486	25	third	third	JJ
A52264	1486	26	side	side	NN
A52264	1486	27	.	.	.
A52264	1487	1	If	if	IN
A52264	1487	2	the	the	DT
A52264	1487	3	perpendicular	perpendicular	JJ
A52264	1487	4	fall	fall	NN
A52264	1487	5	Within	within	IN
A52264	1487	6	the	the	DT
A52264	1487	7	triangle	triangle	NN
A52264	1487	8	,	,	,
A52264	1487	9	adde	adde	NNP
A52264	1487	10	the	the	DT
A52264	1487	11	first	first	JJ
A52264	1487	12	arch	arch	NN
A52264	1487	13	found	find	VBD
A52264	1487	14	to	to	IN
A52264	1487	15	the	the	DT
A52264	1487	16	second	second	JJ
A52264	1487	17	arch	arch	NN
A52264	1487	18	found	find	VBD
A52264	1487	19	,	,	,
A52264	1487	20	and	and	CC
A52264	1487	21	their	-PRON-	PRP$
A52264	1487	22	aggregate	aggregate	NN
A52264	1487	23	is	be	VBZ
A52264	1487	24	the	the	DT
A52264	1487	25	side	side	NN
A52264	1487	26	required	require	VBN
A52264	1487	27	.	.	.
A52264	1488	1	Without	without	IN
A52264	1488	2	,	,	,
A52264	1488	3	&	&	CC
A52264	1488	4	the	the	DT
A52264	1488	5	angle	angle	NN
A52264	1488	6	given	give	VBN
A52264	1488	7	obtuse	obtuse	NN
A52264	1488	8	,	,	,
A52264	1488	9	substract	substract	VB
A52264	1488	10	the	the	DT
A52264	1488	11	first	first	JJ
A52264	1488	12	arch	arch	NN
A52264	1488	13	found	find	VBN
A52264	1488	14	from	from	IN
A52264	1488	15	the	the	DT
A52264	1488	16	second	second	JJ
A52264	1488	17	arch	arch	NN
A52264	1488	18	found	find	VBD
A52264	1488	19	,	,	,
A52264	1488	20	and	and	CC
A52264	1488	21	what	what	WP
A52264	1488	22	remaineth	remaineth	NNP
A52264	1488	23	is	be	VBZ
A52264	1488	24	the	the	DT
A52264	1488	25	third	third	JJ
A52264	1488	26	side	side	NN
A52264	1488	27	.	.	.
A52264	1489	1	Without	without	IN
A52264	1489	2	,	,	,
A52264	1489	3	&	&	CC
A52264	1489	4	the	the	DT
A52264	1489	5	given	give	VBN
A52264	1489	6	angle	angle	NN
A52264	1489	7	acute	acute	NN
A52264	1489	8	,	,	,
A52264	1489	9	substract	substract	VB
A52264	1489	10	the	the	DT
A52264	1489	11	second	second	JJ
A52264	1489	12	arch	arch	NN
A52264	1489	13	found	find	VBN
A52264	1489	14	from	from	IN
A52264	1489	15	the	the	DT
A52264	1489	16	first	first	JJ
A52264	1489	17	,	,	,
A52264	1489	18	and	and	CC
A52264	1489	19	what	what	WP
A52264	1489	20	remaineth	remaineth	NNP
A52264	1489	21	is	be	VBZ
A52264	1489	22	the	the	DT
A52264	1489	23	side	side	NN
A52264	1489	24	required	require	VBN
A52264	1489	25	.	.	.
A52264	1490	1	1	1	CD
A52264	1490	2	Example	example	NN
A52264	1490	3	.	.	.
A52264	1491	1	In	in	IN
A52264	1491	2	the	the	DT
A52264	1491	3	oblique	oblique	NN
A52264	1491	4	angled	angle	VBN
A52264	1491	5	triangle	triangle	NNP
A52264	1491	6	ABC	ABC	NNP
A52264	1491	7	,	,	,
A52264	1491	8	let	let	VB
A52264	1491	9	there	there	EX
A52264	1491	10	be	be	VB
A52264	1491	11	given	give	VBN
A52264	1491	12	the	the	DT
A52264	1491	13	sides	side	NNS
A52264	1491	14	AB	AB	NNP
A52264	1491	15	38	38	CD
A52264	1491	16	degrees	degree	NNS
A52264	1491	17	,	,	,
A52264	1491	18	47	47	CD
A52264	1491	19	minutes	minute	NNS
A52264	1491	20	,	,	,
A52264	1491	21	and	and	CC
A52264	1491	22	BC	BC	NNP
A52264	1491	23	57	57	CD
A52264	1491	24	degrees	degree	NNS
A52264	1491	25	,	,	,
A52264	1491	26	53	53	CD
A52264	1491	27	minutes	minute	NNS
A52264	1491	28	,	,	,
A52264	1491	29	with	with	IN
A52264	1491	30	the	the	DT
A52264	1491	31	angle	angle	NN
A52264	1491	32	BAC	BAC	NNP
A52264	1491	33	56	56	CD
A52264	1491	34	degrees	degree	NNS
A52264	1491	35	,	,	,
A52264	1491	36	44	44	CD
A52264	1491	37	minutes	minute	NNS
A52264	1491	38	,	,	,
A52264	1491	39	and	and	CC
A52264	1491	40	let	let	VB
A52264	1491	41	the	the	DT
A52264	1491	42	side	side	NN
A52264	1491	43	AC	AC	NNP
A52264	1491	44	be	be	VB
A52264	1491	45	required	require	VBN
A52264	1491	46	.	.	.
A52264	1492	1	First	first	RB
A52264	1492	2	,	,	,
A52264	1492	3	I	-PRON-	PRP
A52264	1492	4	let	let	VBD
A52264	1492	5	fall	fall	VB
A52264	1492	6	the	the	DT
A52264	1492	7	perpendicular	perpendicular	JJ
A52264	1492	8	BF	BF	NNP
A52264	1492	9	,	,	,
A52264	1492	10	and	and	CC
A52264	1492	11	then	then	RB
A52264	1492	12	in	in	IN
A52264	1492	13	the	the	DT
A52264	1492	14	right	right	NN
A52264	1492	15	angled	angle	VBN
A52264	1492	16	triangle	triangle	NN
A52264	1492	17	ABF	ABF	NNP
A52264	1492	18	,	,	,
A52264	1492	19	we	-PRON-	PRP
A52264	1492	20	have	have	VBP
A52264	1492	21	given	give	VBN
A52264	1492	22	the	the	DT
A52264	1492	23	hypothenusal	hypothenusal	NN
A52264	1492	24	AB	AB	NNP
A52264	1492	25	,	,	,
A52264	1492	26	and	and	CC
A52264	1492	27	the	the	DT
A52264	1492	28	angle	angle	NN
A52264	1492	29	at	at	IN
A52264	1492	30	the	the	DT
A52264	1492	31	base	base	NN
A52264	1492	32	BAF	BAF	NNP
A52264	1492	33	,	,	,
A52264	1492	34	to	to	TO
A52264	1492	35	finde	finde	VB
A52264	1492	36	the	the	DT
A52264	1492	37	base	base	NN
A52264	1492	38	AF	AF	NNP
A52264	1492	39	,	,	,
A52264	1492	40	for	for	IN
A52264	1492	41	which	which	WDT
A52264	1492	42	I	-PRON-	PRP
A52264	1492	43	say	say	VBP
A52264	1492	44	:	:	:
A52264	1492	45	As	as	IN
A52264	1492	46	the	the	DT
A52264	1492	47	Radius	Radius	NNP
A52264	1492	48	90	90	CD
A52264	1492	49	10.000000	10.000000	CD
A52264	1492	50	To	to	IN
A52264	1492	51	the	the	DT
A52264	1492	52	co	co	NN
A52264	1492	53	-	-	NN
A52264	1492	54	sine	sine	NN
A52264	1492	55	of	of	IN
A52264	1492	56	BAF	BAF	NNP
A52264	1492	57	56.44	56.44	CD
A52264	1492	58	.	.	.
A52264	1493	1	9.742576	9.742576	CD
A52264	1493	2	So	so	RB
A52264	1493	3	is	be	VBZ
A52264	1493	4	the	the	DT
A52264	1493	5	tangent	tangent	NN
A52264	1493	6	of	of	IN
A52264	1493	7	AB	AB	NNP
A52264	1493	8	38.47	38.47	CD
A52264	1493	9	.	.	.
A52264	1494	1	9.900138	9.900138	CD
A52264	1494	2	To	to	IN
A52264	1494	3	the	the	DT
A52264	1494	4	tangent	tangent	NN
A52264	1494	5	of	of	IN
A52264	1494	6	AF	AF	NNP
A52264	1494	7	23.72	23.72	CD
A52264	1494	8	.	.	.
A52264	1495	1	9.642714	9.642714	CD
A52264	1495	2	Secondly	secondly	RB
A52264	1495	3	,	,	,
A52264	1495	4	for	for	IN
A52264	1495	5	FC	FC	NNP
A52264	1495	6	,	,	,
A52264	1495	7	I	-PRON-	PRP
A52264	1495	8	say	say	VBP
A52264	1495	9	:	:	:
A52264	1495	10	As	as	IN
A52264	1495	11	the	the	DT
A52264	1495	12	co	co	NN
A52264	1495	13	-	-	NN
A52264	1495	14	sine	sine	NN
A52264	1495	15	of	of	IN
A52264	1495	16	AB	AB	NNP
A52264	1495	17	38.47	38.47	CD
A52264	1495	18	.	.	.
A52264	1496	1	co	co	NNP
A52264	1496	2	.	.	.
A52264	1497	1	ar	ar	NNP
A52264	1497	2	.	.	.
A52264	1498	1	0.106275	0.106275	CD
A52264	1498	2	To	to	IN
A52264	1498	3	the	the	DT
A52264	1498	4	co	co	NN
A52264	1498	5	-	-	NN
A52264	1498	6	sine	sine	NN
A52264	1498	7	of	of	IN
A52264	1498	8	BC	BC	NNP
A52264	1498	9	57.53	57.53	CD
A52264	1498	10	.	.	.
A52264	1499	1	9.729859	9.729859	CD
A52264	1499	2	So	so	RB
A52264	1499	3	is	be	VBZ
A52264	1499	4	the	the	DT
A52264	1499	5	co	co	JJ
A52264	1499	6	-	-	NN
A52264	1499	7	sine	sine	NN
A52264	1499	8	of	of	IN
A52264	1499	9	AF	AF	NNP
A52264	1499	10	23.72	23.72	CD
A52264	1499	11	.	.	.
A52264	1500	1	9	9	CD
A52264	1500	2	.	.	.
A52264	1501	1	●	●	NFP
A52264	1501	2	61669	61669	CD
A52264	1501	3	To	to	IN
A52264	1501	4	the	the	DT
A52264	1501	5	co	co	NN
A52264	1501	6	-	-	NN
A52264	1501	7	sine	sine	NN
A52264	1501	8	of	of	IN
A52264	1501	9	FC	FC	NNP
A52264	1501	10	51.12	51.12	CD
A52264	1501	11	.	.	.
A52264	1502	1	9.797803	9.797803	CD
A52264	1502	2	Now	now	RB
A52264	1502	3	because	because	IN
A52264	1502	4	the	the	DT
A52264	1502	5	perpendicular	perpendicular	NN
A52264	1502	6	fell	fall	VBD
A52264	1502	7	within	within	IN
A52264	1502	8	the	the	DT
A52264	1502	9	triangle	triangle	NN
A52264	1502	10	,	,	,
A52264	1502	11	therefore	therefore	RB
A52264	1502	12	I	-PRON-	PRP
A52264	1502	13	adde	adde	VBP
A52264	1502	14	the	the	DT
A52264	1502	15	first	first	JJ
A52264	1502	16	arch	arch	NN
A52264	1502	17	found	find	VBD
A52264	1502	18	AF	AF	NNP
A52264	1502	19	23	23	CD
A52264	1502	20	degrees	degree	NNS
A52264	1502	21	,	,	,
A52264	1502	22	72	72	CD
A52264	1502	23	minutes	minute	NNS
A52264	1502	24	to	to	IN
A52264	1502	25	the	the	DT
A52264	1502	26	second	second	JJ
A52264	1502	27	arch	arch	NN
A52264	1502	28	found	find	VBD
A52264	1502	29	FC	FC	NNP
A52264	1502	30	51	51	CD
A52264	1502	31	degrees	degree	NNS
A52264	1502	32	12	12	CD
A52264	1502	33	minutes	minute	NNS
A52264	1502	34	,	,	,
A52264	1502	35	and	and	CC
A52264	1502	36	their	-PRON-	PRP$
A52264	1502	37	aggregate	aggregate	JJ
A52264	1502	38	74	74	CD
A52264	1502	39	degrees	degree	NNS
A52264	1502	40	,	,	,
A52264	1502	41	84	84	CD
A52264	1502	42	minutes	minute	NNS
A52264	1502	43	is	be	VBZ
A52264	1502	44	AC	AC	NNP
A52264	1502	45	the	the	DT
A52264	1502	46	side	side	NN
A52264	1502	47	required	require	VBN
A52264	1502	48	.	.	.
A52264	1503	1	2	2	CD
A52264	1503	2	Example	example	NN
A52264	1503	3	.	.	.
A52264	1504	1	In	in	IN
A52264	1504	2	the	the	DT
A52264	1504	3	same	same	JJ
A52264	1504	4	triangle	triangle	NN
A52264	1504	5	ABC	ABC	NNP
A52264	1504	6	,	,	,
A52264	1504	7	let	let	VB
A52264	1504	8	there	there	EX
A52264	1504	9	be	be	VB
A52264	1504	10	given	give	VBN
A52264	1504	11	the	the	DT
A52264	1504	12	sides	side	NNS
A52264	1504	13	AB	AB	NNP
A52264	1504	14	38	38	CD
A52264	1504	15	degrees	degree	NNS
A52264	1504	16	,	,	,
A52264	1504	17	47	47	CD
A52264	1504	18	minutes	minute	NNS
A52264	1504	19	and	and	CC
A52264	1504	20	AC	AC	NNP
A52264	1504	21	74	74	CD
A52264	1504	22	degrees	degree	NNS
A52264	1504	23	84	84	CD
A52264	1504	24	minutes	minute	NNS
A52264	1504	25	,	,	,
A52264	1504	26	and	and	CC
A52264	1504	27	the	the	DT
A52264	1504	28	angle	angle	NN
A52264	1504	29	ABC	ABC	NNP
A52264	1504	30	107	107	CD
A52264	1504	31	degrees	degree	NNS
A52264	1504	32	,	,	,
A52264	1504	33	60	60	CD
A52264	1504	34	minutes	minute	NNS
A52264	1504	35	,	,	,
A52264	1504	36	and	and	CC
A52264	1504	37	let	let	VB
A52264	1504	38	BC	BC	NNP
A52264	1504	39	be	be	VB
A52264	1504	40	required	require	VBN
A52264	1504	41	.	.	.
A52264	1505	1	First	first	RB
A52264	1505	2	then	then	RB
A52264	1505	3	,	,	,
A52264	1505	4	I	-PRON-	PRP
A52264	1505	5	let	let	VBD
A52264	1505	6	fall	fall	VB
A52264	1505	7	the	the	DT
A52264	1505	8	perpendicular	perpendicular	JJ
A52264	1505	9	AE	AE	NNP
A52264	1505	10	,	,	,
A52264	1505	11	and	and	CC
A52264	1505	12	continue	continue	VB
A52264	1505	13	the	the	DT
A52264	1505	14	side	side	NN
A52264	1505	15	BC	BC	NNP
A52264	1505	16	to	to	IN
A52264	1505	17	E	E	NNP
A52264	1505	18	,	,	,
A52264	1505	19	and	and	CC
A52264	1505	20	then	then	RB
A52264	1505	21	in	in	IN
A52264	1505	22	the	the	DT
A52264	1505	23	right	right	NN
A52264	1505	24	angled	angle	VBN
A52264	1505	25	triangle	triangle	NN
A52264	1505	26	AEB	AEB	NNP
A52264	1505	27	we	-PRON-	PRP
A52264	1505	28	have	have	VBP
A52264	1505	29	given	give	VBN
A52264	1505	30	the	the	DT
A52264	1505	31	side	side	NN
A52264	1505	32	AB	AB	NNP
A52264	1505	33	38	38	CD
A52264	1505	34	degrees	degree	NNS
A52264	1505	35	,	,	,
A52264	1505	36	47	47	CD
A52264	1505	37	minutes	minute	NNS
A52264	1505	38	,	,	,
A52264	1505	39	and	and	CC
A52264	1505	40	the	the	DT
A52264	1505	41	angle	angle	NN
A52264	1505	42	ABE	ABE	NNP
A52264	1505	43	72	72	CD
A52264	1505	44	degrees	degree	NNS
A52264	1505	45	,	,	,
A52264	1505	46	40	40	CD
A52264	1505	47	minutes	minute	NNS
A52264	1505	48	,	,	,
A52264	1505	49	the	the	DT
A52264	1505	50	complement	complement	NN
A52264	1505	51	of	of	IN
A52264	1505	52	ABC	ABC	NNP
A52264	1505	53	,	,	,
A52264	1505	54	to	to	TO
A52264	1505	55	finde	finde	VB
A52264	1505	56	EB	EB	NNP
A52264	1505	57	:	:	:
A52264	1505	58	for	for	IN
A52264	1505	59	which	which	WDT
A52264	1505	60	I	-PRON-	PRP
A52264	1505	61	say	say	VBP
A52264	1505	62	:	:	:
A52264	1505	63	As	as	IN
A52264	1505	64	the	the	DT
A52264	1505	65	Radius	Radius	NNP
A52264	1505	66	90	90	CD
A52264	1505	67	10.000000	10.000000	CD
A52264	1505	68	To	to	IN
A52264	1505	69	the	the	DT
A52264	1505	70	co	co	NN
A52264	1505	71	-	-	NN
A52264	1505	72	sine	sine	NN
A52264	1505	73	of	of	IN
A52264	1505	74	ABE	ABE	NNP
A52264	1505	75	72.40	72.40	CD
A52264	1505	76	.	.	.
A52264	1506	1	9.480538	9.480538	CD
A52264	1506	2	So	so	RB
A52264	1506	3	is	be	VBZ
A52264	1506	4	the	the	DT
A52264	1506	5	tangent	tangent	NN
A52264	1506	6	of	of	IN
A52264	1506	7	AB	AB	NNP
A52264	1506	8	38.47	38.47	CD
A52264	1506	9	.	.	.
A52264	1507	1	9.900138	9.900138	CD
A52264	1507	2	To	to	IN
A52264	1507	3	the	the	DT
A52264	1507	4	tangent	tangent	NN
A52264	1507	5	of	of	IN
A52264	1507	6	EB	EB	NNP
A52264	1507	7	13.51	13.51	CD
A52264	1507	8	.	.	.
A52264	1508	1	9.380676	9.380676	CD
A52264	1508	2	Secondly	secondly	RB
A52264	1508	3	,	,	,
A52264	1508	4	to	to	IN
A52264	1508	5	finde	finde	NNP
A52264	1508	6	EC	EC	NNP
A52264	1508	7	,	,	,
A52264	1508	8	I	-PRON-	PRP
A52264	1508	9	say	say	VBP
A52264	1508	10	:	:	:
A52264	1508	11	As	as	IN
A52264	1508	12	the	the	DT
A52264	1508	13	co	co	NN
A52264	1508	14	-	-	NN
A52264	1508	15	sine	sine	NN
A52264	1508	16	of	of	IN
A52264	1508	17	AB	AB	NNP
A52264	1508	18	38.47	38.47	CD
A52264	1508	19	.	.	.
A52264	1509	1	co	co	NNP
A52264	1509	2	.	.	.
A52264	1510	1	ar	ar	NNP
A52264	1510	2	.	.	.
A52264	1511	1	9.106275	9.106275	CD
A52264	1511	2	To	to	IN
A52264	1511	3	the	the	DT
A52264	1511	4	co	co	NN
A52264	1511	5	-	-	NN
A52264	1511	6	sine	sine	NN
A52264	1511	7	of	of	IN
A52264	1511	8	AC	AC	NNP
A52264	1511	9	74.84	74.84	CD
A52264	1511	10	.	.	.
A52264	1512	1	9	9	CD
A52264	1512	2	.	.	.
A52264	1513	1	●	●	NFP
A52264	1513	2	17497	17497	CD
A52264	1513	3	So	so	RB
A52264	1513	4	is	be	VBZ
A52264	1513	5	the	the	DT
A52264	1513	6	co	co	JJ
A52264	1513	7	-	-	NN
A52264	1513	8	sine	sine	NN
A52264	1513	9	of	of	IN
A52264	1513	10	EB	EB	NNP
A52264	1513	11	13.51	13.51	CD
A52264	1513	12	.	.	.
A52264	1514	1	9.987813	9.987813	CD
A52264	1514	2	To	to	IN
A52264	1514	3	the	the	DT
A52264	1514	4	co	co	NN
A52264	1514	5	-	-	NN
A52264	1514	6	sine	sine	NN
A52264	1514	7	of	of	IN
A52264	1514	8	EC	EC	NNP
A52264	1514	9	71.4	71.4	CD
A52264	1514	10	.	.	.
A52264	1515	1	9.511585	9.511585	CD
A52264	1515	2	Now	now	RB
A52264	1515	3	because	because	IN
A52264	1515	4	the	the	DT
A52264	1515	5	perpendicular	perpendicular	JJ
A52264	1515	6	falls	fall	VBZ
A52264	1515	7	without	without	IN
A52264	1515	8	the	the	DT
A52264	1515	9	triangle	triangle	NN
A52264	1515	10	,	,	,
A52264	1515	11	and	and	CC
A52264	1515	12	the	the	DT
A52264	1515	13	given	give	VBN
A52264	1515	14	angle	angle	NN
A52264	1515	15	obtuse	obtuse	NN
A52264	1515	16	,	,	,
A52264	1515	17	therefore	therefore	RB
A52264	1515	18	I	-PRON-	PRP
A52264	1515	19	substract	substract	VBP
A52264	1515	20	the	the	DT
A52264	1515	21	first	first	JJ
A52264	1515	22	arch	arch	NN
A52264	1515	23	found	find	VBD
A52264	1515	24	EB	EB	NNP
A52264	1515	25	13	13	CD
A52264	1515	26	degrees	degree	NNS
A52264	1515	27	51	51	CD
A52264	1515	28	minutes	minute	NNS
A52264	1515	29	,	,	,
A52264	1515	30	from	from	IN
A52264	1515	31	the	the	DT
A52264	1515	32	second	second	JJ
A52264	1515	33	arch	arch	NN
A52264	1515	34	EC	EC	NNP
A52264	1515	35	71	71	CD
A52264	1515	36	degrees	degree	NNS
A52264	1515	37	,	,	,
A52264	1515	38	4	4	CD
A52264	1515	39	minutes	minute	NNS
A52264	1515	40	,	,	,
A52264	1515	41	and	and	CC
A52264	1515	42	their	-PRON-	PRP$
A52264	1515	43	difference	difference	NN
A52264	1515	44	57	57	CD
A52264	1515	45	degrees	degree	NNS
A52264	1515	46	,	,	,
A52264	1515	47	53	53	CD
A52264	1515	48	minutes	minute	NNS
A52264	1515	49	is	be	VBZ
A52264	1515	50	BC	BC	NNP
A52264	1515	51	,	,	,
A52264	1515	52	the	the	DT
A52264	1515	53	side	side	NN
A52264	1515	54	required	require	VBN
A52264	1515	55	.	.	.
A52264	1516	1	3	3	CD
A52264	1516	2	Example	example	NN
A52264	1516	3	.	.	.
A52264	1517	1	In	in	IN
A52264	1517	2	the	the	DT
A52264	1517	3	same	same	JJ
A52264	1517	4	triangle	triangle	NN
A52264	1517	5	ABC	ABC	NNP
A52264	1517	6	,	,	,
A52264	1517	7	let	let	VB
A52264	1517	8	there	there	EX
A52264	1517	9	be	be	VB
A52264	1517	10	given	give	VBN
A52264	1517	11	the	the	DT
A52264	1517	12	sides	side	NNS
A52264	1517	13	AC	AC	NNP
A52264	1517	14	74	74	CD
A52264	1517	15	degrees	degree	NNS
A52264	1517	16	,	,	,
A52264	1517	17	84	84	CD
A52264	1517	18	minutes	minute	NNS
A52264	1517	19	,	,	,
A52264	1517	20	and	and	CC
A52264	1517	21	BC	BC	NNP
A52264	1517	22	57	57	CD
A52264	1517	23	degrees	degree	NNS
A52264	1517	24	,	,	,
A52264	1517	25	53	53	CD
A52264	1517	26	minutes	minute	NNS
A52264	1517	27	,	,	,
A52264	1517	28	and	and	CC
A52264	1517	29	the	the	DT
A52264	1517	30	angle	angle	NN
A52264	1517	31	BAC	BAC	NNP
A52264	1517	32	56	56	CD
A52264	1517	33	deg	deg	NN
A52264	1517	34	.	.	.
A52264	1518	1	44	44	CD
A52264	1518	2	min	min	NN
A52264	1518	3	.	.	.
A52264	1519	1	to	to	TO
A52264	1519	2	finde	finde	NNP
A52264	1519	3	the	the	DT
A52264	1519	4	side	side	NN
A52264	1519	5	AB	AB	NNP
A52264	1519	6	:	:	:
A52264	1519	7	I	-PRON-	PRP
A52264	1519	8	let	let	VBD
A52264	1519	9	fall	fall	VB
A52264	1519	10	the	the	DT
A52264	1519	11	perpendicular	perpendicular	JJ
A52264	1519	12	DC	DC	NNP
A52264	1519	13	,	,	,
A52264	1519	14	and	and	CC
A52264	1519	15	continue	continue	VB
A52264	1519	16	the	the	DT
A52264	1519	17	side	side	NN
A52264	1519	18	AB	ab	NN
A52264	1519	19	to	to	IN
A52264	1519	20	D	d	NN
A52264	1519	21	,	,	,
A52264	1519	22	then	then	RB
A52264	1519	23	in	in	IN
A52264	1519	24	the	the	DT
A52264	1519	25	right	right	NN
A52264	1519	26	angled	angle	VBN
A52264	1519	27	triangle	triangle	NNP
A52264	1519	28	ADC	ADC	NNP
A52264	1519	29	we	-PRON-	PRP
A52264	1519	30	have	have	VBP
A52264	1519	31	given	give	VBN
A52264	1519	32	the	the	DT
A52264	1519	33	hypothenusal	hypothenusal	NN
A52264	1519	34	AC	AC	NNP
A52264	1519	35	,	,	,
A52264	1519	36	and	and	CC
A52264	1519	37	the	the	DT
A52264	1519	38	angle	angle	NN
A52264	1519	39	at	at	IN
A52264	1519	40	A	A	NNP
A52264	1519	41	,	,	,
A52264	1519	42	to	to	IN
A52264	1519	43	finde	finde	NNP
A52264	1519	44	AD	ad	NN
A52264	1519	45	.	.	.
A52264	1520	1	As	as	IN
A52264	1520	2	the	the	DT
A52264	1520	3	Radius	Radius	NNP
A52264	1520	4	90	90	CD
A52264	1520	5	10.000000	10.000000	CD
A52264	1520	6	To	to	IN
A52264	1520	7	the	the	DT
A52264	1520	8	co	co	NN
A52264	1520	9	-	-	NN
A52264	1520	10	sine	sine	NN
A52264	1520	11	of	of	IN
A52264	1520	12	BAC	BAC	NNP
A52264	1520	13	56.44	56.44	CD
A52264	1520	14	.	.	.
A52264	1521	1	9.742576	9.742576	CD
A52264	1521	2	So	so	RB
A52264	1521	3	is	be	VBZ
A52264	1521	4	the	the	DT
A52264	1521	5	tangent	tangent	NN
A52264	1521	6	of	of	IN
A52264	1521	7	AC	AC	NNP
A52264	1521	8	74.84	74.84	CD
A52264	1521	9	.	.	.
A52264	1522	1	10.567119	10.567119	CD
A52264	1522	2	To	to	IN
A52264	1522	3	the	the	DT
A52264	1522	4	tangent	tangent	NN
A52264	1522	5	of	of	IN
A52264	1522	6	AD	ad	NN
A52264	1522	7	63.89	63.89	CD
A52264	1522	8	.	.	.
A52264	1523	1	10.309695	10.309695	CD
A52264	1523	2	Secondly	secondly	RB
A52264	1523	3	,	,	,
A52264	1523	4	to	to	IN
A52264	1523	5	finde	finde	NNP
A52264	1523	6	DB	DB	NNP
A52264	1523	7	,	,	,
A52264	1523	8	I	-PRON-	PRP
A52264	1523	9	say	say	VBP
A52264	1523	10	:	:	:
A52264	1523	11	As	as	IN
A52264	1523	12	the	the	DT
A52264	1523	13	co	co	NN
A52264	1523	14	-	-	NN
A52264	1523	15	sine	sine	NN
A52264	1523	16	of	of	IN
A52264	1523	17	AC	AC	NNP
A52264	1523	18	74.84	74.84	CD
A52264	1523	19	.	.	.
A52264	1524	1	co	co	NNP
A52264	1524	2	.	.	.
A52264	1525	1	ar	ar	NNP
A52264	1525	2	.	.	.
A52264	1526	1	0.582503	0.582503	CD
A52264	1526	2	To	to	IN
A52264	1526	3	the	the	DT
A52264	1526	4	co	co	NN
A52264	1526	5	-	-	NN
A52264	1526	6	sine	sine	NN
A52264	1526	7	of	of	IN
A52264	1526	8	BC	BC	NNP
A52264	1526	9	57.53	57.53	CD
A52264	1526	10	.	.	.
A52264	1527	1	9.729859	9.729859	CD
A52264	1527	2	So	so	RB
A52264	1527	3	is	be	VBZ
A52264	1527	4	the	the	DT
A52264	1527	5	co	co	JJ
A52264	1527	6	-	-	NN
A52264	1527	7	sine	sine	NN
A52264	1527	8	of	of	IN
A52264	1527	9	AD	ad	NN
A52264	1527	10	63.89	63.89	CD
A52264	1527	11	.	.	.
A52264	1528	1	9.643547	9.643547	CD
A52264	1528	2	To	to	IN
A52264	1528	3	the	the	DT
A52264	1528	4	co	co	NN
A52264	1528	5	-	-	NN
A52264	1528	6	sine	sine	NN
A52264	1528	7	of	of	IN
A52264	1528	8	DB	DB	NNP
A52264	1528	9	25.39	25.39	CD
A52264	1528	10	.	.	.
A52264	1529	1	9	9	CD
A52264	1529	2	.	.	.
A52264	1530	1	95	95	CD
A52264	1530	2	●	●	CD
A52264	1530	3	909	909	CD
A52264	1530	4	Now	now	RB
A52264	1530	5	because	because	IN
A52264	1530	6	the	the	DT
A52264	1530	7	perpendicular	perpendicular	JJ
A52264	1530	8	falls	fall	VBZ
A52264	1530	9	without	without	IN
A52264	1530	10	the	the	DT
A52264	1530	11	triangle	triangle	NN
A52264	1530	12	,	,	,
A52264	1530	13	and	and	CC
A52264	1530	14	the	the	DT
A52264	1530	15	angle	angle	NN
A52264	1530	16	given	give	VBN
A52264	1530	17	acute	acute	JJ
A52264	1530	18	,	,	,
A52264	1530	19	therefore	therefore	RB
A52264	1530	20	I	-PRON-	PRP
A52264	1530	21	substract	substract	VBP
A52264	1530	22	the	the	DT
A52264	1530	23	second	second	JJ
A52264	1530	24	arch	arch	NN
A52264	1530	25	found	find	VBD
A52264	1530	26	DB	DB	NNP
A52264	1530	27	25	25	CD
A52264	1530	28	degrees	degree	NNS
A52264	1530	29	,	,	,
A52264	1530	30	39	39	CD
A52264	1530	31	minutes	minute	NNS
A52264	1530	32	,	,	,
A52264	1530	33	from	from	IN
A52264	1530	34	the	the	DT
A52264	1530	35	first	first	JJ
A52264	1530	36	arch	arch	NN
A52264	1530	37	found	find	VBN
A52264	1530	38	AD	ad	NN
A52264	1530	39	63	63	CD
A52264	1530	40	degrees	degree	NNS
A52264	1530	41	89	89	CD
A52264	1530	42	minutes	minute	NNS
A52264	1530	43	,	,	,
A52264	1530	44	and	and	CC
A52264	1530	45	their	-PRON-	PRP$
A52264	1530	46	difference	difference	NN
A52264	1530	47	38	38	CD
A52264	1530	48	degrees	degree	NNS
A52264	1530	49	50	50	CD
A52264	1530	50	minutes	minute	NNS
A52264	1530	51	is	be	VBZ
A52264	1530	52	AB	AB	NNP
A52264	1530	53	,	,	,
A52264	1530	54	the	the	DT
A52264	1530	55	side	side	NN
A52264	1530	56	required	require	VBN
A52264	1530	57	.	.	.
A52264	1531	1	CASE	CASE	NNP
A52264	1531	2	8	8	CD
A52264	1531	3	.	.	.
A52264	1532	1	Two	two	CD
A52264	1532	2	sides	side	NNS
A52264	1532	3	with	with	IN
A52264	1532	4	an	an	DT
A52264	1532	5	angle	angle	NN
A52264	1532	6	opposite	opposite	NN
A52264	1532	7	to	to	IN
A52264	1532	8	one	one	CD
A52264	1532	9	of	of	IN
A52264	1532	10	them	-PRON-	PRP
A52264	1532	11	being	be	VBG
A52264	1532	12	given	give	VBN
A52264	1532	13	,	,	,
A52264	1532	14	to	to	TO
A52264	1532	15	finde	finde	VB
A52264	1532	16	their	-PRON-	PRP$
A52264	1532	17	contained	contained	JJ
A52264	1532	18	angle	angle	NN
A52264	1532	19	.	.	.
A52264	1533	1	First	first	RB
A52264	1533	2	,	,	,
A52264	1533	3	by	by	IN
A52264	1533	4	the	the	DT
A52264	1533	5	ninth	ninth	JJ
A52264	1533	6	case	case	NN
A52264	1533	7	of	of	IN
A52264	1533	8	right	right	JJ
A52264	1533	9	angled	angle	VBN
A52264	1533	10	spherical	spherical	JJ
A52264	1533	11	triangles	triangle	NNS
A52264	1533	12	,	,	,
A52264	1533	13	I	-PRON-	PRP
A52264	1533	14	say	say	VBP
A52264	1533	15	;	;	:
A52264	1533	16	As	as	IN
A52264	1533	17	Radius	Radius	NNP
A52264	1533	18	,	,	,
A52264	1533	19	to	to	IN
A52264	1533	20	the	the	DT
A52264	1533	21	co	co	NN
A52264	1533	22	-	-	NN
A52264	1533	23	sine	sine	NN
A52264	1533	24	of	of	IN
A52264	1533	25	the	the	DT
A52264	1533	26	hypothenusal	hypothenusal	NN
A52264	1533	27	;	;	:
A52264	1533	28	so	so	CC
A52264	1533	29	the	the	DT
A52264	1533	30	tangent	tangent	NN
A52264	1533	31	of	of	IN
A52264	1533	32	the	the	DT
A52264	1533	33	angle	angle	NN
A52264	1533	34	at	at	IN
A52264	1533	35	the	the	DT
A52264	1533	36	base	base	NN
A52264	1533	37	,	,	,
A52264	1533	38	to	to	IN
A52264	1533	39	the	the	DT
A52264	1533	40	co	co	NN
A52264	1533	41	-	-	NN
A52264	1533	42	tangent	tangent	NN
A52264	1533	43	of	of	IN
A52264	1533	44	the	the	DT
A52264	1533	45	angle	angle	NN
A52264	1533	46	at	at	IN
A52264	1533	47	the	the	DT
A52264	1533	48	perpendicular	perpendicular	NN
A52264	1533	49	.	.	.
A52264	1534	1	Then	then	RB
A52264	1534	2	,	,	,
A52264	1534	3	by	by	IN
A52264	1534	4	the	the	DT
A52264	1534	5	fourth	fourth	JJ
A52264	1534	6	Consectary	Consectary	NNP
A52264	1534	7	of	of	IN
A52264	1534	8	this	this	DT
A52264	1534	9	Chapter	chapter	NN
A52264	1534	10	,	,	,
A52264	1534	11	the	the	DT
A52264	1534	12	proportion	proportion	NN
A52264	1534	13	is	be	VBZ
A52264	1534	14	:	:	:
A52264	1534	15	As	as	IN
A52264	1534	16	the	the	DT
A52264	1534	17	co	co	NN
A52264	1534	18	-	-	NN
A52264	1534	19	tangent	tangent	NN
A52264	1534	20	of	of	IN
A52264	1534	21	the	the	DT
A52264	1534	22	first	first	JJ
A52264	1534	23	hypothenusal	hypothenusal	NN
A52264	1534	24	,	,	,
A52264	1534	25	to	to	IN
A52264	1534	26	the	the	DT
A52264	1534	27	co	co	NN
A52264	1534	28	-	-	NN
A52264	1534	29	tangent	tangent	NN
A52264	1534	30	of	of	IN
A52264	1534	31	the	the	DT
A52264	1534	32	second	second	JJ
A52264	1534	33	;	;	:
A52264	1534	34	so	so	CC
A52264	1534	35	the	the	DT
A52264	1534	36	co	co	NN
A52264	1534	37	-	-	NN
A52264	1534	38	sine	sine	NN
A52264	1534	39	of	of	IN
A52264	1534	40	the	the	DT
A52264	1534	41	first	first	JJ
A52264	1534	42	angle	angle	NN
A52264	1534	43	at	at	IN
A52264	1534	44	the	the	DT
A52264	1534	45	perpendicular	perpendicular	NN
A52264	1534	46	,	,	,
A52264	1534	47	to	to	IN
A52264	1534	48	the	the	DT
A52264	1534	49	co	co	NN
A52264	1534	50	-	-	NN
A52264	1534	51	sine	sine	NN
A52264	1534	52	of	of	IN
A52264	1534	53	the	the	DT
A52264	1534	54	second	second	JJ
A52264	1534	55	:	:	:
A52264	1534	56	which	which	WDT
A52264	1534	57	being	be	VBG
A52264	1534	58	added	add	VBN
A52264	1534	59	to	to	IN
A52264	1534	60	,	,	,
A52264	1534	61	or	or	CC
A52264	1534	62	substracted	substracte	VBN
A52264	1534	63	from	from	IN
A52264	1534	64	the	the	DT
A52264	1534	65	first	first	JJ
A52264	1534	66	arch	arch	NN
A52264	1534	67	found	find	VBD
A52264	1534	68	,	,	,
A52264	1534	69	according	accord	VBG
A52264	1534	70	to	to	IN
A52264	1534	71	the	the	DT
A52264	1534	72	direction	direction	NN
A52264	1534	73	of	of	IN
A52264	1534	74	the	the	DT
A52264	1534	75	seventh	seventh	JJ
A52264	1534	76	case	case	NN
A52264	1534	77	,	,	,
A52264	1534	78	giveth	giveth	VBZ
A52264	1534	79	the	the	DT
A52264	1534	80	angle	angle	NN
A52264	1534	81	sought	seek	VBD
A52264	1534	82	.	.	.
A52264	1535	1	Example	example	NN
A52264	1535	2	.	.	.
A52264	1536	1	If	if	IN
A52264	1536	2	there	there	EX
A52264	1536	3	were	be	VBD
A52264	1536	4	given	give	VBN
A52264	1536	5	,	,	,
A52264	1536	6	as	as	IN
A52264	1536	7	in	in	IN
A52264	1536	8	the	the	DT
A52264	1536	9	first	first	JJ
A52264	1536	10	example	example	NN
A52264	1536	11	of	of	IN
A52264	1536	12	the	the	DT
A52264	1536	13	last	last	JJ
A52264	1536	14	case	case	NN
A52264	1536	15	,	,	,
A52264	1536	16	the	the	DT
A52264	1536	17	sides	side	NNS
A52264	1536	18	AB	AB	NNP
A52264	1536	19	38	38	CD
A52264	1536	20	deg	deg	NN
A52264	1536	21	.	.	.
A52264	1537	1	47	47	CD
A52264	1537	2	min	min	NN
A52264	1537	3	.	.	.
A52264	1538	1	and	and	CC
A52264	1538	2	BC	BC	NNP
A52264	1538	3	57	57	CD
A52264	1538	4	deg	deg	NNP
A52264	1538	5	.	.	.
A52264	1539	1	53	53	CD
A52264	1539	2	min	min	NN
A52264	1539	3	.	.	.
A52264	1540	1	with	with	IN
A52264	1540	2	the	the	DT
A52264	1540	3	angle	angle	NN
A52264	1540	4	BAC	BAC	NNP
A52264	1540	5	56	56	CD
A52264	1540	6	deg	deg	NN
A52264	1540	7	.	.	.
A52264	1541	1	44	44	CD
A52264	1541	2	min	min	NN
A52264	1541	3	.	.	.
A52264	1542	1	to	to	TO
A52264	1542	2	finde	finde	NNP
A52264	1542	3	the	the	DT
A52264	1542	4	obtuse	obtuse	JJ
A52264	1542	5	angle	angle	NN
A52264	1542	6	ABC	ABC	NNP
A52264	1542	7	.	.	.
A52264	1543	1	The	the	DT
A52264	1543	2	perpendicular	perpendicular	JJ
A52264	1543	3	BF	bf	NN
A52264	1543	4	falling	fall	VBG
A52264	1543	5	within	within	IN
A52264	1543	6	the	the	DT
A52264	1543	7	triangle	triangle	NN
A52264	1543	8	,	,	,
A52264	1543	9	then	then	RB
A52264	1543	10	in	in	IN
A52264	1543	11	the	the	DT
A52264	1543	12	right	right	NN
A52264	1543	13	angled	angle	VBN
A52264	1543	14	triangle	triangle	NN
A52264	1543	15	ABF	ABF	NNP
A52264	1543	16	,	,	,
A52264	1543	17	we	-PRON-	PRP
A52264	1543	18	have	have	VBP
A52264	1543	19	knowne	knowne	NNP
A52264	1543	20	the	the	DT
A52264	1543	21	hypothenusal	hypothenusal	NN
A52264	1543	22	AB	AB	NNP
A52264	1543	23	,	,	,
A52264	1543	24	and	and	CC
A52264	1543	25	the	the	DT
A52264	1543	26	angle	angle	NN
A52264	1543	27	at	at	IN
A52264	1543	28	A	A	NNP
A52264	1543	29	,	,	,
A52264	1543	30	to	to	TO
A52264	1543	31	finde	finde	VB
A52264	1543	32	the	the	DT
A52264	1543	33	angle	angle	NN
A52264	1543	34	ABF	ABF	NNP
A52264	1543	35	,	,	,
A52264	1543	36	I	-PRON-	PRP
A52264	1543	37	say	say	VBP
A52264	1543	38	then	then	RB
A52264	1543	39	,	,	,
A52264	1543	40	As	as	IN
A52264	1543	41	the	the	DT
A52264	1543	42	Radius	Radius	NNP
A52264	1543	43	90	90	CD
A52264	1543	44	,	,	,
A52264	1543	45	10.000000	10.000000	CD
A52264	1543	46	Is	be	VBZ
A52264	1543	47	to	to	IN
A52264	1543	48	the	the	DT
A52264	1543	49	co	co	NN
A52264	1543	50	-	-	NN
A52264	1543	51	sine	sine	NN
A52264	1543	52	of	of	IN
A52264	1543	53	AB	AB	NNP
A52264	1543	54	38.47	38.47	CD
A52264	1543	55	.	.	.
A52264	1544	1	9	9	CD
A52264	1544	2	●	●	CD
A52264	1544	3	93725	93725	CD
A52264	1544	4	So	so	RB
A52264	1544	5	is	be	VBZ
A52264	1544	6	the	the	DT
A52264	1544	7	tangent	tangent	NN
A52264	1544	8	of	of	IN
A52264	1544	9	BAF	BAF	NNP
A52264	1544	10	56.44	56.44	CD
A52264	1544	11	.	.	.
A52264	1545	1	10.178229	10.178229	CD
A52264	1545	2	To	to	IN
A52264	1545	3	the	the	DT
A52264	1545	4	co	co	JJ
A52264	1545	5	-	-	NN
A52264	1545	6	tang	tang	JJ
A52264	1545	7	.	.	.
A52264	1546	1	of	of	IN
A52264	1546	2	ABF	ABF	NNP
A52264	1546	3	40.28	40.28	CD
A52264	1546	4	.	.	.
A52264	1547	1	10.071954	10.071954	CD
A52264	1547	2	Secondly	secondly	RB
A52264	1547	3	,	,	,
A52264	1547	4	to	to	TO
A52264	1547	5	finde	finde	NN
A52264	1547	6	FBC	FBC	NNP
A52264	1547	7	,	,	,
A52264	1547	8	I	-PRON-	PRP
A52264	1547	9	say	say	VBP
A52264	1547	10	:	:	:
A52264	1547	11	As	as	IN
A52264	1547	12	the	the	DT
A52264	1547	13	co	co	NN
A52264	1547	14	-	-	NN
A52264	1547	15	tangent	tangent	NN
A52264	1547	16	of	of	IN
A52264	1547	17	AB	AB	NNP
A52264	1547	18	38.47	38.47	CD
A52264	1547	19	.	.	.
A52264	1548	1	9.900138	9.900138	CD
A52264	1548	2	To	to	IN
A52264	1548	3	the	the	DT
A52264	1548	4	co	co	NN
A52264	1548	5	-	-	NN
A52264	1548	6	tangent	tangent	NN
A52264	1548	7	of	of	IN
A52264	1548	8	BC	BC	NNP
A52264	1548	9	57.53	57.53	CD
A52264	1548	10	.	.	.
A52264	1549	1	9	9	CD
A52264	1549	2	.	.	.
A52264	1550	1	●	●	NFP
A52264	1550	2	03686	03686	CD
A52264	1550	3	So	so	RB
A52264	1550	4	is	be	VBZ
A52264	1550	5	the	the	DT
A52264	1550	6	co	co	JJ
A52264	1550	7	-	-	NN
A52264	1550	8	sine	sine	NN
A52264	1550	9	of	of	IN
A52264	1550	10	ABF	ABF	NNP
A52264	1550	11	40.28	40.28	CD
A52264	1550	12	.	.	.
A52264	1551	1	9.882464	9.882464	CD
A52264	1551	2	To	to	IN
A52264	1551	3	the	the	DT
A52264	1551	4	co	co	NN
A52264	1551	5	-	-	NN
A52264	1551	6	sine	sine	NN
A52264	1551	7	of	of	IN
A52264	1551	8	FBC	FBC	NNP
A52264	1551	9	67.32	67.32	CD
A52264	1551	10	.	.	.
A52264	1552	1	9.586288	9.586288	CD
A52264	1552	2	Now	now	RB
A52264	1552	3	because	because	IN
A52264	1552	4	the	the	DT
A52264	1552	5	perpendicular	perpendicular	JJ
A52264	1552	6	falls	fall	VBZ
A52264	1552	7	within	within	IN
A52264	1552	8	the	the	DT
A52264	1552	9	triangle	triangle	NN
A52264	1552	10	,	,	,
A52264	1552	11	I	-PRON-	PRP
A52264	1552	12	adde	adde	VBP
A52264	1552	13	the	the	DT
A52264	1552	14	first	first	JJ
A52264	1552	15	arch	arch	NN
A52264	1552	16	found	find	VBD
A52264	1552	17	ABF	ABF	NNP
A52264	1552	18	40	40	CD
A52264	1552	19	degrees	degree	NNS
A52264	1552	20	,	,	,
A52264	1552	21	28	28	CD
A52264	1552	22	minutes	minute	NNS
A52264	1552	23	,	,	,
A52264	1552	24	to	to	IN
A52264	1552	25	the	the	DT
A52264	1552	26	second	second	JJ
A52264	1552	27	arch	arch	NN
A52264	1552	28	found	find	VBD
A52264	1552	29	FBC	FBC	NNP
A52264	1552	30	67	67	CD
A52264	1552	31	degrees	degree	NNS
A52264	1552	32	,	,	,
A52264	1552	33	32	32	CD
A52264	1552	34	minutes	minute	NNS
A52264	1552	35	,	,	,
A52264	1552	36	and	and	CC
A52264	1552	37	their	-PRON-	PRP$
A52264	1552	38	aggregate	aggregate	NN
A52264	1552	39	is	be	VBZ
A52264	1552	40	107	107	CD
A52264	1552	41	degr	degr	NN
A52264	1552	42	.	.	.
A52264	1553	1	60	60	CD
A52264	1553	2	min	min	NN
A52264	1553	3	.	.	.
A52264	1554	1	the	the	DT
A52264	1554	2	angle	angle	NN
A52264	1554	3	ABC	ABC	NNP
A52264	1554	4	required	require	VBD
A52264	1554	5	.	.	.
A52264	1555	1	CASE	CASE	NNP
A52264	1555	2	9	9	CD
A52264	1555	3	.	.	.
A52264	1556	1	Two	two	CD
A52264	1556	2	angles	angle	NNS
A52264	1556	3	and	and	CC
A52264	1556	4	a	a	DT
A52264	1556	5	side	side	NN
A52264	1556	6	opposite	opposite	RB
A52264	1556	7	to	to	IN
A52264	1556	8	one	one	CD
A52264	1556	9	of	of	IN
A52264	1556	10	them	-PRON-	PRP
A52264	1556	11	being	be	VBG
A52264	1556	12	given	give	VBN
A52264	1556	13	,	,	,
A52264	1556	14	to	to	TO
A52264	1556	15	finde	finde	NNP
A52264	1556	16	the	the	DT
A52264	1556	17	third	third	JJ
A52264	1556	18	angle	angle	NN
A52264	1556	19	.	.	.
A52264	1557	1	First	first	RB
A52264	1557	2	,	,	,
A52264	1557	3	by	by	IN
A52264	1557	4	the	the	DT
A52264	1557	5	ninth	ninth	JJ
A52264	1557	6	case	case	NN
A52264	1557	7	of	of	IN
A52264	1557	8	right	right	JJ
A52264	1557	9	angled	angle	VBN
A52264	1557	10	spherical	spherical	JJ
A52264	1557	11	triangles	triangle	NNS
A52264	1557	12	,	,	,
A52264	1557	13	I	-PRON-	PRP
A52264	1557	14	say	say	VBP
A52264	1557	15	:	:	:
A52264	1557	16	As	as	IN
A52264	1557	17	the	the	DT
A52264	1557	18	Radius	Radius	NNP
A52264	1557	19	,	,	,
A52264	1557	20	to	to	IN
A52264	1557	21	the	the	DT
A52264	1557	22	co	co	NN
A52264	1557	23	-	-	NN
A52264	1557	24	sine	sine	NN
A52264	1557	25	of	of	IN
A52264	1557	26	the	the	DT
A52264	1557	27	hypothenusal	hypothenusal	NN
A52264	1557	28	;	;	:
A52264	1557	29	so	so	CC
A52264	1557	30	the	the	DT
A52264	1557	31	tangent	tangent	NN
A52264	1557	32	of	of	IN
A52264	1557	33	the	the	DT
A52264	1557	34	angle	angle	NN
A52264	1557	35	at	at	IN
A52264	1557	36	the	the	DT
A52264	1557	37	base	base	NN
A52264	1557	38	,	,	,
A52264	1557	39	to	to	IN
A52264	1557	40	the	the	DT
A52264	1557	41	co	co	NN
A52264	1557	42	-	-	NN
A52264	1557	43	tangent	tangent	NN
A52264	1557	44	of	of	IN
A52264	1557	45	the	the	DT
A52264	1557	46	angle	angle	NN
A52264	1557	47	at	at	IN
A52264	1557	48	the	the	DT
A52264	1557	49	perpendicular	perpendicular	NN
A52264	1557	50	.	.	.
A52264	1558	1	Then	then	RB
A52264	1558	2	by	by	IN
A52264	1558	3	the	the	DT
A52264	1558	4	third	third	JJ
A52264	1558	5	Consectary	Consectary	NNP
A52264	1558	6	of	of	IN
A52264	1558	7	this	this	DT
A52264	1558	8	Chapter	chapter	NN
A52264	1558	9	,	,	,
A52264	1558	10	the	the	DT
A52264	1558	11	proportion	proportion	NN
A52264	1558	12	is	be	VBZ
A52264	1558	13	.	.	.
A52264	1559	1	〈	〈	NNP
A52264	1559	2	◊	◊	NNP
A52264	1559	3	〉	〉	NNP
A52264	1559	4	the	the	DT
A52264	1559	5	co	co	NN
A52264	1559	6	-	-	NN
A52264	1559	7	sine	sine	NN
A52264	1559	8	of	of	IN
A52264	1559	9	the	the	DT
A52264	1559	10	first	first	JJ
A52264	1559	11	angle	angle	NN
A52264	1559	12	at	at	IN
A52264	1559	13	the	the	DT
A52264	1559	14	base	base	NN
A52264	1559	15	,	,	,
A52264	1559	16	to	to	IN
A52264	1559	17	the	the	DT
A52264	1559	18	co	co	NN
A52264	1559	19	-	-	NN
A52264	1559	20	sine	sine	NN
A52264	1559	21	of	of	IN
A52264	1559	22	the	the	DT
A52264	1559	23	second	second	JJ
A52264	1559	24	;	;	:
A52264	1559	25	so	so	RB
A52264	1559	26	is	be	VBZ
A52264	1559	27	the	the	DT
A52264	1559	28	sine	sine	NN
A52264	1559	29	of	of	IN
A52264	1559	30	the	the	DT
A52264	1559	31	first	first	JJ
A52264	1559	32	angle	angle	NN
A52264	1559	33	at	at	IN
A52264	1559	34	the	the	DT
A52264	1559	35	perpendicular	perpendicular	NN
A52264	1559	36	,	,	,
A52264	1559	37	to	to	IN
A52264	1559	38	the	the	DT
A52264	1559	39	sine	sine	NN
A52264	1559	40	of	of	IN
A52264	1559	41	the	the	DT
A52264	1559	42	second	second	JJ
A52264	1559	43	:	:	:
A52264	1559	44	which	which	WDT
A52264	1559	45	being	be	VBG
A52264	1559	46	added	add	VBN
A52264	1559	47	to	to	IN
A52264	1559	48	,	,	,
A52264	1559	49	or	or	CC
A52264	1559	50	substracted	substracte	VBN
A52264	1559	51	from	from	IN
A52264	1559	52	the	the	DT
A52264	1559	53	first	first	JJ
A52264	1559	54	arch	arch	NN
A52264	1559	55	found	find	VBD
A52264	1559	56	,	,	,
A52264	1559	57	according	accord	VBG
A52264	1559	58	to	to	IN
A52264	1559	59	the	the	DT
A52264	1559	60	●	●	NFP
A52264	1559	61	i	i	PRP
A52264	1559	62	●	●	NFP
A52264	1559	63	ect	ect	VBP
A52264	1559	64	●	●	NFP
A52264	1559	65	on	on	IN
A52264	1559	66	following	follow	VBG
A52264	1559	67	,	,	,
A52264	1559	68	their	-PRON-	PRP$
A52264	1559	69	summe	summe	NN
A52264	1559	70	or	or	CC
A52264	1559	71	difference	difference	NN
A52264	1559	72	is	be	VBZ
A52264	1559	73	the	the	DT
A52264	1559	74	angle	angle	NN
A52264	1559	75	sought	seek	VBN
A52264	1559	76	.	.	.
A52264	1560	1	If	if	IN
A52264	1560	2	the	the	DT
A52264	1560	3	perpendicular	perpendicular	JJ
A52264	1560	4	fall	fall	NN
A52264	1560	5	Within	within	IN
A52264	1560	6	the	the	DT
A52264	1560	7	triangle	triangle	NN
A52264	1560	8	,	,	,
A52264	1560	9	adde	adde	NNP
A52264	1560	10	both	both	DT
A52264	1560	11	arches	arch	VBZ
A52264	1560	12	together	together	RB
A52264	1560	13	.	.	.
A52264	1561	1	Without	without	IN
A52264	1561	2	,	,	,
A52264	1561	3	and	and	CC
A52264	1561	4	the	the	DT
A52264	1561	5	angle	angle	NN
A52264	1561	6	opposite	opposite	RB
A52264	1561	7	to	to	IN
A52264	1561	8	the	the	DT
A52264	1561	9	given	give	VBN
A52264	1561	10	side	side	NN
A52264	1561	11	acute	acute	NN
A52264	1561	12	,	,	,
A52264	1561	13	substract	substract	VB
A52264	1561	14	the	the	DT
A52264	1561	15	first	first	JJ
A52264	1561	16	from	from	IN
A52264	1561	17	the	the	DT
A52264	1561	18	second	second	JJ
A52264	1561	19	arch	arch	NN
A52264	1561	20	.	.	.
A52264	1562	1	Without	without	IN
A52264	1562	2	,	,	,
A52264	1562	3	and	and	CC
A52264	1562	4	the	the	DT
A52264	1562	5	angle	angle	NN
A52264	1562	6	opposite	opposite	RB
A52264	1562	7	to	to	IN
A52264	1562	8	the	the	DT
A52264	1562	9	given	give	VBN
A52264	1562	10	side	side	NN
A52264	1562	11	obtuse	obtuse	NN
A52264	1562	12	,	,	,
A52264	1562	13	substract	substract	VB
A52264	1562	14	the	the	DT
A52264	1562	15	second	second	JJ
A52264	1562	16	from	from	IN
A52264	1562	17	the	the	DT
A52264	1562	18	first	first	JJ
A52264	1562	19	.	.	.
A52264	1563	1	1	1	LS
A52264	1563	2	.	.	.
A52264	1564	1	Example	example	NN
A52264	1564	2	.	.	.
A52264	1565	1	In	in	IN
A52264	1565	2	the	the	DT
A52264	1565	3	oblique	oblique	NN
A52264	1565	4	angled	angle	VBN
A52264	1565	5	Triangle	Triangle	NNP
A52264	1565	6	ABC	ABC	NNP
A52264	1565	7	,	,	,
A52264	1565	8	let	let	VB
A52264	1565	9	there	there	EX
A52264	1565	10	be	be	VB
A52264	1565	11	given	give	VBN
A52264	1565	12	the	the	DT
A52264	1565	13	angle	angle	NN
A52264	1565	14	BAC	BAC	NNP
A52264	1565	15	56	56	CD
A52264	1565	16	deg	deg	NN
A52264	1565	17	.	.	.
A52264	1566	1	44	44	CD
A52264	1566	2	min	min	NN
A52264	1566	3	.	.	.
A52264	1567	1	and	and	CC
A52264	1567	2	ACB	ACB	NNP
A52264	1567	3	37	37	CD
A52264	1567	4	deg	deg	NN
A52264	1567	5	.	.	.
A52264	1568	1	92	92	CD
A52264	1568	2	min	min	NN
A52264	1568	3	.	.	.
A52264	1569	1	and	and	CC
A52264	1569	2	the	the	DT
A52264	1569	3	side	side	NN
A52264	1569	4	AB	AB	NNP
A52264	1569	5	38	38	CD
A52264	1569	6	deg	deg	NN
A52264	1569	7	.	.	.
A52264	1570	1	47	47	CD
A52264	1570	2	min	min	NN
A52264	1570	3	.	.	.
A52264	1571	1	to	to	TO
A52264	1571	2	finde	finde	NNP
A52264	1571	3	the	the	DT
A52264	1571	4	angle	angle	NN
A52264	1571	5	ABC	ABC	NNP
A52264	1571	6	.	.	.
A52264	1572	1	First	first	RB
A52264	1572	2	,	,	,
A52264	1572	3	let	let	VB
A52264	1572	4	fall	fall	VB
A52264	1572	5	the	the	DT
A52264	1572	6	perpendicular	perpendicular	JJ
A52264	1572	7	FB	FB	NNP
A52264	1572	8	,	,	,
A52264	1572	9	then	then	RB
A52264	1572	10	in	in	IN
A52264	1572	11	the	the	DT
A52264	1572	12	right	right	NN
A52264	1572	13	angled	angle	VBN
A52264	1572	14	triangle	triangle	NN
A52264	1572	15	AFB	AFB	NNP
A52264	1572	16	we	-PRON-	PRP
A52264	1572	17	have	have	VBP
A52264	1572	18	known	know	VBN
A52264	1572	19	,	,	,
A52264	1572	20	the	the	DT
A52264	1572	21	hypothenusal	hypothenusal	NN
A52264	1572	22	AB	AB	NNP
A52264	1572	23	,	,	,
A52264	1572	24	and	and	CC
A52264	1572	25	the	the	DT
A52264	1572	26	angle	angle	NN
A52264	1572	27	at	at	IN
A52264	1572	28	A	A	NNP
A52264	1572	29	,	,	,
A52264	1572	30	to	to	TO
A52264	1572	31	finde	finde	VB
A52264	1572	32	the	the	DT
A52264	1572	33	angle	angle	NN
A52264	1572	34	ABF	ABF	NNP
A52264	1572	35	,	,	,
A52264	1572	36	for	for	IN
A52264	1572	37	which	which	WDT
A52264	1572	38	I	-PRON-	PRP
A52264	1572	39	say	say	VBP
A52264	1572	40	,	,	,
A52264	1572	41	As	as	IN
A52264	1572	42	Radius	Radius	NNP
A52264	1572	43	,	,	,
A52264	1572	44	90	90	CD
A52264	1572	45	deg	deg	NN
A52264	1572	46	.	.	.
A52264	1573	1	10.000000	10.000000	CD
A52264	1573	2	To	to	TO
A52264	1573	3	co	co	VB
A52264	1573	4	-	-	VB
A52264	1573	5	sine	sine	NN
A52264	1573	6	of	of	IN
A52264	1573	7	AB	AB	NNP
A52264	1573	8	,	,	,
A52264	1573	9	38.47	38.47	CD
A52264	1573	10	9	9	CD
A52264	1573	11	.	.	.
A52264	1574	1	893	893	CD
A52264	1574	2	●	●	SYM
A52264	1574	3	26	26	CD
A52264	1574	4	So	so	RB
A52264	1574	5	the	the	DT
A52264	1574	6	tangent	tangent	NN
A52264	1574	7	of	of	IN
A52264	1574	8	BAF	BAF	NNP
A52264	1574	9	,	,	,
A52264	1574	10	56	56	CD
A52264	1574	11	.	.	.
A52264	1575	1	●	●	NFP
A52264	1575	2	4	4	CD
A52264	1575	3	10.178229	10.178229	CD
A52264	1575	4	To	to	IN
A52264	1575	5	the	the	DT
A52264	1575	6	co	co	NN
A52264	1575	7	-	-	NN
A52264	1575	8	tangent	tangent	NN
A52264	1575	9	of	of	IN
A52264	1575	10	ABF	ABF	NNP
A52264	1575	11	,	,	,
A52264	1575	12	40.28	40.28	CD
A52264	1575	13	.	.	.
A52264	1576	1	10.071955	10.071955	CD
A52264	1576	2	Secondly	secondly	RB
A52264	1576	3	,	,	,
A52264	1576	4	to	to	TO
A52264	1576	5	finde	finde	NN
A52264	1576	6	FBC	FBC	NNP
A52264	1576	7	,	,	,
A52264	1576	8	I	-PRON-	PRP
A52264	1576	9	say	say	VBP
A52264	1576	10	,	,	,
A52264	1576	11	As	as	IN
A52264	1576	12	the	the	DT
A52264	1576	13	co	co	NN
A52264	1576	14	-	-	NN
A52264	1576	15	sine	sine	NN
A52264	1576	16	of	of	IN
A52264	1576	17	BAF	BAF	NNP
A52264	1576	18	,	,	,
A52264	1576	19	56.44	56.44	CD
A52264	1576	20	0.257424	0.257424	CD
A52264	1576	21	.	.	.
A52264	1577	1	To	to	IN
A52264	1577	2	the	the	DT
A52264	1577	3	co	co	NN
A52264	1577	4	-	-	NN
A52264	1577	5	sine	sine	NN
A52264	1577	6	of	of	IN
A52264	1577	7	ACB	ACB	NNP
A52264	1577	8	,	,	,
A52264	1577	9	37.92	37.92	CD
A52264	1577	10	9	9	CD
A52264	1577	11	.	.	.
A52264	1578	1	8970	8970	CD
A52264	1578	2	●	●	SYM
A52264	1578	3	5	5	CD
A52264	1578	4	So	so	RB
A52264	1578	5	is	be	VBZ
A52264	1578	6	the	the	DT
A52264	1578	7	sine	sine	NN
A52264	1578	8	of	of	IN
A52264	1578	9	ABF	ABF	NNP
A52264	1578	10	,	,	,
A52264	1578	11	40.28	40.28	CD
A52264	1578	12	9.810584	9.810584	CD
A52264	1578	13	To	to	IN
A52264	1578	14	the	the	DT
A52264	1578	15	sine	sine	NN
A52264	1578	16	of	of	IN
A52264	1578	17	FBC	FBC	NNP
A52264	1578	18	,	,	,
A52264	1578	19	67.32	67.32	CD
A52264	1578	20	9.965013	9.965013	CD
A52264	1578	21	Now	now	RB
A52264	1578	22	because	because	IN
A52264	1578	23	the	the	DT
A52264	1578	24	perpendicular	perpendicular	JJ
A52264	1578	25	fals	fal	NNS
A52264	1578	26	within	within	IN
A52264	1578	27	the	the	DT
A52264	1578	28	Triangle	Triangle	NNP
A52264	1578	29	,	,	,
A52264	1578	30	I	-PRON-	PRP
A52264	1578	31	adde	adde	VBP
A52264	1578	32	the	the	DT
A52264	1578	33	first	first	JJ
A52264	1578	34	arch	arch	NN
A52264	1578	35	found	find	VBD
A52264	1578	36	ABF	ABF	NNP
A52264	1578	37	40	40	CD
A52264	1578	38	deg	deg	NN
A52264	1578	39	.	.	.
A52264	1579	1	28	28	CD
A52264	1579	2	min	min	NN
A52264	1579	3	.	.	.
A52264	1580	1	to	to	IN
A52264	1580	2	the	the	DT
A52264	1580	3	second	second	JJ
A52264	1580	4	arch	arch	NN
A52264	1580	5	found	find	VBD
A52264	1580	6	FBC	FBC	NNP
A52264	1580	7	67	67	CD
A52264	1580	8	deg	deg	NN
A52264	1580	9	.	.	.
A52264	1581	1	32	32	CD
A52264	1581	2	min	min	NN
A52264	1581	3	.	.	.
A52264	1582	1	and	and	CC
A52264	1582	2	their	-PRON-	PRP$
A52264	1582	3	aggregate	aggregate	NN
A52264	1582	4	is	be	VBZ
A52264	1582	5	107	107	CD
A52264	1582	6	deg	deg	NN
A52264	1582	7	.	.	.
A52264	1583	1	60	60	CD
A52264	1583	2	min	min	NN
A52264	1583	3	.	.	.
A52264	1584	1	the	the	DT
A52264	1584	2	angle	angle	NN
A52264	1584	3	ABC	ABC	NNP
A52264	1584	4	required	require	VBD
A52264	1584	5	.	.	.
A52264	1585	1	2	2	LS
A52264	1585	2	.	.	.
A52264	1586	1	Example	example	NN
A52264	1586	2	.	.	.
A52264	1587	1	In	in	IN
A52264	1587	2	the	the	DT
A52264	1587	3	same	same	JJ
A52264	1587	4	Triangle	Triangle	NNP
A52264	1587	5	let	let	VB
A52264	1587	6	there	there	EX
A52264	1587	7	be	be	VB
A52264	1587	8	given	give	VBN
A52264	1587	9	the	the	DT
A52264	1587	10	angle	angle	NN
A52264	1587	11	ACB	ACB	NNP
A52264	1587	12	37	37	CD
A52264	1587	13	deg	deg	NN
A52264	1587	14	.	.	.
A52264	1588	1	92	92	CD
A52264	1588	2	min	min	NN
A52264	1588	3	.	.	.
A52264	1589	1	and	and	CC
A52264	1589	2	ABC	ABC	NNP
A52264	1589	3	107	107	NNP
A52264	1589	4	deg	deg	NNP
A52264	1589	5	.	.	.
A52264	1590	1	60	60	CD
A52264	1590	2	min	min	NN
A52264	1590	3	.	.	.
A52264	1591	1	and	and	CC
A52264	1591	2	the	the	DT
A52264	1591	3	side	side	NN
A52264	1591	4	AB	AB	NNP
A52264	1591	5	38	38	CD
A52264	1591	6	deg	deg	NN
A52264	1591	7	.	.	.
A52264	1592	1	47	47	CD
A52264	1592	2	min	min	NN
A52264	1592	3	.	.	.
A52264	1593	1	to	to	TO
A52264	1593	2	finde	finde	NNP
A52264	1593	3	the	the	DT
A52264	1593	4	angle	angle	NN
A52264	1593	5	BAC	BAC	NNP
A52264	1593	6	.	.	.
A52264	1594	1	First	first	RB
A52264	1594	2	,	,	,
A52264	1594	3	let	let	VB
A52264	1594	4	fall	fall	VB
A52264	1594	5	the	the	DT
A52264	1594	6	perpendicular	perpendicular	JJ
A52264	1594	7	AE	AE	NNP
A52264	1594	8	,	,	,
A52264	1594	9	and	and	CC
A52264	1594	10	let	let	VB
A52264	1594	11	the	the	DT
A52264	1594	12	side	side	NN
A52264	1594	13	BC	BC	NNP
A52264	1594	14	be	be	VB
A52264	1594	15	continued	continue	VBN
A52264	1594	16	to	to	TO
A52264	1594	17	E	e	NN
A52264	1594	18	,	,	,
A52264	1594	19	then	then	RB
A52264	1594	20	in	in	IN
A52264	1594	21	the	the	DT
A52264	1594	22	right	right	NN
A52264	1594	23	angled	angle	VBN
A52264	1594	24	triangle	triangle	NN
A52264	1594	25	AEB	AEB	NNP
A52264	1594	26	we	-PRON-	PRP
A52264	1594	27	have	have	VBP
A52264	1594	28	known	know	VBN
A52264	1594	29	the	the	DT
A52264	1594	30	Hypothenusal	Hypothenusal	NNP
A52264	1594	31	AB	AB	NNP
A52264	1594	32	,	,	,
A52264	1594	33	and	and	CC
A52264	1594	34	the	the	DT
A52264	1594	35	angle	angle	NN
A52264	1594	36	at	at	IN
A52264	1594	37	B	b	NN
A52264	1594	38	,	,	,
A52264	1594	39	72	72	CD
A52264	1594	40	deg	deg	NN
A52264	1594	41	.	.	.
A52264	1595	1	40	40	CD
A52264	1595	2	min	min	NN
A52264	1595	3	.	.	.
A52264	1596	1	the	the	DT
A52264	1596	2	complement	complement	NN
A52264	1596	3	of	of	IN
A52264	1596	4	ABC	ABC	NNP
A52264	1596	5	,	,	,
A52264	1596	6	to	to	IN
A52264	1596	7	finde	finde	NNP
A52264	1596	8	EAB	EAB	NNP
A52264	1596	9	,	,	,
A52264	1596	10	I	-PRON-	PRP
A52264	1596	11	say	say	VBP
A52264	1596	12	then	then	RB
A52264	1596	13	,	,	,
A52264	1596	14	As	as	IN
A52264	1596	15	the	the	DT
A52264	1596	16	Radius	Radius	NNP
A52264	1596	17	90	90	CD
A52264	1596	18	,	,	,
A52264	1596	19	10.000000	10.000000	CD
A52264	1596	20	To	to	IN
A52264	1596	21	the	the	DT
A52264	1596	22	co	co	NN
A52264	1596	23	-	-	NN
A52264	1596	24	sine	sine	NN
A52264	1596	25	of	of	IN
A52264	1596	26	AB	AB	NNP
A52264	1596	27	,	,	,
A52264	1596	28	38.47	38.47	CD
A52264	1596	29	9.893726	9.893726	CD
A52264	1596	30	So	so	RB
A52264	1596	31	is	be	VBZ
A52264	1596	32	the	the	DT
A52264	1596	33	tangent	tangent	NN
A52264	1596	34	of	of	IN
A52264	1596	35	ABE	ABE	NNP
A52264	1596	36	,	,	,
A52264	1596	37	72.40	72.40	CD
A52264	1596	38	10.498641	10.498641	CD
A52264	1596	39	To	to	IN
A52264	1596	40	the	the	DT
A52264	1596	41	co	co	NN
A52264	1596	42	-	-	NN
A52264	1596	43	tangent	tangent	NN
A52264	1596	44	of	of	IN
A52264	1596	45	EAB	EAB	NNP
A52264	1596	46	,	,	,
A52264	1596	47	22	22	CD
A52264	1596	48	.	.	.
A52264	1597	1	●	●	NFP
A52264	1597	2	6	6	CD
A52264	1597	3	10,392367	10,392367	NNP
A52264	1597	4	Secondly	secondly	RB
A52264	1597	5	,	,	,
A52264	1597	6	to	to	IN
A52264	1597	7	finde	finde	NNP
A52264	1597	8	EAC	EAC	NNP
A52264	1597	9	,	,	,
A52264	1597	10	I	-PRON-	PRP
A52264	1597	11	say	say	VBP
A52264	1597	12	,	,	,
A52264	1597	13	As	as	IN
A52264	1597	14	the	the	DT
A52264	1597	15	co	co	NN
A52264	1597	16	-	-	NN
A52264	1597	17	sine	sine	NN
A52264	1597	18	of	of	IN
A52264	1597	19	ABE	ABE	NNP
A52264	1597	20	,	,	,
A52264	1597	21	72.40	72.40	CD
A52264	1597	22	0.519462	0.519462	CD
A52264	1597	23	To	to	IN
A52264	1597	24	the	the	DT
A52264	1597	25	co	co	NN
A52264	1597	26	-	-	NN
A52264	1597	27	sine	sine	NN
A52264	1597	28	of	of	IN
A52264	1597	29	ACB	ACB	NNP
A52264	1597	30	,	,	,
A52264	1597	31	37.92	37.92	CD
A52264	1597	32	9.897005	9.897005	CD
A52264	1597	33	So	so	RB
A52264	1597	34	is	be	VBZ
A52264	1597	35	the	the	DT
A52264	1597	36	sine	sine	NN
A52264	1597	37	of	of	IN
A52264	1597	38	EAB	EAB	NNP
A52264	1597	39	,	,	,
A52264	1597	40	22.6	22.6	CD
A52264	1597	41	9.574699	9.574699	CD
A52264	1597	42	To	to	IN
A52264	1597	43	the	the	DT
A52264	1597	44	sine	sine	NN
A52264	1597	45	of	of	IN
A52264	1597	46	EAC	EAC	NNP
A52264	1597	47	78.49	78.49	CD
A52264	1597	48	9	9	CD
A52264	1597	49	.	.	.
A52264	1598	1	99	99	CD
A52264	1598	2	●	●	CD
A52264	1598	3	166	166	CD
A52264	1598	4	Now	now	RB
A52264	1598	5	because	because	IN
A52264	1598	6	the	the	DT
A52264	1598	7	perpendicular	perpendicular	JJ
A52264	1598	8	falls	fall	VBZ
A52264	1598	9	without	without	IN
A52264	1598	10	the	the	DT
A52264	1598	11	triangle	triangle	NN
A52264	1598	12	and	and	CC
A52264	1598	13	the	the	DT
A52264	1598	14	angle	angle	NN
A52264	1598	15	opposite	opposite	RB
A52264	1598	16	to	to	IN
A52264	1598	17	the	the	DT
A52264	1598	18	given	give	VBN
A52264	1598	19	side	side	NN
A52264	1598	20	acute	acute	NN
A52264	1598	21	,	,	,
A52264	1598	22	I	-PRON-	PRP
A52264	1598	23	substract	substract	VBP
A52264	1598	24	the	the	DT
A52264	1598	25	first	first	JJ
A52264	1598	26	angle	angle	NN
A52264	1598	27	found	find	VBD
A52264	1598	28	E.	E.	NNP
A52264	1598	29	AB	AB	NNP
A52264	1598	30	22	22	CD
A52264	1598	31	deg	deg	NN
A52264	1598	32	.	.	.
A52264	1599	1	6	6	CD
A52264	1599	2	min	min	NN
A52264	1599	3	.	.	.
A52264	1600	1	from	from	IN
A52264	1600	2	the	the	DT
A52264	1600	3	second	second	JJ
A52264	1600	4	arch	arch	NN
A52264	1600	5	found	find	VBD
A52264	1600	6	78	78	CD
A52264	1600	7	deg	deg	NN
A52264	1600	8	.	.	.
A52264	1601	1	49	49	CD
A52264	1601	2	min	min	NN
A52264	1601	3	.	.	.
A52264	1602	1	and	and	CC
A52264	1602	2	their	-PRON-	PRP$
A52264	1602	3	difference	difference	NN
A52264	1602	4	56	56	CD
A52264	1602	5	deg	deg	NN
A52264	1602	6	.	.	.
A52264	1603	1	43	43	CD
A52264	1603	2	min	min	NN
A52264	1603	3	.	.	.
A52264	1604	1	is	be	VBZ
A52264	1604	2	the	the	DT
A52264	1604	3	angle	angle	NN
A52264	1604	4	BAC	BAC	NNP
A52264	1604	5	required	require	VBD
A52264	1604	6	.	.	.
A52264	1605	1	3	3	CD
A52264	1605	2	Example	example	NN
A52264	1605	3	.	.	.
A52264	1606	1	In	in	IN
A52264	1606	2	the	the	DT
A52264	1606	3	same	same	JJ
A52264	1606	4	triangle	triangle	NN
A52264	1606	5	ABC	ABC	NNP
A52264	1606	6	,	,	,
A52264	1606	7	let	let	VB
A52264	1606	8	there	there	EX
A52264	1606	9	be	be	VB
A52264	1606	10	given	give	VBN
A52264	1606	11	the	the	DT
A52264	1606	12	angles	angle	NNS
A52264	1606	13	ACB	ACB	NNP
A52264	1606	14	37	37	CD
A52264	1606	15	deg	deg	NN
A52264	1606	16	.	.	.
A52264	1607	1	92	92	CD
A52264	1607	2	min	min	NN
A52264	1607	3	.	.	.
A52264	1608	1	and	and	CC
A52264	1608	2	ABC	ABC	NNP
A52264	1608	3	107	107	NNP
A52264	1608	4	deg	deg	NNP
A52264	1608	5	.	.	.
A52264	1609	1	60	60	CD
A52264	1609	2	min	min	NN
A52264	1609	3	.	.	.
A52264	1610	1	and	and	CC
A52264	1610	2	the	the	DT
A52264	1610	3	side	side	NN
A52264	1610	4	AC	AC	NNP
A52264	1610	5	74	74	CD
A52264	1610	6	deg	deg	NN
A52264	1610	7	.	.	.
A52264	1611	1	84	84	CD
A52264	1611	2	min	min	NN
A52264	1611	3	.	.	.
A52264	1612	1	to	to	TO
A52264	1612	2	finde	finde	NNP
A52264	1612	3	the	the	DT
A52264	1612	4	angle	angle	NN
A52264	1612	5	BAC	BAC	NNP
A52264	1612	6	.	.	.
A52264	1613	1	Let	let	VB
A52264	1613	2	fall	fall	VB
A52264	1613	3	the	the	DT
A52264	1613	4	perpendicular	perpendicular	JJ
A52264	1613	5	AE	AE	NNP
A52264	1613	6	,	,	,
A52264	1613	7	and	and	CC
A52264	1613	8	then	then	RB
A52264	1613	9	in	in	IN
A52264	1613	10	the	the	DT
A52264	1613	11	right	right	NN
A52264	1613	12	angled	angle	VBN
A52264	1613	13	triangle	triangle	NNP
A52264	1613	14	AEC	AEC	NNP
A52264	1613	15	,	,	,
A52264	1613	16	we	-PRON-	PRP
A52264	1613	17	have	have	VBP
A52264	1613	18	known	know	VBN
A52264	1613	19	the	the	DT
A52264	1613	20	hypothenusal	hypothenusal	NN
A52264	1613	21	AC	AC	NNP
A52264	1613	22	,	,	,
A52264	1613	23	and	and	CC
A52264	1613	24	the	the	DT
A52264	1613	25	angle	angle	NN
A52264	1613	26	ACB	ACB	NNP
A52264	1613	27	,	,	,
A52264	1613	28	to	to	TO
A52264	1613	29	finde	finde	VB
A52264	1613	30	the	the	DT
A52264	1613	31	angle	angle	NN
A52264	1613	32	EAC	EAC	NNP
A52264	1613	33	.	.	.
A52264	1614	1	As	as	IN
A52264	1614	2	the	the	DT
A52264	1614	3	Radius	Radius	NNP
A52264	1614	4	90	90	CD
A52264	1614	5	,	,	,
A52264	1614	6	10.000000	10.000000	CD
A52264	1614	7	To	to	IN
A52264	1614	8	the	the	DT
A52264	1614	9	co	co	NN
A52264	1614	10	-	-	NN
A52264	1614	11	sine	sine	NN
A52264	1614	12	of	of	IN
A52264	1614	13	AC	AC	NNP
A52264	1614	14	,	,	,
A52264	1614	15	74.84	74.84	CD
A52264	1614	16	9.417497	9.417497	CD
A52264	1614	17	So	so	RB
A52264	1614	18	is	be	VBZ
A52264	1614	19	the	the	DT
A52264	1614	20	tangent	tangent	NN
A52264	1614	21	of	of	IN
A52264	1614	22	ACE	ACE	NNP
A52264	1614	23	,	,	,
A52264	1614	24	37.92	37.92	CD
A52264	1614	25	9.891559	9.891559	CD
A52264	1614	26	To	to	IN
A52264	1614	27	the	the	DT
A52264	1614	28	co	co	NN
A52264	1614	29	-	-	NN
A52264	1614	30	tangent	tangent	NN
A52264	1614	31	of	of	IN
A52264	1614	32	EAC	EAC	NNP
A52264	1614	33	,	,	,
A52264	1614	34	78.49	78.49	CD
A52264	1614	35	9	9	CD
A52264	1614	36	.	.	.
A52264	1615	1	3090	3090	CD
A52264	1615	2	●	●	NFP
A52264	1615	3	6	6	CD
A52264	1615	4	Secondly	secondly	RB
A52264	1615	5	,	,	,
A52264	1615	6	to	to	IN
A52264	1615	7	finde	finde	NNP
A52264	1615	8	EAB	EAB	NNP
A52264	1615	9	,	,	,
A52264	1615	10	I	-PRON-	PRP
A52264	1615	11	say	say	VBP
A52264	1615	12	,	,	,
A52264	1615	13	As	as	IN
A52264	1615	14	the	the	DT
A52264	1615	15	co	co	NN
A52264	1615	16	-	-	NN
A52264	1615	17	sine	sine	NN
A52264	1615	18	of	of	IN
A52264	1615	19	ACE	ACE	NNP
A52264	1615	20	,	,	,
A52264	1615	21	37.92	37.92	CD
A52264	1615	22	0	0	CD
A52264	1615	23	.	.	.
A52264	1616	1	102	102	CD
A52264	1616	2	●	●	SYM
A52264	1616	3	95	95	CD
A52264	1616	4	To	to	IN
A52264	1616	5	the	the	DT
A52264	1616	6	co	co	NN
A52264	1616	7	-	-	NN
A52264	1616	8	sine	sine	NN
A52264	1616	9	of	of	IN
A52264	1616	10	ABE	ABE	NNP
A52264	1616	11	,	,	,
A52264	1616	12	72.40	72.40	CD
A52264	1616	13	9.480538	9.480538	CD
A52264	1616	14	So	so	RB
A52264	1616	15	is	be	VBZ
A52264	1616	16	the	the	DT
A52264	1616	17	sine	sine	NN
A52264	1616	18	of	of	IN
A52264	1616	19	EAC	EAC	NNP
A52264	1616	20	,	,	,
A52264	1616	21	78.49	78.49	CD
A52264	1616	22	9.991177	9.991177	CD
A52264	1616	23	To	to	IN
A52264	1616	24	the	the	DT
A52264	1616	25	sine	sine	NN
A52264	1616	26	of	of	IN
A52264	1616	27	EAB	EAB	NNP
A52264	1616	28	,	,	,
A52264	1616	29	22.6	22.6	CD
A52264	1616	30	9.574790	9.574790	CD
A52264	1616	31	Now	now	RB
A52264	1616	32	because	because	IN
A52264	1616	33	the	the	DT
A52264	1616	34	perpendicular	perpendicular	JJ
A52264	1616	35	falls	fall	VBZ
A52264	1616	36	without	without	IN
A52264	1616	37	the	the	DT
A52264	1616	38	Triangle	Triangle	NNP
A52264	1616	39	,	,	,
A52264	1616	40	and	and	CC
A52264	1616	41	the	the	DT
A52264	1616	42	angle	angle	NN
A52264	1616	43	opposite	opposite	RB
A52264	1616	44	to	to	IN
A52264	1616	45	the	the	DT
A52264	1616	46	given	give	VBN
A52264	1616	47	side	side	NN
A52264	1616	48	obtuse	obtuse	NN
A52264	1616	49	,	,	,
A52264	1616	50	therefore	therefore	RB
A52264	1616	51	I	-PRON-	PRP
A52264	1616	52	substract	substract	VBP
A52264	1616	53	the	the	DT
A52264	1616	54	second	second	JJ
A52264	1616	55	arch	arch	NN
A52264	1616	56	found	find	VBD
A52264	1616	57	EAB	EAB	NNP
A52264	1616	58	,	,	,
A52264	1616	59	22	22	CD
A52264	1616	60	deg	deg	NN
A52264	1616	61	.	.	.
A52264	1617	1	6	6	CD
A52264	1617	2	min	min	NN
A52264	1617	3	.	.	.
A52264	1618	1	from	from	IN
A52264	1618	2	the	the	DT
A52264	1618	3	first	first	JJ
A52264	1618	4	arch	arch	NN
A52264	1618	5	found	find	VBD
A52264	1618	6	,	,	,
A52264	1618	7	EAC	EAC	NNP
A52264	1618	8	78	78	CD
A52264	1618	9	deg	deg	NNP
A52264	1618	10	.	.	.
A52264	1619	1	49	49	CD
A52264	1619	2	min	min	NN
A52264	1619	3	.	.	.
A52264	1620	1	and	and	CC
A52264	1620	2	their	-PRON-	PRP$
A52264	1620	3	difference	difference	NN
A52264	1620	4	56	56	CD
A52264	1620	5	deg	deg	NN
A52264	1620	6	.	.	.
A52264	1621	1	43	43	CD
A52264	1621	2	min	min	NN
A52264	1621	3	.	.	.
A52264	1622	1	is	be	VBZ
A52264	1622	2	the	the	DT
A52264	1622	3	angle	angle	NN
A52264	1622	4	BAC	BAC	NNP
A52264	1622	5	required	require	VBD
A52264	1622	6	.	.	.
A52264	1623	1	CASE	CASE	NNP
A52264	1623	2	10	10	CD
A52264	1623	3	.	.	.
A52264	1624	1	Two	two	CD
A52264	1624	2	angles	angle	NNS
A52264	1624	3	,	,	,
A52264	1624	4	and	and	CC
A52264	1624	5	a	a	DT
A52264	1624	6	side	side	NN
A52264	1624	7	opposite	opposite	RB
A52264	1624	8	to	to	IN
A52264	1624	9	one	one	CD
A52264	1624	10	of	of	IN
A52264	1624	11	them	-PRON-	PRP
A52264	1624	12	being	be	VBG
A52264	1624	13	given	give	VBN
A52264	1624	14	,	,	,
A52264	1624	15	to	to	TO
A52264	1624	16	finde	finde	VB
A52264	1624	17	the	the	DT
A52264	1624	18	side	side	NN
A52264	1624	19	between	between	IN
A52264	1624	20	them	-PRON-	PRP
A52264	1624	21	.	.	.
A52264	1625	1	First	first	RB
A52264	1625	2	,	,	,
A52264	1625	3	by	by	IN
A52264	1625	4	the	the	DT
A52264	1625	5	7th	7th	NN
A52264	1625	6	.	.	.
A52264	1626	1	Case	case	NN
A52264	1626	2	of	of	IN
A52264	1626	3	right	right	NN
A52264	1626	4	angled	angle	VBN
A52264	1626	5	Sphericall	Sphericall	NNP
A52264	1626	6	Triangles	Triangles	NNP
A52264	1626	7	,	,	,
A52264	1626	8	I	-PRON-	PRP
A52264	1626	9	say	say	VBP
A52264	1626	10	,	,	,
A52264	1626	11	As	as	IN
A52264	1626	12	Radius	Radius	NNP
A52264	1626	13	,	,	,
A52264	1626	14	to	to	IN
A52264	1626	15	the	the	DT
A52264	1626	16	co	co	NN
A52264	1626	17	-	-	NN
A52264	1626	18	sine	sine	NN
A52264	1626	19	of	of	IN
A52264	1626	20	the	the	DT
A52264	1626	21	angle	angle	NN
A52264	1626	22	at	at	IN
A52264	1626	23	the	the	DT
A52264	1626	24	base	base	NN
A52264	1626	25	;	;	:
A52264	1626	26	so	so	RB
A52264	1626	27	is	be	VBZ
A52264	1626	28	the	the	DT
A52264	1626	29	Tangent	Tangent	NNP
A52264	1626	30	of	of	IN
A52264	1626	31	the	the	DT
A52264	1626	32	Hypothenusal	Hypothenusal	NNP
A52264	1626	33	,	,	,
A52264	1626	34	to	to	IN
A52264	1626	35	the	the	DT
A52264	1626	36	Tangent	Tangent	NNP
A52264	1626	37	of	of	IN
A52264	1626	38	the	the	DT
A52264	1626	39	Base	Base	NNP
A52264	1626	40	.	.	.
A52264	1627	1	Then	then	RB
A52264	1627	2	by	by	IN
A52264	1627	3	the	the	DT
A52264	1627	4	second	second	JJ
A52264	1627	5	Consectary	Consectary	NNP
A52264	1627	6	of	of	IN
A52264	1627	7	this	this	DT
A52264	1627	8	Chapter	chapter	NN
A52264	1627	9	,	,	,
A52264	1627	10	the	the	DT
A52264	1627	11	proportion	proportion	NN
A52264	1627	12	is	be	VBZ
A52264	1627	13	,	,	,
A52264	1627	14	As	as	IN
A52264	1627	15	the	the	DT
A52264	1627	16	co	co	NN
A52264	1627	17	-	-	NN
A52264	1627	18	tangent	tangent	NN
A52264	1627	19	of	of	IN
A52264	1627	20	the	the	DT
A52264	1627	21	first	first	JJ
A52264	1627	22	angle	angle	NN
A52264	1627	23	at	at	IN
A52264	1627	24	the	the	DT
A52264	1627	25	base	base	NN
A52264	1627	26	,	,	,
A52264	1627	27	to	to	IN
A52264	1627	28	the	the	DT
A52264	1627	29	co	co	NN
A52264	1627	30	-	-	NN
A52264	1627	31	tangent	tangent	NN
A52264	1627	32	of	of	IN
A52264	1627	33	the	the	DT
A52264	1627	34	second	second	JJ
A52264	1627	35	;	;	:
A52264	1627	36	so	so	RB
A52264	1627	37	is	be	VBZ
A52264	1627	38	the	the	DT
A52264	1627	39	sine	sine	NN
A52264	1627	40	of	of	IN
A52264	1627	41	the	the	DT
A52264	1627	42	first	first	JJ
A52264	1627	43	base	base	NN
A52264	1627	44	,	,	,
A52264	1627	45	to	to	IN
A52264	1627	46	the	the	DT
A52264	1627	47	sine	sine	NN
A52264	1627	48	of	of	IN
A52264	1627	49	the	the	DT
A52264	1627	50	second	second	JJ
A52264	1627	51	:	:	:
A52264	1627	52	which	which	WDT
A52264	1627	53	being	be	VBG
A52264	1627	54	added	add	VBN
A52264	1627	55	to	to	IN
A52264	1627	56	,	,	,
A52264	1627	57	or	or	CC
A52264	1627	58	substracted	substracte	VBN
A52264	1627	59	from	from	IN
A52264	1627	60	,	,	,
A52264	1627	61	the	the	DT
A52264	1627	62	first	first	JJ
A52264	1627	63	arch	arch	NN
A52264	1627	64	found	find	VBD
A52264	1627	65	,	,	,
A52264	1627	66	according	accord	VBG
A52264	1627	67	to	to	IN
A52264	1627	68	the	the	DT
A52264	1627	69	direction	direction	NN
A52264	1627	70	of	of	IN
A52264	1627	71	the	the	DT
A52264	1627	72	9th	9th	NN
A52264	1627	73	.	.	.
A52264	1628	1	Case	case	NN
A52264	1628	2	,	,	,
A52264	1628	3	giveth	giveth	VBZ
A52264	1628	4	the	the	DT
A52264	1628	5	side	side	NN
A52264	1628	6	required	require	VBN
A52264	1628	7	.	.	.
A52264	1629	1	Example	example	NN
A52264	1629	2	.	.	.
A52264	1630	1	In	in	IN
A52264	1630	2	the	the	DT
A52264	1630	3	oblique	oblique	NN
A52264	1630	4	angled	angle	VBN
A52264	1630	5	triangle	triangle	NNP
A52264	1630	6	ABC	ABC	NNP
A52264	1630	7	,	,	,
A52264	1630	8	let	let	VB
A52264	1630	9	there	there	EX
A52264	1630	10	be	be	VB
A52264	1630	11	given	give	VBN
A52264	1630	12	the	the	DT
A52264	1630	13	two	two	CD
A52264	1630	14	angles	angle	NNS
A52264	1630	15	BAC	BAC	NNP
A52264	1630	16	56	56	CD
A52264	1630	17	deg	deg	NN
A52264	1630	18	.	.	.
A52264	1631	1	44	44	CD
A52264	1631	2	min	min	NN
A52264	1631	3	.	.	.
A52264	1632	1	and	and	CC
A52264	1632	2	ACB	ACB	NNP
A52264	1632	3	37	37	CD
A52264	1632	4	deg	deg	NN
A52264	1632	5	.	.	.
A52264	1633	1	92	92	CD
A52264	1633	2	min	min	NN
A52264	1633	3	.	.	.
A52264	1634	1	with	with	IN
A52264	1634	2	the	the	DT
A52264	1634	3	side	side	NN
A52264	1634	4	BC	BC	NNP
A52264	1634	5	57	57	CD
A52264	1634	6	deg	deg	NNP
A52264	1634	7	.	.	.
A52264	1635	1	53	53	CD
A52264	1635	2	min	min	NN
A52264	1635	3	.	.	.
A52264	1636	1	to	to	TO
A52264	1636	2	finde	finde	NNP
A52264	1636	3	the	the	DT
A52264	1636	4	side	side	NN
A52264	1636	5	AC	AC	NNP
A52264	1636	6	.	.	.
A52264	1637	1	Let	let	VB
A52264	1637	2	fall	fall	VB
A52264	1637	3	the	the	DT
A52264	1637	4	perpendicular	perpendicular	JJ
A52264	1637	5	BF	BF	NNP
A52264	1637	6	,	,	,
A52264	1637	7	then	then	RB
A52264	1637	8	in	in	IN
A52264	1637	9	the	the	DT
A52264	1637	10	right	right	NN
A52264	1637	11	angled	angle	VBN
A52264	1637	12	triangle	triangle	NN
A52264	1637	13	BCF	BCF	NNP
A52264	1637	14	,	,	,
A52264	1637	15	we	-PRON-	PRP
A52264	1637	16	have	have	VBP
A52264	1637	17	known	know	VBN
A52264	1637	18	the	the	DT
A52264	1637	19	Hypothenusal	Hypothenusal	NNP
A52264	1637	20	BC	BC	NNP
A52264	1637	21	,	,	,
A52264	1637	22	and	and	CC
A52264	1637	23	the	the	DT
A52264	1637	24	angle	angle	NN
A52264	1637	25	FCB	FCB	NNP
A52264	1637	26	,	,	,
A52264	1637	27	to	to	TO
A52264	1637	28	finde	finde	VB
A52264	1637	29	the	the	DT
A52264	1637	30	base	base	NN
A52264	1637	31	FC	FC	NNP
A52264	1637	32	:	:	:
A52264	1637	33	say	say	VB
A52264	1637	34	then	then	RB
A52264	1637	35	,	,	,
A52264	1637	36	As	as	IN
A52264	1637	37	the	the	DT
A52264	1637	38	Radius	Radius	NNP
A52264	1637	39	,	,	,
A52264	1637	40	90	90	CD
A52264	1637	41	10.000000	10.000000	CD
A52264	1637	42	Is	be	VBZ
A52264	1637	43	to	to	IN
A52264	1637	44	the	the	DT
A52264	1637	45	co	co	NN
A52264	1637	46	-	-	NN
A52264	1637	47	sine	sine	NN
A52264	1637	48	of	of	IN
A52264	1637	49	FCB	FCB	NNP
A52264	1637	50	,	,	,
A52264	1637	51	37.92	37.92	CD
A52264	1637	52	9.897005	9.897005	CD
A52264	1637	53	So	so	RB
A52264	1637	54	is	be	VBZ
A52264	1637	55	the	the	DT
A52264	1637	56	tangent	tangent	NN
A52264	1637	57	of	of	IN
A52264	1637	58	BC	BC	NNP
A52264	1637	59	,	,	,
A52264	1637	60	57.53	57.53	CD
A52264	1637	61	10.196314	10.196314	CD
A52264	1637	62	To	to	IN
A52264	1637	63	the	the	DT
A52264	1637	64	tangent	tangent	NN
A52264	1637	65	of	of	IN
A52264	1637	66	FC	FC	NNP
A52264	1637	67	,	,	,
A52264	1637	68	51.11	51.11	CD
A52264	1637	69	10.093319	10.093319	CD
A52264	1637	70	Secondly	secondly	RB
A52264	1637	71	,	,	,
A52264	1637	72	to	to	IN
A52264	1637	73	finde	finde	NNP
A52264	1637	74	AF	AF	NNP
A52264	1637	75	,	,	,
A52264	1637	76	I	-PRON-	PRP
A52264	1637	77	say	say	VBP
A52264	1637	78	,	,	,
A52264	1637	79	As	as	IN
A52264	1637	80	co	co	JJ
A52264	1637	81	-	-	JJ
A52264	1637	82	tangent	tangent	JJ
A52264	1637	83	FCB	fcb	NN
A52264	1637	84	,	,	,
A52264	1637	85	37.92	37.92	CD
A52264	1637	86	,	,	,
A52264	1637	87	co	co	VBD
A52264	1637	88	.	.	.
A52264	1638	1	ar	ar	NNP
A52264	1638	2	.	.	.
A52264	1639	1	9.891559	9.891559	CD
A52264	1639	2	To	to	TO
A52264	1639	3	co	co	NN
A52264	1639	4	-	-	NN
A52264	1639	5	tangent	tangent	NN
A52264	1639	6	of	of	IN
A52264	1639	7	BAC	BAC	NNP
A52264	1639	8	.	.	.
A52264	1640	1	56.44	56.44	CD
A52264	1640	2	9.821771	9.821771	CD
A52264	1640	3	So	so	RB
A52264	1640	4	is	be	VBZ
A52264	1640	5	the	the	DT
A52264	1640	6	sine	sine	NN
A52264	1640	7	of	of	IN
A52264	1640	8	FC	FC	NNP
A52264	1640	9	,	,	,
A52264	1640	10	51.11	51.11	CD
A52264	1640	11	9.891176	9.891176	CD
A52264	1640	12	To	to	IN
A52264	1640	13	the	the	DT
A52264	1640	14	sine	sine	NN
A52264	1640	15	of	of	IN
A52264	1640	16	AF	AF	NNP
A52264	1640	17	,	,	,
A52264	1640	18	23.72	23.72	CD
A52264	1640	19	9.604506	9.604506	CD
A52264	1640	20	Now	now	RB
A52264	1640	21	because	because	IN
A52264	1640	22	the	the	DT
A52264	1640	23	perpendicular	perpendicular	JJ
A52264	1640	24	falls	fall	VBZ
A52264	1640	25	within	within	IN
A52264	1640	26	the	the	DT
A52264	1640	27	Triangle	Triangle	NNP
A52264	1640	28	,	,	,
A52264	1640	29	I	-PRON-	PRP
A52264	1640	30	adde	adde	VBP
A52264	1640	31	the	the	DT
A52264	1640	32	first	first	JJ
A52264	1640	33	arch	arch	NNP
A52264	1640	34	FC	FC	NNP
A52264	1640	35	51	51	CD
A52264	1640	36	deg	deg	NN
A52264	1640	37	.	.	.
A52264	1641	1	11	11	CD
A52264	1641	2	min	min	NN
A52264	1641	3	.	.	.
A52264	1642	1	to	to	IN
A52264	1642	2	the	the	DT
A52264	1642	3	second	second	JJ
A52264	1642	4	arch	arch	JJ
A52264	1642	5	AF	AF	NNP
A52264	1642	6	,	,	,
A52264	1642	7	23	23	CD
A52264	1642	8	deg	deg	NN
A52264	1642	9	.	.	.
A52264	1643	1	72	72	CD
A52264	1643	2	min	min	NN
A52264	1643	3	.	.	.
A52264	1644	1	and	and	CC
A52264	1644	2	their	-PRON-	PRP$
A52264	1644	3	aggregate	aggregate	NN
A52264	1644	4	is	be	VBZ
A52264	1644	5	74	74	CD
A52264	1644	6	deg	deg	NN
A52264	1644	7	.	.	.
A52264	1645	1	83	83	CD
A52264	1645	2	min	min	NN
A52264	1645	3	.	.	.
A52264	1646	1	the	the	DT
A52264	1646	2	side	side	NN
A52264	1646	3	AC	AC	NNP
A52264	1646	4	required	require	VBN
A52264	1646	5	.	.	.
A52264	1647	1	CASE	case	NN
A52264	1647	2	11	11	CD
A52264	1647	3	.	.	.
A52264	1648	1	The	the	DT
A52264	1648	2	three	three	CD
A52264	1648	3	sides	side	NNS
A52264	1648	4	given	give	VBN
A52264	1648	5	to	to	TO
A52264	1648	6	finde	finde	NNP
A52264	1648	7	an	an	DT
A52264	1648	8	angle	angle	NN
A52264	1648	9	.	.	.
A52264	1649	1	The	the	DT
A52264	1649	2	solution	solution	NN
A52264	1649	3	of	of	IN
A52264	1649	4	this	this	DT
A52264	1649	5	and	and	CC
A52264	1649	6	the	the	DT
A52264	1649	7	Case	Case	NNP
A52264	1649	8	following	follow	VBG
A52264	1649	9	,	,	,
A52264	1649	10	depends	depend	VBZ
A52264	1649	11	upon	upon	IN
A52264	1649	12	the	the	DT
A52264	1649	13	Demonstration	Demonstration	NNP
A52264	1649	14	of	of	IN
A52264	1649	15	this	this	DT
A52264	1649	16	Proposition	Proposition	NNP
A52264	1649	17	.	.	.
A52264	1650	1	As	as	IN
A52264	1650	2	the	the	DT
A52264	1650	3	Rectangular	rectangular	JJ
A52264	1650	4	figure	figure	NN
A52264	1650	5	of	of	IN
A52264	1650	6	the	the	DT
A52264	1650	7	sines	sine	NNS
A52264	1650	8	of	of	IN
A52264	1650	9	the	the	DT
A52264	1650	10	sides	side	NNS
A52264	1650	11	comprehending	comprehend	VBG
A52264	1650	12	the	the	DT
A52264	1650	13	angle	angle	NN
A52264	1650	14	required	require	VBN
A52264	1650	15	;	;	:
A52264	1650	16	Is	be	VBZ
A52264	1650	17	to	to	IN
A52264	1650	18	the	the	DT
A52264	1650	19	square	square	NN
A52264	1650	20	of	of	IN
A52264	1650	21	Radius	Radius	NNP
A52264	1650	22	:	:	:
A52264	1650	23	So	so	RB
A52264	1650	24	is	be	VBZ
A52264	1650	25	the	the	DT
A52264	1650	26	Rectangular	rectangular	JJ
A52264	1650	27	figure	figure	NN
A52264	1650	28	of	of	IN
A52264	1650	29	the	the	DT
A52264	1650	30	sines	sine	NNS
A52264	1650	31	of	of	IN
A52264	1650	32	the	the	DT
A52264	1650	33	difference	difference	NN
A52264	1650	34	of	of	IN
A52264	1650	35	each	each	DT
A52264	1650	36	containing	contain	VBG
A52264	1650	37	side	side	NN
A52264	1650	38	taken	take	VBN
A52264	1650	39	from	from	IN
A52264	1650	40	the	the	DT
A52264	1650	41	half	half	JJ
A52264	1650	42	summe	summe	NN
A52264	1650	43	of	of	IN
A52264	1650	44	the	the	DT
A52264	1650	45	three	three	CD
A52264	1650	46	sides	side	NNS
A52264	1650	47	given	give	VBN
A52264	1650	48	;	;	:
A52264	1650	49	To	to	IN
A52264	1650	50	the	the	DT
A52264	1650	51	square	square	NN
A52264	1650	52	of	of	IN
A52264	1650	53	the	the	DT
A52264	1650	54	sine	sine	NN
A52264	1650	55	of	of	IN
A52264	1650	56	half	half	PDT
A52264	1650	57	the	the	DT
A52264	1650	58	angle	angle	NN
A52264	1650	59	required	require	VBN
A52264	1650	60	.	.	.
A52264	1651	1	Let	let	VB
A52264	1651	2	the	the	DT
A52264	1651	3	sides	side	NNS
A52264	1651	4	of	of	IN
A52264	1651	5	the	the	DT
A52264	1651	6	triangle	triangle	NN
A52264	1651	7	ZPS	ZPS	NNP
A52264	1651	8	be	be	VB
A52264	1651	9	known	know	VBN
A52264	1651	10	,	,	,
A52264	1651	11	and	and	CC
A52264	1651	12	let	let	VB
A52264	1651	13	the	the	DT
A52264	1651	14	vertical	vertical	JJ
A52264	1651	15	angle	angle	NN
A52264	1651	16	SZP	SZP	NNP
A52264	1651	17	be	be	VBP
A52264	1651	18	the	the	DT
A52264	1651	19	angle	angle	NN
A52264	1651	20	required	require	VBN
A52264	1651	21	,	,	,
A52264	1651	22	then	then	RB
A52264	1651	23	shall	shall	MD
A52264	1651	24	ZS	ZS	NNP
A52264	1651	25	the	the	DT
A52264	1651	26	one	one	NN
A52264	1651	27	be	be	VB
A52264	1651	28	equal	equal	JJ
A52264	1651	29	ZC	zc	NN
A52264	1651	30	.	.	.
A52264	1652	1	In	in	IN
A52264	1652	2	like	like	JJ
A52264	1652	3	manner	manner	NN
A52264	1652	4	PS	PS	NNP
A52264	1652	5	the	the	DT
A52264	1652	6	base	base	NN
A52264	1652	7	of	of	IN
A52264	1652	8	the	the	DT
A52264	1652	9	vertical	vertical	JJ
A52264	1652	10	angle	angle	NN
A52264	1652	11	shall	shall	MD
A52264	1652	12	be	be	VB
A52264	1652	13	equal	equal	JJ
A52264	1652	14	to	to	IN
A52264	1652	15	PH	PH	NNP
A52264	1652	16	or	or	CC
A52264	1652	17	PB	PB	NNP
A52264	1652	18	,	,	,
A52264	1652	19	then	then	RB
A52264	1652	20	draw	draw	VB
A52264	1652	21	PR	pr	RB
A52264	1652	22	the	the	DT
A52264	1652	23	sine	sine	NN
A52264	1652	24	of	of	IN
A52264	1652	25	PZ	PZ	NNP
A52264	1652	26	and	and	CC
A52264	1652	27	CK	CK	NNP
A52264	1652	28	the	the	DT
A52264	1652	29	sine	sine	NN
A52264	1652	30	of	of	IN
A52264	1652	31	CZ	CZ	NNP
A52264	1652	32	or	or	CC
A52264	1652	33	ZS	ZS	NNP
A52264	1652	34	.	.	.
A52264	1653	1	Divide	Divide	NNP
A52264	1653	2	CH	CH	NNP
A52264	1653	3	into	into	IN
A52264	1653	4	two	two	CD
A52264	1653	5	equal	equal	JJ
A52264	1653	6	parts	part	NNS
A52264	1653	7	in	in	IN
A52264	1653	8	G	g	NN
A52264	1653	9	,	,	,
A52264	1653	10	draw	draw	VB
A52264	1653	11	the	the	DT
A52264	1653	12	Radius	Radius	NNP
A52264	1653	13	AG	AG	NNP
A52264	1653	14	and	and	CC
A52264	1653	15	let	let	VBD
A52264	1653	16	fall	fall	VB
A52264	1653	17	the	the	DT
A52264	1653	18	perpendiculars	perpendicular	NNS
A52264	1653	19	P	P	NNP
A52264	1653	20	●	●	NFP
A52264	1653	21	and	and	CC
A52264	1653	22	CN	CN	NNP
A52264	1653	23	which	which	WDT
A52264	1653	24	are	be	VBP
A52264	1653	25	the	the	DT
A52264	1653	26	sines	sine	NNS
A52264	1653	27	of	of	IN
A52264	1653	28	the	the	DT
A52264	1653	29	arches	arch	NNS
A52264	1653	30	PG	PG	NNP
A52264	1653	31	and	and	CC
A52264	1653	32	CG	CG	NNP
A52264	1653	33	.	.	.
A52264	1654	1	The	the	DT
A52264	1654	2	right	right	JJ
A52264	1654	3	line	line	NN
A52264	1654	4	EV	EV	NNP
A52264	1654	5	is	be	VBZ
A52264	1654	6	the	the	DT
A52264	1654	7	versed	versed	JJ
A52264	1654	8	sine	sine	NN
A52264	1654	9	of	of	IN
A52264	1654	10	a	a	DT
A52264	1654	11	certain	certain	JJ
A52264	1654	12	arch	arch	NN
A52264	1654	13	in	in	IN
A52264	1654	14	a	a	DT
A52264	1654	15	great	great	JJ
A52264	1654	16	circle	circle	NN
A52264	1654	17	,	,	,
A52264	1654	18	and	and	CC
A52264	1654	19	SC	SC	NNP
A52264	1654	20	the	the	DT
A52264	1654	21	versed	versed	NNS
A52264	1654	22	of	of	IN
A52264	1654	23	the	the	DT
A52264	1654	24	like	like	UH
A52264	1654	25	arch	arch	NN
A52264	1654	26	in	in	IN
A52264	1654	27	a	a	DT
A52264	1654	28	less	less	JJR
A52264	1654	29	,	,	,
A52264	1654	30	then	then	RB
A52264	1654	31	if	if	IN
A52264	1654	32	you	-PRON-	PRP
A52264	1654	33	draw	draw	VBP
A52264	1654	34	the	the	DT
A52264	1654	35	right	right	JJ
A52264	1654	36	line	line	NN
A52264	1654	37	NF	NF	NNP
A52264	1654	38	parallel	parallel	NN
A52264	1654	39	to	to	IN
A52264	1654	40	SH	SH	NNP
A52264	1654	41	bisecting	bisect	VBG
A52264	1654	42	CH	CH	NNP
A52264	1654	43	in	in	IN
A52264	1654	44	N	N	NNP
A52264	1654	45	,	,	,
A52264	1654	46	it	-PRON-	PRP
A52264	1654	47	shall	shall	MD
A52264	1654	48	also	also	RB
A52264	1654	49	bisect	bisect	VB
A52264	1654	50	the	the	DT
A52264	1654	51	versed	versed	JJ
A52264	1654	52	sine	sine	NN
A52264	1654	53	SC	SC	NNP
A52264	1654	54	in	in	IN
A52264	1654	55	F	F	NNP
A52264	1654	56	by	by	IN
A52264	1654	57	the	the	DT
A52264	1654	58	15th	15th	NN
A52264	1654	59	.	.	.
A52264	1655	1	of	of	IN
A52264	1655	2	the	the	DT
A52264	1655	3	second	second	JJ
A52264	1655	4	and	and	CC
A52264	1655	5	RM	RM	NNP
A52264	1655	6	bisecting	bisect	VBG
A52264	1655	7	TP	TP	NNP
A52264	1655	8	in	in	IN
A52264	1655	9	R	r	NN
A52264	1655	10	,	,	,
A52264	1655	11	and	and	CC
A52264	1655	12	drawn	draw	VBN
A52264	1655	13	parallel	parallel	NN
A52264	1655	14	to	to	IN
A52264	1655	15	TX	TX	NNP
A52264	1655	16	,	,	,
A52264	1655	17	shall	shall	NN
A52264	1655	18	for	for	IN
A52264	1655	19	the	the	DT
A52264	1655	20	same	same	JJ
A52264	1655	21	reason	reason	NN
A52264	1655	22	bisect	bisect	JJ
A52264	1655	23	PX	PX	NNP
A52264	1655	24	in	in	IN
A52264	1655	25	M	M	NNP
A52264	1655	26	,	,	,
A52264	1655	27	and	and	CC
A52264	1655	28	the	the	DT
A52264	1655	29	triangles	triangle	NNS
A52264	1655	30	SCH	SCH	NNP
A52264	1655	31	and	and	CC
A52264	1655	32	FNC	FNC	NNP
A52264	1655	33	shall	shall	MD
A52264	1655	34	be	be	VB
A52264	1655	35	like	like	UH
A52264	1655	36	,	,	,
A52264	1655	37	as	as	IN
A52264	1655	38	also	also	RB
A52264	1655	39	the	the	DT
A52264	1655	40	triangles	triangle	NNS
A52264	1655	41	TPX	TPX	NNP
A52264	1655	42	and	and	CC
A52264	1655	43	RPM	rpm	NN
A52264	1655	44	are	be	VBP
A52264	1655	45	like	like	JJ
A52264	1655	46	;	;	:
A52264	1655	47	and	and	CC
A52264	1655	48	ZG	ZG	NNP
A52264	1655	49	shall	shall	MD
A52264	1655	50	be	be	VB
A52264	1655	51	equal	equal	JJ
A52264	1655	52	to	to	IN
A52264	1655	53	the	the	DT
A52264	1655	54	half	half	JJ
A52264	1655	55	summe	summe	NN
A52264	1655	56	of	of	IN
A52264	1655	57	the	the	DT
A52264	1655	58	three	three	CD
A52264	1655	59	sides	side	NNS
A52264	1655	60	given	give	VBN
A52264	1655	61	,	,	,
A52264	1655	62	which	which	WDT
A52264	1655	63	thus	thus	RB
A52264	1655	64	I	-PRON-	PRP
A52264	1655	65	prove	prove	VBP
A52264	1655	66	.	.	.
A52264	1656	1	Of	of	IN
A52264	1656	2	any	any	DT
A52264	1656	3	three	three	CD
A52264	1656	4	unequal	unequal	JJ
A52264	1656	5	quantities	quantity	NNS
A52264	1656	6	given	give	VBN
A52264	1656	7	,	,	,
A52264	1656	8	if	if	IN
A52264	1656	9	the	the	DT
A52264	1656	10	difference	difference	NN
A52264	1656	11	of	of	IN
A52264	1656	12	the	the	DT
A52264	1656	13	two	two	CD
A52264	1656	14	lesser	less	JJR
A52264	1656	15	be	be	VB
A52264	1656	16	substracted	substracte	VBN
A52264	1656	17	from	from	IN
A52264	1656	18	the	the	DT
A52264	1656	19	greatest	great	JJS
A52264	1656	20	,	,	,
A52264	1656	21	and	and	CC
A52264	1656	22	half	half	PDT
A52264	1656	23	the	the	DT
A52264	1656	24	remainer	remainer	NN
A52264	1656	25	added	add	VBN
A52264	1656	26	to	to	IN
A52264	1656	27	the	the	DT
A52264	1656	28	mean	mean	JJ
A52264	1656	29	quantity	quantity	NN
A52264	1656	30	,	,	,
A52264	1656	31	the	the	DT
A52264	1656	32	summe	summe	NN
A52264	1656	33	shall	shall	MD
A52264	1656	34	be	be	VB
A52264	1656	35	equall	equall	JJ
A52264	1656	36	to	to	IN
A52264	1656	37	half	half	PDT
A52264	1656	38	the	the	DT
A52264	1656	39	summe	summe	NN
A52264	1656	40	of	of	IN
A52264	1656	41	the	the	DT
A52264	1656	42	three	three	CD
A52264	1656	43	unequal	unequal	JJ
A52264	1656	44	quantities	quantity	NNS
A52264	1656	45	given	give	VBN
A52264	1656	46	.	.	.
A52264	1657	1	Example	example	NN
A52264	1657	2	.	.	.
A52264	1658	1	Let	let	VB
A52264	1658	2	the	the	DT
A52264	1658	3	quantities	quantity	NNS
A52264	1658	4	given	give	VBN
A52264	1658	5	be	be	VB
A52264	1658	6	9	9	CD
A52264	1658	7	,	,	,
A52264	1658	8	13	13	CD
A52264	1658	9	,	,	,
A52264	1658	10	and	and	CC
A52264	1658	11	16	16	CD
A52264	1658	12	,	,	,
A52264	1658	13	the	the	DT
A52264	1658	14	difference	difference	NN
A52264	1658	15	between	between	IN
A52264	1658	16	9	9	CD
A52264	1658	17	and	and	CC
A52264	1658	18	13	13	CD
A52264	1658	19	is	be	VBZ
A52264	1658	20	4	4	CD
A52264	1658	21	,	,	,
A52264	1658	22	which	which	WDT
A52264	1658	23	being	be	VBG
A52264	1658	24	substracted	substracte	VBN
A52264	1658	25	from	from	IN
A52264	1658	26	16	16	CD
A52264	1658	27	,	,	,
A52264	1658	28	there	there	EX
A52264	1658	29	remaineth	remaineth	NNP
A52264	1658	30	12	12	CD
A52264	1658	31	,	,	,
A52264	1658	32	the	the	DT
A52264	1658	33	half	half	NN
A52264	1658	34	whereof	whereof	NN
A52264	1658	35	is	be	VBZ
A52264	1658	36	6	6	CD
A52264	1658	37	,	,	,
A52264	1658	38	which	which	WDT
A52264	1658	39	being	be	VBG
A52264	1658	40	added	add	VBN
A52264	1658	41	to	to	IN
A52264	1658	42	13	13	CD
A52264	1658	43	maketh	maketh	NN
A52264	1658	44	19	19	CD
A52264	1658	45	,	,	,
A52264	1658	46	the	the	DT
A52264	1658	47	half	half	JJ
A52264	1658	48	sum	sum	NN
A52264	1658	49	of	of	IN
A52264	1658	50	the	the	DT
A52264	1658	51	three	three	CD
A52264	1658	52	unequal	unequal	JJ
A52264	1658	53	quantities	quantity	NNS
A52264	1658	54	.	.	.
A52264	1659	1	Now	now	RB
A52264	1659	2	then	then	RB
A52264	1659	3	in	in	IN
A52264	1659	4	this	this	DT
A52264	1659	5	Diagram	Diagram	NNP
A52264	1659	6	PC	pc	NN
A52264	1659	7	is	be	VBZ
A52264	1659	8	the	the	DT
A52264	1659	9	difference	difference	NN
A52264	1659	10	of	of	IN
A52264	1659	11	the	the	DT
A52264	1659	12	two	two	CD
A52264	1659	13	lesser	less	JJR
A52264	1659	14	sides	side	NNS
A52264	1659	15	,	,	,
A52264	1659	16	which	which	WDT
A52264	1659	17	taken	take	VBN
A52264	1659	18	from	from	IN
A52264	1659	19	PH	PH	NNP
A52264	1659	20	,	,	,
A52264	1659	21	the	the	DT
A52264	1659	22	remainer	remainer	NN
A52264	1659	23	is	be	VBZ
A52264	1659	24	CH	CH	NNP
A52264	1659	25	,	,	,
A52264	1659	26	the	the	DT
A52264	1659	27	half	half	NN
A52264	1659	28	whereof	whereof	NN
A52264	1659	29	is	be	VBZ
A52264	1659	30	CG	CG	NNP
A52264	1659	31	,	,	,
A52264	1659	32	and	and	CC
A52264	1659	33	CG	CG	NNP
A52264	1659	34	added	add	VBD
A52264	1659	35	to	to	IN
A52264	1659	36	CZ	CZ	NNP
A52264	1659	37	,	,	,
A52264	1659	38	the	the	DT
A52264	1659	39	mean	mean	JJ
A52264	1659	40	side	side	NN
A52264	1659	41	,	,	,
A52264	1659	42	giveth	giveth	NNP
A52264	1659	43	GZ	GZ	NNP
A52264	1659	44	the	the	DT
A52264	1659	45	half	half	NN
A52264	1659	46	summe	summe	NN
A52264	1659	47	,	,	,
A52264	1659	48	and	and	CC
A52264	1659	49	if	if	IN
A52264	1659	50	we	-PRON-	PRP
A52264	1659	51	substract	substract	VBP
A52264	1659	52	ZP	ZP	NNP
A52264	1659	53	the	the	DT
A52264	1659	54	lesser	less	JJR
A52264	1659	55	containing	contain	VBG
A52264	1659	56	side	side	NN
A52264	1659	57	of	of	IN
A52264	1659	58	the	the	DT
A52264	1659	59	angle	angle	NN
A52264	1659	60	required	require	VBN
A52264	1659	61	,	,	,
A52264	1659	62	from	from	IN
A52264	1659	63	ZG	ZG	NNP
A52264	1659	64	the	the	DT
A52264	1659	65	half	half	JJ
A52264	1659	66	sum	sum	NN
A52264	1659	67	,	,	,
A52264	1659	68	their	-PRON-	PRP$
A52264	1659	69	difference	difference	NN
A52264	1659	70	will	will	MD
A52264	1659	71	be	be	VB
A52264	1659	72	PG	PG	NNP
A52264	1659	73	,	,	,
A52264	1659	74	and	and	CC
A52264	1659	75	if	if	IN
A52264	1659	76	we	-PRON-	PRP
A52264	1659	77	substract	substract	VBP
A52264	1659	78	ZC	ZC	NNP
A52264	1659	79	the	the	DT
A52264	1659	80	other	other	JJ
A52264	1659	81	side	side	NN
A52264	1659	82	,	,	,
A52264	1659	83	the	the	DT
A52264	1659	84	difference	difference	NN
A52264	1659	85	will	will	MD
A52264	1659	86	be	be	VB
A52264	1659	87	CG	CG	NNP
A52264	1659	88	.	.	.
A52264	1660	1	Lastly	lastly	RB
A52264	1660	2	,	,	,
A52264	1660	3	let	let	VB
A52264	1660	4	the	the	DT
A52264	1660	5	arch	arch	JJ
A52264	1660	6	IV	IV	NNP
A52264	1660	7	be	be	VB
A52264	1660	8	the	the	DT
A52264	1660	9	measure	measure	NN
A52264	1660	10	of	of	IN
A52264	1660	11	the	the	DT
A52264	1660	12	vertical	vertical	JJ
A52264	1660	13	angle	angle	NN
A52264	1660	14	PZS	PZS	NNP
A52264	1660	15	,	,	,
A52264	1660	16	and	and	CC
A52264	1660	17	the	the	DT
A52264	1660	18	right	right	JJ
A52264	1660	19	line	line	NN
A52264	1660	20	OQ	OQ	VBN
A52264	1660	21	bisect	bisect	VBP
A52264	1660	22	the	the	DT
A52264	1660	23	lines	line	NNS
A52264	1660	24	EV	EV	NNP
A52264	1660	25	and	and	CC
A52264	1660	26	IV	IV	NNP
A52264	1660	27	,	,	,
A52264	1660	28	and	and	CC
A52264	1660	29	the	the	DT
A52264	1660	30	right	right	JJ
A52264	1660	31	line	line	NN
A52264	1660	32	AQ	AQ	NNP
A52264	1660	33	perpendicular	perpendicular	JJ
A52264	1660	34	to	to	IN
A52264	1660	35	the	the	DT
A52264	1660	36	right	right	JJ
A52264	1660	37	line	line	NN
A52264	1660	38	IV	IV	NNP
A52264	1660	39	,	,	,
A52264	1660	40	bisecting	bisect	VBG
A52264	1660	41	the	the	DT
A52264	1660	42	same	same	JJ
A52264	1660	43	in	in	IN
A52264	1660	44	Q	Q	NNP
A52264	1660	45	,	,	,
A52264	1660	46	I	-PRON-	PRP
A52264	1660	47	say	say	VBP
A52264	1660	48	then	then	RB
A52264	1660	49	.	.	.
A52264	1661	1	And	and	CC
A52264	1661	2	dividing	divide	VBG
A52264	1661	3	the	the	DT
A52264	1661	4	two	two	CD
A52264	1661	5	last	last	JJ
A52264	1661	6	rectangles	rectangle	NNS
A52264	1661	7	by	by	IN
A52264	1661	8	CF	cf	NN
A52264	1661	9	,	,	,
A52264	1661	10	the	the	DT
A52264	1661	11	proportion	proportion	NN
A52264	1661	12	will	will	MD
A52264	1661	13	be	be	VB
A52264	1661	14	PR	pr	NN
A52264	1661	15	×	×	NN
A52264	1661	16	CK	CK	NNP
A52264	1661	17	And	and	CC
A52264	1661	18	because	because	IN
A52264	1661	19	VO	VO	NNP
A52264	1661	20	in	in	IN
A52264	1661	21	VA	VA	NNP
A52264	1661	22	is	be	VBZ
A52264	1661	23	equal	equal	JJ
A52264	1661	24	to	to	IN
A52264	1661	25	VQ	VQ	NNP
A52264	1661	26	square	square	NN
A52264	1661	27	;	;	:
A52264	1661	28	therefore	therefore	RB
A52264	1661	29	if	if	IN
A52264	1661	30	you	-PRON-	PRP
A52264	1661	31	multiply	multiply	VBP
A52264	1661	32	CN	cn	NN
A52264	1661	33	by	by	IN
A52264	1661	34	VA	VA	NNP
A52264	1661	35	,	,	,
A52264	1661	36	the	the	DT
A52264	1661	37	proportion	proportion	NN
A52264	1661	38	will	will	MD
A52264	1661	39	be	be	VB
A52264	1661	40	,	,	,
A52264	1661	41	as	as	IN
A52264	1661	42	PR	pr	NN
A52264	1661	43	×	×	NN
A52264	1661	44	CK	CK	NNP
A52264	1661	45	,	,	,
A52264	1661	46	to	to	IN
A52264	1661	47	PM	PM	NNP
A52264	1661	48	×	×	NNP
A52264	1661	49	VA	VA	NNP
A52264	1661	50	;	;	:
A52264	1661	51	so	so	RB
A52264	1661	52	is	be	VBZ
A52264	1661	53	CN	CN	NNP
A52264	1661	54	×	×	NN
A52264	1661	55	VA	VA	NNP
A52264	1661	56	,	,	,
A52264	1661	57	to	to	IN
A52264	1661	58	VO	VO	NNP
A52264	1661	59	×	×	NN
A52264	1661	60	VA	VA	NNP
A52264	1661	61	equal	equal	JJ
A52264	1661	62	to	to	IN
A52264	1661	63	VQ	VQ	NNP
A52264	1661	64	square	square	NN
A52264	1661	65	,	,	,
A52264	1661	66	which	which	WDT
A52264	1661	67	was	be	VBD
A52264	1661	68	to	to	TO
A52264	1661	69	be	be	VB
A52264	1661	70	proved	prove	VBN
A52264	1661	71	.	.	.
A52264	1662	1	PM	pm	NN
A52264	1662	2	×	×	VBZ
A52264	1662	3	VA	VA	NNP
A52264	1662	4	CN	CN	NNP
A52264	1662	5	VO	VO	NNP
A52264	1662	6	If	if	IN
A52264	1662	7	then	then	RB
A52264	1662	8	the	the	DT
A52264	1662	9	three	three	CD
A52264	1662	10	sides	side	NNS
A52264	1662	11	of	of	IN
A52264	1662	12	an	an	DT
A52264	1662	13	oblique	oblique	NN
A52264	1662	14	angled	angle	VBN
A52264	1662	15	spherical	spherical	JJ
A52264	1662	16	triangle	triangle	NN
A52264	1662	17	be	be	VB
A52264	1662	18	given	give	VBN
A52264	1662	19	,	,	,
A52264	1662	20	and	and	CC
A52264	1662	21	an	an	DT
A52264	1662	22	angle	angle	NN
A52264	1662	23	inquired	inquire	VBD
A52264	1662	24	;	;	:
A52264	1662	25	do	do	VB
A52264	1662	26	thus	thus	RB
A52264	1662	27	:	:	:
A52264	1662	28	1	1	CD
A52264	1662	29	.	.	.
A52264	1663	1	Take	take	VB
A52264	1663	2	the	the	DT
A52264	1663	3	sines	sine	NNS
A52264	1663	4	of	of	IN
A52264	1663	5	the	the	DT
A52264	1663	6	sides	side	NNS
A52264	1663	7	comprehending	comprehend	VBG
A52264	1663	8	the	the	DT
A52264	1663	9	angle	angle	NN
A52264	1663	10	inquired	inquire	VBD
A52264	1663	11	.	.	.
A52264	1664	1	Or	or	CC
A52264	1664	2	the	the	DT
A52264	1664	3	Logarithmes	logarithme	NNS
A52264	1664	4	of	of	IN
A52264	1664	5	those	those	DT
A52264	1664	6	sines	sine	NNS
A52264	1664	7	.	.	.
A52264	1665	1	2	2	LS
A52264	1665	2	.	.	.
A52264	1666	1	Take	take	VB
A52264	1666	2	also	also	RB
A52264	1666	3	the	the	DT
A52264	1666	4	quadrat	quadrat	NN
A52264	1666	5	of	of	IN
A52264	1666	6	the	the	DT
A52264	1666	7	Radius	Radius	NNP
A52264	1666	8	,	,	,
A52264	1666	9	or	or	CC
A52264	1666	10	the	the	DT
A52264	1666	11	Logarithme	Logarithme	NNP
A52264	1666	12	of	of	IN
A52264	1666	13	the	the	DT
A52264	1666	14	Radius	Radius	NNP
A52264	1666	15	doubled	double	VBD
A52264	1666	16	.	.	.
A52264	1667	1	3	3	LS
A52264	1667	2	.	.	.
A52264	1668	1	Substract	substract	VB
A52264	1668	2	each	each	DT
A52264	1668	3	side	side	NN
A52264	1668	4	comprehending	comprehend	VBG
A52264	1668	5	the	the	DT
A52264	1668	6	angle	angle	NN
A52264	1668	7	inquired	inquire	VBN
A52264	1668	8	from	from	IN
A52264	1668	9	the	the	DT
A52264	1668	10	half	half	JJ
A52264	1668	11	sum	sum	NN
A52264	1668	12	of	of	IN
A52264	1668	13	the	the	DT
A52264	1668	14	three	three	CD
A52264	1668	15	sides	side	NNS
A52264	1668	16	given	give	VBN
A52264	1668	17	,	,	,
A52264	1668	18	and	and	CC
A52264	1668	19	take	take	VB
A52264	1668	20	the	the	DT
A52264	1668	21	sines	sine	NNS
A52264	1668	22	of	of	IN
A52264	1668	23	their	-PRON-	PRP$
A52264	1668	24	differences	difference	NNS
A52264	1668	25	,	,	,
A52264	1668	26	or	or	CC
A52264	1668	27	the	the	DT
A52264	1668	28	Logarithmes	logarithme	NNS
A52264	1668	29	of	of	IN
A52264	1668	30	those	those	DT
A52264	1668	31	sines	sine	NNS
A52264	1668	32	.	.	.
A52264	1669	1	4	4	LS
A52264	1669	2	.	.	.
A52264	1670	1	If	if	IN
A52264	1670	2	the	the	DT
A52264	1670	3	rectangle	rectangle	NN
A52264	1670	4	of	of	IN
A52264	1670	5	the	the	DT
A52264	1670	6	first	first	JJ
A52264	1670	7	divide	divide	NN
A52264	1670	8	the	the	DT
A52264	1670	9	rectangle	rectangle	NN
A52264	1670	10	of	of	IN
A52264	1670	11	the	the	DT
A52264	1670	12	second	second	JJ
A52264	1670	13	and	and	CC
A52264	1670	14	third	third	JJ
A52264	1670	15	,	,	,
A52264	1670	16	the	the	DT
A52264	1670	17	side	side	NN
A52264	1670	18	of	of	IN
A52264	1670	19	the	the	DT
A52264	1670	20	quotient	quotient	NN
A52264	1670	21	is	be	VBZ
A52264	1670	22	the	the	DT
A52264	1670	23	sine	sine	NN
A52264	1670	24	of	of	IN
A52264	1670	25	half	half	PDT
A52264	1670	26	the	the	DT
A52264	1670	27	angle	angle	NN
A52264	1670	28	inquired	inquire	VBD
A52264	1670	29	.	.	.
A52264	1671	1	Or	or	CC
A52264	1671	2	if	if	IN
A52264	1671	3	the	the	DT
A52264	1671	4	sum	sum	NN
A52264	1671	5	of	of	IN
A52264	1671	6	the	the	DT
A52264	1671	7	Logarithme	Logarithme	NNP
A52264	1671	8	of	of	IN
A52264	1671	9	the	the	DT
A52264	1671	10	first	first	JJ
A52264	1671	11	be	be	VB
A52264	1671	12	deducted	deduct	VBN
A52264	1671	13	from	from	IN
A52264	1671	14	the	the	DT
A52264	1671	15	sum	sum	NN
A52264	1671	16	of	of	IN
A52264	1671	17	the	the	DT
A52264	1671	18	Logarithmes	logarithme	NNS
A52264	1671	19	of	of	IN
A52264	1671	20	the	the	DT
A52264	1671	21	second	second	JJ
A52264	1671	22	and	and	CC
A52264	1671	23	third	third	JJ
A52264	1671	24	,	,	,
A52264	1671	25	the	the	DT
A52264	1671	26	half	half	JJ
A52264	1671	27	difference	difference	NN
A52264	1671	28	is	be	VBZ
A52264	1671	29	the	the	DT
A52264	1671	30	Logarithme	Logarithme	NNP
A52264	1671	31	of	of	IN
A52264	1671	32	half	half	PDT
A52264	1671	33	the	the	DT
A52264	1671	34	angle	angle	NN
A52264	1671	35	sought	seek	VBN
A52264	1671	36	.	.	.
A52264	1672	1	Arithmeticall	Arithmeticall	NNP
A52264	1672	2	illustration	illustration	NN
A52264	1672	3	by	by	IN
A52264	1672	4	Naturall	Naturall	NNP
A52264	1672	5	Numbers	Numbers	NNPS
A52264	1672	6	.	.	.
A52264	1673	1	In	in	IN
A52264	1673	2	the	the	DT
A52264	1673	3	Oblique	Oblique	NNP
A52264	1673	4	angled	angle	VBN
A52264	1673	5	Triangle	Triangle	NNP
A52264	1673	6	SZP	SZP	NNP
A52264	1673	7	,	,	,
A52264	1673	8	having	have	VBG
A52264	1673	9	the	the	DT
A52264	1673	10	Sides	Sides	NNP
A52264	1673	11	PS	PS	NNP
A52264	1673	12	,	,	,
A52264	1673	13	42	42	CD
A52264	1673	14	deg	deg	NN
A52264	1673	15	.	.	.
A52264	1674	1	15	15	CD
A52264	1674	2	min	min	NN
A52264	1674	3	.	.	.
A52264	1675	1	PZ	PZ	NNP
A52264	1675	2	,	,	,
A52264	1675	3	30	30	CD
A52264	1675	4	00	00	NFP
A52264	1675	5	And	and	CC
A52264	1675	6	SZ	SZ	NNP
A52264	1675	7	,	,	,
A52264	1675	8	24	24	CD
A52264	1675	9	7	7	CD
A52264	1675	10	To	to	TO
A52264	1675	11	finde	finde	VB
A52264	1675	12	the	the	DT
A52264	1675	13	angle	angle	NN
A52264	1675	14	PZS	PZS	NNP
A52264	1675	15	.	.	.
A52264	1676	1	Sines	sine	NNS
A52264	1676	2	.	.	.
A52264	1677	1	The	the	DT
A52264	1677	2	side	side	NN
A52264	1677	3	PZ	PZ	NNP
A52264	1677	4	,	,	,
A52264	1677	5	30	30	CD
A52264	1677	6	deg	deg	NN
A52264	1677	7	.	.	.
A52264	1678	1	50000	50000	CD
A52264	1678	2	The	the	DT
A52264	1678	3	side	side	NN
A52264	1678	4	SZ	SZ	NNP
A52264	1678	5	,	,	,
A52264	1678	6	24	24	CD
A52264	1678	7	deg	deg	NN
A52264	1678	8	.	.	.
A52264	1679	1	7	7	CD
A52264	1679	2	min	min	NN
A52264	1679	3	.	.	.
A52264	1680	1	40785	40785	CD
A52264	1680	2	    	    	_SP
A52264	1680	3	1	1	CD
A52264	1680	4	The	the	DT
A52264	1680	5	factus	factus	NN
A52264	1680	6	of	of	IN
A52264	1680	7	the	the	DT
A52264	1680	8	Sines	Sines	NNP
A52264	1680	9	2039250000	2039250000	CD
A52264	1680	10	2	2	CD
A52264	1680	11	Quadrat	Quadrat	NNP
A52264	1680	12	of	of	IN
A52264	1680	13	the	the	DT
A52264	1680	14	Radius	Radius	NNP
A52264	1680	15	10000000000	10000000000	CD
A52264	1680	16	The	the	DT
A52264	1680	17	summe	summe	NN
A52264	1680	18	of	of	IN
A52264	1680	19	the	the	DT
A52264	1680	20	sides	side	NNS
A52264	1680	21	96	96	CD
A52264	1680	22	deg	deg	NN
A52264	1680	23	.	.	.
A52264	1681	1	22	22	CD
A52264	1681	2	min	min	NN
A52264	1681	3	.	.	.
A52264	1682	1	The	the	DT
A52264	1682	2	half	half	NN
A52264	1682	3	summe	summe	NN
A52264	1682	4	,	,	,
A52264	1682	5	48	48	CD
A52264	1682	6	11	11	CD
A52264	1682	7	  	  	_SP
A52264	1682	8	Sines	Sines	NNPS
A52264	1682	9	.	.	.
A52264	1683	1	The	the	DT
A52264	1683	2	difference	difference	NN
A52264	1683	3	of	of	IN
A52264	1683	4	ZS	ZS	NNP
A52264	1683	5	24	24	CD
A52264	1683	6	de	de	NN
A52264	1683	7	.	.	.
A52264	1684	1	4	4	CD
A52264	1684	2	min	min	NNP
A52264	1684	3	.	.	.
A52264	1685	1	40737	40737	CD
A52264	1685	2	The	the	DT
A52264	1685	3	difference	difference	NN
A52264	1685	4	of	of	IN
A52264	1685	5	PZ	PZ	NNP
A52264	1685	6	18	18	CD
A52264	1685	7	11	11	CD
A52264	1685	8	31084	31084	CD
A52264	1685	9	    	    	_SP
A52264	1685	10	3	3	CD
A52264	1685	11	Factus	Factus	NNP
A52264	1685	12	of	of	IN
A52264	1685	13	the	the	DT
A52264	1685	14	sines	sine	NNS
A52264	1685	15	1266268908	1266268908	CD
A52264	1685	16	Which	which	WDT
A52264	1685	17	being	be	VBG
A52264	1685	18	multiplyed	multiply	VBN
A52264	1685	19	by	by	IN
A52264	1685	20	Radids	Radids	NNPS
A52264	1685	21	square	square	NN
A52264	1685	22	,	,	,
A52264	1685	23	100000.00000	100000.00000	CD
A52264	1685	24	,	,	,
A52264	1685	25	and	and	CC
A52264	1685	26	divided	divide	VBN
A52264	1685	27	by	by	IN
A52264	1685	28	2039250000	2039250000	CD
A52264	1685	29	,	,	,
A52264	1685	30	the	the	DT
A52264	1685	31	quotient	quotient	NN
A52264	1685	32	will	will	MD
A52264	1685	33	be	be	VB
A52264	1685	34	620	620	CD
A52264	1685	35	●	●	NFP
A52264	1685	36	●	●	CD
A52264	1685	37	83	83	CD
A52264	1685	38	●	●	SYM
A52264	1685	39	7	7	CD
A52264	1685	40	●	●	CD
A52264	1685	41	,	,	,
A52264	1685	42	the	the	DT
A52264	1685	43	side	side	NN
A52264	1685	44	whereof	whereof	NNP
A52264	1685	45	is	be	VBZ
A52264	1685	46	78802	78802	CD
A52264	1685	47	,	,	,
A52264	1685	48	the	the	DT
A52264	1685	49	sine	sine	NN
A52264	1685	50	of	of	IN
A52264	1685	51	52	52	CD
A52264	1685	52	deg	deg	NN
A52264	1685	53	.	.	.
A52264	1686	1	which	which	WDT
A52264	1686	2	doubled	double	VBD
A52264	1686	3	is	be	VBZ
A52264	1686	4	104	104	CD
A52264	1686	5	,	,	,
A52264	1686	6	the	the	DT
A52264	1686	7	angle	angle	NN
A52264	1686	8	PZS	PZS	NNP
A52264	1686	9	inquired	inquire	VBD
A52264	1686	10	.	.	.
A52264	1687	1	Arithmeticall	Arithmeticall	NNP
A52264	1687	2	illustration	illustration	NN
A52264	1687	3	by	by	IN
A52264	1687	4	artificiall	artificiall	JJ
A52264	1687	5	numbers	number	NNS
A52264	1687	6	.	.	.
A52264	1688	1	The	the	DT
A52264	1688	2	side	side	NN
A52264	1688	3	PS	PS	NNP
A52264	1688	4	,	,	,
A52264	1688	5	42.15	42.15	CD
A52264	1688	6	.	.	.
A52264	1689	1	Logar	Logar	NNP
A52264	1689	2	.	.	.
A52264	1690	1	Sine	Sine	NNP
A52264	1690	2	.	.	.
A52264	1691	1	The	the	DT
A52264	1691	2	side	side	NN
A52264	1691	3	PZ	PZ	NNP
A52264	1691	4	,	,	,
A52264	1691	5	30	30	CD
A52264	1691	6	9.698970	9.698970	CD
A52264	1691	7	The	the	DT
A52264	1691	8	side	side	NN
A52264	1691	9	SZ	SZ	NNP
A52264	1691	10	,	,	,
A52264	1691	11	24.7	24.7	CD
A52264	1691	12	9.610503	9.610503	CD
A52264	1691	13	    	    	_SP
A52264	1691	14	Sum	Sum	NNP
A52264	1691	15	of	of	IN
A52264	1691	16	the	the	DT
A52264	1691	17	sides	side	NNS
A52264	1691	18	,	,	,
A52264	1691	19	96.22	96.22	CD
A52264	1691	20	19.309473	19.309473	CD
A52264	1691	21	    	    	_SP
A52264	1691	22	The	the	DT
A52264	1691	23	halfe	halfe	NN
A52264	1691	24	sum	sum	NN
A52264	1691	25	,	,	,
A52264	1691	26	48.11	48.11	CD
A52264	1691	27	  	  	_SP
A52264	1691	28	Diff	Diff	NNP
A52264	1691	29	.	.	.
A52264	1692	1	of	of	IN
A52264	1692	2	ZS	ZS	NNP
A52264	1692	3	and	and	CC
A52264	1692	4	the	the	DT
A52264	1692	5	half	half	JJ
A52264	1692	6	sum	sum	NN
A52264	1692	7	,	,	,
A52264	1692	8	24.4	24.4	CD
A52264	1692	9	9.609993	9.609993	CD
A52264	1692	10	Dif	Dif	NNP
A52264	1692	11	.	.	.
A52264	1693	1	of	of	IN
A52264	1693	2	PZ	PZ	NNP
A52264	1693	3	&	&	CC
A52264	1693	4	the	the	DT
A52264	1693	5	half	half	JJ
A52264	1693	6	sum	sum	NN
A52264	1693	7	,	,	,
A52264	1693	8	18.11	18.11	CD
A52264	1693	9	9.492540	9.492540	CD
A52264	1693	10	The	the	DT
A52264	1693	11	doubled	double	VBN
A52264	1693	12	Radius	Radius	NNP
A52264	1693	13	20.000000	20.000000	CD
A52264	1693	14	      	      	_SP
A52264	1693	15	39.102533	39.102533	CD
A52264	1693	16	    	    	_SP
A52264	1693	17	From	from	IN
A52264	1693	18	which	which	WDT
A52264	1693	19	substract	substract	VB
A52264	1693	20	the	the	DT
A52264	1693	21	sum	sum	NN
A52264	1693	22	of	of	IN
A52264	1693	23	the	the	DT
A52264	1693	24	Log	Log	NNP
A52264	1693	25	.	.	.
A52264	1694	1	of	of	IN
A52264	1694	2	the	the	DT
A52264	1694	3	sides	side	NNS
A52264	1694	4	,	,	,
A52264	1694	5	●	●	NFP
A52264	1694	6	S	s	NN
A52264	1694	7	.	.	.
A52264	1695	1	PZ	PZ	NNP
A52264	1695	2	19.309473	19.309473	CD
A52264	1695	3	There	there	RB
A52264	1695	4	doth	doth	JJ
A52264	1695	5	remain	remain	VBP
A52264	1695	6	,	,	,
A52264	1695	7	19.793060	19.793060	CD
A52264	1695	8	The	the	DT
A52264	1695	9	halfe	halfe	NN
A52264	1695	10	thereof	thereof	RB
A52264	1695	11	,	,	,
A52264	1695	12	9.896530	9.896530	CD
A52264	1695	13	is	be	VBZ
A52264	1695	14	the	the	DT
A52264	1695	15	Logarithm	Logarithm	NNP
A52264	1695	16	of	of	IN
A52264	1695	17	the	the	DT
A52264	1695	18	sine	sine	NN
A52264	1695	19	of	of	IN
A52264	1695	20	52	52	CD
A52264	1695	21	deg	deg	NN
A52264	1695	22	.	.	.
A52264	1696	1	whose	whose	WP$
A52264	1696	2	double	double	JJ
A52264	1696	3	104	104	CD
A52264	1696	4	is	be	VBZ
A52264	1696	5	the	the	DT
A52264	1696	6	angle	angle	NN
A52264	1696	7	PZ	PZ	NNP
A52264	1696	8	Sinquired	sinquire	VBN
A52264	1696	9	as	as	IN
A52264	1696	10	before	before	RB
A52264	1696	11	.	.	.
A52264	1697	1	Or	or	CC
A52264	1697	2	if	if	IN
A52264	1697	3	instead	instead	RB
A52264	1697	4	of	of	IN
A52264	1697	5	the	the	DT
A52264	1697	6	Logarithms	Logarithms	NNP
A52264	1697	7	of	of	IN
A52264	1697	8	the	the	DT
A52264	1697	9	sines	sine	NNS
A52264	1697	10	of	of	IN
A52264	1697	11	the	the	DT
A52264	1697	12	sides	side	NNS
A52264	1697	13	●	●	.
A52264	1697	14	S	s	NN
A52264	1697	15	and	and	CC
A52264	1697	16	PZ	PZ	NNP
A52264	1697	17	,	,	,
A52264	1697	18	you	-PRON-	PRP
A52264	1697	19	take	take	VBP
A52264	1697	20	their	-PRON-	PRP$
A52264	1697	21	Arithmeticall	Arithmeticall	NNP
A52264	1697	22	complements	complement	NNS
A52264	1697	23	,	,	,
A52264	1697	24	as	as	IN
A52264	1697	25	was	be	VBD
A52264	1697	26	shewed	shew	VBN
A52264	1697	27	in	in	IN
A52264	1697	28	the	the	DT
A52264	1697	29	8th	8th	NN
A52264	1697	30	.	.	.
A52264	1698	1	Proposition	proposition	NN
A52264	1698	2	of	of	IN
A52264	1698	3	the	the	DT
A52264	1698	4	4th	4th	NN
A52264	1698	5	.	.	.
A52264	1699	1	Chapter	chapter	NN
A52264	1699	2	,	,	,
A52264	1699	3	and	and	CC
A52264	1699	4	leave	leave	VB
A52264	1699	5	out	out	RP
A52264	1699	6	the	the	DT
A52264	1699	7	doubled	double	VBN
A52264	1699	8	Radius	Radius	NNP
A52264	1699	9	,	,	,
A52264	1699	10	the	the	DT
A52264	1699	11	work	work	NN
A52264	1699	12	may	may	MD
A52264	1699	13	be	be	VB
A52264	1699	14	performed	perform	VBN
A52264	1699	15	without	without	IN
A52264	1699	16	substraction	substraction	NN
A52264	1699	17	in	in	IN
A52264	1699	18	this	this	DT
A52264	1699	19	manner	manner	NN
A52264	1699	20	.	.	.
A52264	1700	1	The	the	DT
A52264	1700	2	side	side	NN
A52264	1700	3	PZ	PZ	NNP
A52264	1700	4	,	,	,
A52264	1700	5	30	30	CD
A52264	1700	6	co	co	NN
A52264	1700	7	.	.	.
A52264	1701	1	ar	ar	NNP
A52264	1701	2	.	.	.
A52264	1702	1	0.301030	0.301030	CD
A52264	1702	2	The	the	DT
A52264	1702	3	side	side	NN
A52264	1702	4	ZS	ZS	NNP
A52264	1702	5	.	.	.
A52264	1703	1	14.7	14.7	CD
A52264	1703	2	co	co	NN
A52264	1703	3	.	.	.
A52264	1704	1	ar	ar	NNP
A52264	1704	2	.	.	.
A52264	1705	1	0.389497	0.389497	NFP
A52264	1705	2	Dif	dif	UH
A52264	1705	3	.	.	.
A52264	1706	1	of	of	IN
A52264	1706	2	ZP	ZP	NNP
A52264	1706	3	and	and	CC
A52264	1706	4	half	half	NN
A52264	1706	5	sum	sum	NN
A52264	1706	6	,	,	,
A52264	1706	7	18.11	18.11	CD
A52264	1706	8	9.492540	9.492540	CD
A52264	1706	9	Dif	Dif	NNP
A52264	1706	10	.	.	.
A52264	1707	1	of	of	IN
A52264	1707	2	ZS	ZS	NNP
A52264	1707	3	and	and	CC
A52264	1707	4	half	half	JJ
A52264	1707	5	sum	sum	NN
A52264	1707	6	,	,	,
A52264	1707	7	24.4	24.4	CD
A52264	1707	8	9.609993	9.609993	CD
A52264	1707	9	    	    	_SP
A52264	1707	10	The	the	DT
A52264	1707	11	summe	summe	NN
A52264	1707	12	is	be	VBZ
A52264	1707	13	19.793060	19.793060	CD
A52264	1707	14	The	the	DT
A52264	1707	15	halfe	halfe	NN
A52264	1707	16	thereof	thereof	IN
A52264	1707	17	9.896530	9.896530	CD
A52264	1707	18	Is	be	VBZ
A52264	1707	19	the	the	DT
A52264	1707	20	Logarithm	Logarithm	NNP
A52264	1707	21	of	of	IN
A52264	1707	22	the	the	DT
A52264	1707	23	sine	sine	NN
A52264	1707	24	of	of	IN
A52264	1707	25	52	52	CD
A52264	1707	26	deg	deg	NN
A52264	1707	27	.	.	.
A52264	1708	1	as	as	IN
A52264	1708	2	before	before	RB
A52264	1708	3	.	.	.
A52264	1709	1	CASE	CASE	NNP
A52264	1709	2	12	12	CD
A52264	1709	3	.	.	.
A52264	1710	1	The	the	DT
A52264	1710	2	three	three	CD
A52264	1710	3	angles	angle	NNS
A52264	1710	4	of	of	IN
A52264	1710	5	a	a	DT
A52264	1710	6	Sphericall	Sphericall	NNP
A52264	1710	7	Triangle	Triangle	NNP
A52264	1710	8	given	give	VBN
A52264	1710	9	,	,	,
A52264	1710	10	to	to	TO
A52264	1710	11	finde	finde	VB
A52264	1710	12	a	a	DT
A52264	1710	13	side	side	NN
A52264	1710	14	.	.	.
A52264	1711	1	This	this	DT
A52264	1711	2	Case	case	NN
A52264	1711	3	is	be	VBZ
A52264	1711	4	the	the	DT
A52264	1711	5	converse	converse	NN
A52264	1711	6	of	of	IN
A52264	1711	7	the	the	DT
A52264	1711	8	former	former	JJ
A52264	1711	9	,	,	,
A52264	1711	10	and	and	CC
A52264	1711	11	to	to	TO
A52264	1711	12	be	be	VB
A52264	1711	13	resolved	resolve	VBN
A52264	1711	14	after	after	IN
A52264	1711	15	the	the	DT
A52264	1711	16	same	same	JJ
A52264	1711	17	manner	manner	NN
A52264	1711	18	,	,	,
A52264	1711	19	if	if	IN
A52264	1711	20	so	so	RB
A52264	1711	21	be	be	VB
A52264	1711	22	we	-PRON-	PRP
A52264	1711	23	convert	convert	VBP
A52264	1711	24	the	the	DT
A52264	1711	25	angles	angle	NNS
A52264	1711	26	into	into	IN
A52264	1711	27	sides	side	NNS
A52264	1711	28	,	,	,
A52264	1711	29	according	accord	VBG
A52264	1711	30	to	to	IN
A52264	1711	31	the	the	DT
A52264	1711	32	fifth	fifth	NN
A52264	1711	33	of	of	IN
A52264	1711	34	the	the	DT
A52264	1711	35	sixth	sixth	JJ
A52264	1711	36	Chapter	chapter	NN
A52264	1711	37	.	.	.
A52264	1712	1	For	for	IN
A52264	1712	2	the	the	DT
A52264	1712	3	two	two	CD
A52264	1712	4	lesser	less	JJR
A52264	1712	5	angles	angle	NNS
A52264	1712	6	are	be	VBP
A52264	1712	7	alwayes	alwaye	NNS
A52264	1712	8	equal	equal	JJ
A52264	1712	9	unto	unto	IN
A52264	1712	10	two	two	CD
A52264	1712	11	sides	side	NNS
A52264	1712	12	of	of	IN
A52264	1712	13	a	a	DT
A52264	1712	14	Triangle	Triangle	NNP
A52264	1712	15	comprehended	comprehend	VBN
A52264	1712	16	by	by	IN
A52264	1712	17	the	the	DT
A52264	1712	18	arkes	arke	NNS
A52264	1712	19	of	of	IN
A52264	1712	20	great	great	JJ
A52264	1712	21	Circles	Circles	NNPS
A52264	1712	22	drawn	draw	VBN
A52264	1712	23	from	from	IN
A52264	1712	24	their	-PRON-	PRP$
A52264	1712	25	Poles	Poles	NNPS
A52264	1712	26	,	,	,
A52264	1712	27	and	and	CC
A52264	1712	28	the	the	DT
A52264	1712	29	third	third	JJ
A52264	1712	30	angle	angle	NN
A52264	1712	31	may	may	MD
A52264	1712	32	be	be	VB
A52264	1712	33	greater	great	JJR
A52264	1712	34	then	then	RB
A52264	1712	35	a	a	DT
A52264	1712	36	Quadrant	Quadrant	NNP
A52264	1712	37	,	,	,
A52264	1712	38	and	and	CC
A52264	1712	39	therefore	therefore	RB
A52264	1712	40	the	the	DT
A52264	1712	41	complement	complement	NN
A52264	1712	42	thereof	thereof	RB
A52264	1712	43	to	to	IN
A52264	1712	44	a	a	DT
A52264	1712	45	Semicircle	Semicircle	NNP
A52264	1712	46	must	must	MD
A52264	1712	47	be	be	VB
A52264	1712	48	taken	take	VBN
A52264	1712	49	for	for	IN
A52264	1712	50	the	the	DT
A52264	1712	51	third	third	JJ
A52264	1712	52	side	side	NN
A52264	1712	53	.	.	.
A52264	1713	1	The	the	DT
A52264	1713	2	angle	angle	NN
A52264	1713	3	being	be	VBG
A52264	1713	4	found	find	VBN
A52264	1713	5	,	,	,
A52264	1713	6	shall	shall	MD
A52264	1713	7	be	be	VB
A52264	1713	8	one	one	CD
A52264	1713	9	of	of	IN
A52264	1713	10	the	the	DT
A52264	1713	11	three	three	CD
A52264	1713	12	sides	side	NNS
A52264	1713	13	inquired	inquire	VBD
A52264	1713	14	.	.	.
A52264	1714	1	As	as	IN
A52264	1714	2	in	in	IN
A52264	1714	3	the	the	DT
A52264	1714	4	Triangle	Triangle	NNP
A52264	1714	5	ABC	ABC	NNP
A52264	1714	6	,	,	,
A52264	1714	7	the	the	DT
A52264	1714	8	poles	pole	NNS
A52264	1714	9	of	of	IN
A52264	1714	10	those	those	DT
A52264	1714	11	arks	arks	NNP
A52264	1714	12	L	L	NNP
A52264	1714	13	,	,	,
A52264	1714	14	M	M	NNP
A52264	1714	15	,	,	,
A52264	1714	16	K	K	NNP
A52264	1714	17	,	,	,
A52264	1714	18	which	which	WDT
A52264	1714	19	connected	connect	VBD
A52264	1714	20	do	do	VBP
A52264	1714	21	make	make	VB
A52264	1714	22	the	the	DT
A52264	1714	23	Triangle	Triangle	NNP
A52264	1714	24	LMK	LMK	NNP
A52264	1714	25	,	,	,
A52264	1714	26	the	the	DT
A52264	1714	27	sides	side	NNS
A52264	1714	28	of	of	IN
A52264	1714	29	the	the	DT
A52264	1714	30	former	former	JJ
A52264	1714	31	Triangle	Triangle	NNP
A52264	1714	32	being	be	VBG
A52264	1714	33	equal	equal	JJ
A52264	1714	34	to	to	IN
A52264	1714	35	the	the	DT
A52264	1714	36	angles	angle	NNS
A52264	1714	37	of	of	IN
A52264	1714	38	this	this	DT
A52264	1714	39	latter	latter	JJ
A52264	1714	40	,	,	,
A52264	1714	41	taking	take	VBG
A52264	1714	42	the	the	DT
A52264	1714	43	complement	complement	NN
A52264	1714	44	of	of	IN
A52264	1714	45	the	the	DT
A52264	1714	46	greater	great	JJR
A52264	1714	47	angle	angle	NN
A52264	1714	48	to	to	IN
A52264	1714	49	a	a	DT
A52264	1714	50	semicircle	semicircle	NN
A52264	1714	51	for	for	IN
A52264	1714	52	one	one	CD
A52264	1714	53	.	.	.
A52264	1715	1	As	as	IN
A52264	1715	2	AB	AB	NNP
A52264	1715	3	is	be	VBZ
A52264	1715	4	equal	equal	JJ
A52264	1715	5	to	to	IN
A52264	1715	6	the	the	DT
A52264	1715	7	angle	angle	NN
A52264	1715	8	at	at	IN
A52264	1715	9	L	l	NN
A52264	1715	10	,	,	,
A52264	1715	11	or	or	CC
A52264	1715	12	the	the	DT
A52264	1715	13	arke	arke	JJ
A52264	1715	14	EG	eg	NN
A52264	1715	15	.	.	.
A52264	1716	1	The	the	DT
A52264	1716	2	side	side	NN
A52264	1716	3	BC	BC	NNP
A52264	1716	4	is	be	VBZ
A52264	1716	5	equal	equal	JJ
A52264	1716	6	to	to	IN
A52264	1716	7	the	the	DT
A52264	1716	8	angle	angle	NN
A52264	1716	9	at	at	IN
A52264	1716	10	M	M	NNP
A52264	1716	11	,	,	,
A52264	1716	12	or	or	CC
A52264	1716	13	the	the	DT
A52264	1716	14	arch	arch	JJ
A52264	1716	15	FH	FH	NNP
A52264	1716	16	.	.	.
A52264	1717	1	And	and	CC
A52264	1717	2	the	the	DT
A52264	1717	3	side	side	NN
A52264	1717	4	AC	AC	NNP
A52264	1717	5	is	be	VBZ
A52264	1717	6	equal	equal	JJ
A52264	1717	7	to	to	IN
A52264	1717	8	the	the	DT
A52264	1717	9	complement	complement	NN
A52264	1717	10	of	of	IN
A52264	1717	11	the	the	DT
A52264	1717	12	angle	angle	NN
A52264	1717	13	LKM	lkm	NN
A52264	1717	14	,	,	,
A52264	1717	15	or	or	CC
A52264	1717	16	the	the	DT
A52264	1717	17	arch	arch	JJ
A52264	1717	18	DI	DI	NNP
A52264	1717	19	.	.	.
A52264	1718	1	Therefore	therefore	RB
A52264	1718	2	if	if	IN
A52264	1718	3	the	the	DT
A52264	1718	4	angles	angle	NNS
A52264	1718	5	of	of	IN
A52264	1718	6	the	the	DT
A52264	1718	7	latter	latter	JJ
A52264	1718	8	triangle	triangle	NN
A52264	1718	9	LMK	LMK	NNP
A52264	1718	10	be	be	VB
A52264	1718	11	given	give	VBN
A52264	1718	12	,	,	,
A52264	1718	13	the	the	DT
A52264	1718	14	sides	side	NNS
A52264	1718	15	of	of	IN
A52264	1718	16	the	the	DT
A52264	1718	17	former	former	JJ
A52264	1718	18	triangle	triangle	NN
A52264	1718	19	AB	AB	NNP
A52264	1718	20	,	,	,
A52264	1718	21	BC	BC	NNP
A52264	1718	22	,	,	,
A52264	1718	23	and	and	CC
A52264	1718	24	AC	AC	NNP
A52264	1718	25	are	be	VBP
A52264	1718	26	likewise	likewise	RB
A52264	1718	27	given	give	VBN
A52264	1718	28	.	.	.
A52264	1719	1	And	and	CC
A52264	1719	2	the	the	DT
A52264	1719	3	angles	angle	NNS
A52264	1719	4	of	of	IN
A52264	1719	5	the	the	DT
A52264	1719	6	triangle	triangle	NN
A52264	1719	7	LMK	LMK	NNP
A52264	1719	8	being	be	VBG
A52264	1719	9	thus	thus	RB
A52264	1719	10	converted	convert	VBN
A52264	1719	11	into	into	IN
A52264	1719	12	sides	side	NNS
A52264	1719	13	,	,	,
A52264	1719	14	if	if	IN
A52264	1719	15	we	-PRON-	PRP
A52264	1719	16	resolve	resolve	VBP
A52264	1719	17	the	the	DT
A52264	1719	18	triangle	triangle	NN
A52264	1719	19	ABC	ABC	NNP
A52264	1719	20	,	,	,
A52264	1719	21	according	accord	VBG
A52264	1719	22	to	to	IN
A52264	1719	23	the	the	DT
A52264	1719	24	precepts	precept	NNS
A52264	1719	25	of	of	IN
A52264	1719	26	the	the	DT
A52264	1719	27	last	last	JJ
A52264	1719	28	Case	case	NN
A52264	1719	29	,	,	,
A52264	1719	30	we	-PRON-	PRP
A52264	1719	31	may	may	MD
A52264	1719	32	finde	finde	VB
A52264	1719	33	any	any	DT
A52264	1719	34	of	of	IN
A52264	1719	35	the	the	DT
A52264	1719	36	angles	angle	NNS
A52264	1719	37	,	,	,
A52264	1719	38	which	which	WDT
A52264	1719	39	is	be	VBZ
A52264	1719	40	the	the	DT
A52264	1719	41	side	side	NN
A52264	1719	42	inquired	inquire	VBD
A52264	1719	43	.	.	.
A52264	1720	1	Illustration	Illustration	NNP
A52264	1720	2	Arithmetical	Arithmetical	NNP
A52264	1720	3	,	,	,
A52264	1720	4	by	by	IN
A52264	1720	5	the	the	DT
A52264	1720	6	Artificiall	Artificiall	NNP
A52264	1720	7	Canon	Canon	NNP
A52264	1720	8	.	.	.
A52264	1721	1	Let	let	VB
A52264	1721	2	the	the	DT
A52264	1721	3	three	three	CD
A52264	1721	4	angles	angle	NNS
A52264	1721	5	of	of	IN
A52264	1721	6	the	the	DT
A52264	1721	7	triangle	triangle	NN
A52264	1721	8	LMK	LMK	NNP
A52264	1721	9	be	be	VB
A52264	1721	10	given	give	VBN
A52264	1721	11	.	.	.
A52264	1722	1	LMK	LMK	NNP
A52264	1722	2	,	,	,
A52264	1722	3	104	104	NNP
A52264	1722	4	deg	deg	NNP
A52264	1722	5	.	.	.
A52264	1723	1	or	or	CC
A52264	1723	2	the	the	DT
A52264	1723	3	complement	complement	NN
A52264	1723	4	of	of	IN
A52264	1723	5	DKI	DKI	NNP
A52264	1723	6	,	,	,
A52264	1723	7	76	76	CD
A52264	1723	8	deg	deg	NN
A52264	1723	9	.	.	.
A52264	1724	1	equal	equal	JJ
A52264	1724	2	to	to	IN
A52264	1724	3	AC	AC	NNP
A52264	1724	4	.	.	.
A52264	1725	1	MLK	MLK	NNP
A52264	1725	2	,	,	,
A52264	1725	3	or	or	CC
A52264	1725	4	the	the	DT
A52264	1725	5	side	side	NN
A52264	1725	6	AB	AB	NNP
A52264	1725	7	,	,	,
A52264	1725	8	46	46	CD
A52264	1725	9	deg	deg	NN
A52264	1725	10	.	.	.
A52264	1726	1	30	30	CD
A52264	1726	2	min	min	NN
A52264	1726	3	.	.	.
A52264	1727	1	LMK	LMK	NNP
A52264	1727	2	,	,	,
A52264	1727	3	or	or	CC
A52264	1727	4	the	the	DT
A52264	1727	5	side	side	NN
A52264	1727	6	BC	BC	NNP
A52264	1727	7	,	,	,
A52264	1727	8	36	36	CD
A52264	1727	9	deg	deg	NN
A52264	1727	10	.	.	.
A52264	1728	1	14	14	CD
A52264	1728	2	min	min	NNP
A52264	1728	3	.	.	.
A52264	1729	1	To	to	TO
A52264	1729	2	finde	finde	VB
A52264	1729	3	the	the	DT
A52264	1729	4	side	side	NN
A52264	1729	5	ML	ML	NNP
A52264	1729	6	,	,	,
A52264	1729	7	or	or	CC
A52264	1729	8	the	the	DT
A52264	1729	9	angle	angle	NN
A52264	1729	10	ABC	ABC	NNP
A52264	1729	11	.	.	.
A52264	1730	1	The	the	DT
A52264	1730	2	sides	side	NNS
A52264	1730	3	AC	AC	NNP
A52264	1730	4	76	76	CD
A52264	1730	5	.	.	.
A52264	1731	1	AB	AB	NNP
A52264	1731	2	46.30	46.30	CD
A52264	1731	3	9.859118	9.859118	CD
A52264	1731	4	BC	BC	NNP
A52264	1731	5	36.14	36.14	CD
A52264	1731	6	9.770675	9.770675	CD
A52264	1731	7	        	        	_SP
A52264	1731	8	Sum	Sum	NNP
A52264	1731	9	of	of	IN
A52264	1731	10	the	the	DT
A52264	1731	11	sides	side	NNS
A52264	1731	12	  	  	_SP
A52264	1731	13	158.44	158.44	CD
A52264	1731	14	19.629893	19.629893	CD
A52264	1731	15	        	        	_SP
A52264	1731	16	Halfe	Halfe	NNP
A52264	1731	17	sum	sum	NN
A52264	1731	18	  	  	_SP
A52264	1731	19	79.22	79.22	CD
A52264	1731	20	          	          	_SP
A52264	1731	21	Diff	Diff	NNP
A52264	1731	22	.	.	.
A52264	1732	1	of	of	IN
A52264	1732	2	AB	AB	NNP
A52264	1732	3	and	and	CC
A52264	1732	4	the	the	DT
A52264	1732	5	sum	sum	NN
A52264	1732	6	  	  	_SP
A52264	1732	7	32.92	32.92	CD
A52264	1732	8	9.735173	9.735173	CD
A52264	1732	9	Dif	Dif	NNP
A52264	1732	10	.	.	.
A52264	1733	1	of	of	IN
A52264	1733	2	BC	BC	NNP
A52264	1733	3	and	and	CC
A52264	1733	4	half	half	NN
A52264	1733	5	sum	sum	NN
A52264	1733	6	  	  	_SP
A52264	1733	7	43.08	43.08	CD
A52264	1733	8	9.834432	9.834432	CD
A52264	1733	9	The	the	DT
A52264	1733	10	doubled	double	VBN
A52264	1733	11	Radius	Radius	NNP
A52264	1733	12	    	    	_SP
A52264	1733	13	20.000000	20.000000	CD
A52264	1733	14	          	          	_SP
A52264	1733	15	The	the	DT
A52264	1733	16	summe	summe	JJ
A52264	1733	17	39.569605	39.569605	CD
A52264	1733	18	Sum	Sum	NNP
A52264	1733	19	of	of	IN
A52264	1733	20	the	the	DT
A52264	1733	21	sides	side	NNS
A52264	1733	22	  	  	_SP
A52264	1733	23	substract	substract	NN
A52264	1733	24	19.629893	19.629893	CD
A52264	1733	25	            	            	_SP
A52264	1733	26	The	the	DT
A52264	1733	27	difference	difference	NN
A52264	1733	28	19.939712	19.939712	CD
A52264	1733	29	    	    	_SP
A52264	1733	30	Halfe	Halfe	NNP
A52264	1733	31	difference	difference	NN
A52264	1733	32	9.969856	9.969856	CD
A52264	1733	33	The	the	DT
A52264	1733	34	Sine	Sine	NNP
A52264	1733	35	of	of	IN
A52264	1733	36	68	68	CD
A52264	1733	37	deg	deg	NN
A52264	1733	38	.	.	.
A52264	1734	1	90	90	CD
A52264	1734	2	min	min	NN
A52264	1734	3	.	.	.
A52264	1735	1	which	which	WDT
A52264	1735	2	doubled	double	VBD
A52264	1735	3	is	be	VBZ
A52264	1735	4	137	137	CD
A52264	1735	5	deg	deg	NN
A52264	1735	6	.	.	.
A52264	1736	1	80	80	CD
A52264	1736	2	min	min	NN
A52264	1736	3	.	.	.
A52264	1737	1	the	the	DT
A52264	1737	2	quantity	quantity	NN
A52264	1737	3	of	of	IN
A52264	1737	4	the	the	DT
A52264	1737	5	angle	angle	NN
A52264	1737	6	ABC	ABC	NNP
A52264	1737	7	,	,	,
A52264	1737	8	and	and	CC
A52264	1737	9	the	the	DT
A52264	1737	10	complement	complement	NN
A52264	1737	11	thereof	thereof	RB
A52264	1737	12	to	to	IN
A52264	1737	13	a	a	DT
A52264	1737	14	semicircle	semicircle	NN
A52264	1737	15	42	42	CD
A52264	1737	16	deg	deg	NN
A52264	1737	17	.	.	.
A52264	1738	1	20	20	CD
A52264	1738	2	min	min	NN
A52264	1738	3	.	.	.
A52264	1739	1	is	be	VBZ
A52264	1739	2	the	the	DT
A52264	1739	3	angle	angle	NN
A52264	1739	4	FBG	fbg	NN
A52264	1739	5	,	,	,
A52264	1739	6	or	or	CC
A52264	1739	7	the	the	DT
A52264	1739	8	arch	arch	JJ
A52264	1739	9	FG	FG	NNP
A52264	1739	10	,	,	,
A52264	1739	11	equal	equal	JJ
A52264	1739	12	to	to	IN
A52264	1739	13	the	the	DT
A52264	1739	14	side	side	NN
A52264	1739	15	ML	ML	NNP
A52264	1739	16	which	which	WDT
A52264	1739	17	was	be	VBD
A52264	1739	18	inquired	inquire	VBN
A52264	1739	19	.	.	.
A52264	1740	1	Institutio	Institutio	NNP
A52264	1740	2	Mathematica	Mathematica	NNP
A52264	1740	3	:	:	:
A52264	1740	4	OR	or	CC
A52264	1740	5	,	,	,
A52264	1740	6	A	a	DT
A52264	1740	7	MATHEMATICALL	MATHEMATICALL	NNP
A52264	1740	8	Institution	Institution	NNP
A52264	1740	9	:	:	:
A52264	1740	10	The	the	DT
A52264	1740	11	second	second	JJ
A52264	1740	12	Part	part	NN
A52264	1740	13	.	.	.
A52264	1741	1	Containing	contain	VBG
A52264	1741	2	the	the	DT
A52264	1741	3	application	application	NN
A52264	1741	4	and	and	CC
A52264	1741	5	use	use	NN
A52264	1741	6	of	of	IN
A52264	1741	7	the	the	DT
A52264	1741	8	Naturall	Naturall	NNP
A52264	1741	9	and	and	CC
A52264	1741	10	Artificiall	Artificiall	NNP
A52264	1741	11	SINES	SINES	NNPS
A52264	1741	12	and	and	CC
A52264	1741	13	TANGENTS	TANGENTS	NNP
A52264	1741	14	,	,	,
A52264	1741	15	as	as	IN
A52264	1741	16	also	also	RB
A52264	1741	17	of	of	IN
A52264	1741	18	the	the	DT
A52264	1741	19	LOGARITHMS	LOGARITHMS	NNP
A52264	1741	20	,	,	,
A52264	1741	21	IN	in	IN
A52264	1741	22	Astronomie	Astronomie	NNP
A52264	1741	23	,	,	,
A52264	1741	24	Dialling	Dialling	NNP
A52264	1741	25	,	,	,
A52264	1741	26	and	and	CC
A52264	1741	27	Navigation	Navigation	NNP
A52264	1741	28	.	.	.
A52264	1742	1	By	by	IN
A52264	1742	2	JOHN	JOHN	NNP
A52264	1742	3	NEWTON	NEWTON	NNP
A52264	1742	4	.	.	.
A52264	1743	1	LONDON	LONDON	NNP
A52264	1743	2	,	,	,
A52264	1743	3	Printed	Printed	NNP
A52264	1743	4	Anno	Anno	NNP
A52264	1743	5	Domini	Domini	NNP
A52264	1743	6	,	,	,
A52264	1743	7	1654	1654	CD
A52264	1743	8	.	.	.
A52264	1744	1	A	a	DT
A52264	1744	2	Mathematicall	Mathematicall	NNP
A52264	1744	3	Institution	institution	NN
A52264	1744	4	:	:	:
A52264	1744	5	The	the	DT
A52264	1744	6	second	second	JJ
A52264	1744	7	Part	part	NN
A52264	1744	8	.	.	.
A52264	1745	1	CHAP	CHAP	NNP
A52264	1745	2	.	.	.
A52264	1746	1	I.	I.	NNP
A52264	1747	1	Of	of	IN
A52264	1747	2	the	the	DT
A52264	1747	3	Tables	Tables	NNPS
A52264	1747	4	of	of	IN
A52264	1747	5	the	the	DT
A52264	1747	6	Suns	Suns	NNPS
A52264	1747	7	motion	motion	NN
A52264	1747	8	,	,	,
A52264	1747	9	and	and	CC
A52264	1747	10	of	of	IN
A52264	1747	11	the	the	DT
A52264	1747	12	equation	equation	NN
A52264	1747	13	of	of	IN
A52264	1747	14	time	time	NN
A52264	1747	15	for	for	IN
A52264	1747	16	the	the	DT
A52264	1747	17	difference	difference	NN
A52264	1747	18	of	of	IN
A52264	1747	19	Meridians	Meridians	NNPS
A52264	1747	20	.	.	.
A52264	1748	1	WHereas	whereas	IN
A52264	1748	2	it	-PRON-	PRP
A52264	1748	3	is	be	VBZ
A52264	1748	4	requisite	requisite	JJ
A52264	1748	5	that	that	IN
A52264	1748	6	the	the	DT
A52264	1748	7	Reader	reader	NN
A52264	1748	8	should	should	MD
A52264	1748	9	be	be	VB
A52264	1748	10	acquainted	acquaint	VBN
A52264	1748	11	with	with	IN
A52264	1748	12	the	the	DT
A52264	1748	13	Sphere	Sphere	NNP
A52264	1748	14	,	,	,
A52264	1748	15	before	before	IN
A52264	1748	16	he	-PRON-	PRP
A52264	1748	17	enter	enter	VBP
A52264	1748	18	upon	upon	IN
A52264	1748	19	the	the	DT
A52264	1748	20	practise	practise	NN
A52264	1748	21	of	of	IN
A52264	1748	22	Spherical	Spherical	NNP
A52264	1748	23	Trigonometri	Trigonometri	NNP
A52264	1748	24	,	,	,
A52264	1748	25	the	the	DT
A52264	1748	26	which	which	WDT
A52264	1748	27	is	be	VBZ
A52264	1748	28	fully	fully	RB
A52264	1748	29	explained	explain	VBN
A52264	1748	30	in	in	IN
A52264	1748	31	Blundeviles	Blundeviles	NNP
A52264	1748	32	Exercises	Exercises	NNP
A52264	1748	33	,	,	,
A52264	1748	34	or	or	CC
A52264	1748	35	Ch	ch	NN
A52264	1748	36	●	●	NFP
A52264	1748	37	lmades	lmade	VBZ
A52264	1748	38	translation	translation	NN
A52264	1748	39	of	of	IN
A52264	1748	40	Hues	Hues	NNP
A52264	1748	41	on	on	IN
A52264	1748	42	the	the	DT
A52264	1748	43	Globes	Globes	NNPS
A52264	1748	44	,	,	,
A52264	1748	45	to	to	IN
A52264	1748	46	whom	whom	WP
A52264	1748	47	I	-PRON-	PRP
A52264	1748	48	refer	refer	VBP
A52264	1748	49	those	those	DT
A52264	1748	50	that	that	WDT
A52264	1748	51	are	be	VBP
A52264	1748	52	not	not	RB
A52264	1748	53	yet	yet	RB
A52264	1748	54	acquainted	acquaint	VBN
A52264	1748	55	therewith	therewith	NNP
A52264	1748	56	:	:	:
A52264	1748	57	that	that	IN
A52264	1748	58	which	which	WDT
A52264	1748	59	I	-PRON-	PRP
A52264	1748	60	here	here	RB
A52264	1748	61	intend	intend	VBP
A52264	1748	62	is	be	VBZ
A52264	1748	63	to	to	TO
A52264	1748	64	shew	shew	VB
A52264	1748	65	the	the	DT
A52264	1748	66	use	use	NN
A52264	1748	67	of	of	IN
A52264	1748	68	Trigonometrie	Trigonometrie	NNP
A52264	1748	69	in	in	IN
A52264	1748	70	the	the	DT
A52264	1748	71	actuall	actuall	NN
A52264	1748	72	resolution	resolution	NN
A52264	1748	73	of	of	IN
A52264	1748	74	so	so	RB
A52264	1748	75	me	-PRON-	PRP
A52264	1748	76	known	known	JJ
A52264	1748	77	Triangles	triangle	NNS
A52264	1748	78	of	of	IN
A52264	1748	79	the	the	DT
A52264	1748	80	Sphere	Sphere	NNP
A52264	1748	81	.	.	.
A52264	1749	1	And	and	CC
A52264	1749	2	because	because	IN
A52264	1749	3	the	the	DT
A52264	1749	4	Suns	Suns	NNPS
A52264	1749	5	place	place	NN
A52264	1749	6	or	or	CC
A52264	1749	7	distance	distance	NN
A52264	1749	8	from	from	IN
A52264	1749	9	the	the	DT
A52264	1749	10	next	next	JJ
A52264	1749	11	Equinoctial	equinoctial	JJ
A52264	1749	12	point	point	NN
A52264	1749	13	is	be	VBZ
A52264	1749	14	usually	usually	RB
A52264	1749	15	one	one	CD
A52264	1749	16	of	of	IN
A52264	1749	17	the	the	DT
A52264	1749	18	three	three	CD
A52264	1749	19	terms	term	NNS
A52264	1749	20	given	give	VBN
A52264	1749	21	in	in	IN
A52264	1749	22	Astronomical	Astronomical	NNP
A52264	1749	23	Questions	Questions	NNPS
A52264	1749	24	,	,	,
A52264	1749	25	I	-PRON-	PRP
A52264	1749	26	will	will	MD
A52264	1749	27	first	first	RB
A52264	1749	28	shew	shew	VB
A52264	1749	29	how	how	WRB
A52264	1749	30	to	to	TO
A52264	1749	31	compute	compute	VB
A52264	1749	32	that	that	IN
A52264	1749	33	by	by	IN
A52264	1749	34	Tables	table	NNS
A52264	1749	35	calculated	calculate	VBN
A52264	1749	36	in	in	IN
A52264	1749	37	Decimal	Decimal	NNP
A52264	1749	38	numbers	number	NNS
A52264	1749	39	according	accord	VBG
A52264	1749	40	to	to	IN
A52264	1749	41	the	the	DT
A52264	1749	42	Hypothesis	Hypothesis	NNP
A52264	1749	43	of	of	IN
A52264	1749	44	Bullialdus	Bullialdus	NNP
A52264	1749	45	,	,	,
A52264	1749	46	and	and	CC
A52264	1749	47	for	for	IN
A52264	1749	48	the	the	DT
A52264	1749	49	Meridian	Meridian	NNP
A52264	1749	50	of	of	IN
A52264	1749	51	London	London	NNP
A52264	1749	52	,	,	,
A52264	1749	53	whose	whose	WP$
A52264	1749	54	Longitude	longitude	NN
A52264	1749	55	reckoned	reckon	VBD
A52264	1749	56	from	from	IN
A52264	1749	57	the	the	DT
A52264	1749	58	Canarie	Canarie	NNP
A52264	1749	59	or	or	CC
A52264	1749	60	Fortunate	Fortunate	NNP
A52264	1749	61	Islands	Islands	NNPS
A52264	1749	62	is	be	VBZ
A52264	1749	63	21	21	CD
A52264	1749	64	deg	deg	NN
A52264	1749	65	.	.	.
A52264	1750	1	and	and	CC
A52264	1750	2	the	the	DT
A52264	1750	3	Latitude	Latitude	NNP
A52264	1750	4	,	,	,
A52264	1750	5	North	North	NNP
A52264	1750	6	,	,	,
A52264	1750	7	51	51	CD
A52264	1750	8	deg	deg	NN
A52264	1750	9	.	.	.
A52264	1751	1	57	57	CD
A52264	1751	2	parts	part	NNS
A52264	1751	3	(	(	-LRB-
A52264	1751	4	min	min	NNP
A52264	1751	5	.	.	.
A52264	1751	6	)	)	-RRB-
A52264	1752	1	or	or	CC
A52264	1752	2	centesms	centesm	NNS
A52264	1752	3	of	of	IN
A52264	1752	4	a	a	DT
A52264	1752	5	degree	degree	NN
A52264	1752	6	.	.	.
A52264	1753	1	Nor	nor	CC
A52264	1753	2	are	be	VBP
A52264	1753	3	these	these	DT
A52264	1753	4	Tables	table	NNS
A52264	1753	5	so	so	RB
A52264	1753	6	confined	confine	VBD
A52264	1753	7	to	to	IN
A52264	1753	8	this	this	DT
A52264	1753	9	Meridian	Meridian	NNP
A52264	1753	10	,	,	,
A52264	1753	11	but	but	CC
A52264	1753	12	that	that	IN
A52264	1753	13	they	-PRON-	PRP
A52264	1753	14	may	may	MD
A52264	1753	15	be	be	VB
A52264	1753	16	reduced	reduce	VBN
A52264	1753	17	to	to	IN
A52264	1753	18	any	any	DT
A52264	1753	19	other	other	JJ
A52264	1753	20	:	:	:
A52264	1753	21	If	if	IN
A52264	1753	22	the	the	DT
A52264	1753	23	place	place	NN
A52264	1753	24	be	be	VB
A52264	1753	25	East	East	NNP
A52264	1753	26	of	of	IN
A52264	1753	27	London	London	NNP
A52264	1753	28	,	,	,
A52264	1753	29	adde	adde	JJ
A52264	1753	30	to	to	IN
A52264	1753	31	the	the	DT
A52264	1753	32	time	time	NN
A52264	1753	33	given	give	VBN
A52264	1753	34	,	,	,
A52264	1753	35	but	but	CC
A52264	1753	36	if	if	IN
A52264	1753	37	it	-PRON-	PRP
A52264	1753	38	be	be	VB
A52264	1753	39	West	West	NNP
A52264	1753	40	make	make	VB
A52264	1753	41	substraction	substraction	NN
A52264	1753	42	,	,	,
A52264	1753	43	according	accord	VBG
A52264	1753	44	to	to	IN
A52264	1753	45	the	the	DT
A52264	1753	46	difference	difference	NN
A52264	1753	47	of	of	IN
A52264	1753	48	Longitude	Longitude	NNP
A52264	1753	49	,	,	,
A52264	1753	50	allowing	allow	VBG
A52264	1753	51	15	15	CD
A52264	1753	52	deg	deg	NN
A52264	1753	53	.	.	.
A52264	1754	1	for	for	IN
A52264	1754	2	an	an	DT
A52264	1754	3	houre	houre	NN
A52264	1754	4	,	,	,
A52264	1754	5	and	and	CC
A52264	1754	6	6	6	CD
A52264	1754	7	minutes	minute	NNS
A52264	1754	8	or	or	CC
A52264	1754	9	centesms	centesm	NNS
A52264	1754	10	of	of	IN
A52264	1754	11	an	an	DT
A52264	1754	12	houre	houre	NN
A52264	1754	13	to	to	IN
A52264	1754	14	one	one	CD
A52264	1754	15	degree	degree	NN
A52264	1754	16	,	,	,
A52264	1754	17	so	so	CC
A52264	1754	18	will	will	MD
A52264	1754	19	the	the	DT
A52264	1754	20	sum	sum	NN
A52264	1754	21	or	or	CC
A52264	1754	22	difference	difference	NN
A52264	1754	23	be	be	VB
A52264	1754	24	the	the	DT
A52264	1754	25	time	time	NN
A52264	1754	26	aequated	aequate	VBN
A52264	1754	27	to	to	IN
A52264	1754	28	the	the	DT
A52264	1754	29	Meridian	Meridian	NNP
A52264	1754	30	of	of	IN
A52264	1754	31	London	London	NNP
A52264	1754	32	,	,	,
A52264	1754	33	and	and	CC
A52264	1754	34	for	for	IN
A52264	1754	35	the	the	DT
A52264	1754	36	more	more	RBR
A52264	1754	37	speedy	speedy	JJ
A52264	1754	38	effecting	effecting	NN
A52264	1754	39	of	of	IN
A52264	1754	40	the	the	DT
A52264	1754	41	said	say	VBN
A52264	1754	42	Reduction	Reduction	NNP
A52264	1754	43	,	,	,
A52264	1754	44	I	-PRON-	PRP
A52264	1754	45	have	have	VBP
A52264	1754	46	added	add	VBN
A52264	1754	47	a	a	DT
A52264	1754	48	Catalogue	Catalogue	NNP
A52264	1754	49	of	of	IN
A52264	1754	50	many	many	JJ
A52264	1754	51	of	of	IN
A52264	1754	52	the	the	DT
A52264	1754	53	chiefest	chief	JJS
A52264	1754	54	Towns	town	NNS
A52264	1754	55	and	and	CC
A52264	1754	56	Cities	Cities	NNPS
A52264	1754	57	in	in	IN
A52264	1754	58	diverse	diverse	JJ
A52264	1754	59	Regions	region	NNS
A52264	1754	60	,	,	,
A52264	1754	61	with	with	IN
A52264	1754	62	their	-PRON-	PRP$
A52264	1754	63	Latitudes	latitude	NNS
A52264	1754	64	and	and	CC
A52264	1754	65	difference	difference	NN
A52264	1754	66	of	of	IN
A52264	1754	67	Meridians	Meridians	NNPS
A52264	1754	68	from	from	IN
A52264	1754	69	London	London	NNP
A52264	1754	70	in	in	IN
A52264	1754	71	time	time	NN
A52264	1754	72	,	,	,
A52264	1754	73	together	together	RB
A52264	1754	74	with	with	IN
A52264	1754	75	the	the	DT
A52264	1754	76	notes	note	NNS
A52264	1754	77	of	of	IN
A52264	1754	78	Addition	Addition	NNP
A52264	1754	79	and	and	CC
A52264	1754	80	Substraction	Substraction	NNP
A52264	1754	81	,	,	,
A52264	1754	82	the	the	DT
A52264	1754	83	use	use	NN
A52264	1754	84	whereof	whereof	NNP
A52264	1754	85	is	be	VBZ
A52264	1754	86	thus	thus	RB
A52264	1754	87	.	.	.
A52264	1755	1	Suppose	suppose	VB
A52264	1755	2	the	the	DT
A52264	1755	3	time	time	NN
A52264	1755	4	of	of	IN
A52264	1755	5	the	the	DT
A52264	1755	6	Suns	Suns	NNPS
A52264	1755	7	enterance	enterance	NN
A52264	1755	8	into	into	IN
A52264	1755	9	Taurus	Taurus	NNP
A52264	1755	10	were	be	VBD
A52264	1755	11	at	at	IN
A52264	1755	12	London	London	NNP
A52264	1755	13	Aprill	Aprill	NNP
A52264	1755	14	the	the	DT
A52264	1755	15	10th	10th	NN
A52264	1755	16	.	.	.
A52264	1756	1	1654	1654	CD
A52264	1756	2	,	,	,
A52264	1756	3	at	at	IN
A52264	1756	4	11	11	CD
A52264	1756	5	of	of	IN
A52264	1756	6	the	the	DT
A52264	1756	7	clock	clock	NN
A52264	1756	8	and	and	CC
A52264	1756	9	16	16	CD
A52264	1756	10	centesms	centesm	NNS
A52264	1756	11	before	before	IN
A52264	1756	12	noon	noon	NN
A52264	1756	13	,	,	,
A52264	1756	14	and	and	CC
A52264	1756	15	it	-PRON-	PRP
A52264	1756	16	be	be	VB
A52264	1756	17	required	require	VBN
A52264	1756	18	to	to	TO
A52264	1756	19	reduce	reduce	VB
A52264	1756	20	the	the	DT
A52264	1756	21	same	same	JJ
A52264	1756	22	to	to	IN
A52264	1756	23	the	the	DT
A52264	1756	24	Meridian	Meridian	NNP
A52264	1756	25	of	of	IN
A52264	1756	26	Vraniburge	Vraniburge	NNP
A52264	1756	27	,	,	,
A52264	1756	28	I	-PRON-	PRP
A52264	1756	29	therefore	therefore	RB
A52264	1756	30	seeke	seeke	NNP
A52264	1756	31	Vraniburge	Vraniburge	NNP
A52264	1756	32	in	in	IN
A52264	1756	33	the	the	DT
A52264	1756	34	Catalogue	Catalogue	NNP
A52264	1756	35	of	of	IN
A52264	1756	36	Cities	Cities	NNPS
A52264	1756	37	and	and	CC
A52264	1756	38	Places	Places	NNPS
A52264	1756	39	,	,	,
A52264	1756	40	against	against	IN
A52264	1756	41	which	which	WDT
A52264	1756	42	I	-PRON-	PRP
A52264	1756	43	finde	finde	VBP
A52264	1756	44	83	83	CD
A52264	1756	45	with	with	IN
A52264	1756	46	the	the	DT
A52264	1756	47	letter	letter	NN
A52264	1756	48	A	a	DT
A52264	1756	49	annexed	annexed	NN
A52264	1756	50	,	,	,
A52264	1756	51	therefore	therefore	RB
A52264	1756	52	I	-PRON-	PRP
A52264	1756	53	conclude	conclude	VBP
A52264	1756	54	,	,	,
A52264	1756	55	that	that	IN
A52264	1756	56	the	the	DT
A52264	1756	57	Sun	Sun	NNP
A52264	1756	58	did	do	VBD
A52264	1756	59	that	that	DT
A52264	1756	60	day	day	NN
A52264	1756	61	at	at	IN
A52264	1756	62	Uraniburge	Uraniburge	NNP
A52264	1756	63	enter	enter	VBP
A52264	1756	64	into	into	IN
A52264	1756	65	Taurus	Taurus	NNP
A52264	1756	66	at	at	IN
A52264	1756	67	11	11	CD
A52264	1756	68	of	of	IN
A52264	1756	69	the	the	DT
A52264	1756	70	clock	clock	NN
A52264	1756	71	and	and	CC
A52264	1756	72	99	99	CD
A52264	1756	73	min	min	NN
A52264	1756	74	.	.	.
A52264	1757	1	or	or	CC
A52264	1757	2	centesms	centesm	NNS
A52264	1757	3	before	before	IN
A52264	1757	4	noon	noon	NN
A52264	1757	5	,	,	,
A52264	1757	6	and	and	CC
A52264	1757	7	so	so	RB
A52264	1757	8	of	of	IN
A52264	1757	9	any	any	DT
A52264	1757	10	other	other	JJ
A52264	1757	11	.	.	.
A52264	1758	1	Problem	problem	NN
A52264	1758	2	1	1	CD
A52264	1758	3	.	.	.
A52264	1759	1	To	to	TO
A52264	1759	2	calculate	calculate	VB
A52264	1759	3	the	the	DT
A52264	1759	4	Suns	Suns	NNPS
A52264	1759	5	true	true	JJ
A52264	1759	6	place	place	NN
A52264	1759	7	.	.	.
A52264	1760	1	THe	the	DT
A52264	1760	2	form	form	NN
A52264	1760	3	of	of	IN
A52264	1760	4	these	these	DT
A52264	1760	5	our	-PRON-	PRP$
A52264	1760	6	Tables	table	NNS
A52264	1760	7	of	of	IN
A52264	1760	8	the	the	DT
A52264	1760	9	Suns	Suns	NNPS
A52264	1760	10	motion	motion	NN
A52264	1760	11	is	be	VBZ
A52264	1760	12	this	this	DT
A52264	1760	13	,	,	,
A52264	1760	14	In	in	IN
A52264	1760	15	the	the	DT
A52264	1760	16	first	first	JJ
A52264	1760	17	page	page	NN
A52264	1760	18	is	be	VBZ
A52264	1760	19	had	have	VBD
A52264	1760	20	his	-PRON-	PRP$
A52264	1760	21	motion	motion	NN
A52264	1760	22	in	in	IN
A52264	1760	23	Julian	julian	JJ
A52264	1760	24	years	year	NNS
A52264	1760	25	compleat	compleat	VBP
A52264	1760	26	,	,	,
A52264	1760	27	the	the	DT
A52264	1760	28	Epochaes	epochae	NNS
A52264	1760	29	or	or	CC
A52264	1760	30	roots	root	NNS
A52264	1760	31	of	of	IN
A52264	1760	32	motions	motion	NNS
A52264	1760	33	being	be	VBG
A52264	1760	34	prefixed	prefix	VBN
A52264	1760	35	,	,	,
A52264	1760	36	which	which	WDT
A52264	1760	37	sheweth	sheweth	VBZ
A52264	1760	38	the	the	DT
A52264	1760	39	place	place	NN
A52264	1760	40	of	of	IN
A52264	1760	41	the	the	DT
A52264	1760	42	Sun	Sun	NNP
A52264	1760	43	at	at	IN
A52264	1760	44	that	that	DT
A52264	1760	45	time	time	NN
A52264	1760	46	where	where	WRB
A52264	1760	47	the	the	DT
A52264	1760	48	Epocha	Epocha	NNP
A52264	1760	49	adscribed	adscribe	VBD
A52264	1760	50	hath	hath	NNP
A52264	1760	51	its	-PRON-	PRP$
A52264	1760	52	beginning	beginning	NN
A52264	1760	53	:	:	:
A52264	1760	54	the	the	DT
A52264	1760	55	Tables	Tables	NNPS
A52264	1760	56	in	in	IN
A52264	1760	57	the	the	DT
A52264	1760	58	following	follow	VBG
A52264	1760	59	pages	page	NNS
A52264	1760	60	serve	serve	VBP
A52264	1760	61	for	for	IN
A52264	1760	62	Julian	Julian	NNP
A52264	1760	63	Years	Years	NNPS
A52264	1760	64	,	,	,
A52264	1760	65	Moneths	Moneths	NNPS
A52264	1760	66	,	,	,
A52264	1760	67	Dayes	Dayes	NNP
A52264	1760	68	,	,	,
A52264	1760	69	Houres	Houres	NNP
A52264	1760	70	,	,	,
A52264	1760	71	and	and	CC
A52264	1760	72	Parts	part	NNS
A52264	1760	73	,	,	,
A52264	1760	74	as	as	IN
A52264	1760	75	by	by	IN
A52264	1760	76	their	-PRON-	PRP$
A52264	1760	77	Titles	title	NNS
A52264	1760	78	it	-PRON-	PRP
A52264	1760	79	doth	doth	RB
A52264	1760	80	appear	appear	VBP
A52264	1760	81	.	.	.
A52264	1761	1	The	the	DT
A52264	1761	2	Years	year	NNS
A52264	1761	3	,	,	,
A52264	1761	4	Moneths	Moneths	NNPS
A52264	1761	5	,	,	,
A52264	1761	6	and	and	CC
A52264	1761	7	Dayes	Dayes	NNP
A52264	1761	8	,	,	,
A52264	1761	9	are	be	VBP
A52264	1761	10	taken	take	VBN
A52264	1761	11	compleat	compleat	NN
A52264	1761	12	,	,	,
A52264	1761	13	the	the	DT
A52264	1761	14	Houres	Houres	NNPS
A52264	1761	15	and	and	CC
A52264	1761	16	Scruples	Scruples	NNPS
A52264	1761	17	current	current	NN
A52264	1761	18	.	.	.
A52264	1762	1	After	after	IN
A52264	1762	2	these	these	DT
A52264	1762	3	Tables	table	NNS
A52264	1762	4	followeth	followeth	VBP
A52264	1762	5	another	another	DT
A52264	1762	6	,	,	,
A52264	1762	7	which	which	WDT
A52264	1762	8	contains	contain	VBZ
A52264	1762	9	the	the	DT
A52264	1762	10	Aequations	Aequations	NNPS
A52264	1762	11	of	of	IN
A52264	1762	12	the	the	DT
A52264	1762	13	Eccentrick	Eccentrick	NNP
A52264	1762	14	to	to	IN
A52264	1762	15	every	every	DT
A52264	1762	16	degree	degree	NN
A52264	1762	17	of	of	IN
A52264	1762	18	a	a	DT
A52264	1762	19	Semicircle	Semicircle	NNP
A52264	1762	20	,	,	,
A52264	1762	21	by	by	IN
A52264	1762	22	which	which	WDT
A52264	1762	23	you	-PRON-	PRP
A52264	1762	24	may	may	MD
A52264	1762	25	thus	thus	RB
A52264	1762	26	compute	compute	VB
A52264	1762	27	the	the	DT
A52264	1762	28	Suns	Suns	NNP
A52264	1762	29	place	place	NN
A52264	1762	30	.	.	.
A52264	1763	1	First	first	RB
A52264	1763	2	,	,	,
A52264	1763	3	Write	write	VB
A52264	1763	4	out	out	RP
A52264	1763	5	the	the	DT
A52264	1763	6	Epocha	Epocha	NNP
A52264	1763	7	next	next	RB
A52264	1763	8	going	go	VBG
A52264	1763	9	before	before	IN
A52264	1763	10	the	the	DT
A52264	1763	11	given	give	VBN
A52264	1763	12	time	time	NN
A52264	1763	13	,	,	,
A52264	1763	14	then	then	RB
A52264	1763	15	severally	severally	RB
A52264	1763	16	set	set	VBN
A52264	1763	17	under	under	IN
A52264	1763	18	those	those	DT
A52264	1763	19	the	the	DT
A52264	1763	20	motions	motion	NNS
A52264	1763	21	belonging	belong	VBG
A52264	1763	22	to	to	IN
A52264	1763	23	the	the	DT
A52264	1763	24	years	year	NNS
A52264	1763	25	,	,	,
A52264	1763	26	moneths	moneth	NNS
A52264	1763	27	,	,	,
A52264	1763	28	and	and	CC
A52264	1763	29	dayes	dayes	NNP
A52264	1763	30	compleat	compleat	NNP
A52264	1763	31	,	,	,
A52264	1763	32	and	and	CC
A52264	1763	33	to	to	IN
A52264	1763	34	the	the	DT
A52264	1763	35	hours	hour	NNS
A52264	1763	36	and	and	CC
A52264	1763	37	scruples	scruple	NNS
A52264	1763	38	current	current	JJ
A52264	1763	39	,	,	,
A52264	1763	40	every	every	DT
A52264	1763	41	one	one	CD
A52264	1763	42	under	under	IN
A52264	1763	43	his	-PRON-	PRP$
A52264	1763	44	like	like	NN
A52264	1763	45	,	,	,
A52264	1763	46	(	(	-LRB-
A52264	1763	47	onely	onely	RB
A52264	1763	48	remember	remember	VB
A52264	1763	49	that	that	IN
A52264	1763	50	in	in	IN
A52264	1763	51	the	the	DT
A52264	1763	52	Bissextile	Bissextile	NNP
A52264	1763	53	year	year	NN
A52264	1763	54	,	,	,
A52264	1763	55	after	after	IN
A52264	1763	56	the	the	DT
A52264	1763	57	end	end	NN
A52264	1763	58	of	of	IN
A52264	1763	59	February	February	NNP
A52264	1763	60	,	,	,
A52264	1763	61	the	the	DT
A52264	1763	62	dayes	daye	NNS
A52264	1763	63	must	must	MD
A52264	1763	64	be	be	VB
A52264	1763	65	increased	increase	VBN
A52264	1763	66	by	by	IN
A52264	1763	67	an	an	DT
A52264	1763	68	unit	unit	NN
A52264	1763	69	)	)	-RRB-
A52264	1763	70	then	then	RB
A52264	1763	71	adding	add	VBG
A52264	1763	72	them	-PRON-	PRP
A52264	1763	73	all	all	DT
A52264	1763	74	together	together	RB
A52264	1763	75	,	,	,
A52264	1763	76	the	the	DT
A52264	1763	77	summe	summe	NN
A52264	1763	78	shall	shall	MD
A52264	1763	79	be	be	VB
A52264	1763	80	the	the	DT
A52264	1763	81	Suns	Suns	NNPS
A52264	1763	82	mean	mean	VB
A52264	1763	83	motion	motion	NN
A52264	1763	84	for	for	IN
A52264	1763	85	the	the	DT
A52264	1763	86	time	time	NN
A52264	1763	87	given	give	VBN
A52264	1763	88	.	.	.
A52264	1764	1	Example	example	NN
A52264	1764	2	.	.	.
A52264	1765	1	Let	let	VB
A52264	1765	2	the	the	DT
A52264	1765	3	given	give	VBN
A52264	1765	4	time	time	NN
A52264	1765	5	be	be	VB
A52264	1765	6	1654	1654	CD
A52264	1765	7	,	,	,
A52264	1765	8	May	May	NNP
A52264	1765	9	13	13	CD
A52264	1765	10	,	,	,
A52264	1765	11	11	11	CD
A52264	1765	12	hours	hour	NNS
A52264	1765	13	,	,	,
A52264	1765	14	25	25	CD
A52264	1765	15	scruples	scruple	NNS
A52264	1765	16	before	before	IN
A52264	1765	17	noon	noon	NN
A52264	1765	18	at	at	IN
A52264	1765	19	London	London	NNP
A52264	1765	20	,	,	,
A52264	1765	21	and	and	CC
A52264	1765	22	the	the	DT
A52264	1765	23	Suns	Suns	NNPS
A52264	1765	24	place	place	NN
A52264	1765	25	to	to	TO
A52264	1765	26	be	be	VB
A52264	1765	27	sought	seek	VBN
A52264	1765	28	.	.	.
A52264	1766	1	The	the	DT
A52264	1766	2	numbers	number	NNS
A52264	1766	3	are	be	VBP
A52264	1766	4	thus	thus	RB
A52264	1766	5	:	:	:
A52264	1766	6	  	  	_SP
A52264	1766	7	Longit	Longit	NNP
A52264	1766	8	.	.	.
A52264	1767	1	☉	☉	NNP
A52264	1767	2	Aphel	Aphel	NNP
A52264	1767	3	.	.	.
A52264	1768	1	☉	☉	NNP
A52264	1768	2	The	the	DT
A52264	1768	3	Epocha	Epocha	NNP
A52264	1768	4	1640	1640	CD
A52264	1768	5	291.2536	291.2536	CD
A52264	1768	6	96.2297	96.2297	CD
A52264	1768	7	Years	year	NNS
A52264	1768	8	compl	compl	JJ
A52264	1768	9	.	.	.
A52264	1769	1	13	13	CD
A52264	1769	2	359.8508	359.8508	CD
A52264	1769	3	2052	2052	CD
A52264	1769	4	Moneth	Moneth	NNP
A52264	1769	5	co	co	NN
A52264	1769	6	.	.	.
A52264	1770	1	April	April	NNP
A52264	1770	2	118.2775	118.2775	CD
A52264	1770	3	53	53	CD
A52264	1770	4	Dayes	Dayes	NNP
A52264	1770	5	compl	compl	NN
A52264	1770	6	.	.	.
A52264	1771	1	12	12	CD
A52264	1771	2	11.8278	11.8278	CD
A52264	1771	3	6	6	CD
A52264	1771	4	Hours	hour	NNS
A52264	1771	5	23	23	CD
A52264	1771	6	9444	9444	CD
A52264	1771	7	  	  	_SP
A52264	1771	8	Scruples	Scruples	NNP
A52264	1771	9	25	25	CD
A52264	1771	10	102	102	CD
A52264	1771	11	        	        	_SP
A52264	1771	12	Sū	Sū	NNP
A52264	1771	13	or	or	CC
A52264	1771	14	mean	mean	VB
A52264	1771	15	motiō	motiō	.
A52264	1771	16	782.1643	782.1643	NNP
A52264	1771	17	96.4308	96.4308	CD
A52264	1771	18	2	2	CD
A52264	1771	19	.	.	.
A52264	1772	1	Substract	substract	VB
A52264	1772	2	the	the	DT
A52264	1772	3	Aphelium	Aphelium	NNP
A52264	1772	4	from	from	IN
A52264	1772	5	the	the	DT
A52264	1772	6	mean	mean	NN
A52264	1772	7	Longitude	Longitude	NNP
A52264	1772	8	,	,	,
A52264	1772	9	there	there	EX
A52264	1772	10	rests	rest	VBZ
A52264	1772	11	the	the	DT
A52264	1772	12	mean	mean	NN
A52264	1772	13	Anomalie	Anomalie	NNP
A52264	1772	14	,	,	,
A52264	1772	15	if	if	IN
A52264	1772	16	it	-PRON-	PRP
A52264	1772	17	exceed	exceed	VBP
A52264	1772	18	not	not	RB
A52264	1772	19	360	360	CD
A52264	1772	20	degrees	degree	NNS
A52264	1772	21	,	,	,
A52264	1772	22	but	but	CC
A52264	1772	23	if	if	IN
A52264	1772	24	it	-PRON-	PRP
A52264	1772	25	exceed	exceed	VBP
A52264	1772	26	360	360	CD
A52264	1772	27	degr	degr	NN
A52264	1772	28	.	.	.
A52264	1773	1	360	360	CD
A52264	1773	2	being	be	VBG
A52264	1773	3	taken	take	VBN
A52264	1773	4	from	from	IN
A52264	1773	5	their	-PRON-	PRP$
A52264	1773	6	difference	difference	NN
A52264	1773	7	,	,	,
A52264	1773	8	as	as	RB
A52264	1773	9	oft	oft	RB
A52264	1773	10	as	as	IN
A52264	1773	11	it	-PRON-	PRP
A52264	1773	12	can	can	MD
A52264	1773	13	,	,	,
A52264	1773	14	the	the	DT
A52264	1773	15	rest	rest	NN
A52264	1773	16	is	be	VBZ
A52264	1773	17	the	the	DT
A52264	1773	18	mean	mean	NN
A52264	1773	19	Anomalie	Anomalie	NNP
A52264	1773	20	sought	seek	VBD
A52264	1773	21	.	.	.
A52264	1774	1	Example	example	NN
A52264	1774	2	.	.	.
A52264	1775	1	The	the	DT
A52264	1775	2	☉	☉	NNPS
A52264	1775	3	mean	mean	VBP
A52264	1775	4	Longitude	Longitude	NNP
A52264	1775	5	782.1643	782.1643	NNP
A52264	1775	6	The	the	DT
A52264	1775	7	Aphelium	Aphelium	NNP
A52264	1775	8	substracted	substracte	VBD
A52264	1775	9	96.4308	96.4308	CD
A52264	1775	10	There	there	EX
A52264	1775	11	rests	rest	VBZ
A52264	1775	12	685.7335	685.7335	NN
A52264	1775	13	From	from	IN
A52264	1775	14	whence	whence	NN
A52264	1775	15	deduct	deduct	VB
A52264	1775	16	360	360	CD
A52264	1775	17	.	.	.
A52264	1776	1	There	there	EX
A52264	1776	2	rests	rest	VBZ
A52264	1776	3	the	the	DT
A52264	1776	4	mean	mean	NN
A52264	1776	5	Anomalie	Anomalie	NNP
A52264	1776	6	.	.	.
A52264	1777	1	325.7335	325.7335	NNP
A52264	1777	2	3	3	CD
A52264	1777	3	.	.	.
A52264	1778	1	With	with	IN
A52264	1778	2	the	the	DT
A52264	1778	3	mean	mean	NN
A52264	1778	4	Anomalie	Anomalie	NNP
A52264	1778	5	enter	enter	VBP
A52264	1778	6	the	the	DT
A52264	1778	7	Table	table	NN
A52264	1778	8	of	of	IN
A52264	1778	9	the	the	DT
A52264	1778	10	Suns	Suns	NNPS
A52264	1778	11	Eccentrick	Eccentrick	NNP
A52264	1778	12	Equation	Equation	NNP
A52264	1778	13	,	,	,
A52264	1778	14	with	with	IN
A52264	1778	15	the	the	DT
A52264	1778	16	degree	degree	NN
A52264	1778	17	descending	descend	VBG
A52264	1778	18	on	on	IN
A52264	1778	19	the	the	DT
A52264	1778	20	left	left	JJ
A52264	1778	21	side	side	NN
A52264	1778	22	,	,	,
A52264	1778	23	if	if	IN
A52264	1778	24	the	the	DT
A52264	1778	25	number	number	NN
A52264	1778	26	thereof	thereof	RB
A52264	1778	27	be	be	VB
A52264	1778	28	lesse	lesse	NNP
A52264	1778	29	then	then	RB
A52264	1778	30	180	180	CD
A52264	1778	31	;	;	:
A52264	1778	32	and	and	CC
A52264	1778	33	ascending	ascend	VBG
A52264	1778	34	on	on	IN
A52264	1778	35	the	the	DT
A52264	1778	36	right	right	JJ
A52264	1778	37	side	side	NN
A52264	1778	38	,	,	,
A52264	1778	39	if	if	IN
A52264	1778	40	it	-PRON-	PRP
A52264	1778	41	exceed	exceed	VBP
A52264	1778	42	180	180	CD
A52264	1778	43	,	,	,
A52264	1778	44	and	and	CC
A52264	1778	45	in	in	IN
A52264	1778	46	a	a	DT
A52264	1778	47	straight	straight	JJ
A52264	1778	48	line	line	NN
A52264	1778	49	you	-PRON-	PRP
A52264	1778	50	have	have	VBP
A52264	1778	51	the	the	DT
A52264	1778	52	Equation	Equation	NNP
A52264	1778	53	answering	answer	VBG
A52264	1778	54	thereunto	thereunto	NNS
A52264	1778	55	,	,	,
A52264	1778	56	using	use	VBG
A52264	1778	57	the	the	DT
A52264	1778	58	part	part	NN
A52264	1778	59	proportional	proportional	JJ
A52264	1778	60	,	,	,
A52264	1778	61	if	if	IN
A52264	1778	62	need	need	NN
A52264	1778	63	require	require	VB
A52264	1778	64	.	.	.
A52264	1779	1	Lastly	lastly	RB
A52264	1779	2	,	,	,
A52264	1779	3	according	accord	VBG
A52264	1779	4	to	to	IN
A52264	1779	5	the	the	DT
A52264	1779	6	title	title	NN
A52264	1779	7	Add	Add	NNP
A52264	1779	8	or	or	CC
A52264	1779	9	Substract	substract	VB
A52264	1779	10	this	this	DT
A52264	1779	11	Equation	equation	NN
A52264	1779	12	found	find	VBD
A52264	1779	13	to	to	IN
A52264	1779	14	or	or	CC
A52264	1779	15	from	from	IN
A52264	1779	16	the	the	DT
A52264	1779	17	mean	mean	JJ
A52264	1779	18	longitude	longitude	NN
A52264	1779	19	;	;	:
A52264	1779	20	so	so	CC
A52264	1779	21	have	have	VBP
A52264	1779	22	you	-PRON-	PRP
A52264	1779	23	the	the	DT
A52264	1779	24	Suns	Suns	NNPS
A52264	1779	25	true	true	JJ
A52264	1779	26	place	place	NN
A52264	1779	27	.	.	.
A52264	1780	1	Example	example	NN
A52264	1780	2	.	.	.
A52264	1781	1	The	the	DT
A52264	1781	2	Suns	Suns	NNPS
A52264	1781	3	mean	mean	VBP
A52264	1781	4	longitude	longitude	NN
A52264	1781	5	782.1643	782.1643	JJ
A52264	1781	6	Or	or	CC
A52264	1781	7	deducting	deduct	VBG
A52264	1781	8	two	two	CD
A52264	1781	9	circles	circle	NNS
A52264	1781	10	,	,	,
A52264	1781	11	720	720	CD
A52264	1781	12	.	.	.
A52264	1782	1	The	the	DT
A52264	1782	2	Suns	Suns	NNPS
A52264	1782	3	mean	mean	NN
A52264	1782	4	longitude	longitude	NN
A52264	1782	5	is	be	VBZ
A52264	1782	6	62.1643	62.1643	CD
A52264	1782	7	The	the	DT
A52264	1782	8	Suns	Suns	NNPS
A52264	1782	9	mean	mean	NN
A52264	1782	10	Anomalie	Anomalie	NNP
A52264	1782	11	325.7335	325.7335	NN
A52264	1782	12	In	in	IN
A52264	1782	13	this	this	DT
A52264	1782	14	Table	table	NN
A52264	1782	15	the	the	DT
A52264	1782	16	Equation	Equation	NNP
A52264	1782	17	answering	answer	VBG
A52264	1782	18	to	to	IN
A52264	1782	19	325	325	CD
A52264	1782	20	degrees	degree	NNS
A52264	1782	21	is	be	VBZ
A52264	1782	22	1.1525	1.1525	CD
A52264	1782	23	The	the	DT
A52264	1782	24	Equation	Equation	NNP
A52264	1782	25	answering	answer	VBG
A52264	1782	26	to	to	IN
A52264	1782	27	326	326	CD
A52264	1782	28	degrees	degree	NNS
A52264	1782	29	is	be	VBZ
A52264	1782	30	1.1236	1.1236	CD
A52264	1782	31	And	and	CC
A52264	1782	32	their	-PRON-	PRP$
A52264	1782	33	difference	difference	NN
A52264	1782	34	289	289	CD
A52264	1782	35	.	.	.
A52264	1783	1	Now	now	RB
A52264	1783	2	then	then	RB
A52264	1783	3	if	if	IN
A52264	1783	4	one	one	CD
A52264	1783	5	degree	degree	NN
A52264	1783	6	or	or	CC
A52264	1783	7	10000	10000	CD
A52264	1783	8	Give	give	VB
A52264	1783	9	289	289	CD
A52264	1783	10	What	what	WP
A52264	1783	11	shall	shall	MD
A52264	1783	12	7335	7335	CD
A52264	1783	13	Give	give	VB
A52264	1783	14	,	,	,
A52264	1783	15	the	the	DT
A52264	1783	16	product	product	NN
A52264	1783	17	of	of	IN
A52264	1783	18	the	the	DT
A52264	1783	19	second	second	JJ
A52264	1783	20	and	and	CC
A52264	1783	21	third	third	JJ
A52264	1783	22	term	term	NN
A52264	1783	23	is	be	VBZ
A52264	1783	24	2119815	2119815	CD
A52264	1783	25	,	,	,
A52264	1783	26	and	and	CC
A52264	1783	27	this	this	DT
A52264	1783	28	divided	divide	VBN
A52264	1783	29	by	by	IN
A52264	1783	30	10000	10000	CD
A52264	1783	31	the	the	DT
A52264	1783	32	first	first	JJ
A52264	1783	33	term	term	NN
A52264	1783	34	given	give	VBN
A52264	1783	35	,	,	,
A52264	1783	36	the	the	DT
A52264	1783	37	quotient	quotient	NN
A52264	1783	38	or	or	CC
A52264	1783	39	term	term	NN
A52264	1783	40	required	require	VBN
A52264	1783	41	will	will	MD
A52264	1783	42	be	be	VB
A52264	1783	43	212	212	CD
A52264	1783	44	fere	fere	RB
A52264	1783	45	,	,	,
A52264	1783	46	which	which	WDT
A52264	1783	47	being	be	VBG
A52264	1783	48	deducted	deduct	VBN
A52264	1783	49	from	from	IN
A52264	1783	50	1.1525	1.1525	CD
A52264	1783	51	,	,	,
A52264	1783	52	the	the	DT
A52264	1783	53	Equation	Equation	NNP
A52264	1783	54	answering	answer	VBG
A52264	1783	55	to	to	IN
A52264	1783	56	325	325	CD
A52264	1783	57	degr	degr	NN
A52264	1783	58	.	.	.
A52264	1784	1	because	because	IN
A52264	1784	2	the	the	DT
A52264	1784	3	Equation	Equation	NNP
A52264	1784	4	decreased	decrease	VBD
A52264	1784	5	,	,	,
A52264	1784	6	their	-PRON-	PRP$
A52264	1784	7	difference	difference	NN
A52264	1784	8	1.1313	1.1313	CD
A52264	1784	9	.	.	.
A52264	1785	1	is	be	VBZ
A52264	1785	2	the	the	DT
A52264	1785	3	true	true	JJ
A52264	1785	4	Equation	Equation	NNP
A52264	1785	5	of	of	IN
A52264	1785	6	this	this	DT
A52264	1785	7	mean	mean	NN
A52264	1785	8	Anomalie	Anomalie	NNP
A52264	1785	9	,	,	,
A52264	1785	10	which	which	WDT
A52264	1785	11	being	be	VBG
A52264	1785	12	added	add	VBN
A52264	1785	13	to	to	IN
A52264	1785	14	the	the	DT
A52264	1785	15	Suns	Suns	NNPS
A52264	1785	16	mean	mean	NN
A52264	1785	17	longitude	longitude	NN
A52264	1785	18	,	,	,
A52264	1785	19	their	-PRON-	PRP$
A52264	1785	20	aggregate	aggregate	NN
A52264	1785	21	is	be	VBZ
A52264	1785	22	the	the	DT
A52264	1785	23	Suns	Suns	NNP
A52264	1785	24	place	place	NN
A52264	1785	25	required	require	VBN
A52264	1785	26	.	.	.
A52264	1786	1	Example	example	NN
A52264	1786	2	.	.	.
A52264	1787	1	The	the	DT
A52264	1787	2	Suns	Suns	NNPS
A52264	1787	3	mean	mean	VBP
A52264	1787	4	longitude	longitude	NN
A52264	1787	5	62.1643	62.1643	CD
A52264	1787	6	Equation	Equation	NNP
A52264	1787	7	corrected	correct	VBD
A52264	1787	8	Add	Add	NNP
A52264	1787	9	1.1313	1.1313	CD
A52264	1787	10	The	the	DT
A52264	1787	11	Suns	Suns	NNPS
A52264	1787	12	true	true	JJ
A52264	1787	13	place	place	NN
A52264	1787	14	or	or	CC
A52264	1787	15	Longitude	longitude	NN
A52264	1787	16	63.2956	63.2956	CD
A52264	1787	17	That	that	RB
A52264	1787	18	is	is	RB
A52264	1787	19	,	,	,
A52264	1787	20	2	2	CD
A52264	1787	21	Signes	Signes	NNPS
A52264	1787	22	,	,	,
A52264	1787	23	3	3	CD
A52264	1787	24	degrees	degree	NNS
A52264	1787	25	,	,	,
A52264	1787	26	29	29	CD
A52264	1787	27	minutes	minute	NNS
A52264	1787	28	,	,	,
A52264	1787	29	56	56	CD
A52264	1787	30	parts	part	NNS
A52264	1787	31	.	.	.
A52264	1788	1	The	the	DT
A52264	1788	2	Suns	Suns	NNPS
A52264	1788	3	Equation	Equation	NNP
A52264	1788	4	in	in	IN
A52264	1788	5	this	this	DT
A52264	1788	6	example	example	NN
A52264	1788	7	corrected	correct	VBN
A52264	1788	8	by	by	IN
A52264	1788	9	Multiplication	Multiplication	NNP
A52264	1788	10	and	and	CC
A52264	1788	11	Division	Division	NNP
A52264	1788	12	may	may	MD
A52264	1788	13	more	more	RBR
A52264	1788	14	readily	readily	RB
A52264	1788	15	be	be	VB
A52264	1788	16	performed	perform	VBN
A52264	1788	17	by	by	IN
A52264	1788	18	Addition	Addition	NNP
A52264	1788	19	and	and	CC
A52264	1788	20	Substraction	Substraction	NNP
A52264	1788	21	with	with	IN
A52264	1788	22	the	the	DT
A52264	1788	23	help	help	NN
A52264	1788	24	of	of	IN
A52264	1788	25	the	the	DT
A52264	1788	26	Table	table	NN
A52264	1788	27	of	of	IN
A52264	1788	28	Logarithmes	logarithme	NNS
A52264	1788	29	:	:	:
A52264	1788	30	for	for	IN
A52264	1788	31	,	,	,
A52264	1788	32	As	as	IN
A52264	1788	33	one	one	CD
A52264	1788	34	degree	degree	NN
A52264	1788	35	,	,	,
A52264	1788	36	or	or	CC
A52264	1788	37	10000	10000	CD
A52264	1788	38	,	,	,
A52264	1788	39	4.000000	4.000000	CD
A52264	1788	40	    	    	_SP
A52264	1788	41	Is	be	VBZ
A52264	1788	42	to	to	IN
A52264	1788	43	289	289	CD
A52264	1788	44	;	;	:
A52264	1788	45	2.460898	2.460898	CD
A52264	1788	46	So	so	RB
A52264	1788	47	is	be	VBZ
A52264	1788	48	7335	7335	CD
A52264	1788	49	,	,	,
A52264	1788	50	3.865400	3.865400	CD
A52264	1788	51	    	    	_SP
A52264	1788	52	To	to	IN
A52264	1788	53	212	212	CD
A52264	1788	54	fere	fere	NN
A52264	1788	55	2.326298	2.326298	CD
A52264	1788	56	The	the	DT
A52264	1788	57	Suns	Suns	NNPS
A52264	1788	58	mean	mean	NN
A52264	1788	59	Motions	motion	NNS
A52264	1788	60	.	.	.
A52264	1789	1	Epochae	Epochae	NNP
A52264	1789	2	Longitud	Longitud	NNP
A52264	1789	3	☉	☉	NNP
A52264	1789	4	Aphelium	Aphelium	NNP
A52264	1789	5	☉	☉	NNP
A52264	1789	6	  	  	_SP
A52264	1789	7	°	°	,
A52264	1789	8	′	′	-RRB-
A52264	1789	9	″	″	NN
A52264	1789	10	°	°	,
A52264	1789	11	′	′	-RRB-
A52264	1789	12	″	″	NN
A52264	1789	13	Per	per	IN
A52264	1789	14	.	.	.
A52264	1790	1	Jul.	July	NNP
A52264	1791	1	242	242	CD
A52264	1791	2	99	99	CD
A52264	1791	3	61	61	CD
A52264	1791	4	355	355	CD
A52264	1791	5	85	85	CD
A52264	1791	6	44	44	CD
A52264	1791	7	M	m	CD
A52264	1791	8	●	●	.
A52264	1791	9	●	●	NFP
A52264	1791	10	di	di	NNP
A52264	1791	11	248	248	CD
A52264	1791	12	71	71	CD
A52264	1791	13	08	08	CD
A52264	1791	14	007	007	CD
A52264	1791	15	92	92	CD
A52264	1791	16	42	42	CD
A52264	1791	17	Christi	Christi	NNP
A52264	1791	18	278	278	CD
A52264	1791	19	98	98	CD
A52264	1791	20	69	69	CD
A52264	1791	21	010	010	CD
A52264	1791	22	31	31	CD
A52264	1791	23	36	36	CD
A52264	1791	24	An	an	NN
A52264	1791	25	.	.	.
A52264	1792	1	Do	do	VB
A52264	1792	2	.	.	.
A52264	1793	1	1600	1600	CD
A52264	1793	2	290	290	CD
A52264	1793	3	95	95	CD
A52264	1793	4	44	44	CD
A52264	1793	5	095	095	CD
A52264	1793	6	58	58	CD
A52264	1793	7	78	78	CD
A52264	1793	8	An	an	NN
A52264	1793	9	.	.	.
A52264	1794	1	Do	do	VB
A52264	1794	2	.	.	.
A52264	1795	1	1620	1620	CD
A52264	1795	2	291	291	CD
A52264	1795	3	10	10	CD
A52264	1795	4	41	41	CD
A52264	1795	5	095	095	CD
A52264	1795	6	90	90	CD
A52264	1795	7	39	39	CD
A52264	1795	8	An	an	NN
A52264	1795	9	.	.	.
A52264	1796	1	Do	do	VB
A52264	1796	2	.	.	.
A52264	1797	1	1640	1640	CD
A52264	1797	2	291	291	CD
A52264	1797	3	25	25	CD
A52264	1797	4	36	36	CD
A52264	1797	5	096	096	CD
A52264	1797	6	21	21	CD
A52264	1797	7	97	97	CD
A52264	1797	8	An	an	NN
A52264	1797	9	.	.	.
A52264	1798	1	Do	do	VB
A52264	1798	2	.	.	.
A52264	1799	1	1660	1660	CD
A52264	1799	2	291	291	CD
A52264	1799	3	40	40	CD
A52264	1799	4	33	33	CD
A52264	1799	5	096	096	CD
A52264	1799	6	53	53	CD
A52264	1799	7	56	56	CD
A52264	1799	8	1	1	CD
A52264	1799	9	356	356	CD
A52264	1799	10	76	76	CD
A52264	1799	11	11	11	CD
A52264	1799	12	0	0	CD
A52264	1799	13	01	01	CD
A52264	1799	14	58	58	CD
A52264	1799	15	2	2	CD
A52264	1799	16	359	359	CD
A52264	1799	17	52	52	CD
A52264	1799	18	22	22	CD
A52264	1799	19	0	0	CD
A52264	1799	20	18	18	CD
A52264	1799	21	17	17	CD
A52264	1799	22	3	3	CD
A52264	1799	23	359	359	CD
A52264	1799	24	28	28	CD
A52264	1799	25	30	30	CD
A52264	1799	26	0	0	CD
A52264	1799	27	04	04	CD
A52264	1799	28	74	74	CD
A52264	1799	29	B	b	NN
A52264	1799	30	4	4	CD
A52264	1799	31	000	000	CD
A52264	1799	32	03	03	CD
A52264	1799	33	00	00	CD
A52264	1799	34	0	0	CD
A52264	1799	35	06	06	CD
A52264	1799	36	30	30	CD
A52264	1799	37	5	5	CD
A52264	1799	38	359	359	CD
A52264	1799	39	79	79	CD
A52264	1799	40	11	11	CD
A52264	1799	41	0	0	CD
A52264	1799	42	07	07	CD
A52264	1799	43	89	89	CD
A52264	1799	44	6	6	CD
A52264	1799	45	359	359	CD
A52264	1799	46	55	55	CD
A52264	1799	47	19	19	CD
A52264	1799	48	0	0	CD
A52264	1799	49	09	09	CD
A52264	1799	50	47	47	CD
A52264	1799	51	7	7	CD
A52264	1799	52	359	359	CD
A52264	1799	53	31	31	CD
A52264	1799	54	30	30	CD
A52264	1799	55	0	0	CD
A52264	1799	56	11	11	CD
A52264	1799	57	05	05	CD
A52264	1799	58	B	b	NN
A52264	1799	59	8	8	CD
A52264	1799	60	000	000	CD
A52264	1799	61	05	05	CD
A52264	1799	62	97	97	CD
A52264	1799	63	0	0	CD
A52264	1799	64	12	12	CD
A52264	1799	65	64	64	CD
A52264	1799	66	9	9	CD
A52264	1799	67	359	359	CD
A52264	1799	68	82	82	CD
A52264	1799	69	08	08	CD
A52264	1799	70	0	0	CD
A52264	1799	71	14	14	CD
A52264	1799	72	22	22	CD
A52264	1799	73	10	10	CD
A52264	1799	74	359	359	CD
A52264	1799	75	58	58	CD
A52264	1799	76	19	19	CD
A52264	1799	77	0	0	CD
A52264	1799	78	15	15	CD
A52264	1799	79	78	78	CD
A52264	1799	80	11	11	CD
A52264	1799	81	359	359	CD
A52264	1799	82	34	34	CD
A52264	1799	83	30	30	CD
A52264	1799	84	0	0	CD
A52264	1799	85	17	17	CD
A52264	1799	86	36	36	CD
A52264	1799	87	B	b	NN
A52264	1799	88	12	12	CD
A52264	1799	89	000	000	CD
A52264	1799	90	08	08	CD
A52264	1799	91	97	97	CD
A52264	1799	92	0	0	CD
A52264	1799	93	18	18	CD
A52264	1799	94	94	94	CD
A52264	1799	95	13	13	CD
A52264	1799	96	359	359	CD
A52264	1799	97	85	85	CD
A52264	1799	98	08	08	CD
A52264	1799	99	0	0	CD
A52264	1799	100	20	20	CD
A52264	1799	101	52	52	CD
A52264	1799	102	14	14	CD
A52264	1799	103	359	359	CD
A52264	1799	104	00	00	CD
A52264	1799	105	19	19	CD
A52264	1799	106	0	0	CD
A52264	1799	107	22	22	CD
A52264	1799	108	11	11	CD
A52264	1799	109	15	15	CD
A52264	1799	110	359	359	CD
A52264	1799	111	37	37	CD
A52264	1799	112	30	30	CD
A52264	1799	113	0	0	CD
A52264	1799	114	23	23	CD
A52264	1799	115	69	69	CD
A52264	1799	116	B	b	NN
A52264	1799	117	16	16	CD
A52264	1799	118	000	000	CD
A52264	1799	119	11	11	CD
A52264	1799	120	97	97	CD
A52264	1799	121	0	0	CD
A52264	1799	122	25	25	CD
A52264	1799	123	25	25	CD
A52264	1799	124	17	17	CD
A52264	1799	125	359	359	CD
A52264	1799	126	88	88	CD
A52264	1799	127	08	08	CD
A52264	1799	128	0	0	CD
A52264	1799	129	26	26	CD
A52264	1799	130	83	83	CD
A52264	1799	131	18	18	CD
A52264	1799	132	359	359	CD
A52264	1799	133	64	64	CD
A52264	1799	134	19	19	CD
A52264	1799	135	0	0	CD
A52264	1799	136	28	28	CD
A52264	1799	137	41	41	CD
A52264	1799	138	19	19	CD
A52264	1799	139	359	359	CD
A52264	1799	140	40	40	CD
A52264	1799	141	28	28	CD
A52264	1799	142	0	0	CD
A52264	1799	143	30	30	CD
A52264	1799	144	00	00	CD
A52264	1799	145	B	b	NN
A52264	1799	146	20	20	CD
A52264	1799	147	000	000	CD
A52264	1799	148	14	14	CD
A52264	1799	149	97	97	CD
A52264	1799	150	0	0	CD
A52264	1799	151	31	31	CD
A52264	1799	152	61	61	CD
A52264	1799	153	40	40	CD
A52264	1799	154	000	000	CD
A52264	1799	155	29	29	CD
A52264	1799	156	91	91	CD
A52264	1799	157	0	0	CD
A52264	1799	158	63	63	CD
A52264	1799	159	19	19	CD
A52264	1799	160	60	60	CD
A52264	1799	161	000	000	CD
A52264	1799	162	44	44	CD
A52264	1799	163	83	83	CD
A52264	1799	164	0	0	CD
A52264	1799	165	94	94	CD
A52264	1799	166	77	77	CD
A52264	1799	167	80	80	CD
A52264	1799	168	000	000	CD
A52264	1799	169	59	59	CD
A52264	1799	170	83	83	CD
A52264	1799	171	1	1	CD
A52264	1799	172	26	26	CD
A52264	1799	173	39	39	CD
A52264	1799	174	100	100	CD
A52264	1799	175	000	000	CD
A52264	1799	176	74	74	CD
A52264	1799	177	80	80	CD
A52264	1799	178	1	1	CD
A52264	1799	179	57	57	CD
A52264	1799	180	97	97	CD
A52264	1799	181	100	100	CD
A52264	1799	182	00	00	CD
A52264	1799	183	74	74	CD
A52264	1799	184	80	80	CD
A52264	1799	185	01	01	CD
A52264	1799	186	57	57	CD
A52264	1799	187	97	97	CD
A52264	1799	188	200	200	CD
A52264	1799	189	01	01	CD
A52264	1799	190	49	49	CD
A52264	1799	191	58	58	CD
A52264	1799	192	03	03	CD
A52264	1799	193	15	15	CD
A52264	1799	194	94	94	CD
A52264	1799	195	300	300	CD
A52264	1799	196	02	02	CD
A52264	1799	197	24	24	CD
A52264	1799	198	39	39	CD
A52264	1799	199	04	04	CD
A52264	1799	200	73	73	CD
A52264	1799	201	94	94	CD
A52264	1799	202	400	400	CD
A52264	1799	203	02	02	CD
A52264	1799	204	99	99	CD
A52264	1799	205	19	19	CD
A52264	1799	206	06	06	CD
A52264	1799	207	31	31	CD
A52264	1799	208	94	94	CD
A52264	1799	209	500	500	CD
A52264	1799	210	03	03	CD
A52264	1799	211	73	73	CD
A52264	1799	212	97	97	CD
A52264	1799	213	07	07	CD
A52264	1799	214	89	89	CD
A52264	1799	215	91	91	CD
A52264	1799	216	600	600	CD
A52264	1799	217	04	04	CD
A52264	1799	218	48	48	CD
A52264	1799	219	77	77	CD
A52264	1799	220	09	09	CD
A52264	1799	221	47	47	CD
A52264	1799	222	92	92	CD
A52264	1799	223	700	700	CD
A52264	1799	224	05	05	CD
A52264	1799	225	23	23	CD
A52264	1799	226	58	58	CD
A52264	1799	227	11	11	CD
A52264	1799	228	05	05	CD
A52264	1799	229	89	89	CD
A52264	1799	230	800	800	CD
A52264	1799	231	05	05	CD
A52264	1799	232	98	98	CD
A52264	1799	233	36	36	CD
A52264	1799	234	12	12	CD
A52264	1799	235	63	63	CD
A52264	1799	236	89	89	CD
A52264	1799	237	900	900	CD
A52264	1799	238	06	06	CD
A52264	1799	239	73	73	CD
A52264	1799	240	17	17	CD
A52264	1799	241	14	14	CD
A52264	1799	242	21	21	CD
A52264	1799	243	86	86	CD
A52264	1799	244	1000	1000	CD
A52264	1799	245	07	07	CD
A52264	1799	246	47	47	CD
A52264	1799	247	97	97	CD
A52264	1799	248	15	15	CD
A52264	1799	249	79	79	CD
A52264	1799	250	86	86	CD
A52264	1799	251	2000	2000	CD
A52264	1799	252	14	14	CD
A52264	1799	253	95	95	CD
A52264	1799	254	92	92	CD
A52264	1799	255	31	31	CD
A52264	1799	256	59	59	CD
A52264	1799	257	69	69	CD
A52264	1799	258	3000	3000	CD
A52264	1799	259	22	22	CD
A52264	1799	260	43	43	CD
A52264	1799	261	89	89	CD
A52264	1799	262	47	47	CD
A52264	1799	263	39	39	CD
A52264	1799	264	55	55	CD
A52264	1799	265	4000	4000	CD
A52264	1799	266	29	29	CD
A52264	1799	267	91	91	CD
A52264	1799	268	82	82	CD
A52264	1799	269	63	63	CD
A52264	1799	270	19	19	CD
A52264	1799	271	41	41	CD
A52264	1799	272	5000	5000	CD
A52264	1799	273	37	37	CD
A52264	1799	274	39	39	CD
A52264	1799	275	80	80	CD
A52264	1799	276	78	78	CD
A52264	1799	277	99	99	CD
A52264	1799	278	25	25	CD
A52264	1799	279	              	              	_SP
A52264	1799	280	January	January	NNP
A52264	1799	281	030	030	CD
A52264	1799	282	55	55	CD
A52264	1799	283	50	50	CD
A52264	1799	284	0	0	CD
A52264	1799	285	00	00	CD
A52264	1799	286	14	14	CD
A52264	1799	287	February	February	NNP
A52264	1799	288	058	058	CD
A52264	1799	289	15	15	CD
A52264	1799	290	30	30	CD
A52264	1799	291	0	0	CD
A52264	1799	292	00	00	CD
A52264	1799	293	25	25	CD
A52264	1799	294	March	March	NNP
A52264	1799	295	088	088	CD
A52264	1799	296	70	70	CD
A52264	1799	297	83	83	CD
A52264	1799	298	0	0	CD
A52264	1799	299	00	00	CD
A52264	1799	300	39	39	CD
A52264	1799	301	April	April	NNP
A52264	1799	302	118	118	CD
A52264	1799	303	27	27	CD
A52264	1799	304	75	75	CD
A52264	1799	305	0	0	CD
A52264	1799	306	00	00	CD
A52264	1799	307	53	53	CD
A52264	1799	308	May	May	NNP
A52264	1799	309	148	148	CD
A52264	1799	310	83	83	CD
A52264	1799	311	28	28	CD
A52264	1799	312	0	0	CD
A52264	1799	313	00	00	CD
A52264	1799	314	67	67	CD
A52264	1799	315	June	June	NNP
A52264	1799	316	178	178	CD
A52264	1799	317	40	40	CD
A52264	1799	318	19	19	CD
A52264	1799	319	0	0	CD
A52264	1799	320	00	00	CD
A52264	1799	321	80	80	CD
A52264	1799	322	July	July	NNP
A52264	1799	323	208	208	CD
A52264	1799	324	95	95	CD
A52264	1799	325	69	69	CD
A52264	1799	326	0	0	CD
A52264	1799	327	00	00	CD
A52264	1799	328	94	94	CD
A52264	1799	329	August	August	NNP
A52264	1799	330	239	239	CD
A52264	1799	331	51	51	CD
A52264	1799	332	22	22	CD
A52264	1799	333	0	0	CD
A52264	1799	334	01	01	CD
A52264	1799	335	06	06	CD
A52264	1799	336	September	September	NNP
A52264	1799	337	269	269	CD
A52264	1799	338	08	08	CD
A52264	1799	339	17	17	CD
A52264	1799	340	0	0	CD
A52264	1799	341	01	01	CD
A52264	1799	342	19	19	CD
A52264	1799	343	October	October	NNP
A52264	1799	344	299	299	CD
A52264	1799	345	63	63	CD
A52264	1799	346	66	66	CD
A52264	1799	347	0	0	CD
A52264	1799	348	01	01	CD
A52264	1799	349	33	33	CD
A52264	1799	350	November	November	NNP
A52264	1799	351	329	329	CD
A52264	1799	352	20	20	CD
A52264	1799	353	61	61	CD
A52264	1799	354	0	0	CD
A52264	1799	355	01	01	CD
A52264	1799	356	44	44	CD
A52264	1799	357	December	December	NNP
A52264	1799	358	359	359	CD
A52264	1799	359	76	76	CD
A52264	1799	360	11	11	CD
A52264	1799	361	0	0	CD
A52264	1799	362	01	01	CD
A52264	1799	363	58	58	CD
A52264	1799	364	The	the	DT
A52264	1799	365	Suns	Suns	NNPS
A52264	1799	366	mean	mean	VBP
A52264	1799	367	motions	motion	NNS
A52264	1799	368	in	in	IN
A52264	1799	369	Dayes	Dayes	NNP
A52264	1799	370	.	.	.
A52264	1800	1	Longit	Longit	NNP
A52264	1800	2	.	.	.
A52264	1801	1	☉	☉	NNP
A52264	1801	2	Aphel	Aphel	NNP
A52264	1801	3	.	.	.
A52264	1802	1	D	D	NNP
A52264	1802	2	°	°	,
A52264	1802	3	′	′	CD
A52264	1802	4	″	″	NN
A52264	1802	5	′	′	-RRB-
A52264	1802	6	″	″	NN
A52264	1802	7	1	1	CD
A52264	1802	8	0	0	CD
A52264	1802	9	98	98	CD
A52264	1802	10	55	55	CD
A52264	1802	11	0	0	CD
A52264	1802	12	00	00	CD
A52264	1802	13	2	2	CD
A52264	1802	14	1	1	CD
A52264	1802	15	97	97	CD
A52264	1802	16	14	14	CD
A52264	1802	17	0	0	CD
A52264	1802	18	00	00	CD
A52264	1802	19	3	3	CD
A52264	1802	20	2	2	CD
A52264	1802	21	95	95	CD
A52264	1802	22	69	69	CD
A52264	1802	23	0	0	CD
A52264	1802	24	00	00	CD
A52264	1802	25	4	4	CD
A52264	1802	26	3	3	CD
A52264	1802	27	94	94	CD
A52264	1802	28	25	25	CD
A52264	1802	29	0	0	CD
A52264	1802	30	02	02	CD
A52264	1802	31	5	5	CD
A52264	1802	32	4	4	CD
A52264	1802	33	92	92	CD
A52264	1802	34	83	83	CD
A52264	1802	35	0	0	CD
A52264	1802	36	02	02	CD
A52264	1802	37	6	6	CD
A52264	1802	38	5	5	CD
A52264	1802	39	91	91	CD
A52264	1802	40	39	39	CD
A52264	1802	41	0	0	CD
A52264	1802	42	03	03	CD
A52264	1802	43	7	7	CD
A52264	1802	44	6	6	CD
A52264	1802	45	89	89	CD
A52264	1802	46	94	94	CD
A52264	1802	47	0	0	CD
A52264	1802	48	03	03	CD
A52264	1802	49	8	8	CD
A52264	1802	50	7	7	CD
A52264	1802	51	88	88	CD
A52264	1802	52	52	52	CD
A52264	1802	53	0	0	CD
A52264	1802	54	03	03	CD
A52264	1802	55	9	9	CD
A52264	1802	56	8	8	CD
A52264	1802	57	87	87	CD
A52264	1802	58	08	08	CD
A52264	1802	59	0	0	CD
A52264	1802	60	05	05	CD
A52264	1802	61	10	10	CD
A52264	1802	62	9	9	CD
A52264	1802	63	85	85	CD
A52264	1802	64	63	63	CD
A52264	1802	65	0	0	CD
A52264	1802	66	05	05	CD
A52264	1802	67	11	11	CD
A52264	1802	68	10	10	CD
A52264	1802	69	84	84	CD
A52264	1802	70	22	22	CD
A52264	1802	71	0	0	CD
A52264	1802	72	05	05	CD
A52264	1802	73	12	12	CD
A52264	1802	74	11	11	CD
A52264	1802	75	82	82	CD
A52264	1802	76	78	78	CD
A52264	1802	77	0	0	CD
A52264	1802	78	06	06	CD
A52264	1802	79	13	13	CD
A52264	1802	80	12	12	CD
A52264	1802	81	81	81	CD
A52264	1802	82	33	33	CD
A52264	1802	83	0	0	CD
A52264	1802	84	06	06	CD
A52264	1802	85	14	14	CD
A52264	1802	86	13	13	CD
A52264	1802	87	79	79	CD
A52264	1802	88	91	91	CD
A52264	1802	89	0	0	CD
A52264	1802	90	06	06	CD
A52264	1802	91	15	15	CD
A52264	1802	92	14	14	CD
A52264	1802	93	78	78	CD
A52264	1802	94	47	47	CD
A52264	1802	95	0	0	CD
A52264	1802	96	06	06	CD
A52264	1802	97	16	16	CD
A52264	1802	98	15	15	CD
A52264	1802	99	77	77	CD
A52264	1802	100	03	03	CD
A52264	1802	101	0	0	CD
A52264	1802	102	08	08	CD
A52264	1802	103	17	17	CD
A52264	1802	104	16	16	CD
A52264	1802	105	75	75	CD
A52264	1802	106	61	61	CD
A52264	1802	107	0	0	CD
A52264	1802	108	08	08	CD
A52264	1802	109	18	18	CD
A52264	1802	110	17	17	CD
A52264	1802	111	74	74	CD
A52264	1802	112	16	16	CD
A52264	1802	113	0	0	CD
A52264	1802	114	08	08	CD
A52264	1802	115	19	19	CD
A52264	1802	116	18	18	CD
A52264	1802	117	72	72	CD
A52264	1802	118	72	72	CD
A52264	1802	119	0	0	CD
A52264	1802	120	08	08	CD
A52264	1802	121	20	20	CD
A52264	1802	122	19	19	CD
A52264	1802	123	71	71	CD
A52264	1802	124	30	30	CD
A52264	1802	125	0	0	CD
A52264	1802	126	08	08	CD
A52264	1802	127	21	21	CD
A52264	1802	128	20	20	CD
A52264	1802	129	69	69	CD
A52264	1802	130	86	86	CD
A52264	1802	131	0	0	CD
A52264	1802	132	08	08	CD
A52264	1802	133	22	22	CD
A52264	1802	134	21	21	CD
A52264	1802	135	68	68	CD
A52264	1802	136	41	41	CD
A52264	1802	137	0	0	CD
A52264	1802	138	11	11	CD
A52264	1802	139	23	23	CD
A52264	1802	140	22	22	CD
A52264	1802	141	67	67	CD
A52264	1802	142	00	00	CD
A52264	1802	143	0	0	CD
A52264	1802	144	11	11	CD
A52264	1802	145	24	24	CD
A52264	1802	146	23	23	CD
A52264	1802	147	65	65	CD
A52264	1802	148	56	56	CD
A52264	1802	149	0	0	CD
A52264	1802	150	11	11	CD
A52264	1802	151	25	25	CD
A52264	1802	152	24	24	CD
A52264	1802	153	64	64	CD
A52264	1802	154	11	11	CD
A52264	1802	155	0	0	CD
A52264	1802	156	11	11	CD
A52264	1802	157	26	26	CD
A52264	1802	158	25	25	CD
A52264	1802	159	62	62	CD
A52264	1802	160	94	94	CD
A52264	1802	161	0	0	CD
A52264	1802	162	11	11	CD
A52264	1802	163	27	27	CD
A52264	1802	164	26	26	CD
A52264	1802	165	61	61	CD
A52264	1802	166	25	25	CD
A52264	1802	167	0	0	CD
A52264	1802	168	11	11	CD
A52264	1802	169	28	28	CD
A52264	1802	170	27	27	CD
A52264	1802	171	59	59	CD
A52264	1802	172	80	80	CD
A52264	1802	173	0	0	CD
A52264	1802	174	11	11	CD
A52264	1802	175	29	29	CD
A52264	1802	176	28	28	CD
A52264	1802	177	58	58	CD
A52264	1802	178	36	36	CD
A52264	1802	179	0	0	CD
A52264	1802	180	13	13	CD
A52264	1802	181	30	30	CD
A52264	1802	182	29	29	CD
A52264	1802	183	56	56	CD
A52264	1802	184	94	94	CD
A52264	1802	185	0	0	CD
A52264	1802	186	14	14	CD
A52264	1802	187	31	31	CD
A52264	1802	188	30	30	CD
A52264	1802	189	55	55	CD
A52264	1802	190	50	50	CD
A52264	1802	191	0	0	CD
A52264	1802	192	14	14	CD
A52264	1802	193	32	32	CD
A52264	1802	194	31	31	CD
A52264	1802	195	54	54	CD
A52264	1802	196	05	05	CD
A52264	1802	197	0	0	CD
A52264	1802	198	14	14	CD
A52264	1802	199	  	  	_SP
A52264	1802	200	Longit	Longit	NNP
A52264	1802	201	.	.	.
A52264	1803	1	☉	☉	NNP
A52264	1803	2	  	  	_SP
A52264	1803	3	Long	Long	NNP
A52264	1803	4	.	.	.
A52264	1804	1	Long	long	RB
A52264	1804	2	.	.	.
A52264	1805	1	H	h	NN
A52264	1805	2	°	°	,
A52264	1805	3	′	′	ADD
A52264	1805	4	″	″	NN
A52264	1805	5	M	m	NN
A52264	1805	6	′	′	ADD
A52264	1805	7	″	″	NN
A52264	1805	8	M	m	NN
A52264	1805	9	′	′	ADD
A52264	1805	10	″	″	NN
A52264	1805	11	1	1	CD
A52264	1805	12	0	0	CD
A52264	1805	13	04	04	CD
A52264	1805	14	11	11	CD
A52264	1805	15	34	34	CD
A52264	1805	16	1	1	CD
A52264	1805	17	39	39	CD
A52264	1805	18	67	67	CD
A52264	1805	19	2	2	CD
A52264	1805	20	75	75	CD
A52264	1805	21	2	2	CD
A52264	1805	22	0	0	CD
A52264	1805	23	08	08	CD
A52264	1805	24	22	22	CD
A52264	1805	25	35	35	CD
A52264	1805	26	1	1	CD
A52264	1805	27	43	43	CD
A52264	1805	28	68	68	CD
A52264	1805	29	2	2	CD
A52264	1805	30	79	79	CD
A52264	1805	31	3	3	CD
A52264	1805	32	0	0	CD
A52264	1805	33	12	12	CD
A52264	1805	34	31	31	CD
A52264	1805	35	36	36	CD
A52264	1805	36	1	1	CD
A52264	1805	37	47	47	CD
A52264	1805	38	69	69	CD
A52264	1805	39	2	2	CD
A52264	1805	40	83	83	CD
A52264	1805	41	4	4	CD
A52264	1805	42	0	0	CD
A52264	1805	43	16	16	CD
A52264	1805	44	42	42	CD
A52264	1805	45	37	37	CD
A52264	1805	46	1	1	CD
A52264	1805	47	51	51	CD
A52264	1805	48	70	70	CD
A52264	1805	49	2	2	CD
A52264	1805	50	87	87	CD
A52264	1805	51	5	5	CD
A52264	1805	52	0	0	CD
A52264	1805	53	20	20	CD
A52264	1805	54	52	52	CD
A52264	1805	55	38	38	CD
A52264	1805	56	1	1	CD
A52264	1805	57	56	56	CD
A52264	1805	58	71	71	CD
A52264	1805	59	2	2	CD
A52264	1805	60	91	91	CD
A52264	1805	61	6	6	CD
A52264	1805	62	0	0	CD
A52264	1805	63	24	24	CD
A52264	1805	64	63	63	CD
A52264	1805	65	39	39	CD
A52264	1805	66	1	1	CD
A52264	1805	67	60	60	CD
A52264	1805	68	72	72	CD
A52264	1805	69	2	2	CD
A52264	1805	70	96	96	CD
A52264	1805	71	7	7	CD
A52264	1805	72	0	0	CD
A52264	1805	73	28	28	CD
A52264	1805	74	75	75	CD
A52264	1805	75	40	40	CD
A52264	1805	76	1	1	CD
A52264	1805	77	64	64	CD
A52264	1805	78	73	73	CD
A52264	1805	79	3	3	CD
A52264	1805	80	00	00	CD
A52264	1805	81	8	8	CD
A52264	1805	82	0	0	CD
A52264	1805	83	32	32	CD
A52264	1805	84	86	86	CD
A52264	1805	85	41	41	CD
A52264	1805	86	1	1	CD
A52264	1805	87	68	68	CD
A52264	1805	88	74	74	CD
A52264	1805	89	3	3	CD
A52264	1805	90	04	04	CD
A52264	1805	91	9	9	CD
A52264	1805	92	0	0	CD
A52264	1805	93	36	36	CD
A52264	1805	94	97	97	CD
A52264	1805	95	42	42	CD
A52264	1805	96	1	1	CD
A52264	1805	97	72	72	CD
A52264	1805	98	75	75	CD
A52264	1805	99	3	3	CD
A52264	1805	100	08	08	CD
A52264	1805	101	10	10	CD
A52264	1805	102	0	0	CD
A52264	1805	103	41	41	CD
A52264	1805	104	06	06	CD
A52264	1805	105	43	43	CD
A52264	1805	106	1	1	CD
A52264	1805	107	76	76	CD
A52264	1805	108	76	76	CD
A52264	1805	109	3	3	CD
A52264	1805	110	12	12	CD
A52264	1805	111	11	11	CD
A52264	1805	112	0	0	CD
A52264	1805	113	45	45	CD
A52264	1805	114	17	17	CD
A52264	1805	115	44	44	CD
A52264	1805	116	1	1	CD
A52264	1805	117	80	80	CD
A52264	1805	118	77	77	CD
A52264	1805	119	3	3	CD
A52264	1805	120	16	16	CD
A52264	1805	121	12	12	CD
A52264	1805	122	0	0	CD
A52264	1805	123	49	49	CD
A52264	1805	124	27	27	CD
A52264	1805	125	45	45	CD
A52264	1805	126	1	1	CD
A52264	1805	127	84	84	CD
A52264	1805	128	78	78	CD
A52264	1805	129	3	3	CD
A52264	1805	130	20	20	CD
A52264	1805	131	13	13	CD
A52264	1805	132	0	0	CD
A52264	1805	133	53	53	CD
A52264	1805	134	39	39	CD
A52264	1805	135	46	46	CD
A52264	1805	136	1	1	CD
A52264	1805	137	88	88	CD
A52264	1805	138	79	79	CD
A52264	1805	139	3	3	CD
A52264	1805	140	24	24	CD
A52264	1805	141	14	14	CD
A52264	1805	142	0	0	CD
A52264	1805	143	52	52	CD
A52264	1805	144	50	50	CD
A52264	1805	145	47	47	CD
A52264	1805	146	1	1	CD
A52264	1805	147	93	93	CD
A52264	1805	148	80	80	CD
A52264	1805	149	3	3	CD
A52264	1805	150	28	28	CD
A52264	1805	151	15	15	CD
A52264	1805	152	0	0	CD
A52264	1805	153	61	61	CD
A52264	1805	154	61	61	CD
A52264	1805	155	48	48	CD
A52264	1805	156	1	1	CD
A52264	1805	157	97	97	CD
A52264	1805	158	81	81	CD
A52264	1805	159	3	3	CD
A52264	1805	160	32	32	CD
A52264	1805	161	16	16	CD
A52264	1805	162	0	0	CD
A52264	1805	163	65	65	CD
A52264	1805	164	72	72	CD
A52264	1805	165	49	49	CD
A52264	1805	166	2	2	CD
A52264	1805	167	01	01	CD
A52264	1805	168	82	82	CD
A52264	1805	169	3	3	CD
A52264	1805	170	37	37	CD
A52264	1805	171	17	17	CD
A52264	1805	172	0	0	CD
A52264	1805	173	69	69	CD
A52264	1805	174	80	80	CD
A52264	1805	175	50	50	CD
A52264	1805	176	2	2	CD
A52264	1805	177	05	05	CD
A52264	1805	178	83	83	CD
A52264	1805	179	3	3	CD
A52264	1805	180	41	41	CD
A52264	1805	181	18	18	CD
A52264	1805	182	0	0	CD
A52264	1805	183	73	73	CD
A52264	1805	184	91	91	CD
A52264	1805	185	51	51	CD
A52264	1805	186	2	2	CD
A52264	1805	187	09	09	CD
A52264	1805	188	84	84	CD
A52264	1805	189	3	3	CD
A52264	1805	190	45	45	CD
A52264	1805	191	19	19	CD
A52264	1805	192	0	0	CD
A52264	1805	193	78	78	CD
A52264	1805	194	03	03	CD
A52264	1805	195	52	52	CD
A52264	1805	196	2	2	CD
A52264	1805	197	13	13	CD
A52264	1805	198	85	85	CD
A52264	1805	199	3	3	CD
A52264	1805	200	49	49	CD
A52264	1805	201	20	20	CD
A52264	1805	202	0	0	CD
A52264	1805	203	82	82	CD
A52264	1805	204	14	14	CD
A52264	1805	205	53	53	CD
A52264	1805	206	2	2	CD
A52264	1805	207	17	17	CD
A52264	1805	208	86	86	CD
A52264	1805	209	3	3	CD
A52264	1805	210	53	53	CD
A52264	1805	211	21	21	CD
A52264	1805	212	0	0	CD
A52264	1805	213	86	86	CD
A52264	1805	214	25	25	CD
A52264	1805	215	54	54	CD
A52264	1805	216	2	2	CD
A52264	1805	217	21	21	CD
A52264	1805	218	87	87	CD
A52264	1805	219	3	3	CD
A52264	1805	220	57	57	CD
A52264	1805	221	22	22	CD
A52264	1805	222	0	0	CD
A52264	1805	223	90	90	CD
A52264	1805	224	36	36	CD
A52264	1805	225	55	55	CD
A52264	1805	226	2	2	CD
A52264	1805	227	25	25	CD
A52264	1805	228	88	88	CD
A52264	1805	229	3	3	CD
A52264	1805	230	61	61	CD
A52264	1805	231	23	23	CD
A52264	1805	232	0	0	CD
A52264	1805	233	94	94	CD
A52264	1805	234	44	44	CD
A52264	1805	235	56	56	CD
A52264	1805	236	2	2	CD
A52264	1805	237	30	30	CD
A52264	1805	238	89	89	CD
A52264	1805	239	3	3	CD
A52264	1805	240	65	65	CD
A52264	1805	241	24	24	CD
A52264	1805	242	0	0	CD
A52264	1805	243	98	98	CD
A52264	1805	244	55	55	CD
A52264	1805	245	57	57	CD
A52264	1805	246	2	2	CD
A52264	1805	247	34	34	CD
A52264	1805	248	90	90	CD
A52264	1805	249	3	3	CD
A52264	1805	250	69	69	CD
A52264	1805	251	25	25	CD
A52264	1805	252	1	1	CD
A52264	1805	253	02	02	CD
A52264	1805	254	66	66	CD
A52264	1805	255	58	58	CD
A52264	1805	256	2	2	CD
A52264	1805	257	38	38	CD
A52264	1805	258	91	91	CD
A52264	1805	259	3	3	CD
A52264	1805	260	74	74	CD
A52264	1805	261	26	26	CD
A52264	1805	262	1	1	CD
A52264	1805	263	06	06	CD
A52264	1805	264	77	77	CD
A52264	1805	265	59	59	CD
A52264	1805	266	2	2	CD
A52264	1805	267	42	42	CD
A52264	1805	268	92	92	CD
A52264	1805	269	3	3	CD
A52264	1805	270	78	78	CD
A52264	1805	271	27	27	CD
A52264	1805	272	1	1	CD
A52264	1805	273	10	10	CD
A52264	1805	274	88	88	CD
A52264	1805	275	60	60	CD
A52264	1805	276	2	2	CD
A52264	1805	277	46	46	CD
A52264	1805	278	93	93	CD
A52264	1805	279	3	3	CD
A52264	1805	280	82	82	CD
A52264	1805	281	28	28	CD
A52264	1805	282	1	1	CD
A52264	1805	283	14	14	CD
A52264	1805	284	99	99	CD
A52264	1805	285	61	61	CD
A52264	1805	286	2	2	CD
A52264	1805	287	50	50	CD
A52264	1805	288	94	94	CD
A52264	1805	289	3	3	CD
A52264	1805	290	86	86	CD
A52264	1805	291	29	29	CD
A52264	1805	292	1	1	CD
A52264	1805	293	19	19	CD
A52264	1805	294	10	10	CD
A52264	1805	295	62	62	CD
A52264	1805	296	2	2	CD
A52264	1805	297	54	54	CD
A52264	1805	298	95	95	CD
A52264	1805	299	3	3	CD
A52264	1805	300	90	90	CD
A52264	1805	301	30	30	CD
A52264	1805	302	1	1	CD
A52264	1805	303	23	23	CD
A52264	1805	304	21	21	CD
A52264	1805	305	63	63	CD
A52264	1805	306	2	2	CD
A52264	1805	307	58	58	CD
A52264	1805	308	96	96	CD
A52264	1805	309	3	3	CD
A52264	1805	310	94	94	CD
A52264	1805	311	31	31	CD
A52264	1805	312	1	1	CD
A52264	1805	313	27	27	CD
A52264	1805	314	32	32	CD
A52264	1805	315	64	64	CD
A52264	1805	316	2	2	CD
A52264	1805	317	62	62	CD
A52264	1805	318	97	97	CD
A52264	1805	319	3	3	CD
A52264	1805	320	98	98	CD
A52264	1805	321	32	32	CD
A52264	1805	322	1	1	CD
A52264	1805	323	31	31	CD
A52264	1805	324	43	43	CD
A52264	1805	325	65	65	CD
A52264	1805	326	2	2	CD
A52264	1805	327	67	67	CD
A52264	1805	328	98	98	CD
A52264	1805	329	4	4	CD
A52264	1805	330	02	02	CD
A52264	1805	331	33	33	CD
A52264	1805	332	1	1	CD
A52264	1805	333	35	35	CD
A52264	1805	334	54	54	CD
A52264	1805	335	66	66	CD
A52264	1805	336	2	2	CD
A52264	1805	337	71	71	CD
A52264	1805	338	99	99	CD
A52264	1805	339	4	4	CD
A52264	1805	340	06	06	CD
A52264	1805	341	′	′	CD
A52264	1805	342	′	′	ADD
A52264	1805	343	″	″	NN
A52264	1805	344	‴	‴	NNP
A52264	1805	345	′	′	ADD
A52264	1805	346	′	′	ADD
A52264	1805	347	″	″	NN
A52264	1805	348	100	100	CD
A52264	1805	349	4	4	CD
A52264	1805	350	11	11	CD
A52264	1805	351	″	″	NN
A52264	1805	352	″	″	NNP
A52264	1805	353	‴	‴	NNP
A52264	1805	354	'	'	``
A52264	1805	355	'	'	``
A52264	1805	356	'	'	''
A52264	1805	357	'	'	''
A52264	1805	358	″	″	NNP
A52264	1805	359	″	″	NNP
A52264	1805	360	‴	‴	NNP
A52264	1805	361	″	″	NNP
A52264	1805	362	″	″	NN
A52264	1805	363	‴	‴	NNP
A52264	1805	364	The	the	DT
A52264	1805	365	Equations	Equations	NNPS
A52264	1805	366	of	of	IN
A52264	1805	367	the	the	DT
A52264	1805	368	Suns	Suns	NNPS
A52264	1805	369	Eccentrick	Eccentrick	NNP
A52264	1805	370	.	.	.
A52264	1806	1	Aeq	aeq	UH
A52264	1806	2	.	.	.
A52264	1807	1	sub	sub	VB
A52264	1807	2	    	    	_SP
A52264	1807	3	°	°	,
A52264	1807	4	′	′	-RRB-
A52264	1807	5	″	″	NN
A52264	1807	6	  	  	_SP
A52264	1807	7	0	0	CD
A52264	1807	8	0	0	CD
A52264	1807	9	00	00	CD
A52264	1807	10	00	00	CD
A52264	1807	11	360	360	CD
A52264	1807	12	1	1	CD
A52264	1807	13	0	0	CD
A52264	1807	14	03	03	CD
A52264	1807	15	52	52	CD
A52264	1807	16	359	359	CD
A52264	1807	17	2	2	CD
A52264	1807	18	0	0	CD
A52264	1807	19	07	07	CD
A52264	1807	20	03	03	CD
A52264	1807	21	358	358	CD
A52264	1807	22	3	3	CD
A52264	1807	23	0	0	CD
A52264	1807	24	10	10	CD
A52264	1807	25	56	56	CD
A52264	1807	26	357	357	CD
A52264	1807	27	4	4	CD
A52264	1807	28	0	0	CD
A52264	1807	29	14	14	CD
A52264	1807	30	05	05	CD
A52264	1807	31	356	356	CD
A52264	1807	32	5	5	CD
A52264	1807	33	0	0	CD
A52264	1807	34	17	17	CD
A52264	1807	35	53	53	CD
A52264	1807	36	355	355	CD
A52264	1807	37	6	6	CD
A52264	1807	38	0	0	CD
A52264	1807	39	21	21	CD
A52264	1807	40	00	00	CD
A52264	1807	41	354	354	CD
A52264	1807	42	7	7	CD
A52264	1807	43	0	0	CD
A52264	1807	44	24	24	CD
A52264	1807	45	44	44	CD
A52264	1807	46	353	353	CD
A52264	1807	47	8	8	CD
A52264	1807	48	0	0	CD
A52264	1807	49	27	27	CD
A52264	1807	50	89	89	CD
A52264	1807	51	352	352	CD
A52264	1807	52	9	9	CD
A52264	1807	53	0	0	CD
A52264	1807	54	31	31	CD
A52264	1807	55	30	30	CD
A52264	1807	56	351	351	CD
A52264	1807	57	10	10	CD
A52264	1807	58	0	0	CD
A52264	1807	59	34	34	CD
A52264	1807	60	72	72	CD
A52264	1807	61	350	350	CD
A52264	1807	62	11	11	CD
A52264	1807	63	0	0	CD
A52264	1807	64	38	38	CD
A52264	1807	65	17	17	CD
A52264	1807	66	349	349	CD
A52264	1807	67	12	12	CD
A52264	1807	68	0	0	CD
A52264	1807	69	41	41	CD
A52264	1807	70	56	56	CD
A52264	1807	71	348	348	CD
A52264	1807	72	13	13	CD
A52264	1807	73	0	0	CD
A52264	1807	74	44	44	CD
A52264	1807	75	94	94	CD
A52264	1807	76	347	347	CD
A52264	1807	77	14	14	CD
A52264	1807	78	0	0	CD
A52264	1807	79	48	48	CD
A52264	1807	80	30	30	CD
A52264	1807	81	346	346	CD
A52264	1807	82	15	15	CD
A52264	1807	83	0	0	CD
A52264	1807	84	51	51	CD
A52264	1807	85	67	67	CD
A52264	1807	86	345	345	CD
A52264	1807	87	16	16	CD
A52264	1807	88	0	0	CD
A52264	1807	89	55	55	CD
A52264	1807	90	03	03	CD
A52264	1807	91	344	344	CD
A52264	1807	92	17	17	CD
A52264	1807	93	0	0	CD
A52264	1807	94	58	58	CD
A52264	1807	95	36	36	CD
A52264	1807	96	343	343	CD
A52264	1807	97	18	18	CD
A52264	1807	98	0	0	CD
A52264	1807	99	61	61	CD
A52264	1807	100	67	67	CD
A52264	1807	101	342	342	CD
A52264	1807	102	19	19	CD
A52264	1807	103	0	0	CD
A52264	1807	104	64	64	CD
A52264	1807	105	97	97	CD
A52264	1807	106	341	341	CD
A52264	1807	107	20	20	CD
A52264	1807	108	0	0	CD
A52264	1807	109	68	68	CD
A52264	1807	110	24	24	CD
A52264	1807	111	340	340	CD
A52264	1807	112	21	21	CD
A52264	1807	113	0	0	CD
A52264	1807	114	71	71	CD
A52264	1807	115	53	53	CD
A52264	1807	116	339	339	CD
A52264	1807	117	22	22	CD
A52264	1807	118	0	0	CD
A52264	1807	119	74	74	CD
A52264	1807	120	78	78	CD
A52264	1807	121	338	338	CD
A52264	1807	122	23	23	CD
A52264	1807	123	0	0	CD
A52264	1807	124	78	78	CD
A52264	1807	125	03	03	CD
A52264	1807	126	337	337	CD
A52264	1807	127	24	24	CD
A52264	1807	128	0	0	CD
A52264	1807	129	81	81	CD
A52264	1807	130	22	22	CD
A52264	1807	131	336	336	CD
A52264	1807	132	25	25	CD
A52264	1807	133	0	0	CD
A52264	1807	134	84	84	CD
A52264	1807	135	41	41	CD
A52264	1807	136	335	335	CD
A52264	1807	137	26	26	CD
A52264	1807	138	0	0	CD
A52264	1807	139	87	87	CD
A52264	1807	140	56	56	CD
A52264	1807	141	334	334	CD
A52264	1807	142	27	27	CD
A52264	1807	143	0	0	CD
A52264	1807	144	90	90	CD
A52264	1807	145	69	69	CD
A52264	1807	146	333	333	CD
A52264	1807	147	28	28	CD
A52264	1807	148	0	0	CD
A52264	1807	149	94	94	CD
A52264	1807	150	26	26	CD
A52264	1807	151	332	332	CD
A52264	1807	152	29	29	CD
A52264	1807	153	0	0	CD
A52264	1807	154	97	97	CD
A52264	1807	155	30	30	CD
A52264	1807	156	331	331	CD
A52264	1807	157	30	30	CD
A52264	1807	158	1	1	CD
A52264	1807	159	00	00	CD
A52264	1807	160	19	19	CD
A52264	1807	161	330	330	CD
A52264	1807	162	31	31	CD
A52264	1807	163	1	1	CD
A52264	1807	164	03	03	CD
A52264	1807	165	33	33	CD
A52264	1807	166	329	329	CD
A52264	1807	167	32	32	CD
A52264	1807	168	1	1	CD
A52264	1807	169	06	06	CD
A52264	1807	170	41	41	CD
A52264	1807	171	328	328	CD
A52264	1807	172	33	33	CD
A52264	1807	173	1	1	CD
A52264	1807	174	09	09	CD
A52264	1807	175	41	41	CD
A52264	1807	176	327	327	CD
A52264	1807	177	34	34	CD
A52264	1807	178	1	1	CD
A52264	1807	179	12	12	CD
A52264	1807	180	36	36	CD
A52264	1807	181	326	326	CD
A52264	1807	182	35	35	CD
A52264	1807	183	1	1	CD
A52264	1807	184	15	15	CD
A52264	1807	185	25	25	CD
A52264	1807	186	325	325	CD
A52264	1807	187	36	36	CD
A52264	1807	188	1	1	CD
A52264	1807	189	18	18	CD
A52264	1807	190	03	03	CD
A52264	1807	191	324	324	CD
A52264	1807	192	37	37	CD
A52264	1807	193	1	1	CD
A52264	1807	194	20	20	CD
A52264	1807	195	78	78	CD
A52264	1807	196	323	323	CD
A52264	1807	197	38	38	CD
A52264	1807	198	1	1	CD
A52264	1807	199	23	23	CD
A52264	1807	200	50	50	CD
A52264	1807	201	322	322	CD
A52264	1807	202	39	39	CD
A52264	1807	203	1	1	CD
A52264	1807	204	26	26	CD
A52264	1807	205	22	22	CD
A52264	1807	206	321	321	CD
A52264	1807	207	40	40	CD
A52264	1807	208	1	1	CD
A52264	1807	209	28	28	CD
A52264	1807	210	91	91	CD
A52264	1807	211	320	320	CD
A52264	1807	212	41	41	CD
A52264	1807	213	1	1	CD
A52264	1807	214	31	31	CD
A52264	1807	215	58	58	CD
A52264	1807	216	319	319	CD
A52264	1807	217	42	42	CD
A52264	1807	218	1	1	CD
A52264	1807	219	34	34	CD
A52264	1807	220	22	22	CD
A52264	1807	221	318	318	CD
A52264	1807	222	43	43	CD
A52264	1807	223	1	1	CD
A52264	1807	224	36	36	CD
A52264	1807	225	86	86	CD
A52264	1807	226	317	317	CD
A52264	1807	227	44	44	CD
A52264	1807	228	1	1	CD
A52264	1807	229	39	39	CD
A52264	1807	230	50	50	CD
A52264	1807	231	316	316	CD
A52264	1807	232	45	45	CD
A52264	1807	233	1	1	CD
A52264	1807	234	42	42	CD
A52264	1807	235	08	08	CD
A52264	1807	236	315	315	CD
A52264	1807	237	46	46	CD
A52264	1807	238	1	1	CD
A52264	1807	239	44	44	CD
A52264	1807	240	52	52	CD
A52264	1807	241	314	314	CD
A52264	1807	242	47	47	CD
A52264	1807	243	1	1	CD
A52264	1807	244	47	47	CD
A52264	1807	245	05	05	CD
A52264	1807	246	313	313	CD
A52264	1807	247	48	48	CD
A52264	1807	248	1	1	CD
A52264	1807	249	49	49	CD
A52264	1807	250	47	47	CD
A52264	1807	251	312	312	CD
A52264	1807	252	49	49	CD
A52264	1807	253	1	1	CD
A52264	1807	254	51	51	CD
A52264	1807	255	89	89	CD
A52264	1807	256	311	311	CD
A52264	1807	257	50	50	CD
A52264	1807	258	1	1	CD
A52264	1807	259	54	54	CD
A52264	1807	260	16	16	CD
A52264	1807	261	310	310	CD
A52264	1807	262	51	51	CD
A52264	1807	263	1	1	CD
A52264	1807	264	56	56	CD
A52264	1807	265	47	47	CD
A52264	1807	266	309	309	CD
A52264	1807	267	52	52	CD
A52264	1807	268	1	1	CD
A52264	1807	269	58	58	CD
A52264	1807	270	69	69	CD
A52264	1807	271	308	308	CD
A52264	1807	272	53	53	CD
A52264	1807	273	1	1	CD
A52264	1807	274	60	60	CD
A52264	1807	275	86	86	CD
A52264	1807	276	307	307	CD
A52264	1807	277	54	54	CD
A52264	1807	278	1	1	CD
A52264	1807	279	63	63	CD
A52264	1807	280	00	00	CD
A52264	1807	281	306	306	CD
A52264	1807	282	55	55	CD
A52264	1807	283	1	1	CD
A52264	1807	284	65	65	CD
A52264	1807	285	14	14	CD
A52264	1807	286	305	305	CD
A52264	1807	287	56	56	CD
A52264	1807	288	1	1	CD
A52264	1807	289	67	67	CD
A52264	1807	290	25	25	CD
A52264	1807	291	304	304	CD
A52264	1807	292	57	57	CD
A52264	1807	293	1	1	CD
A52264	1807	294	69	69	CD
A52264	1807	295	30	30	CD
A52264	1807	296	303	303	CD
A52264	1807	297	58	58	CD
A52264	1807	298	1	1	CD
A52264	1807	299	71	71	CD
A52264	1807	300	33	33	CD
A52264	1807	301	302	302	CD
A52264	1807	302	59	59	CD
A52264	1807	303	1	1	CD
A52264	1807	304	73	73	CD
A52264	1807	305	28	28	CD
A52264	1807	306	301	301	CD
A52264	1807	307	60	60	CD
A52264	1807	308	1	1	CD
A52264	1807	309	75	75	CD
A52264	1807	310	05	05	CD
A52264	1807	311	300	300	CD
A52264	1807	312	  	  	_SP
A52264	1807	313	1	1	CD
A52264	1807	314	76	76	CD
A52264	1807	315	92	92	CD
A52264	1807	316	299	299	CD
A52264	1807	317	62	62	CD
A52264	1807	318	1	1	CD
A52264	1807	319	76	76	CD
A52264	1807	320	69	69	CD
A52264	1807	321	298	298	CD
A52264	1807	322	63	63	CD
A52264	1807	323	1	1	CD
A52264	1807	324	80	80	CD
A52264	1807	325	39	39	CD
A52264	1807	326	297	297	CD
A52264	1807	327	64	64	CD
A52264	1807	328	1	1	CD
A52264	1807	329	81	81	CD
A52264	1807	330	97	97	CD
A52264	1807	331	296	296	CD
A52264	1807	332	65	65	CD
A52264	1807	333	1	1	CD
A52264	1807	334	83	83	CD
A52264	1807	335	50	50	CD
A52264	1807	336	295	295	CD
A52264	1807	337	66	66	CD
A52264	1807	338	1	1	CD
A52264	1807	339	85	85	CD
A52264	1807	340	00	00	CD
A52264	1807	341	294	294	CD
A52264	1807	342	67	67	CD
A52264	1807	343	1	1	CD
A52264	1807	344	86	86	CD
A52264	1807	345	44	44	CD
A52264	1807	346	293	293	CD
A52264	1807	347	68	68	CD
A52264	1807	348	1	1	CD
A52264	1807	349	87	87	CD
A52264	1807	350	83	83	CD
A52264	1807	351	292	292	CD
A52264	1807	352	69	69	CD
A52264	1807	353	1	1	CD
A52264	1807	354	89	89	CD
A52264	1807	355	16	16	CD
A52264	1807	356	291	291	CD
A52264	1807	357	70	70	CD
A52264	1807	358	1	1	CD
A52264	1807	359	90	90	CD
A52264	1807	360	44	44	CD
A52264	1807	361	290	290	CD
A52264	1807	362	71	71	CD
A52264	1807	363	1	1	CD
A52264	1807	364	91	91	CD
A52264	1807	365	69	69	CD
A52264	1807	366	289	289	CD
A52264	1807	367	72	72	CD
A52264	1807	368	1	1	CD
A52264	1807	369	92	92	CD
A52264	1807	370	86	86	CD
A52264	1807	371	288	288	CD
A52264	1807	372	73	73	CD
A52264	1807	373	1	1	CD
A52264	1807	374	93	93	CD
A52264	1807	375	96	96	CD
A52264	1807	376	287	287	CD
A52264	1807	377	74	74	CD
A52264	1807	378	1	1	CD
A52264	1807	379	95	95	CD
A52264	1807	380	28	28	CD
A52264	1807	381	286	286	CD
A52264	1807	382	75	75	CD
A52264	1807	383	1	1	CD
A52264	1807	384	96	96	CD
A52264	1807	385	22	22	CD
A52264	1807	386	285	285	CD
A52264	1807	387	76	76	CD
A52264	1807	388	1	1	CD
A52264	1807	389	97	97	CD
A52264	1807	390	14	14	CD
A52264	1807	391	284	284	CD
A52264	1807	392	77	77	CD
A52264	1807	393	1	1	CD
A52264	1807	394	97	97	CD
A52264	1807	395	97	97	CD
A52264	1807	396	283	283	CD
A52264	1807	397	78	78	CD
A52264	1807	398	1	1	CD
A52264	1807	399	98	98	CD
A52264	1807	400	72	72	CD
A52264	1807	401	282	282	CD
A52264	1807	402	79	79	CD
A52264	1807	403	1	1	CD
A52264	1807	404	99	99	CD
A52264	1807	405	61	61	CD
A52264	1807	406	281	281	CD
A52264	1807	407	80	80	CD
A52264	1807	408	2	2	CD
A52264	1807	409	00	00	CD
A52264	1807	410	41	41	CD
A52264	1807	411	280	280	CD
A52264	1807	412	81	81	CD
A52264	1807	413	2	2	CD
A52264	1807	414	01	01	CD
A52264	1807	415	14	14	CD
A52264	1807	416	279	279	CD
A52264	1807	417	82	82	CD
A52264	1807	418	2	2	CD
A52264	1807	419	01	01	CD
A52264	1807	420	72	72	CD
A52264	1807	421	278	278	CD
A52264	1807	422	83	83	CD
A52264	1807	423	2	2	CD
A52264	1807	424	02	02	CD
A52264	1807	425	25	25	CD
A52264	1807	426	277	277	CD
A52264	1807	427	84	84	CD
A52264	1807	428	2	2	CD
A52264	1807	429	02	02	CD
A52264	1807	430	94	94	CD
A52264	1807	431	276	276	CD
A52264	1807	432	85	85	CD
A52264	1807	433	2	2	CD
A52264	1807	434	03	03	CD
A52264	1807	435	14	14	CD
A52264	1807	436	275	275	CD
A52264	1807	437	86	86	CD
A52264	1807	438	2	2	CD
A52264	1807	439	03	03	CD
A52264	1807	440	44	44	CD
A52264	1807	441	274	274	CD
A52264	1807	442	87	87	CD
A52264	1807	443	2	2	CD
A52264	1807	444	03	03	CD
A52264	1807	445	66	66	CD
A52264	1807	446	273	273	CD
A52264	1807	447	88	88	CD
A52264	1807	448	2	2	CD
A52264	1807	449	04	04	CD
A52264	1807	450	05	05	CD
A52264	1807	451	272	272	CD
A52264	1807	452	89	89	CD
A52264	1807	453	2	2	CD
A52264	1807	454	04	04	CD
A52264	1807	455	22	22	CD
A52264	1807	456	271	271	CD
A52264	1807	457	90	90	CD
A52264	1807	458	2	2	CD
A52264	1807	459	04	04	CD
A52264	1807	460	41	41	CD
A52264	1807	461	270	270	CD
A52264	1807	462	91	91	CD
A52264	1807	463	2	2	CD
A52264	1807	464	04	04	CD
A52264	1807	465	47	47	CD
A52264	1807	466	269	269	CD
A52264	1807	467	92	92	CD
A52264	1807	468	2	2	CD
A52264	1807	469	04	04	CD
A52264	1807	470	41	41	CD
A52264	1807	471	268	268	CD
A52264	1807	472	93	93	CD
A52264	1807	473	2	2	CD
A52264	1807	474	04	04	CD
A52264	1807	475	27	27	CD
A52264	1807	476	267	267	CD
A52264	1807	477	94	94	CD
A52264	1807	478	2	2	CD
A52264	1807	479	04	04	CD
A52264	1807	480	11	11	CD
A52264	1807	481	266	266	CD
A52264	1807	482	95	95	CD
A52264	1807	483	2	2	CD
A52264	1807	484	03	03	CD
A52264	1807	485	89	89	CD
A52264	1807	486	265	265	CD
A52264	1807	487	96	96	CD
A52264	1807	488	2	2	CD
A52264	1807	489	03	03	CD
A52264	1807	490	61	61	CD
A52264	1807	491	264	264	CD
A52264	1807	492	97	97	CD
A52264	1807	493	2	2	CD
A52264	1807	494	03	03	CD
A52264	1807	495	33	33	CD
A52264	1807	496	263	263	CD
A52264	1807	497	98	98	CD
A52264	1807	498	2	2	CD
A52264	1807	499	02	02	CD
A52264	1807	500	94	94	CD
A52264	1807	501	262	262	CD
A52264	1807	502	99	99	CD
A52264	1807	503	2	2	CD
A52264	1807	504	02	02	CD
A52264	1807	505	50	50	CD
A52264	1807	506	261	261	CD
A52264	1807	507	100	100	CD
A52264	1807	508	2	2	CD
A52264	1807	509	02	02	CD
A52264	1807	510	03	03	CD
A52264	1807	511	260	260	CD
A52264	1807	512	101	101	CD
A52264	1807	513	2	2	CD
A52264	1807	514	01	01	CD
A52264	1807	515	42	42	CD
A52264	1807	516	259	259	CD
A52264	1807	517	102	102	CD
A52264	1807	518	2	2	CD
A52264	1807	519	00	00	CD
A52264	1807	520	64	64	CD
A52264	1807	521	258	258	CD
A52264	1807	522	103	103	CD
A52264	1807	523	1	1	CD
A52264	1807	524	99	99	CD
A52264	1807	525	83	83	CD
A52264	1807	526	257	257	CD
A52264	1807	527	104	104	CD
A52264	1807	528	1	1	CD
A52264	1807	529	99	99	CD
A52264	1807	530	27	27	CD
A52264	1807	531	256	256	CD
A52264	1807	532	105	105	CD
A52264	1807	533	1	1	CD
A52264	1807	534	98	98	CD
A52264	1807	535	47	47	CD
A52264	1807	536	255	255	CD
A52264	1807	537	106	106	CD
A52264	1807	538	1	1	CD
A52264	1807	539	97	97	CD
A52264	1807	540	64	64	CD
A52264	1807	541	254	254	CD
A52264	1807	542	107	107	CD
A52264	1807	543	1	1	CD
A52264	1807	544	96	96	CD
A52264	1807	545	67	67	CD
A52264	1807	546	253	253	CD
A52264	1807	547	108	108	CD
A52264	1807	548	1	1	CD
A52264	1807	549	95	95	CD
A52264	1807	550	67	67	CD
A52264	1807	551	252	252	CD
A52264	1807	552	109	109	CD
A52264	1807	553	1	1	CD
A52264	1807	554	94	94	CD
A52264	1807	555	55	55	CD
A52264	1807	556	251	251	CD
A52264	1807	557	110	110	CD
A52264	1807	558	1	1	CD
A52264	1807	559	93	93	CD
A52264	1807	560	39	39	CD
A52264	1807	561	250	250	CD
A52264	1807	562	111	111	CD
A52264	1807	563	1	1	CD
A52264	1807	564	92	92	CD
A52264	1807	565	11	11	CD
A52264	1807	566	249	249	CD
A52264	1807	567	112	112	CD
A52264	1807	568	1	1	CD
A52264	1807	569	90	90	CD
A52264	1807	570	89	89	CD
A52264	1807	571	248	248	CD
A52264	1807	572	113	113	CD
A52264	1807	573	1	1	CD
A52264	1807	574	89	89	CD
A52264	1807	575	58	58	CD
A52264	1807	576	247	247	CD
A52264	1807	577	114	114	CD
A52264	1807	578	1	1	CD
A52264	1807	579	88	88	CD
A52264	1807	580	28	28	CD
A52264	1807	581	246	246	CD
A52264	1807	582	115	115	CD
A52264	1807	583	1	1	CD
A52264	1807	584	86	86	CD
A52264	1807	585	89	89	CD
A52264	1807	586	245	245	CD
A52264	1807	587	116	116	CD
A52264	1807	588	1	1	CD
A52264	1807	589	85	85	CD
A52264	1807	590	44	44	CD
A52264	1807	591	244	244	CD
A52264	1807	592	117	117	CD
A52264	1807	593	1	1	CD
A52264	1807	594	83	83	CD
A52264	1807	595	97	97	CD
A52264	1807	596	243	243	CD
A52264	1807	597	118	118	CD
A52264	1807	598	1	1	CD
A52264	1807	599	82	82	CD
A52264	1807	600	39	39	CD
A52264	1807	601	242	242	CD
A52264	1807	602	119	119	CD
A52264	1807	603	1	1	CD
A52264	1807	604	80	80	CD
A52264	1807	605	72	72	CD
A52264	1807	606	241	241	CD
A52264	1807	607	120	120	CD
A52264	1807	608	1	1	CD
A52264	1807	609	79	79	CD
A52264	1807	610	00	00	CD
A52264	1807	611	240	240	CD
A52264	1807	612	121	121	CD
A52264	1807	613	1	1	CD
A52264	1807	614	77	77	CD
A52264	1807	615	19	19	CD
A52264	1807	616	239	239	CD
A52264	1807	617	122	122	CD
A52264	1807	618	1	1	CD
A52264	1807	619	75	75	CD
A52264	1807	620	39	39	CD
A52264	1807	621	238	238	CD
A52264	1807	622	123	123	CD
A52264	1807	623	1	1	CD
A52264	1807	624	73	73	CD
A52264	1807	625	50	50	CD
A52264	1807	626	237	237	CD
A52264	1807	627	124	124	CD
A52264	1807	628	1	1	CD
A52264	1807	629	71	71	CD
A52264	1807	630	50	50	CD
A52264	1807	631	236	236	CD
A52264	1807	632	125	125	CD
A52264	1807	633	1	1	CD
A52264	1807	634	69	69	CD
A52264	1807	635	50	50	CD
A52264	1807	636	235	235	CD
A52264	1807	637	126	126	CD
A52264	1807	638	1	1	CD
A52264	1807	639	67	67	CD
A52264	1807	640	53	53	CD
A52264	1807	641	234	234	CD
A52264	1807	642	127	127	CD
A52264	1807	643	1	1	CD
A52264	1807	644	65	65	CD
A52264	1807	645	39	39	CD
A52264	1807	646	233	233	CD
A52264	1807	647	128	128	CD
A52264	1807	648	1	1	CD
A52264	1807	649	63	63	CD
A52264	1807	650	22	22	CD
A52264	1807	651	232	232	CD
A52264	1807	652	129	129	CD
A52264	1807	653	1	1	CD
A52264	1807	654	61	61	CD
A52264	1807	655	28	28	CD
A52264	1807	656	231	231	CD
A52264	1807	657	130	130	CD
A52264	1807	658	1	1	CD
A52264	1807	659	58	58	CD
A52264	1807	660	77	77	CD
A52264	1807	661	230	230	CD
A52264	1807	662	131	131	CD
A52264	1807	663	1	1	CD
A52264	1807	664	56	56	CD
A52264	1807	665	44	44	CD
A52264	1807	666	229	229	CD
A52264	1807	667	132	132	CD
A52264	1807	668	1	1	CD
A52264	1807	669	54	54	CD
A52264	1807	670	05	05	CD
A52264	1807	671	228	228	CD
A52264	1807	672	133	133	CD
A52264	1807	673	1	1	CD
A52264	1807	674	51	51	CD
A52264	1807	675	64	64	CD
A52264	1807	676	227	227	CD
A52264	1807	677	134	134	CD
A52264	1807	678	1	1	CD
A52264	1807	679	49	49	CD
A52264	1807	680	16	16	CD
A52264	1807	681	226	226	CD
A52264	1807	682	135	135	CD
A52264	1807	683	1	1	CD
A52264	1807	684	46	46	CD
A52264	1807	685	97	97	CD
A52264	1807	686	225	225	CD
A52264	1807	687	136	136	CD
A52264	1807	688	1	1	CD
A52264	1807	689	44	44	CD
A52264	1807	690	16	16	CD
A52264	1807	691	224	224	CD
A52264	1807	692	137	137	CD
A52264	1807	693	1	1	CD
A52264	1807	694	41	41	CD
A52264	1807	695	58	58	CD
A52264	1807	696	223	223	CD
A52264	1807	697	138	138	CD
A52264	1807	698	1	1	CD
A52264	1807	699	38	38	CD
A52264	1807	700	94	94	CD
A52264	1807	701	222	222	CD
A52264	1807	702	139	139	CD
A52264	1807	703	1	1	CD
A52264	1807	704	36	36	CD
A52264	1807	705	31	31	CD
A52264	1807	706	221	221	CD
A52264	1807	707	140	140	CD
A52264	1807	708	1	1	CD
A52264	1807	709	33	33	CD
A52264	1807	710	58	58	CD
A52264	1807	711	220	220	CD
A52264	1807	712	141	141	CD
A52264	1807	713	1	1	CD
A52264	1807	714	30	30	CD
A52264	1807	715	83	83	CD
A52264	1807	716	219	219	CD
A52264	1807	717	142	142	CD
A52264	1807	718	1	1	CD
A52264	1807	719	28	28	CD
A52264	1807	720	08	08	CD
A52264	1807	721	218	218	CD
A52264	1807	722	143	143	CD
A52264	1807	723	1	1	CD
A52264	1807	724	25	25	CD
A52264	1807	725	28	28	CD
A52264	1807	726	217	217	CD
A52264	1807	727	144	144	CD
A52264	1807	728	1	1	CD
A52264	1807	729	22	22	CD
A52264	1807	730	42	42	CD
A52264	1807	731	216	216	CD
A52264	1807	732	145	145	CD
A52264	1807	733	1	1	CD
A52264	1807	734	19	19	CD
A52264	1807	735	55	55	CD
A52264	1807	736	215	215	CD
A52264	1807	737	146	146	CD
A52264	1807	738	1	1	CD
A52264	1807	739	16	16	CD
A52264	1807	740	67	67	CD
A52264	1807	741	214	214	CD
A52264	1807	742	147	147	CD
A52264	1807	743	1	1	CD
A52264	1807	744	13	13	CD
A52264	1807	745	72	72	CD
A52264	1807	746	213	213	CD
A52264	1807	747	148	148	CD
A52264	1807	748	1	1	CD
A52264	1807	749	10	10	CD
A52264	1807	750	61	61	CD
A52264	1807	751	212	212	CD
A52264	1807	752	149	149	CD
A52264	1807	753	1	1	CD
A52264	1807	754	07	07	CD
A52264	1807	755	47	47	CD
A52264	1807	756	211	211	CD
A52264	1807	757	150	150	CD
A52264	1807	758	1	1	CD
A52264	1807	759	04	04	CD
A52264	1807	760	27	27	CD
A52264	1807	761	210	210	CD
A52264	1807	762	151	151	CD
A52264	1807	763	1	1	CD
A52264	1807	764	01	01	CD
A52264	1807	765	00	00	CD
A52264	1807	766	209	209	CD
A52264	1807	767	152	152	CD
A52264	1807	768	0	0	CD
A52264	1807	769	97	97	CD
A52264	1807	770	75	75	CD
A52264	1807	771	208	208	CD
A52264	1807	772	153	153	CD
A52264	1807	773	0	0	CD
A52264	1807	774	94	94	CD
A52264	1807	775	47	47	CD
A52264	1807	776	207	207	CD
A52264	1807	777	154	154	CD
A52264	1807	778	0	0	CD
A52264	1807	779	91	91	CD
A52264	1807	780	19	19	CD
A52264	1807	781	206	206	CD
A52264	1807	782	155	155	CD
A52264	1807	783	0	0	CD
A52264	1807	784	87	87	CD
A52264	1807	785	89	89	CD
A52264	1807	786	205	205	CD
A52264	1807	787	156	156	CD
A52264	1807	788	0	0	CD
A52264	1807	789	84	84	CD
A52264	1807	790	58	58	CD
A52264	1807	791	204	204	CD
A52264	1807	792	157	157	CD
A52264	1807	793	0	0	CD
A52264	1807	794	81	81	CD
A52264	1807	795	28	28	CD
A52264	1807	796	203	203	CD
A52264	1807	797	158	158	CD
A52264	1807	798	0	0	CD
A52264	1807	799	77	77	CD
A52264	1807	800	97	97	CD
A52264	1807	801	202	202	CD
A52264	1807	802	159	159	CD
A52264	1807	803	0	0	CD
A52264	1807	804	74	74	CD
A52264	1807	805	61	61	CD
A52264	1807	806	201	201	CD
A52264	1807	807	160	160	CD
A52264	1807	808	0	0	CD
A52264	1807	809	71	71	CD
A52264	1807	810	25	25	CD
A52264	1807	811	200	200	CD
A52264	1807	812	161	161	CD
A52264	1807	813	0	0	CD
A52264	1807	814	67	67	CD
A52264	1807	815	86	86	CD
A52264	1807	816	199	199	CD
A52264	1807	817	162	162	CD
A52264	1807	818	0	0	CD
A52264	1807	819	64	64	CD
A52264	1807	820	44	44	CD
A52264	1807	821	198	198	CD
A52264	1807	822	163	163	CD
A52264	1807	823	0	0	CD
A52264	1807	824	60	60	CD
A52264	1807	825	97	97	CD
A52264	1807	826	197	197	CD
A52264	1807	827	164	164	CD
A52264	1807	828	0	0	CD
A52264	1807	829	57	57	CD
A52264	1807	830	44	44	CD
A52264	1807	831	196	196	CD
A52264	1807	832	165	165	CD
A52264	1807	833	0	0	CD
A52264	1807	834	53	53	CD
A52264	1807	835	89	89	CD
A52264	1807	836	195	195	CD
A52264	1807	837	166	166	CD
A52264	1807	838	0	0	CD
A52264	1807	839	50	50	CD
A52264	1807	840	33	33	CD
A52264	1807	841	194	194	CD
A52264	1807	842	167	167	CD
A52264	1807	843	0	0	CD
A52264	1807	844	46	46	CD
A52264	1807	845	75	75	CD
A52264	1807	846	193	193	CD
A52264	1807	847	168	168	CD
A52264	1807	848	0	0	CD
A52264	1807	849	43	43	CD
A52264	1807	850	19	19	CD
A52264	1807	851	192	192	CD
A52264	1807	852	169	169	CD
A52264	1807	853	0	0	CD
A52264	1807	854	39	39	CD
A52264	1807	855	64	64	CD
A52264	1807	856	191	191	CD
A52264	1807	857	170	170	CD
A52264	1807	858	0	0	CD
A52264	1807	859	36	36	CD
A52264	1807	860	06	06	CD
A52264	1807	861	190	190	CD
A52264	1807	862	171	171	CD
A52264	1807	863	0	0	CD
A52264	1807	864	32	32	CD
A52264	1807	865	50	50	CD
A52264	1807	866	189	189	CD
A52264	1807	867	172	172	CD
A52264	1807	868	0	0	CD
A52264	1807	869	28	28	CD
A52264	1807	870	91	91	CD
A52264	1807	871	188	188	CD
A52264	1807	872	173	173	CD
A52264	1807	873	0	0	CD
A52264	1807	874	25	25	CD
A52264	1807	875	31	31	CD
A52264	1807	876	187	187	CD
A52264	1807	877	174	174	CD
A52264	1807	878	0	0	CD
A52264	1807	879	21	21	CD
A52264	1807	880	69	69	CD
A52264	1807	881	186	186	CD
A52264	1807	882	175	175	CD
A52264	1807	883	0	0	CD
A52264	1807	884	17	17	CD
A52264	1807	885	08	08	CD
A52264	1807	886	185	185	CD
A52264	1807	887	176	176	CD
A52264	1807	888	0	0	CD
A52264	1807	889	14	14	CD
A52264	1807	890	47	47	CD
A52264	1807	891	184	184	CD
A52264	1807	892	177	177	CD
A52264	1807	893	0	0	CD
A52264	1807	894	10	10	CD
A52264	1807	895	86	86	CD
A52264	1807	896	183	183	CD
A52264	1807	897	178	178	CD
A52264	1807	898	0	0	CD
A52264	1807	899	07	07	CD
A52264	1807	900	25	25	CD
A52264	1807	901	182	182	CD
A52264	1807	902	179	179	CD
A52264	1807	903	0	0	CD
A52264	1807	904	03	03	CD
A52264	1807	905	64	64	CD
A52264	1807	906	181	181	CD
A52264	1807	907	180	180	CD
A52264	1807	908	0	0	CD
A52264	1807	909	00	00	CD
A52264	1807	910	00	00	CD
A52264	1807	911	180	180	CD
A52264	1807	912	A	a	DT
A52264	1807	913	Catalogue	Catalogue	NNP
A52264	1807	914	of	of	IN
A52264	1807	915	some	some	DT
A52264	1807	916	of	of	IN
A52264	1807	917	the	the	DT
A52264	1807	918	most	most	RBS
A52264	1807	919	eminent	eminent	JJ
A52264	1807	920	Cities	city	NNS
A52264	1807	921	and	and	CC
A52264	1807	922	Towns	Towns	NNPS
A52264	1807	923	in	in	IN
A52264	1807	924	England	England	NNP
A52264	1807	925	,	,	,
A52264	1807	926	Ireland	Ireland	NNP
A52264	1807	927	,	,	,
A52264	1807	928	and	and	CC
A52264	1807	929	other	other	JJ
A52264	1807	930	Countreys	Countreys	NNPS
A52264	1807	931	,	,	,
A52264	1807	932	wherein	wherein	WRB
A52264	1807	933	is	be	VBZ
A52264	1807	934	shewed	shew	VBN
A52264	1807	935	the	the	DT
A52264	1807	936	difference	difference	NN
A52264	1807	937	of	of	IN
A52264	1807	938	their	-PRON-	PRP$
A52264	1807	939	Merdians	Merdians	NNPS
A52264	1807	940	from	from	IN
A52264	1807	941	London	London	NNP
A52264	1807	942	,	,	,
A52264	1807	943	with	with	IN
A52264	1807	944	the	the	DT
A52264	1807	945	height	height	NN
A52264	1807	946	of	of	IN
A52264	1807	947	the	the	DT
A52264	1807	948	Pole	Pole	NNP
A52264	1807	949	Artique	Artique	NNP
A52264	1807	950	.	.	.
A52264	1808	1	Names	name	NNS
A52264	1808	2	of	of	IN
A52264	1808	3	the	the	DT
A52264	1808	4	Places	Places	NNPS
A52264	1808	5	.	.	.
A52264	1809	1	Diff	Diff	NNP
A52264	1809	2	.	.	.
A52264	1810	1	in	in	IN
A52264	1810	2	time	time	NN
A52264	1810	3	Pole	Pole	NNP
A52264	1810	4	ABerden	ABerden	NNP
A52264	1810	5	in	in	IN
A52264	1810	6	Scotland	Scotland	NNP
A52264	1810	7	S	S	NNP
A52264	1810	8	0	0	CD
A52264	1810	9	12	12	CD
A52264	1810	10	58	58	CD
A52264	1810	11	67	67	CD
A52264	1810	12	S.	S.	NNP
A52264	1810	13	Albons	Albons	NNPS
A52264	1810	14	S	S	NNP
A52264	1810	15	0	0	CD
A52264	1810	16	02	02	CD
A52264	1810	17	51	51	CD
A52264	1810	18	92	92	CD
A52264	1810	19	Alexandria	Alexandria	NNP
A52264	1810	20	in	in	IN
A52264	1810	21	Egypt	Egypt	NNP
A52264	1810	22	A	a	DT
A52264	1810	23	2	2	CD
A52264	1810	24	18	18	CD
A52264	1810	25	30	30	CD
A52264	1810	26	97	97	CD
A52264	1810	27	Amsterdam	Amsterdam	NNP
A52264	1810	28	in	in	IN
A52264	1810	29	Holland	Holland	NNP
A52264	1810	30	A	A	NNP
A52264	1810	31	0	0	CD
A52264	1810	32	35	35	CD
A52264	1810	33	52	52	CD
A52264	1810	34	42	42	CD
A52264	1810	35	Athens	athen	NNS
A52264	1810	36	in	in	IN
A52264	1810	37	Greece	Greece	NNP
A52264	1810	38	A	A	NNP
A52264	1810	39	1	1	CD
A52264	1810	40	87	87	CD
A52264	1810	41	37	37	CD
A52264	1810	42	70	70	CD
A52264	1810	43	Bethelem	Bethelem	NNP
A52264	1810	44	A	A	NNP
A52264	1810	45	2	2	CD
A52264	1810	46	77	77	CD
A52264	1810	47	31	31	CD
A52264	1810	48	83	83	CD
A52264	1810	49	Barwick	Barwick	NNP
A52264	1810	50	S	S	NNP
A52264	1810	51	0	0	CD
A52264	1810	52	10	10	CD
A52264	1810	53	55	55	CD
A52264	1810	54	82	82	CD
A52264	1810	55	Bedford	Bedford	NNP
A52264	1810	56	S	S	NNP
A52264	1810	57	0	0	CD
A52264	1810	58	03	03	CD
A52264	1810	59	52	52	CD
A52264	1810	60	30	30	CD
A52264	1810	61	Calice	Calice	NNP
A52264	1810	62	in	in	IN
A52264	1810	63	France	France	NNP
A52264	1810	64	  	  	_SP
A52264	1810	65	0	0	CD
A52264	1810	66	00	00	CD
A52264	1810	67	50	50	CD
A52264	1810	68	87	87	CD
A52264	1810	69	Cambridge	Cambridge	NNP
A52264	1810	70	A	A	NNP
A52264	1810	71	0	0	CD
A52264	1810	72	03	03	CD
A52264	1810	73	52	52	CD
A52264	1810	74	33	33	CD
A52264	1810	75	Canterbury	Canterbury	NNP
A52264	1810	76	A	A	NNP
A52264	1810	77	0	0	CD
A52264	1810	78	08	08	CD
A52264	1810	79	51	51	CD
A52264	1810	80	45	45	CD
A52264	1810	81	Constantinople	Constantinople	NNP
A52264	1810	82	A	a	NN
A52264	1810	83	2	2	CD
A52264	1810	84	30	30	CD
A52264	1810	85	43	43	CD
A52264	1810	86	00	00	CD
A52264	1810	87	Darby	darby	NN
A52264	1810	88	S	S	NNP
A52264	1810	89	0	0	CD
A52264	1810	90	08	08	CD
A52264	1810	91	53	53	CD
A52264	1810	92	10	10	CD
A52264	1810	93	Dublin	Dublin	NNP
A52264	1810	94	in	in	IN
A52264	1810	95	Ireland	Ireland	NNP
A52264	1810	96	S	S	NNP
A52264	1810	97	0	0	CD
A52264	1810	98	43	43	CD
A52264	1810	99	53	53	CD
A52264	1810	100	18	18	CD
A52264	1810	101	Dartmouth	Dartmouth	NNP
A52264	1810	102	S	S	NNP
A52264	1810	103	0	0	CD
A52264	1810	104	25	25	CD
A52264	1810	105	50	50	CD
A52264	1810	106	53	53	CD
A52264	1810	107	Ely	Ely	NNP
A52264	1810	108	A	a	DT
A52264	1810	109	0	0	CD
A52264	1810	110	02	02	CD
A52264	1810	111	52	52	CD
A52264	1810	112	33	33	CD
A52264	1810	113	Grantham	Grantham	NNP
A52264	1810	114	S	S	NNP
A52264	1810	115	0	0	CD
A52264	1810	116	03	03	CD
A52264	1810	117	52	52	CD
A52264	1810	118	97	97	CD
A52264	1810	119	Glocester	Glocester	NNP
A52264	1810	120	S	S	NNP
A52264	1810	121	0	0	CD
A52264	1810	122	15	15	CD
A52264	1810	123	52	52	CD
A52264	1810	124	00	00	CD
A52264	1810	125	Hartford	Hartford	NNP
A52264	1810	126	S	S	NNP
A52264	1810	127	0	0	CD
A52264	1810	128	02	02	CD
A52264	1810	129	51	51	CD
A52264	1810	130	83	83	CD
A52264	1810	131	Hierusalem	Hierusalem	NNP
A52264	1810	132	A	a	DT
A52264	1810	133	3	3	CD
A52264	1810	134	08	08	CD
A52264	1810	135	32	32	CD
A52264	1810	136	17	17	CD
A52264	1810	137	Huntington	Huntington	NNP
A52264	1810	138	S	S	NNP
A52264	1810	139	0	0	CD
A52264	1810	140	02	02	CD
A52264	1810	141	52	52	CD
A52264	1810	142	32	32	CD
A52264	1810	143	Leicester	leicester	NN
A52264	1810	144	S	S	NNP
A52264	1810	145	0	0	CD
A52264	1810	146	07	07	CD
A52264	1810	147	52	52	CD
A52264	1810	148	67	67	CD
A52264	1810	149	Lincolne	Lincolne	NNP
A52264	1810	150	S	S	NNP
A52264	1810	151	0	0	CD
A52264	1810	152	02	02	CD
A52264	1810	153	57	57	CD
A52264	1810	154	25	25	CD
A52264	1810	155	Nottingham	Nottingham	NNP
A52264	1810	156	S	S	NNP
A52264	1810	157	0	0	CD
A52264	1810	158	07	07	CD
A52264	1810	159	53	53	CD
A52264	1810	160	05	05	CD
A52264	1810	161	Newark	Newark	NNP
A52264	1810	162	S	S	NNP
A52264	1810	163	0	0	CD
A52264	1810	164	05	05	CD
A52264	1810	165	53	53	CD
A52264	1810	166	03	03	CD
A52264	1810	167	Newcastle	Newcastle	NNP
A52264	1810	168	S	S	NNP
A52264	1810	169	0	0	CD
A52264	1810	170	10	10	CD
A52264	1810	171	54	54	CD
A52264	1810	172	97	97	CD
A52264	1810	173	Northampton	Northampton	NNP
A52264	1810	174	S	S	NNP
A52264	1810	175	0	0	CD
A52264	1810	176	07	07	CD
A52264	1810	177	52	52	CD
A52264	1810	178	30	30	CD
A52264	1810	179	Oxford	Oxford	NNP
A52264	1810	180	S	S	NNP
A52264	1810	181	0	0	CD
A52264	1810	182	08	08	CD
A52264	1810	183	51	51	CD
A52264	1810	184	90	90	CD
A52264	1810	185	Peterborough	peterborough	NN
A52264	1810	186	S	S	NNP
A52264	1810	187	0	0	CD
A52264	1810	188	03	03	CD
A52264	1810	189	52	52	CD
A52264	1810	190	38	38	CD
A52264	1810	191	Richmond	Richmond	NNP
A52264	1810	192	S	S	NNP
A52264	1810	193	0	0	CD
A52264	1810	194	10	10	CD
A52264	1810	195	54	54	CD
A52264	1810	196	43	43	CD
A52264	1810	197	Rochester	Rochester	NNP
A52264	1810	198	A	A	NNP
A52264	1810	199	0	0	CD
A52264	1810	200	05	05	CD
A52264	1810	201	51	51	CD
A52264	1810	202	47	47	CD
A52264	1810	203	Rochel	Rochel	NNP
A52264	1810	204	in	in	IN
A52264	1810	205	France	France	NNP
A52264	1810	206	S	S	NNP
A52264	1810	207	0	0	CD
A52264	1810	208	07	07	CD
A52264	1810	209	45	45	CD
A52264	1810	210	82	82	CD
A52264	1810	211	Rome	Rome	NNP
A52264	1810	212	in	in	IN
A52264	1810	213	Italy	Italy	NNP
A52264	1810	214	A	A	NNP
A52264	1810	215	0	0	CD
A52264	1810	216	83	83	CD
A52264	1810	217	42	42	CD
A52264	1810	218	03	03	CD
A52264	1810	219	Stafford	stafford	NN
A52264	1810	220	S	S	NNP
A52264	1810	221	0	0	CD
A52264	1810	222	13	13	CD
A52264	1810	223	52	52	CD
A52264	1810	224	92	92	CD
A52264	1810	225	Stamford	Stamford	NNP
A52264	1810	226	S	S	NNP
A52264	1810	227	0	0	CD
A52264	1810	228	03	03	CD
A52264	1810	229	52	52	CD
A52264	1810	230	68	68	CD
A52264	1810	231	Sbrewsbury	Sbrewsbury	NNP
A52264	1810	232	S	S	NNP
A52264	1810	233	0	0	CD
A52264	1810	234	18	18	CD
A52264	1810	235	54	54	CD
A52264	1810	236	80	80	CD
A52264	1810	237	Tredagh	tredagh	NN
A52264	1810	238	in	in	IN
A52264	1810	239	Ireland	Ireland	NNP
A52264	1810	240	S	S	NNP
A52264	1810	241	0	0	CD
A52264	1810	242	45	45	CD
A52264	1810	243	53	53	CD
A52264	1810	244	63	63	CD
A52264	1810	245	Uppingham	Uppingham	NNP
A52264	1810	246	S	S	NNP
A52264	1810	247	0	0	CD
A52264	1810	248	05	05	CD
A52264	1810	249	52	52	CD
A52264	1810	250	67	67	CD
A52264	1810	251	Uraniburge	Uraniburge	NNP
A52264	1810	252	A	A	NNP
A52264	1810	253	0	0	CD
A52264	1810	254	83	83	CD
A52264	1810	255	55	55	CD
A52264	1810	256	90	90	CD
A52264	1810	257	Warwick	Warwick	NNP
A52264	1810	258	S	S	NNP
A52264	1810	259	0	0	CD
A52264	1810	260	10	10	CD
A52264	1810	261	52	52	CD
A52264	1810	262	42	42	CD
A52264	1810	263	Winchester	Winchester	NNP
A52264	1810	264	S	S	NNP
A52264	1810	265	0	0	CD
A52264	1810	266	08	08	CD
A52264	1810	267	51	51	CD
A52264	1810	268	17	17	CD
A52264	1810	269	Waterford	Waterford	NNP
A52264	1810	270	in	in	IN
A52264	1810	271	Ireland	Ireland	NNP
A52264	1810	272	S	S	NNP
A52264	1810	273	0	0	CD
A52264	1810	274	45	45	CD
A52264	1810	275	52	52	CD
A52264	1810	276	37	37	CD
A52264	1810	277	Worcester	Worcester	NNP
A52264	1810	278	S	S	NNP
A52264	1810	279	0	0	CD
A52264	1810	280	15	15	CD
A52264	1810	281	52	52	CD
A52264	1810	282	33	33	CD
A52264	1810	283	Yarmouth	Yarmouth	NNP
A52264	1810	284	A	A	NNP
A52264	1810	285	0	0	CD
A52264	1810	286	10	10	CD
A52264	1810	287	52	52	CD
A52264	1810	288	75	75	CD
A52264	1810	289	York	York	NNP
A52264	1810	290	S	S	NNP
A52264	1810	291	0	0	CD
A52264	1810	292	07	07	CD
A52264	1810	293	54	54	CD
A52264	1810	294	00	00	CD
A52264	1810	295	LONDON	LONDON	NNP
A52264	1810	296	  	  	_SP
A52264	1810	297	0	0	CD
A52264	1810	298	00	00	CD
A52264	1810	299	51	51	CD
A52264	1810	300	53	53	CD
A52264	1810	301	Probl	Probl	NNP
A52264	1810	302	.	.	.
A52264	1811	1	2	2	LS
A52264	1811	2	.	.	.
A52264	1812	1	To	to	TO
A52264	1812	2	finde	finde	VB
A52264	1812	3	the	the	DT
A52264	1812	4	Suns	Suns	NNPS
A52264	1812	5	greatest	great	JJS
A52264	1812	6	declination	declination	NN
A52264	1812	7	,	,	,
A52264	1812	8	and	and	CC
A52264	1812	9	the	the	DT
A52264	1812	10	Poles	Poles	NNPS
A52264	1812	11	elevation	elevation	NN
A52264	1812	12	.	.	.
A52264	1813	1	THe	the	DT
A52264	1813	2	Declination	declination	NN
A52264	1813	3	of	of	IN
A52264	1813	4	a	a	DT
A52264	1813	5	Planet	Planet	NNP
A52264	1813	6	or	or	CC
A52264	1813	7	other	other	JJ
A52264	1813	8	Star	Star	NNP
A52264	1813	9	is	be	VBZ
A52264	1813	10	his	-PRON-	PRP$
A52264	1813	11	distance	distance	NN
A52264	1813	12	from	from	IN
A52264	1813	13	the	the	DT
A52264	1813	14	Equator	equator	NN
A52264	1813	15	,	,	,
A52264	1813	16	and	and	CC
A52264	1813	17	as	as	IN
A52264	1813	18	he	-PRON-	PRP
A52264	1813	19	declines	decline	VBZ
A52264	1813	20	from	from	IN
A52264	1813	21	thence	thence	NN
A52264	1813	22	either	either	CC
A52264	1813	23	Northward	Northward	NNP
A52264	1813	24	or	or	CC
A52264	1813	25	Southward	Southward	NNP
A52264	1813	26	,	,	,
A52264	1813	27	so	so	RB
A52264	1813	28	is	be	VBZ
A52264	1813	29	the	the	DT
A52264	1813	30	Declination	Declination	NNP
A52264	1813	31	thereof	thereof	RB
A52264	1813	32	counted	count	VBD
A52264	1813	33	either	either	CC
A52264	1813	34	North	North	NNP
A52264	1813	35	or	or	CC
A52264	1813	36	South	South	NNP
A52264	1813	37	.	.	.
A52264	1814	1	In	in	IN
A52264	1814	2	the	the	DT
A52264	1814	3	annexed	annex	VBN
A52264	1814	4	Diagram	Diagram	NNP
A52264	1814	5	,	,	,
A52264	1814	6	GMNB	GMNB	NNP
A52264	1814	7	represents	represent	VBZ
A52264	1814	8	the	the	DT
A52264	1814	9	Meridian	Meridian	NNP
A52264	1814	10	,	,	,
A52264	1814	11	LK	LK	NNP
A52264	1814	12	the	the	DT
A52264	1814	13	Equinoctiall	Equinoctiall	NNP
A52264	1814	14	,	,	,
A52264	1814	15	HP	HP	NNP
A52264	1814	16	the	the	DT
A52264	1814	17	Zodiac	Zodiac	NNP
A52264	1814	18	,	,	,
A52264	1814	19	A	a	DT
A52264	1814	20	the	the	DT
A52264	1814	21	North	North	NNP
A52264	1814	22	pole	pole	NN
A52264	1814	23	,	,	,
A52264	1814	24	O	o	UH
A52264	1814	25	the	the	DT
A52264	1814	26	South	South	NNP
A52264	1814	27	,	,	,
A52264	1814	28	MB	MB	NNP
A52264	1814	29	the	the	DT
A52264	1814	30	Horizon	Horizon	NNP
A52264	1814	31	,	,	,
A52264	1814	32	G	G	NNP
A52264	1814	33	the	the	DT
A52264	1814	34	Zenith	Zenith	NNP
A52264	1814	35	,	,	,
A52264	1814	36	N	N	NNP
A52264	1814	37	the	the	DT
A52264	1814	38	Nadir	Nadir	NNPS
A52264	1814	39	,	,	,
A52264	1814	40	HC	HC	NNP
A52264	1814	41	a	a	DT
A52264	1814	42	parallel	parallel	NN
A52264	1814	43	of	of	IN
A52264	1814	44	the	the	DT
A52264	1814	45	Suns	Suns	NNPS
A52264	1814	46	diu	diu	NN
A52264	1814	47	●	●	NFP
A52264	1814	48	nall	nall	NN
A52264	1814	49	motion	motion	NN
A52264	1814	50	at	at	IN
A52264	1814	51	H	h	NN
A52264	1814	52	,	,	,
A52264	1814	53	or	or	CC
A52264	1814	54	the	the	DT
A52264	1814	55	Suns	Suns	NNPS
A52264	1814	56	greatest	great	JJS
A52264	1814	57	declination	declination	NN
A52264	1814	58	from	from	IN
A52264	1814	59	the	the	DT
A52264	1814	60	Equator	equator	NN
A52264	1814	61	towards	towards	IN
A52264	1814	62	the	the	DT
A52264	1814	63	North	North	NNP
A52264	1814	64	pole	pole	NN
A52264	1814	65	,	,	,
A52264	1814	66	PQ	PQ	NNP
A52264	1814	67	a	a	DT
A52264	1814	68	parallel	parallel	NN
A52264	1814	69	of	of	IN
A52264	1814	70	the	the	DT
A52264	1814	71	Suns	Suns	NNPS
A52264	1814	72	greatest	great	JJS
A52264	1814	73	declination	declination	NN
A52264	1814	74	from	from	IN
A52264	1814	75	the	the	DT
A52264	1814	76	Equator	equator	NN
A52264	1814	77	towards	towards	IN
A52264	1814	78	the	the	DT
A52264	1814	79	South	South	NNP
A52264	1814	80	pole	pole	NN
A52264	1814	81	.	.	.
A52264	1815	1	From	from	IN
A52264	1815	2	whence	whence	NN
A52264	1815	3	it	-PRON-	PRP
A52264	1815	4	is	be	VBZ
A52264	1815	5	apparent	apparent	JJ
A52264	1815	6	,	,	,
A52264	1815	7	that	that	IN
A52264	1815	8	from	from	IN
A52264	1815	9	M	M	NNP
A52264	1815	10	to	to	IN
A52264	1815	11	H	h	NN
A52264	1815	12	is	be	VBZ
A52264	1815	13	the	the	DT
A52264	1815	14	Suns	Suns	NNPS
A52264	1815	15	greatest	great	JJS
A52264	1815	16	Meridian	meridian	JJ
A52264	1815	17	altitude	altitude	NN
A52264	1815	18	,	,	,
A52264	1815	19	from	from	IN
A52264	1815	20	M	M	NNP
A52264	1815	21	to	to	IN
A52264	1815	22	Q	Q	NNP
A52264	1815	23	his	-PRON-	PRP$
A52264	1815	24	least	least	JJS
A52264	1815	25	;	;	:
A52264	1815	26	if	if	IN
A52264	1815	27	therefore	therefore	RB
A52264	1815	28	you	-PRON-	PRP
A52264	1815	29	deduct	deduct	VBP
A52264	1815	30	MQ	MQ	NNP
A52264	1815	31	,	,	,
A52264	1815	32	the	the	DT
A52264	1815	33	least	least	JJS
A52264	1815	34	Meridian	meridian	JJ
A52264	1815	35	altitude	altitude	NN
A52264	1815	36	from	from	IN
A52264	1815	37	MH	MH	NNP
A52264	1815	38	,	,	,
A52264	1815	39	the	the	DT
A52264	1815	40	greatest	great	JJS
A52264	1815	41	,	,	,
A52264	1815	42	the	the	DT
A52264	1815	43	difference	difference	NN
A52264	1815	44	will	will	MD
A52264	1815	45	be	be	VB
A52264	1815	46	HQ	HQ	NNP
A52264	1815	47	,	,	,
A52264	1815	48	the	the	DT
A52264	1815	49	Suns	Suns	NNPS
A52264	1815	50	greatest	great	JJS
A52264	1815	51	declination	declination	NN
A52264	1815	52	on	on	IN
A52264	1815	53	both	both	DT
A52264	1815	54	sides	side	NNS
A52264	1815	55	of	of	IN
A52264	1815	56	the	the	DT
A52264	1815	57	Equator	Equator	NNP
A52264	1815	58	,	,	,
A52264	1815	59	and	and	CC
A52264	1815	60	because	because	IN
A52264	1815	61	the	the	DT
A52264	1815	62	angles	angle	NNS
A52264	1815	63	HDL	HDL	NNP
A52264	1815	64	and	and	CC
A52264	1815	65	KDP	KDP	NNP
A52264	1815	66	are	be	VBP
A52264	1815	67	equal	equal	JJ
A52264	1815	68	,	,	,
A52264	1815	69	by	by	IN
A52264	1815	70	the	the	DT
A52264	1815	71	9th	9th	NN
A52264	1815	72	.	.	.
A52264	1816	1	of	of	IN
A52264	1816	2	the	the	DT
A52264	1816	3	second	second	JJ
A52264	1816	4	,	,	,
A52264	1816	5	therefore	therefore	RB
A52264	1816	6	the	the	DT
A52264	1816	7	Suns	Suns	NNPS
A52264	1816	8	greatest	great	JJS
A52264	1816	9	declination	declination	NN
A52264	1816	10	towards	towards	IN
A52264	1816	11	the	the	DT
A52264	1816	12	South	South	NNP
A52264	1816	13	pole	pole	NN
A52264	1816	14	is	be	VBZ
A52264	1816	15	equall	equall	JJ
A52264	1816	16	to	to	IN
A52264	1816	17	his	-PRON-	PRP$
A52264	1816	18	greatest	great	JJS
A52264	1816	19	declination	declination	NN
A52264	1816	20	towards	towards	IN
A52264	1816	21	the	the	DT
A52264	1816	22	North	North	NNP
A52264	1816	23	;	;	:
A52264	1816	24	and	and	CC
A52264	1816	25	consequently	consequently	RB
A52264	1816	26	,	,	,
A52264	1816	27	half	half	PDT
A52264	1816	28	the	the	DT
A52264	1816	29	distance	distance	NN
A52264	1816	30	of	of	IN
A52264	1816	31	the	the	DT
A52264	1816	32	Tropicks	Tropicks	NNPS
A52264	1816	33	,	,	,
A52264	1816	34	or	or	CC
A52264	1816	35	the	the	DT
A52264	1816	36	arch	arch	JJ
A52264	1816	37	HQ	HQ	NNP
A52264	1816	38	,	,	,
A52264	1816	39	that	that	RB
A52264	1816	40	is	is	RB
A52264	1816	41	,	,	,
A52264	1816	42	the	the	DT
A52264	1816	43	arch	arch	JJ
A52264	1816	44	HL	HL	NNP
A52264	1816	45	is	be	VBZ
A52264	1816	46	the	the	DT
A52264	1816	47	quantity	quantity	NN
A52264	1816	48	of	of	IN
A52264	1816	49	the	the	DT
A52264	1816	50	Suns	Suns	NNPS
A52264	1816	51	greatest	great	JJS
A52264	1816	52	declination	declination	NN
A52264	1816	53	.	.	.
A52264	1817	1	And	and	CC
A52264	1817	2	then	then	RB
A52264	1817	3	if	if	IN
A52264	1817	4	you	-PRON-	PRP
A52264	1817	5	deduct	deduct	VBP
A52264	1817	6	the	the	DT
A52264	1817	7	Suns	Suns	NNPS
A52264	1817	8	greatest	great	JJS
A52264	1817	9	declination	declination	NN
A52264	1817	10	,	,	,
A52264	1817	11	or	or	CC
A52264	1817	12	the	the	DT
A52264	1817	13	arch	arch	JJ
A52264	1817	14	HL	HL	NNP
A52264	1817	15	from	from	IN
A52264	1817	16	the	the	DT
A52264	1817	17	Suns	Suns	NNPS
A52264	1817	18	greatest	great	JJS
A52264	1817	19	Meridian	meridian	JJ
A52264	1817	20	altitude	altitude	NN
A52264	1817	21	,	,	,
A52264	1817	22	or	or	CC
A52264	1817	23	the	the	DT
A52264	1817	24	arch	arch	JJ
A52264	1817	25	MH	MH	NNP
A52264	1817	26	,	,	,
A52264	1817	27	the	the	DT
A52264	1817	28	difference	difference	NN
A52264	1817	29	will	will	MD
A52264	1817	30	be	be	VB
A52264	1817	31	ML	ML	NNP
A52264	1817	32	,	,	,
A52264	1817	33	or	or	CC
A52264	1817	34	the	the	DT
A52264	1817	35	height	height	NN
A52264	1817	36	of	of	IN
A52264	1817	37	the	the	DT
A52264	1817	38	Equator	Equator	NNP
A52264	1817	39	above	above	IN
A52264	1817	40	the	the	DT
A52264	1817	41	Horizon	Horizon	NNP
A52264	1817	42	,	,	,
A52264	1817	43	the	the	DT
A52264	1817	44	complement	complement	NN
A52264	1817	45	whereof	whereof	VBD
A52264	1817	46	to	to	IN
A52264	1817	47	a	a	DT
A52264	1817	48	Quadrant	Quadrant	NNP
A52264	1817	49	is	be	VBZ
A52264	1817	50	the	the	DT
A52264	1817	51	arch	arch	JJ
A52264	1817	52	MO	mo	NN
A52264	1817	53	equal	equal	JJ
A52264	1817	54	to	to	IN
A52264	1817	55	AB	AB	NNP
A52264	1817	56	,	,	,
A52264	1817	57	the	the	DT
A52264	1817	58	height	height	NN
A52264	1817	59	of	of	IN
A52264	1817	60	the	the	DT
A52264	1817	61	Pole	Pole	NNP
A52264	1817	62	.	.	.
A52264	1818	1	Example	example	NN
A52264	1818	2	.	.	.
A52264	1819	1	The	the	DT
A52264	1819	2	Suns	Suns	NNPS
A52264	1819	3	greatest	great	JJS
A52264	1819	4	meridian	meridian	JJ
A52264	1819	5	altitude	altitude	NN
A52264	1819	6	at	at	IN
A52264	1819	7	London	London	NNP
A52264	1819	8	about	about	IN
A52264	1819	9	the	the	DT
A52264	1819	10	11	11	CD
A52264	1819	11	th	th	NN
A52264	1819	12	.	.	.
A52264	1820	1	of	of	IN
A52264	1820	2	June	June	NNP
A52264	1820	3	was	be	VBD
A52264	1820	4	found	find	VBN
A52264	1820	5	to	to	TO
A52264	1820	6	be	be	VB
A52264	1820	7	62	62	CD
A52264	1820	8	00	00	CD
A52264	1820	9	00	00	NFP
A52264	1820	10	His	-PRON-	PRP$
A52264	1820	11	least	least	JJS
A52264	1820	12	December	December	NNP
A52264	1820	13	10	10	CD
A52264	1820	14	.	.	.
A52264	1821	1	14	14	CD
A52264	1821	2	94	94	CD
A52264	1821	3	00	00	NFP
A52264	1821	4	Their	-PRON-	PRP$
A52264	1821	5	difference	difference	NN
A52264	1821	6	is	be	VBZ
A52264	1821	7	the	the	DT
A52264	1821	8	distance	distance	NN
A52264	1821	9	of	of	IN
A52264	1821	10	the	the	DT
A52264	1821	11	Tropicks	Tropicks	NNP
A52264	1821	12	47	47	CD
A52264	1821	13	06	06	CD
A52264	1821	14	00	00	CD
A52264	1821	15	Half	half	NN
A52264	1821	16	that	that	WDT
A52264	1821	17	the	the	DT
A52264	1821	18	Suns	Suns	NNPS
A52264	1821	19	greatest	great	JJS
A52264	1821	20	declin	declin	NN
A52264	1821	21	.	.	.
A52264	1822	1	23	23	CD
A52264	1822	2	53	53	CD
A52264	1822	3	00	00	NFP
A52264	1822	4	Who	who	WP
A52264	1822	5	s	s	VBZ
A52264	1822	6	's	's	POS
A52264	1822	7	difference	difference	NN
A52264	1822	8	from	from	IN
A52264	1822	9	the	the	DT
A52264	1822	10	greatest	great	JJS
A52264	1822	11	Altitude	altitude	NN
A52264	1822	12	is	be	VBZ
A52264	1822	13	the	the	DT
A52264	1822	14	height	height	NN
A52264	1822	15	of	of	IN
A52264	1822	16	the	the	DT
A52264	1822	17	Equator	Equator	NNP
A52264	1822	18	38	38	CD
A52264	1822	19	47	47	CD
A52264	1822	20	00	00	CD
A52264	1822	21	Who	who	WP
A52264	1822	22	s	s	NNP
A52264	1822	23	's	's	POS
A52264	1822	24	complement	complement	NN
A52264	1822	25	is	be	VBZ
A52264	1822	26	the	the	DT
A52264	1822	27	Poles	Poles	NNPS
A52264	1822	28	elevation	elevation	NN
A52264	1822	29	51	51	CD
A52264	1822	30	53	53	CD
A52264	1822	31	00	00	CD
A52264	1822	32	Probl	Probl	NNP
A52264	1822	33	.	.	.
A52264	1823	1	3	3	LS
A52264	1823	2	.	.	.
A52264	1824	1	The	the	DT
A52264	1824	2	Suns	Suns	NNP
A52264	1824	3	place	place	NN
A52264	1824	4	and	and	CC
A52264	1824	5	greatest	great	JJS
A52264	1824	6	declination	declination	NN
A52264	1824	7	given	give	VBN
A52264	1824	8	to	to	IN
A52264	1824	9	finde	finde	NNP
A52264	1824	10	the	the	DT
A52264	1824	11	declination	declination	NN
A52264	1824	12	of	of	IN
A52264	1824	13	any	any	DT
A52264	1824	14	point	point	NN
A52264	1824	15	of	of	IN
A52264	1824	16	the	the	DT
A52264	1824	17	Ecliptique	Ecliptique	NNP
A52264	1824	18	.	.	.
A52264	1825	1	IN	in	IN
A52264	1825	2	this	this	DT
A52264	1825	3	figure	figure	NN
A52264	1825	4	let	let	VBD
A52264	1825	5	DFHG	DFHG	NNP
A52264	1825	6	denote	denote	VB
A52264	1825	7	the	the	DT
A52264	1825	8	Solsticiall	Solsticiall	NNP
A52264	1825	9	Colure	Colure	NNP
A52264	1825	10	,	,	,
A52264	1825	11	FBAG	fbag	NN
A52264	1825	12	the	the	DT
A52264	1825	13	Equator	equator	NN
A52264	1825	14	,	,	,
A52264	1825	15	DAH	DAH	NNP
A52264	1825	16	the	the	DT
A52264	1825	17	Ecliptique	Ecliptique	NNP
A52264	1825	18	,	,	,
A52264	1825	19	I	-PRON-	PRP
A52264	1825	20	the	the	DT
A52264	1825	21	Pole	Pole	NNP
A52264	1825	22	of	of	IN
A52264	1825	23	the	the	DT
A52264	1825	24	Ecliptique	Ecliptique	NNP
A52264	1825	25	,	,	,
A52264	1825	26	E	e	VB
A52264	1825	27	the	the	DT
A52264	1825	28	Pole	Pole	NNP
A52264	1825	29	of	of	IN
A52264	1825	30	the	the	DT
A52264	1825	31	Equator	Equator	NNP
A52264	1825	32	,	,	,
A52264	1825	33	CEB	CEB	NNP
A52264	1825	34	a	a	DT
A52264	1825	35	Meridian	meridian	JJ
A52264	1825	36	line	line	NN
A52264	1825	37	passing	pass	VBG
A52264	1825	38	from	from	IN
A52264	1825	39	E	e	NN
A52264	1825	40	through	through	IN
A52264	1825	41	the	the	DT
A52264	1825	42	Sun	Sun	NNP
A52264	1825	43	at	at	IN
A52264	1825	44	C	C	NNP
A52264	1825	45	,	,	,
A52264	1825	46	and	and	CC
A52264	1825	47	falling	fall	VBG
A52264	1825	48	upon	upon	IN
A52264	1825	49	the	the	DT
A52264	1825	50	Equator	Equator	NNP
A52264	1825	51	FAG	FAG	NNP
A52264	1825	52	with	with	IN
A52264	1825	53	right	right	JJ
A52264	1825	54	angles	angle	NNS
A52264	1825	55	in	in	IN
A52264	1825	56	the	the	DT
A52264	1825	57	point	point	NN
A52264	1825	58	B.	B.	NNP
A52264	1826	1	Then	then	RB
A52264	1826	2	is	be	VBZ
A52264	1826	3	DAF	DAF	NNP
A52264	1826	4	the	the	DT
A52264	1826	5	angle	angle	NN
A52264	1826	6	of	of	IN
A52264	1826	7	the	the	DT
A52264	1826	8	Suns	Suns	NNPS
A52264	1826	9	greatest	great	JJS
A52264	1826	10	declination	declination	NN
A52264	1826	11	,	,	,
A52264	1826	12	AC	AC	NNP
A52264	1826	13	the	the	DT
A52264	1826	14	Suns	Suns	NNP
A52264	1826	15	distance	distance	NN
A52264	1826	16	from	from	IN
A52264	1826	17	Aries	arie	NNS
A52264	1826	18	the	the	DT
A52264	1826	19	next	next	JJ
A52264	1826	20	Equinoctiall	Equinoctiall	NNP
A52264	1826	21	point	point	NN
A52264	1826	22	,	,	,
A52264	1826	23	BC	BC	NNP
A52264	1826	24	the	the	DT
A52264	1826	25	declination	declination	NN
A52264	1826	26	of	of	IN
A52264	1826	27	the	the	DT
A52264	1826	28	point	point	NN
A52264	1826	29	sought	seek	VBN
A52264	1826	30	.	.	.
A52264	1827	1	Now	now	RB
A52264	1827	2	suppose	suppose	VB
A52264	1827	3	the	the	DT
A52264	1827	4	sun	sun	NN
A52264	1827	5	to	to	TO
A52264	1827	6	be	be	VB
A52264	1827	7	in	in	IN
A52264	1827	8	00	00	CD
A52264	1827	9	deg	deg	NN
A52264	1827	10	.	.	.
A52264	1828	1	of	of	IN
A52264	1828	2	Gemini	Gemini	NNP
A52264	1828	3	,	,	,
A52264	1828	4	which	which	WDT
A52264	1828	5	point	point	NN
A52264	1828	6	is	be	VBZ
A52264	1828	7	distant	distant	JJ
A52264	1828	8	from	from	IN
A52264	1828	9	the	the	DT
A52264	1828	10	next	next	JJ
A52264	1828	11	Equinoctiall	Equinoctiall	NNP
A52264	1828	12	point	point	NN
A52264	1828	13	60	60	CD
A52264	1828	14	deg	deg	NN
A52264	1828	15	.	.	.
A52264	1829	1	and	and	CC
A52264	1829	2	his	-PRON-	PRP$
A52264	1829	3	declination	declination	NN
A52264	1829	4	be	be	VB
A52264	1829	5	required	require	VBN
A52264	1829	6	.	.	.
A52264	1830	1	In	in	IN
A52264	1830	2	the	the	DT
A52264	1830	3	rectangled	rectangled	JJ
A52264	1830	4	spherical	spherical	JJ
A52264	1830	5	triangle	triangle	NN
A52264	1830	6	we	-PRON-	PRP
A52264	1830	7	have	have	VBP
A52264	1830	8	known	know	VBN
A52264	1830	9	,	,	,
A52264	1830	10	1	1	CD
A52264	1830	11	The	the	DT
A52264	1830	12	hypothenusal	hypothenusal	NN
A52264	1830	13	AC	AC	NNP
A52264	1830	14	60	60	CD
A52264	1830	15	deg	deg	NN
A52264	1830	16	.	.	.
A52264	1831	1	2	2	CD
A52264	1831	2	The	the	DT
A52264	1831	3	angle	angle	NN
A52264	1831	4	at	at	IN
A52264	1831	5	the	the	DT
A52264	1831	6	base	base	NN
A52264	1831	7	BAC	BAC	NNP
A52264	1831	8	23	23	CD
A52264	1831	9	deg	deg	NN
A52264	1831	10	.	.	.
A52264	1832	1	53	53	CD
A52264	1832	2	min	min	NN
A52264	1832	3	.	.	.
A52264	1833	1	Hence	hence	RB
A52264	1833	2	to	to	TO
A52264	1833	3	finde	finde	VB
A52264	1833	4	the	the	DT
A52264	1833	5	perpendicular	perpendicular	JJ
A52264	1833	6	BC	BC	NNP
A52264	1833	7	,	,	,
A52264	1833	8	by	by	IN
A52264	1833	9	the	the	DT
A52264	1833	10	8	8	CD
A52264	1833	11	Case	case	NN
A52264	1833	12	of	of	IN
A52264	1833	13	right	right	JJ
A52264	1833	14	angled	angle	VBN
A52264	1833	15	sphericall	sphericall	NN
A52264	1833	16	triangles	triangle	NNS
A52264	1833	17	,	,	,
A52264	1833	18	the	the	DT
A52264	1833	19	analogie	analogie	NN
A52264	1833	20	is	be	VBZ
A52264	1833	21	,	,	,
A52264	1833	22	As	as	IN
A52264	1833	23	the	the	DT
A52264	1833	24	Radius	Radius	NNP
A52264	1833	25	,	,	,
A52264	1833	26	90	90	CD
A52264	1833	27	10.000000	10.000000	CD
A52264	1833	28	To	to	IN
A52264	1833	29	the	the	DT
A52264	1833	30	sine	sine	NN
A52264	1833	31	of	of	IN
A52264	1833	32	BAC	BAC	NNP
A52264	1833	33	,	,	,
A52264	1833	34	23.53	23.53	CD
A52264	1833	35	.	.	.
A52264	1834	1	9.601222	9.601222	CD
A52264	1834	2	So	so	RB
A52264	1834	3	is	be	VBZ
A52264	1834	4	the	the	DT
A52264	1834	5	sine	sine	NN
A52264	1834	6	of	of	IN
A52264	1834	7	AC	AC	NNP
A52264	1834	8	,	,	,
A52264	1834	9	60	60	CD
A52264	1834	10	9.937531	9.937531	CD
A52264	1834	11	    	    	_SP
A52264	1834	12	To	to	IN
A52264	1834	13	the	the	DT
A52264	1834	14	sine	sine	NN
A52264	1834	15	of	of	IN
A52264	1834	16	BC	BC	NNP
A52264	1834	17	,	,	,
A52264	1834	18	20.22	20.22	CD
A52264	1834	19	9.538753	9.538753	CD
A52264	1834	20	Probl	Probl	NNP
A52264	1834	21	.	.	.
A52264	1835	1	4	4	LS
A52264	1835	2	.	.	.
A52264	1836	1	The	the	DT
A52264	1836	2	greatest	great	JJS
A52264	1836	3	declination	declination	NN
A52264	1836	4	of	of	IN
A52264	1836	5	the	the	DT
A52264	1836	6	Sun	Sun	NNP
A52264	1836	7	,	,	,
A52264	1836	8	and	and	CC
A52264	1836	9	his	-PRON-	PRP$
A52264	1836	10	distance	distance	NN
A52264	1836	11	from	from	IN
A52264	1836	12	the	the	DT
A52264	1836	13	next	next	JJ
A52264	1836	14	Equinoctial	equinoctial	JJ
A52264	1836	15	point	point	NN
A52264	1836	16	given	give	VBN
A52264	1836	17	,	,	,
A52264	1836	18	to	to	TO
A52264	1836	19	finde	finde	VB
A52264	1836	20	his	-PRON-	PRP$
A52264	1836	21	right	right	JJ
A52264	1836	22	ascension	ascension	NN
A52264	1836	23	.	.	.
A52264	1837	1	IN	in	IN
A52264	1837	2	the	the	DT
A52264	1837	3	Triangle	Triangle	NNP
A52264	1837	4	ABC	ABC	NNP
A52264	1837	5	of	of	IN
A52264	1837	6	the	the	DT
A52264	1837	7	former	former	JJ
A52264	1837	8	diagram	diagram	NN
A52264	1837	9	,	,	,
A52264	1837	10	having	have	VBG
A52264	1837	11	as	as	IN
A52264	1837	12	before	before	RB
A52264	1837	13	,	,	,
A52264	1837	14	the	the	DT
A52264	1837	15	angle	angle	NN
A52264	1837	16	BAC	BAC	NNP
A52264	1837	17	,	,	,
A52264	1837	18	and	and	CC
A52264	1837	19	the	the	DT
A52264	1837	20	hypothenusal	hypothenusal	NN
A52264	1837	21	AC	AC	NNP
A52264	1837	22	,	,	,
A52264	1837	23	the	the	DT
A52264	1837	24	Right	right	JJ
A52264	1837	25	Ascension	ascension	NN
A52264	1837	26	of	of	IN
A52264	1837	27	the	the	DT
A52264	1837	28	sun	sun	NN
A52264	1837	29	AB	AB	NNP
A52264	1837	30	may	may	MD
A52264	1837	31	be	be	VB
A52264	1837	32	found	find	VBN
A52264	1837	33	by	by	IN
A52264	1837	34	the	the	DT
A52264	1837	35	7	7	CD
A52264	1837	36	Case	Case	NNP
A52264	1837	37	of	of	IN
A52264	1837	38	right	right	JJ
A52264	1837	39	angled	angle	VBN
A52264	1837	40	spherical	spherical	JJ
A52264	1837	41	triangles	triangle	NNS
A52264	1837	42	:	:	:
A52264	1837	43	for	for	CC
A52264	1837	44	As	as	IN
A52264	1837	45	the	the	DT
A52264	1837	46	Radius	Radius	NNP
A52264	1837	47	,	,	,
A52264	1837	48	90	90	CD
A52264	1837	49	10	10	CD
A52264	1837	50	.	.	.
A52264	1838	1	●	●	NFP
A52264	1838	2	00000	00000	CD
A52264	1838	3	To	to	IN
A52264	1838	4	the	the	DT
A52264	1838	5	Co	co	NN
A52264	1838	6	-	-	NN
A52264	1838	7	sine	sine	NN
A52264	1838	8	of	of	IN
A52264	1838	9	CAB	CAB	NNP
A52264	1838	10	,	,	,
A52264	1838	11	23.53	23.53	CD
A52264	1838	12	9.962299	9.962299	CD
A52264	1838	13	So	so	RB
A52264	1838	14	is	be	VBZ
A52264	1838	15	the	the	DT
A52264	1838	16	tangent	tangent	NN
A52264	1838	17	of	of	IN
A52264	1838	18	AC	AC	NNP
A52264	1838	19	,	,	,
A52264	1838	20	60	60	CD
A52264	1838	21	10.238561	10.238561	CD
A52264	1838	22	To	to	IN
A52264	1838	23	the	the	DT
A52264	1838	24	Tangent	Tangent	NNP
A52264	1838	25	of	of	IN
A52264	1838	26	AB	AB	NNP
A52264	1838	27	,	,	,
A52264	1838	28	57.80	57.80	CD
A52264	1838	29	10.200860	10.200860	CD
A52264	1838	30	Only	only	JJ
A52264	1838	31	note	note	NN
A52264	1838	32	,	,	,
A52264	1838	33	that	that	IN
A52264	1838	34	if	if	IN
A52264	1838	35	the	the	DT
A52264	1838	36	Right	right	JJ
A52264	1838	37	Ascension	ascension	NN
A52264	1838	38	of	of	IN
A52264	1838	39	the	the	DT
A52264	1838	40	point	point	NN
A52264	1838	41	sought	seek	VBN
A52264	1838	42	be	be	VB
A52264	1838	43	in	in	IN
A52264	1838	44	the	the	DT
A52264	1838	45	second	second	JJ
A52264	1838	46	Quadrant	Quadrant	NNP
A52264	1838	47	(	(	-LRB-
A52264	1838	48	as	as	IN
A52264	1838	49	in	in	IN
A52264	1838	50	♋	♋	NNP
A52264	1838	51	♌	♌	NN
A52264	1838	52	♍	♍	NNP
A52264	1838	53	)	)	-RRB-
A52264	1838	54	the	the	DT
A52264	1838	55	complement	complement	NN
A52264	1838	56	of	of	IN
A52264	1838	57	the	the	DT
A52264	1838	58	arch	arch	NN
A52264	1838	59	found	find	VBD
A52264	1838	60	to	to	IN
A52264	1838	61	180	180	CD
A52264	1838	62	is	be	VBZ
A52264	1838	63	the	the	DT
A52264	1838	64	arch	arch	NN
A52264	1838	65	sought	sought	NN
A52264	1838	66	.	.	.
A52264	1839	1	If	if	IN
A52264	1839	2	in	in	IN
A52264	1839	3	the	the	DT
A52264	1839	4	third	third	JJ
A52264	1839	5	Quadrant	Quadrant	NNP
A52264	1839	6	(	(	-LRB-
A52264	1839	7	as	as	IN
A52264	1839	8	in	in	IN
A52264	1839	9	♎	♎	NNP
A52264	1839	10	♏	♏	NNP
A52264	1839	11	♐	♐	NNP
A52264	1839	12	)	)	-RRB-
A52264	1839	13	adde	adde	VB
A52264	1839	14	a	a	DT
A52264	1839	15	semicircle	semicircle	NN
A52264	1839	16	to	to	IN
A52264	1839	17	the	the	DT
A52264	1839	18	arch	arch	NN
A52264	1839	19	found	find	VBN
A52264	1839	20	;	;	:
A52264	1839	21	if	if	IN
A52264	1839	22	in	in	IN
A52264	1839	23	the	the	DT
A52264	1839	24	last	last	JJ
A52264	1839	25	Quadrant	Quadrant	NNP
A52264	1839	26	,	,	,
A52264	1839	27	substract	substract	VB
A52264	1839	28	the	the	DT
A52264	1839	29	arch	arch	NN
A52264	1839	30	found	find	VBN
A52264	1839	31	from	from	IN
A52264	1839	32	360	360	CD
A52264	1839	33	,	,	,
A52264	1839	34	and	and	CC
A52264	1839	35	their	-PRON-	PRP$
A52264	1839	36	difference	difference	NN
A52264	1839	37	shall	shall	MD
A52264	1839	38	be	be	VB
A52264	1839	39	the	the	DT
A52264	1839	40	Right	Right	NNP
A52264	1839	41	Ascension	Ascension	NNP
A52264	1839	42	sought	seek	VBD
A52264	1839	43	.	.	.
A52264	1840	1	Probl	probl	VB
A52264	1840	2	.	.	.
A52264	1841	1	5	5	CD
A52264	1841	2	.	.	.
A52264	1842	1	The	the	DT
A52264	1842	2	Latitude	Latitude	NNP
A52264	1842	3	of	of	IN
A52264	1842	4	the	the	DT
A52264	1842	5	place	place	NN
A52264	1842	6	,	,	,
A52264	1842	7	and	and	CC
A52264	1842	8	declination	declination	NN
A52264	1842	9	of	of	IN
A52264	1842	10	the	the	DT
A52264	1842	11	Sun	Sun	NNP
A52264	1842	12	given	give	VBN
A52264	1842	13	,	,	,
A52264	1842	14	to	to	TO
A52264	1842	15	finde	finde	VB
A52264	1842	16	the	the	DT
A52264	1842	17	Ascensionall	Ascensionall	NNP
A52264	1842	18	difference	difference	NN
A52264	1842	19	,	,	,
A52264	1842	20	or	or	CC
A52264	1842	21	time	time	NN
A52264	1842	22	of	of	IN
A52264	1842	23	the	the	DT
A52264	1842	24	Suns	Suns	NNPS
A52264	1842	25	rising	rise	VBG
A52264	1842	26	before	before	RB
A52264	1842	27	or	or	CC
A52264	1842	28	after	after	IN
A52264	1842	29	the	the	DT
A52264	1842	30	houre	houre	NN
A52264	1842	31	of	of	IN
A52264	1842	32	six	six	CD
A52264	1842	33	.	.	.
A52264	1843	1	THe	the	DT
A52264	1843	2	Ascensionall	Ascensionall	NNP
A52264	1843	3	difference	difference	NN
A52264	1843	4	is	be	VBZ
A52264	1843	5	nothing	nothing	NN
A52264	1843	6	else	else	RB
A52264	1843	7	but	but	CC
A52264	1843	8	the	the	DT
A52264	1843	9	difference	difference	NN
A52264	1843	10	between	between	IN
A52264	1843	11	the	the	DT
A52264	1843	12	Ascension	ascension	NN
A52264	1843	13	of	of	IN
A52264	1843	14	any	any	DT
A52264	1843	15	point	point	NN
A52264	1843	16	in	in	IN
A52264	1843	17	the	the	DT
A52264	1843	18	Ecliptique	Ecliptique	NNP
A52264	1843	19	in	in	IN
A52264	1843	20	a	a	DT
A52264	1843	21	right	right	JJ
A52264	1843	22	Sphere	Sphere	NNP
A52264	1843	23	,	,	,
A52264	1843	24	and	and	CC
A52264	1843	25	the	the	DT
A52264	1843	26	ascension	ascension	NN
A52264	1843	27	of	of	IN
A52264	1843	28	the	the	DT
A52264	1843	29	same	same	JJ
A52264	1843	30	point	point	NN
A52264	1843	31	in	in	IN
A52264	1843	32	an	an	DT
A52264	1843	33	oblique	oblique	JJ
A52264	1843	34	Sphere	Sphere	NNP
A52264	1843	35	.	.	.
A52264	1844	1	As	as	IN
A52264	1844	2	in	in	IN
A52264	1844	3	the	the	DT
A52264	1844	4	annexed	annex	VBN
A52264	1844	5	Diagram	Diagram	NNP
A52264	1844	6	,	,	,
A52264	1844	7	AGEV	AGEV	NNP
A52264	1844	8	represents	represent	VBZ
A52264	1844	9	the	the	DT
A52264	1844	10	Meridian	Meridian	NNP
A52264	1844	11	,	,	,
A52264	1844	12	EMT	EMT	NNP
A52264	1844	13	the	the	DT
A52264	1844	14	Horizon	Horizon	NNP
A52264	1844	15	,	,	,
A52264	1844	16	GMCV	GMCV	NNP
A52264	1844	17	the	the	DT
A52264	1844	18	Equator	equator	NN
A52264	1844	19	,	,	,
A52264	1844	20	A	a	DT
A52264	1844	21	the	the	DT
A52264	1844	22	North	North	NNP
A52264	1844	23	Pole	Pole	NNP
A52264	1844	24	,	,	,
A52264	1844	25	VT	VT	NNP
A52264	1844	26	the	the	DT
A52264	1844	27	complement	complement	NN
A52264	1844	28	of	of	IN
A52264	1844	29	the	the	DT
A52264	1844	30	Poles	Poles	NNPS
A52264	1844	31	elevation	elevation	NN
A52264	1844	32	,	,	,
A52264	1844	33	BC	BC	NNP
A52264	1844	34	the	the	DT
A52264	1844	35	Suns	Suns	NNP
A52264	1844	36	declination	declination	NN
A52264	1844	37	,	,	,
A52264	1844	38	DB	DB	NNP
A52264	1844	39	an	an	DT
A52264	1844	40	arch	arch	NN
A52264	1844	41	of	of	IN
A52264	1844	42	the	the	DT
A52264	1844	43	Ecliptique	Ecliptique	NNP
A52264	1844	44	,	,	,
A52264	1844	45	DC	DC	NNP
A52264	1844	46	the	the	DT
A52264	1844	47	Right	Right	NNP
A52264	1844	48	Ascension	ascension	NN
A52264	1844	49	,	,	,
A52264	1844	50	MC	MC	NNP
A52264	1844	51	the	the	DT
A52264	1844	52	Ascensionall	Ascensionall	NNP
A52264	1844	53	difference	difference	NN
A52264	1844	54	.	.	.
A52264	1845	1	Then	then	RB
A52264	1845	2	in	in	IN
A52264	1845	3	the	the	DT
A52264	1845	4	right	right	NN
A52264	1845	5	angled	angle	VBN
A52264	1845	6	triangle	triangle	NNP
A52264	1845	7	BMC	BMC	NNP
A52264	1845	8	,	,	,
A52264	1845	9	we	-PRON-	PRP
A52264	1845	10	have	have	VBP
A52264	1845	11	limited	limit	VBN
A52264	1845	12	,	,	,
A52264	1845	13	1	1	CD
A52264	1845	14	The	the	DT
A52264	1845	15	angle	angle	NN
A52264	1845	16	BMC	bmc	NN
A52264	1845	17	,	,	,
A52264	1845	18	the	the	DT
A52264	1845	19	complement	complement	NN
A52264	1845	20	of	of	IN
A52264	1845	21	the	the	DT
A52264	1845	22	Poles	Poles	NNPS
A52264	1845	23	elevation	elevation	NN
A52264	1845	24	,	,	,
A52264	1845	25	38	38	CD
A52264	1845	26	deg	deg	NN
A52264	1845	27	.	.	.
A52264	1846	1	47	47	CD
A52264	1846	2	min	min	NN
A52264	1846	3	.	.	.
A52264	1847	1	2	2	CD
A52264	1847	2	The	the	DT
A52264	1847	3	perpendicular	perpendicular	JJ
A52264	1847	4	BC	BC	NNP
A52264	1847	5	,	,	,
A52264	1847	6	the	the	DT
A52264	1847	7	Suns	Suns	NNP
A52264	1847	8	Declination	Declination	NNP
A52264	1847	9	20	20	CD
A52264	1847	10	deg	deg	NN
A52264	1847	11	.	.	.
A52264	1848	1	22	22	CD
A52264	1848	2	min	min	NN
A52264	1848	3	.	.	.
A52264	1849	1	Hence	hence	RB
A52264	1849	2	to	to	IN
A52264	1849	3	finde	finde	NN
A52264	1849	4	MC	MC	NNP
A52264	1849	5	the	the	DT
A52264	1849	6	Ascensional	Ascensional	NNP
A52264	1849	7	difference	difference	NN
A52264	1849	8	,	,	,
A52264	1849	9	by	by	IN
A52264	1849	10	the	the	DT
A52264	1849	11	6	6	CD
A52264	1849	12	Case	case	NN
A52264	1849	13	of	of	IN
A52264	1849	14	right	right	RB
A52264	1849	15	angled	angle	VBN
A52264	1849	16	Spherical	Spherical	NNP
A52264	1849	17	Triangles	Triangles	NNPS
A52264	1849	18	,	,	,
A52264	1849	19	the	the	DT
A52264	1849	20	Proportion	proportion	NN
A52264	1849	21	is	be	VBZ
A52264	1849	22	,	,	,
A52264	1849	23	As	as	IN
A52264	1849	24	the	the	DT
A52264	1849	25	Radius	Radius	NNP
A52264	1849	26	,	,	,
A52264	1849	27	90	90	CD
A52264	1849	28	10.000000	10.000000	CD
A52264	1849	29	To	to	IN
A52264	1849	30	the	the	DT
A52264	1849	31	tangent	tangent	NN
A52264	1849	32	of	of	IN
A52264	1849	33	BC	BC	NNP
A52264	1849	34	,	,	,
A52264	1849	35	20.22	20.22	CD
A52264	1849	36	9.566231	9.566231	CD
A52264	1849	37	So	so	RB
A52264	1849	38	is	be	VBZ
A52264	1849	39	co	co	JJ
A52264	1849	40	-	-	NN
A52264	1849	41	tangent	tangent	NN
A52264	1849	42	of	of	IN
A52264	1849	43	BMC	BMC	NNP
A52264	1849	44	,	,	,
A52264	1849	45	38.47	38.47	CD
A52264	1849	46	10.099861	10.099861	CD
A52264	1849	47	To	to	IN
A52264	1849	48	the	the	DT
A52264	1849	49	sine	sine	NN
A52264	1849	50	of	of	IN
A52264	1849	51	MC	MC	NNP
A52264	1849	52	,	,	,
A52264	1849	53	27.62	27.62	CD
A52264	1849	54	9.666092	9.666092	CD
A52264	1849	55	Probl	Probl	NNP
A52264	1849	56	.	.	.
A52264	1850	1	6	6	CD
A52264	1850	2	.	.	.
A52264	1851	1	The	the	DT
A52264	1851	2	Latitude	Latitude	NNP
A52264	1851	3	of	of	IN
A52264	1851	4	the	the	DT
A52264	1851	5	place	place	NN
A52264	1851	6	,	,	,
A52264	1851	7	and	and	CC
A52264	1851	8	the	the	DT
A52264	1851	9	Suns	Suns	NNPS
A52264	1851	10	Declination	Declination	NNP
A52264	1851	11	given	give	VBN
A52264	1851	12	,	,	,
A52264	1851	13	to	to	TO
A52264	1851	14	finde	finde	VB
A52264	1851	15	his	-PRON-	PRP$
A52264	1851	16	Amplitude	Amplitude	NNP
A52264	1851	17	.	.	.
A52264	1852	1	THe	the	DT
A52264	1852	2	Suns	Suns	NNPS
A52264	1852	3	Amplitude	Amplitude	NNP
A52264	1852	4	is	be	VBZ
A52264	1852	5	an	an	DT
A52264	1852	6	arch	arch	NN
A52264	1852	7	of	of	IN
A52264	1852	8	the	the	DT
A52264	1852	9	Horizon	Horizon	NNP
A52264	1852	10	intercepted	intercept	VBN
A52264	1852	11	between	between	IN
A52264	1852	12	the	the	DT
A52264	1852	13	Equator	Equator	NNP
A52264	1852	14	,	,	,
A52264	1852	15	and	and	CC
A52264	1852	16	the	the	DT
A52264	1852	17	point	point	NN
A52264	1852	18	of	of	IN
A52264	1852	19	rising	rise	VBG
A52264	1852	20	,	,	,
A52264	1852	21	that	that	RB
A52264	1852	22	is	is	RB
A52264	1852	23	,	,	,
A52264	1852	24	in	in	IN
A52264	1852	25	the	the	DT
A52264	1852	26	preceding	precede	VBG
A52264	1852	27	Diagram	Diagram	NNP
A52264	1852	28	the	the	DT
A52264	1852	29	arch	arch	JJ
A52264	1852	30	MB	mb	NN
A52264	1852	31	,	,	,
A52264	1852	32	therefore	therefore	RB
A52264	1852	33	in	in	IN
A52264	1852	34	the	the	DT
A52264	1852	35	right	right	NN
A52264	1852	36	angled	angle	VBN
A52264	1852	37	Sphericall	Sphericall	NNP
A52264	1852	38	triangle	triangle	NN
A52264	1852	39	MBC	MBC	NNP
A52264	1852	40	,	,	,
A52264	1852	41	having	have	VBG
A52264	1852	42	the	the	DT
A52264	1852	43	angle	angle	NN
A52264	1852	44	BMC	BMC	NNP
A52264	1852	45	the	the	DT
A52264	1852	46	height	height	NN
A52264	1852	47	of	of	IN
A52264	1852	48	the	the	DT
A52264	1852	49	Equator	Equator	NNP
A52264	1852	50	,	,	,
A52264	1852	51	38	38	CD
A52264	1852	52	deg	deg	NN
A52264	1852	53	.	.	.
A52264	1853	1	47	47	CD
A52264	1853	2	min	min	NN
A52264	1853	3	.	.	.
A52264	1854	1	and	and	CC
A52264	1854	2	BC	BC	NNP
A52264	1854	3	the	the	DT
A52264	1854	4	Suns	Suns	NNP
A52264	1854	5	declination	declination	NN
A52264	1854	6	20	20	CD
A52264	1854	7	de	de	NN
A52264	1854	8	.	.	.
A52264	1855	1	22	22	CD
A52264	1855	2	m.	m.	NN
A52264	1855	3	given	give	VBN
A52264	1855	4	,	,	,
A52264	1855	5	the	the	DT
A52264	1855	6	hypothenusal	hypothenusal	NN
A52264	1855	7	MB	MB	NNP
A52264	1855	8	may	may	MD
A52264	1855	9	be	be	VB
A52264	1855	10	found	find	VBN
A52264	1855	11	by	by	IN
A52264	1855	12	the	the	DT
A52264	1855	13	5	5	CD
A52264	1855	14	Case	case	NN
A52264	1855	15	of	of	IN
A52264	1855	16	right	right	JJ
A52264	1855	17	angled	angle	VBN
A52264	1855	18	sphericall	sphericall	NN
A52264	1855	19	triangles	triangle	NNS
A52264	1855	20	:	:	:
A52264	1855	21	for	for	CC
A52264	1855	22	As	as	IN
A52264	1855	23	the	the	DT
A52264	1855	24	sine	sine	NN
A52264	1855	25	of	of	IN
A52264	1855	26	BMC	BMC	NNP
A52264	1855	27	,	,	,
A52264	1855	28	38.47	38.47	CD
A52264	1855	29	9.793863	9.793863	CD
A52264	1855	30	Is	be	VBZ
A52264	1855	31	to	to	IN
A52264	1855	32	the	the	DT
A52264	1855	33	Radius	Radius	NNP
A52264	1855	34	,	,	,
A52264	1855	35	90	90	CD
A52264	1855	36	10.000000	10.000000	CD
A52264	1855	37	So	so	RB
A52264	1855	38	is	be	VBZ
A52264	1855	39	the	the	DT
A52264	1855	40	sine	sine	NN
A52264	1855	41	of	of	IN
A52264	1855	42	BC	BC	NNP
A52264	1855	43	,	,	,
A52264	1855	44	20.22	20.22	CD
A52264	1855	45	9.538606	9.538606	CD
A52264	1855	46	To	to	IN
A52264	1855	47	the	the	DT
A52264	1855	48	sine	sine	NN
A52264	1855	49	of	of	IN
A52264	1855	50	MB	MB	NNP
A52264	1855	51	,	,	,
A52264	1855	52	33.75	33.75	CD
A52264	1855	53	9.744743	9.744743	CD
A52264	1855	54	Probl	Probl	NNP
A52264	1855	55	.	.	.
A52264	1856	1	7	7	LS
A52264	1856	2	.	.	.
A52264	1857	1	The	the	DT
A52264	1857	2	Latitude	Latitude	NNP
A52264	1857	3	of	of	IN
A52264	1857	4	the	the	DT
A52264	1857	5	place	place	NN
A52264	1857	6	,	,	,
A52264	1857	7	and	and	CC
A52264	1857	8	the	the	DT
A52264	1857	9	Suns	Suns	NNPS
A52264	1857	10	Declination	Declination	NNP
A52264	1857	11	given	give	VBN
A52264	1857	12	,	,	,
A52264	1857	13	to	to	TO
A52264	1857	14	finde	finde	VB
A52264	1857	15	the	the	DT
A52264	1857	16	time	time	NN
A52264	1857	17	when	when	WRB
A52264	1857	18	he	-PRON-	PRP
A52264	1857	19	will	will	MD
A52264	1857	20	be	be	VB
A52264	1857	21	East	East	NNP
A52264	1857	22	or	or	CC
A52264	1857	23	West	West	NNP
A52264	1857	24	.	.	.
A52264	1858	1	LEt	LEt	VBD
A52264	1858	2	ABCD	ABCD	NNP
A52264	1858	3	in	in	IN
A52264	1858	4	the	the	DT
A52264	1858	5	annexed	annex	VBN
A52264	1858	6	diagram	diagram	NN
A52264	1858	7	represent	represent	VBP
A52264	1858	8	the	the	DT
A52264	1858	9	Meridian	Meridian	NNP
A52264	1858	10	,	,	,
A52264	1858	11	BD	BD	NNP
A52264	1858	12	the	the	DT
A52264	1858	13	Horizon	Horizon	NNP
A52264	1858	14	,	,	,
A52264	1858	15	FG	FG	NNP
A52264	1858	16	the	the	DT
A52264	1858	17	Equator	Equator	NNP
A52264	1858	18	,	,	,
A52264	1858	19	HNK	HNK	NNP
A52264	1858	20	an	an	DT
A52264	1858	21	arch	arch	NN
A52264	1858	22	of	of	IN
A52264	1858	23	a	a	DT
A52264	1858	24	Meridian	Meridian	NNP
A52264	1858	25	,	,	,
A52264	1858	26	AC	AC	NNP
A52264	1858	27	the	the	DT
A52264	1858	28	Azimuth	Azimuth	NNP
A52264	1858	29	of	of	IN
A52264	1858	30	East	East	NNP
A52264	1858	31	and	and	CC
A52264	1858	32	West	West	NNP
A52264	1858	33	,	,	,
A52264	1858	34	or	or	CC
A52264	1858	35	first	first	JJ
A52264	1858	36	Verticall	Verticall	NNP
A52264	1858	37	,	,	,
A52264	1858	38	EM	EM	NNP
A52264	1858	39	,	,	,
A52264	1858	40	a	a	DT
A52264	1858	41	parallel	parallel	NN
A52264	1858	42	of	of	IN
A52264	1858	43	declination	declination	NN
A52264	1858	44	.	.	.
A52264	1859	1	Then	then	RB
A52264	1859	2	in	in	IN
A52264	1859	3	the	the	DT
A52264	1859	4	right	right	NN
A52264	1859	5	angled	angle	VBN
A52264	1859	6	sphericall	sphericall	NN
A52264	1859	7	triangle	triangle	NN
A52264	1859	8	AHN	AHN	NNP
A52264	1859	9	,	,	,
A52264	1859	10	we	-PRON-	PRP
A52264	1859	11	have	have	VBP
A52264	1859	12	known	know	VBN
A52264	1859	13	,	,	,
A52264	1859	14	1	1	CD
A52264	1859	15	The	the	DT
A52264	1859	16	perpendicular	perpendicular	JJ
A52264	1859	17	AH	ah	NN
A52264	1859	18	,	,	,
A52264	1859	19	the	the	DT
A52264	1859	20	complement	complement	NN
A52264	1859	21	of	of	IN
A52264	1859	22	the	the	DT
A52264	1859	23	Poles	Poles	NNPS
A52264	1859	24	elevation	elevation	NN
A52264	1859	25	,	,	,
A52264	1859	26	38	38	CD
A52264	1859	27	deg	deg	NN
A52264	1859	28	.	.	.
A52264	1860	1	47	47	CD
A52264	1860	2	mi	mi	NNP
A52264	1860	3	.	.	.
A52264	1861	1	2	2	CD
A52264	1861	2	The	the	DT
A52264	1861	3	hypothenusal	hypothenusal	NN
A52264	1861	4	HN	HN	NNP
A52264	1861	5	,	,	,
A52264	1861	6	the	the	DT
A52264	1861	7	complement	complement	NN
A52264	1861	8	of	of	IN
A52264	1861	9	the	the	DT
A52264	1861	10	Suns	Suns	NNP
A52264	1861	11	declination	declination	NN
A52264	1861	12	,	,	,
A52264	1861	13	69	69	CD
A52264	1861	14	deg	deg	NN
A52264	1861	15	.	.	.
A52264	1862	1	78	78	CD
A52264	1862	2	m.	m.	NN
A52264	1862	3	Hence	hence	RB
A52264	1862	4	the	the	DT
A52264	1862	5	angle	angle	NN
A52264	1862	6	AHN	ahn	NN
A52264	1862	7	may	may	MD
A52264	1862	8	be	be	VB
A52264	1862	9	found	find	VBN
A52264	1862	10	by	by	IN
A52264	1862	11	the	the	DT
A52264	1862	12	13	13	CD
A52264	1862	13	Case	case	NN
A52264	1862	14	of	of	IN
A52264	1862	15	right	right	JJ
A52264	1862	16	angled	angle	VBN
A52264	1862	17	sphericall	sphericall	NN
A52264	1862	18	triangles	triangle	NNS
A52264	1862	19	.	.	.
A52264	1863	1	As	as	IN
A52264	1863	2	the	the	DT
A52264	1863	3	Radius	Radius	NNP
A52264	1863	4	90	90	CD
A52264	1863	5	10,000000	10,000000	NNPS
A52264	1863	6	To	to	IN
A52264	1863	7	the	the	DT
A52264	1863	8	tangent	tangent	NN
A52264	1863	9	of	of	IN
A52264	1863	10	AH	AH	NNP
A52264	1863	11	38.47	38.47	CD
A52264	1863	12	.	.	.
A52264	1864	1	9.900138	9.900138	CD
A52264	1864	2	So	so	RB
A52264	1864	3	is	be	VBZ
A52264	1864	4	the	the	DT
A52264	1864	5	co	co	JJ
A52264	1864	6	-	-	JJ
A52264	1864	7	tangent	tangent	JJ
A52264	1864	8	HN	HN	NNP
A52264	1864	9	69.78	69.78	CD
A52264	1864	10	.	.	.
A52264	1865	1	9.566231	9.566231	CD
A52264	1865	2	To	to	IN
A52264	1865	3	the	the	DT
A52264	1865	4	co	co	NN
A52264	1865	5	-	-	NN
A52264	1865	6	sine	sine	NN
A52264	1865	7	of	of	IN
A52264	1865	8	AHN	AHN	NNP
A52264	1865	9	72.98	72.98	CD
A52264	1865	10	.	.	.
A52264	1866	1	9.466369	9.466369	CD
A52264	1866	2	Who	who	WP
A52264	1866	3	s	s	VBZ
A52264	1866	4	's	's	POS
A52264	1866	5	complement	complement	NN
A52264	1866	6	NHZ	NHZ	NNP
A52264	1866	7	17	17	CD
A52264	1866	8	degr	degr	NN
A52264	1866	9	.	.	.
A52264	1867	1	2	2	CD
A52264	1867	2	min	min	NNP
A52264	1867	3	.	.	.
A52264	1868	1	being	be	VBG
A52264	1868	2	converted	convert	VBN
A52264	1868	3	into	into	IN
A52264	1868	4	time	time	NN
A52264	1868	5	,	,	,
A52264	1868	6	giveth	giveth	VBZ
A52264	1868	7	one	one	CD
A52264	1868	8	houre	houre	NN
A52264	1868	9	,	,	,
A52264	1868	10	13	13	CD
A52264	1868	11	minutes	minute	NNS
A52264	1868	12	,	,	,
A52264	1868	13	or	or	CC
A52264	1868	14	centesmes	centesme	NNS
A52264	1868	15	of	of	IN
A52264	1868	16	an	an	DT
A52264	1868	17	hour	hour	NN
A52264	1868	18	,	,	,
A52264	1868	19	and	and	CC
A52264	1868	20	so	so	RB
A52264	1868	21	much	much	JJ
A52264	1868	22	is	be	VBZ
A52264	1868	23	it	-PRON-	PRP
A52264	1868	24	after	after	IN
A52264	1868	25	six	six	CD
A52264	1868	26	in	in	IN
A52264	1868	27	the	the	DT
A52264	1868	28	morning	morning	NN
A52264	1868	29	when	when	WRB
A52264	1868	30	the	the	DT
A52264	1868	31	Sun	Sun	NNP
A52264	1868	32	will	will	MD
A52264	1868	33	be	be	VB
A52264	1868	34	due	due	JJ
A52264	1868	35	East	East	NNP
A52264	1868	36	,	,	,
A52264	1868	37	and	and	CC
A52264	1868	38	before	before	IN
A52264	1868	39	six	six	CD
A52264	1868	40	at	at	IN
A52264	1868	41	night	night	NN
A52264	1868	42	,	,	,
A52264	1868	43	when	when	WRB
A52264	1868	44	he	-PRON-	PRP
A52264	1868	45	will	will	MD
A52264	1868	46	be	be	VB
A52264	1868	47	due	due	JJ
A52264	1868	48	West	West	NNP
A52264	1868	49	.	.	.
A52264	1869	1	Probl	probl	VB
A52264	1869	2	.	.	.
A52264	1870	1	8	8	LS
A52264	1870	2	.	.	.
A52264	1871	1	The	the	DT
A52264	1871	2	Latitude	Latitude	NNP
A52264	1871	3	of	of	IN
A52264	1871	4	the	the	DT
A52264	1871	5	place	place	NN
A52264	1871	6	and	and	CC
A52264	1871	7	Declination	declination	NN
A52264	1871	8	of	of	IN
A52264	1871	9	the	the	DT
A52264	1871	10	Sun	Sun	NNP
A52264	1871	11	given	give	VBN
A52264	1871	12	,	,	,
A52264	1871	13	to	to	TO
A52264	1871	14	finde	finde	VB
A52264	1871	15	his	-PRON-	PRP$
A52264	1871	16	Altitude	altitude	NN
A52264	1871	17	when	when	WRB
A52264	1871	18	he	-PRON-	PRP
A52264	1871	19	cometh	cometh	VBP
A52264	1871	20	to	to	TO
A52264	1871	21	be	be	VB
A52264	1871	22	due	due	JJ
A52264	1871	23	East	East	NNP
A52264	1871	24	or	or	CC
A52264	1871	25	west	west	NN
A52264	1871	26	.	.	.
A52264	1872	1	IN	in	IN
A52264	1872	2	the	the	DT
A52264	1872	3	right	right	NN
A52264	1872	4	angled	angle	VBN
A52264	1872	5	sphericall	sphericall	NN
A52264	1872	6	triangle	triangle	NN
A52264	1872	7	NQZ	NQZ	NNP
A52264	1872	8	of	of	IN
A52264	1872	9	the	the	DT
A52264	1872	10	last	last	JJ
A52264	1872	11	Diagram	Diagram	NNP
A52264	1872	12	,	,	,
A52264	1872	13	we	-PRON-	PRP
A52264	1872	14	have	have	VBP
A52264	1872	15	limited	limit	VBN
A52264	1872	16	.	.	.
A52264	1873	1	1	1	LS
A52264	1873	2	.	.	.
A52264	1874	1	The	the	DT
A52264	1874	2	perpendicular	perpendicular	JJ
A52264	1874	3	QN	QN	NNP
A52264	1874	4	,	,	,
A52264	1874	5	the	the	DT
A52264	1874	6	Suns	Suns	NNP
A52264	1874	7	declination	declination	NN
A52264	1874	8	.	.	.
A52264	1875	1	2	2	LS
A52264	1875	2	.	.	.
A52264	1876	1	The	the	DT
A52264	1876	2	angle	angle	NN
A52264	1876	3	at	at	IN
A52264	1876	4	the	the	DT
A52264	1876	5	base	base	NN
A52264	1876	6	NZQ	NZQ	NNP
A52264	1876	7	,	,	,
A52264	1876	8	the	the	DT
A52264	1876	9	Poles	Poles	NNPS
A52264	1876	10	elevation	elevation	VBP
A52264	1876	11	51	51	CD
A52264	1876	12	degr	degr	NN
A52264	1876	13	.	.	.
A52264	1877	1	53	53	CD
A52264	1877	2	min	min	NN
A52264	1877	3	.	.	.
A52264	1878	1	Hence	hence	RB
A52264	1878	2	to	to	TO
A52264	1878	3	finde	finde	VB
A52264	1878	4	the	the	DT
A52264	1878	5	hypothenusal	hypothenusal	NNP
A52264	1878	6	NZ	NZ	NNP
A52264	1878	7	,	,	,
A52264	1878	8	by	by	IN
A52264	1878	9	the	the	DT
A52264	1878	10	fift	fift	NN
A52264	1878	11	Case	case	NN
A52264	1878	12	of	of	IN
A52264	1878	13	right	right	JJ
A52264	1878	14	angled	angle	VBN
A52264	1878	15	sphericall	sphericall	NN
A52264	1878	16	Triangles	Triangles	NNP
A52264	1878	17	,	,	,
A52264	1878	18	the	the	DT
A52264	1878	19	proportion	proportion	NN
A52264	1878	20	is	be	VBZ
A52264	1878	21	;	;	:
A52264	1878	22	As	as	IN
A52264	1878	23	the	the	DT
A52264	1878	24	sine	sine	NN
A52264	1878	25	of	of	IN
A52264	1878	26	the	the	DT
A52264	1878	27	ang	ang	NNP
A52264	1878	28	.	.	.
A52264	1879	1	NZQ	NZQ	NNP
A52264	1879	2	51.53	51.53	CD
A52264	1879	3	.	.	.
A52264	1880	1	9.893725	9.893725	CD
A52264	1880	2	Is	be	VBZ
A52264	1880	3	to	to	IN
A52264	1880	4	the	the	DT
A52264	1880	5	Radius	Radius	NNP
A52264	1880	6	90	90	CD
A52264	1880	7	10.000000	10.000000	CD
A52264	1880	8	So	so	RB
A52264	1880	9	is	be	VBZ
A52264	1880	10	the	the	DT
A52264	1880	11	sine	sine	NN
A52264	1880	12	of	of	IN
A52264	1880	13	NQ	NQ	NNP
A52264	1880	14	20.22	20.22	CD
A52264	1880	15	.	.	.
A52264	1881	1	9.538606	9.538606	CD
A52264	1881	2	To	to	IN
A52264	1881	3	the	the	DT
A52264	1881	4	sine	sine	NN
A52264	1881	5	of	of	IN
A52264	1881	6	NZ	NZ	NNP
A52264	1881	7	26.20	26.20	CD
A52264	1881	8	.	.	.
A52264	1882	1	9.644881	9.644881	CD
A52264	1882	2	Probl	Probl	NNP
A52264	1882	3	.	.	.
A52264	1883	1	9	9	CD
A52264	1883	2	.	.	.
A52264	1884	1	The	the	DT
A52264	1884	2	Latitude	Latitude	NNP
A52264	1884	3	of	of	IN
A52264	1884	4	the	the	DT
A52264	1884	5	place	place	NN
A52264	1884	6	,	,	,
A52264	1884	7	and	and	CC
A52264	1884	8	Declination	declination	NN
A52264	1884	9	of	of	IN
A52264	1884	10	the	the	DT
A52264	1884	11	Sun	Sun	NNP
A52264	1884	12	given	give	VBN
A52264	1884	13	,	,	,
A52264	1884	14	to	to	TO
A52264	1884	15	finde	finde	VB
A52264	1884	16	the	the	DT
A52264	1884	17	Suns	Suns	NNPS
A52264	1884	18	Azimuth	Azimuth	NNP
A52264	1884	19	at	at	IN
A52264	1884	20	the	the	DT
A52264	1884	21	hour	hour	NN
A52264	1884	22	of	of	IN
A52264	1884	23	six	six	CD
A52264	1884	24	.	.	.
A52264	1885	1	IN	in	IN
A52264	1885	2	the	the	DT
A52264	1885	3	right	right	NN
A52264	1885	4	angled	angle	VBN
A52264	1885	5	sphericall	sphericall	NN
A52264	1885	6	triangle	triangle	NN
A52264	1885	7	AIH	aih	NN
A52264	1885	8	of	of	IN
A52264	1885	9	the	the	DT
A52264	1885	10	seventh	seventh	JJ
A52264	1885	11	Probleme	Probleme	NNP
A52264	1885	12	,	,	,
A52264	1885	13	we	-PRON-	PRP
A52264	1885	14	have	have	VBP
A52264	1885	15	known	know	VBN
A52264	1885	16	:	:	:
A52264	1885	17	1	1	CD
A52264	1885	18	.	.	.
A52264	1886	1	The	the	DT
A52264	1886	2	base	base	NN
A52264	1886	3	AH	ah	NN
A52264	1886	4	,	,	,
A52264	1886	5	the	the	DT
A52264	1886	6	complement	complement	NN
A52264	1886	7	of	of	IN
A52264	1886	8	the	the	DT
A52264	1886	9	Poles	Poles	NNPS
A52264	1886	10	elevation	elevation	VBP
A52264	1886	11	38	38	CD
A52264	1886	12	degr	degr	NN
A52264	1886	13	.	.	.
A52264	1887	1	47	47	CD
A52264	1887	2	min	min	NN
A52264	1887	3	.	.	.
A52264	1888	1	and	and	CC
A52264	1888	2	the	the	DT
A52264	1888	3	perpendicular	perpendicular	JJ
A52264	1888	4	IH	IH	NNP
A52264	1888	5	,	,	,
A52264	1888	6	the	the	DT
A52264	1888	7	complement	complement	NN
A52264	1888	8	of	of	IN
A52264	1888	9	the	the	DT
A52264	1888	10	Suns	Suns	NNPS
A52264	1888	11	declination	declination	NN
A52264	1888	12	69	69	CD
A52264	1888	13	degr	degr	NN
A52264	1888	14	.	.	.
A52264	1889	1	78	78	CD
A52264	1889	2	min	min	NN
A52264	1889	3	.	.	.
A52264	1890	1	Hence	hence	RB
A52264	1890	2	to	to	TO
A52264	1890	3	finde	finde	VB
A52264	1890	4	the	the	DT
A52264	1890	5	angle	angle	NN
A52264	1890	6	at	at	IN
A52264	1890	7	the	the	DT
A52264	1890	8	base	base	NN
A52264	1890	9	HAI	HAI	NNP
A52264	1890	10	the	the	DT
A52264	1890	11	suns	sun	NNS
A52264	1890	12	Azimuth	Azimuth	NNP
A52264	1890	13	at	at	IN
A52264	1890	14	the	the	DT
A52264	1890	15	houre	houre	NN
A52264	1890	16	of	of	IN
A52264	1890	17	six	six	CD
A52264	1890	18	,	,	,
A52264	1890	19	by	by	IN
A52264	1890	20	the	the	DT
A52264	1890	21	11	11	CD
A52264	1890	22	Case	case	NN
A52264	1890	23	of	of	IN
A52264	1890	24	right	right	JJ
A52264	1890	25	angled	angle	VBN
A52264	1890	26	spherical	spherical	JJ
A52264	1890	27	triangles	triangle	NNS
A52264	1890	28	,	,	,
A52264	1890	29	the	the	DT
A52264	1890	30	proportion	proportion	NN
A52264	1890	31	is	be	VBZ
A52264	1890	32	,	,	,
A52264	1890	33	As	as	IN
A52264	1890	34	the	the	DT
A52264	1890	35	Radius	Radius	NNP
A52264	1890	36	,	,	,
A52264	1890	37	90	90	CD
A52264	1890	38	10.000000	10.000000	CD
A52264	1890	39	To	to	IN
A52264	1890	40	the	the	DT
A52264	1890	41	sine	sine	NN
A52264	1890	42	of	of	IN
A52264	1890	43	AH	AH	NNP
A52264	1890	44	,	,	,
A52264	1890	45	38.47	38.47	CD
A52264	1890	46	9.793863	9.793863	CD
A52264	1890	47	So	so	IN
A52264	1890	48	the	the	DT
A52264	1890	49	co	co	JJ
A52264	1890	50	-	-	NN
A52264	1890	51	tangent	tangent	NN
A52264	1890	52	of	of	IN
A52264	1890	53	HI	HI	NNP
A52264	1890	54	,	,	,
A52264	1890	55	69.78	69.78	CD
A52264	1890	56	9.566231	9.566231	CD
A52264	1890	57	To	to	IN
A52264	1890	58	the	the	DT
A52264	1890	59	co	co	NN
A52264	1890	60	-	-	NN
A52264	1890	61	tangent	tangent	NN
A52264	1890	62	of	of	IN
A52264	1890	63	HAI	HAI	NNP
A52264	1890	64	,	,	,
A52264	1890	65	77	77	CD
A52264	1890	66	.	.	.
A52264	1891	1	9.360094	9.360094	CD
A52264	1891	2	Probl	Probl	NNP
A52264	1891	3	.	.	.
A52264	1892	1	10	10	CD
A52264	1892	2	.	.	.
A52264	1893	1	The	the	DT
A52264	1893	2	Poles	Poles	NNPS
A52264	1893	3	elevation	elevation	NN
A52264	1893	4	,	,	,
A52264	1893	5	with	with	IN
A52264	1893	6	the	the	DT
A52264	1893	7	Suns	Suns	NNPS
A52264	1893	8	Altitude	Altitude	NNP
A52264	1893	9	and	and	CC
A52264	1893	10	Declination	Declination	NNP
A52264	1893	11	given	give	VBN
A52264	1893	12	,	,	,
A52264	1893	13	to	to	TO
A52264	1893	14	finde	finde	VB
A52264	1893	15	the	the	DT
A52264	1893	16	Suns	Suns	NNPS
A52264	1893	17	Azimuth	Azimuth	NNP
A52264	1893	18	.	.	.
A52264	1894	1	IN	in	IN
A52264	1894	2	the	the	DT
A52264	1894	3	oblique	oblique	NN
A52264	1894	4	angled	angle	VBN
A52264	1894	5	Spherical	spherical	JJ
A52264	1894	6	triangle	triangle	NN
A52264	1894	7	AHS	AHS	NNP
A52264	1894	8	,	,	,
A52264	1894	9	in	in	IN
A52264	1894	10	the	the	DT
A52264	1894	11	Diagram	Diagram	NNP
A52264	1894	12	of	of	IN
A52264	1894	13	the	the	DT
A52264	1894	14	seventh	seventh	JJ
A52264	1894	15	Probleme	Probleme	NNP
A52264	1894	16	,	,	,
A52264	1894	17	we	-PRON-	PRP
A52264	1894	18	have	have	VBP
A52264	1894	19	known	know	VBN
A52264	1894	20	,	,	,
A52264	1894	21	the	the	DT
A52264	1894	22	side	side	NN
A52264	1894	23	AH	AH	NNP
A52264	1894	24	,	,	,
A52264	1894	25	the	the	DT
A52264	1894	26	complement	complement	NN
A52264	1894	27	of	of	IN
A52264	1894	28	the	the	DT
A52264	1894	29	Poles	Poles	NNPS
A52264	1894	30	elevation	elevation	NN
A52264	1894	31	,	,	,
A52264	1894	32	38	38	CD
A52264	1894	33	deg	deg	NN
A52264	1894	34	.	.	.
A52264	1895	1	47	47	CD
A52264	1895	2	min	min	NN
A52264	1895	3	.	.	.
A52264	1896	1	HS	HS	NNP
A52264	1896	2	,	,	,
A52264	1896	3	the	the	DT
A52264	1896	4	complement	complement	NN
A52264	1896	5	of	of	IN
A52264	1896	6	the	the	DT
A52264	1896	7	Suns	Suns	NNP
A52264	1896	8	declination	declination	NN
A52264	1896	9	,	,	,
A52264	1896	10	74	74	CD
A52264	1896	11	deg	deg	NN
A52264	1896	12	.	.	.
A52264	1897	1	83	83	CD
A52264	1897	2	min	min	NN
A52264	1897	3	.	.	.
A52264	1898	1	And	and	CC
A52264	1898	2	the	the	DT
A52264	1898	3	side	side	NN
A52264	1898	4	SA	SA	NNP
A52264	1898	5	,	,	,
A52264	1898	6	the	the	DT
A52264	1898	7	complement	complement	NN
A52264	1898	8	of	of	IN
A52264	1898	9	the	the	DT
A52264	1898	10	Suns	Suns	NNPS
A52264	1898	11	altitude	altitude	NN
A52264	1898	12	,	,	,
A52264	1898	13	57	57	CD
A52264	1898	14	deg	deg	NN
A52264	1898	15	.	.	.
A52264	1899	1	53	53	CD
A52264	1899	2	min	min	NNP
A52264	1899	3	,	,	,
A52264	1899	4	to	to	TO
A52264	1899	5	finde	finde	VB
A52264	1899	6	the	the	DT
A52264	1899	7	angle	angle	NN
A52264	1899	8	SAH	sah	NN
A52264	1899	9	:	:	:
A52264	1899	10	Now	now	RB
A52264	1899	11	then	then	RB
A52264	1899	12	,	,	,
A52264	1899	13	by	by	IN
A52264	1899	14	the	the	DT
A52264	1899	15	11	11	CD
A52264	1899	16	Case	Case	NNP
A52264	1899	17	of	of	IN
A52264	1899	18	Oblique	Oblique	NNP
A52264	1899	19	angled	angle	VBD
A52264	1899	20	Sphericall	Sphericall	NNP
A52264	1899	21	Triangles	Triangles	NNP
A52264	1899	22	,	,	,
A52264	1899	23	I	-PRON-	PRP
A52264	1899	24	work	work	VBP
A52264	1899	25	as	as	IN
A52264	1899	26	is	be	VBZ
A52264	1899	27	there	there	RB
A52264	1899	28	directed	direct	VBN
A52264	1899	29	.	.	.
A52264	1900	1	SH	SH	NNP
A52264	1900	2	,	,	,
A52264	1900	3	74.83	74.83	CD
A52264	1900	4	    	    	_SP
A52264	1900	5	HA	HA	NNP
A52264	1900	6	,	,	,
A52264	1900	7	38,47	38,47	CD
A52264	1900	8	9.793863	9.793863	CD
A52264	1900	9	  	  	_SP
A52264	1900	10	SA	SA	NNP
A52264	1900	11	,	,	,
A52264	1900	12	57.53	57.53	CD
A52264	1900	13	9	9	CD
A52264	1900	14	.	.	.
A52264	1901	1	9	9	CD
A52264	1901	2	●	●	CD
A52264	1901	3	6174	6174	CD
A52264	1901	4	      	      	_SP
A52264	1901	5	Summe	Summe	NNP
A52264	1901	6	of	of	IN
A52264	1901	7	the	the	DT
A52264	1901	8	sides	side	NNS
A52264	1901	9	170.83	170.83	CD
A52264	1901	10	19.720037	19.720037	CD
A52264	1901	11	Halfe	halfe	NN
A52264	1901	12	summe	summe	NN
A52264	1901	13	85	85	CD
A52264	1901	14	.	.	.
A52264	1902	1	41	41	CD
A52264	1902	2	.	.	.
A52264	1903	1	50	50	CD
A52264	1903	2	        	        	_SP
A52264	1903	3	Dif	Dif	NNP
A52264	1903	4	.	.	.
A52264	1904	1	of	of	IN
A52264	1904	2	HA	HA	NNP
A52264	1904	3	&	&	CC
A52264	1904	4	half	half	NN
A52264	1904	5	sum	sum	NN
A52264	1904	6	,	,	,
A52264	1904	7	46.91.50	46.91.50	NNP
A52264	1904	8	9.863737	9.863737	CD
A52264	1904	9	Dif	Dif	NNP
A52264	1904	10	.	.	.
A52264	1905	1	of	of	IN
A52264	1905	2	SA	SA	NNP
A52264	1905	3	&	&	CC
A52264	1905	4	half	half	NN
A52264	1905	5	sum	sum	NN
A52264	1905	6	,	,	,
A52264	1905	7	27.88.50	27.88.50	CD
A52264	1905	8	9.669990	9.669990	CD
A52264	1905	9	The	the	DT
A52264	1905	10	doubled	doubled	JJ
A52264	1905	11	Radius	Radius	NNP
A52264	1905	12	  	  	_SP
A52264	1905	13	20.000000	20.000000	CD
A52264	1905	14	        	        	_SP
A52264	1905	15	Their	-PRON-	PRP$
A52264	1905	16	summe	summe	NN
A52264	1905	17	39.533727	39.533727	CD
A52264	1905	18	From	from	IN
A52264	1905	19	whence	whence	NN
A52264	1905	20	substract	substract	NN
A52264	1905	21	  	  	_SP
A52264	1905	22	19.720037	19.720037	CD
A52264	1905	23	There	there	EX
A52264	1905	24	rests	rest	VBZ
A52264	1905	25	  	  	_SP
A52264	1905	26	19.813690	19.813690	CD
A52264	1905	27	The	the	DT
A52264	1905	28	halfe	halfe	NN
A52264	1905	29	whereof	whereof	IN
A52264	1905	30	  	  	_SP
A52264	1905	31	9.906845	9.906845	CD
A52264	1905	32	Is	be	VBZ
A52264	1905	33	the	the	DT
A52264	1905	34	sine	sine	NN
A52264	1905	35	of	of	IN
A52264	1905	36	53	53	CD
A52264	1905	37	deg	deg	NN
A52264	1905	38	.	.	.
A52264	1906	1	80	80	CD
A52264	1906	2	min	min	NN
A52264	1906	3	.	.	.
A52264	1907	1	which	which	WDT
A52264	1907	2	doubled	double	VBD
A52264	1907	3	is	be	VBZ
A52264	1907	4	107	107	CD
A52264	1907	5	deg	deg	NN
A52264	1907	6	.	.	.
A52264	1908	1	60	60	CD
A52264	1908	2	min	min	NN
A52264	1908	3	.	.	.
A52264	1909	1	the	the	DT
A52264	1909	2	Suns	Suns	NNPS
A52264	1909	3	Azimuth	Azimuth	NNP
A52264	1909	4	from	from	IN
A52264	1909	5	the	the	DT
A52264	1909	6	north	north	NN
A52264	1909	7	,	,	,
A52264	1909	8	and	and	CC
A52264	1909	9	72	72	CD
A52264	1909	10	deg	deg	NN
A52264	1909	11	.	.	.
A52264	1910	1	40	40	CD
A52264	1910	2	min	min	NN
A52264	1910	3	.	.	.
A52264	1911	1	the	the	DT
A52264	1911	2	complement	complement	NN
A52264	1911	3	thereof	thereof	RB
A52264	1911	4	to	to	IN
A52264	1911	5	a	a	DT
A52264	1911	6	Semicircle	Semicircle	NNP
A52264	1911	7	is	be	VBZ
A52264	1911	8	the	the	DT
A52264	1911	9	Suns	Suns	NNPS
A52264	1911	10	Azimuth	Azimuth	NNP
A52264	1911	11	from	from	IN
A52264	1911	12	the	the	DT
A52264	1911	13	South	South	NNP
A52264	1911	14	.	.	.
A52264	1912	1	CHAP	CHAP	NNP
A52264	1912	2	.	.	.
A52264	1913	1	II	ii	CD
A52264	1913	2	.	.	.
A52264	1914	1	THE	the	DT
A52264	1914	2	ART	art	NN
A52264	1914	3	OF	of	IN
A52264	1914	4	SHADOWS	SHADOWS	NNP
A52264	1914	5	:	:	:
A52264	1914	6	Commonly	commonly	RB
A52264	1914	7	called	call	VBN
A52264	1914	8	DIALLING	dialling	NN
A52264	1914	9	.	.	.
A52264	1915	1	Plainly	plainly	RB
A52264	1915	2	shewing	shew	VBG
A52264	1915	3	out	out	IN
A52264	1915	4	of	of	IN
A52264	1915	5	the	the	DT
A52264	1915	6	Sphere	Sphere	NNP
A52264	1915	7	,	,	,
A52264	1915	8	the	the	DT
A52264	1915	9	true	true	JJ
A52264	1915	10	ground	ground	NN
A52264	1915	11	and	and	CC
A52264	1915	12	reason	reason	NN
A52264	1915	13	of	of	IN
A52264	1915	14	making	make	VBG
A52264	1915	15	all	all	DT
A52264	1915	16	kinde	kinde	NNP
A52264	1915	17	of	of	IN
A52264	1915	18	Dials	Dials	NNPS
A52264	1915	19	that	that	WDT
A52264	1915	20	any	any	DT
A52264	1915	21	plain	plain	NN
A52264	1915	22	is	be	VBZ
A52264	1915	23	capable	capable	JJ
A52264	1915	24	of	of	IN
A52264	1915	25	.	.	.
A52264	1916	1	Problem	problem	NN
A52264	1916	2	1	1	CD
A52264	1916	3	.	.	.
A52264	1917	1	How	how	WRB
A52264	1917	2	to	to	TO
A52264	1917	3	divide	divide	VB
A52264	1917	4	diverse	diverse	JJ
A52264	1917	5	lines	line	NNS
A52264	1917	6	,	,	,
A52264	1917	7	and	and	CC
A52264	1917	8	make	make	VB
A52264	1917	9	a	a	DT
A52264	1917	10	Chord	Chord	NNP
A52264	1917	11	to	to	IN
A52264	1917	12	any	any	DT
A52264	1917	13	proportion	proportion	NN
A52264	1917	14	given	give	VBN
A52264	1917	15	.	.	.
A52264	1918	1	FOrasmuch	forasmuch	NN
A52264	1918	2	as	as	IN
A52264	1918	3	there	there	EX
A52264	1918	4	is	be	VBZ
A52264	1918	5	continuall	continuall	NN
A52264	1918	6	use	use	NN
A52264	1918	7	both	both	DT
A52264	1918	8	of	of	IN
A52264	1918	9	Scales	Scales	NNPS
A52264	1918	10	and	and	CC
A52264	1918	11	Chords	Chords	NNPS
A52264	1918	12	in	in	IN
A52264	1918	13	drawing	draw	VBG
A52264	1918	14	the	the	DT
A52264	1918	15	Scheams	Scheams	NNP
A52264	1918	16	and	and	CC
A52264	1918	17	Dials	Dials	NNPS
A52264	1918	18	following	following	NN
A52264	1918	19	,	,	,
A52264	1918	20	it	-PRON-	PRP
A52264	1918	21	will	will	MD
A52264	1918	22	be	be	VB
A52264	1918	23	necessary	necessary	JJ
A52264	1918	24	first	first	RB
A52264	1918	25	to	to	TO
A52264	1918	26	shew	shew	VB
A52264	1918	27	the	the	DT
A52264	1918	28	making	making	NN
A52264	1918	29	of	of	IN
A52264	1918	30	them	-PRON-	PRP
A52264	1918	31	,	,	,
A52264	1918	32	that	that	IN
A52264	1918	33	such	such	JJ
A52264	1918	34	as	as	IN
A52264	1918	35	can	can	MD
A52264	1918	36	not	not	RB
A52264	1918	37	have	have	VB
A52264	1918	38	the	the	DT
A52264	1918	39	benefit	benefit	NN
A52264	1918	40	of	of	IN
A52264	1918	41	the	the	DT
A52264	1918	42	skilful	skilful	JJ
A52264	1918	43	artificers	artificer	NNS
A52264	1918	44	labour	labour	NN
A52264	1918	45	,	,	,
A52264	1918	46	may	may	MD
A52264	1918	47	by	by	IN
A52264	1918	48	their	-PRON-	PRP$
A52264	1918	49	own	own	JJ
A52264	1918	50	pains	pain	NNS
A52264	1918	51	supply	supply	NN
A52264	1918	52	that	that	WDT
A52264	1918	53	defect	defect	VBP
A52264	1918	54	.	.	.
A52264	1919	1	Draw	draw	VB
A52264	1919	2	therefore	therefore	RB
A52264	1919	3	upon	upon	IN
A52264	1919	4	a	a	DT
A52264	1919	5	piece	piece	NN
A52264	1919	6	of	of	IN
A52264	1919	7	paper	paper	NN
A52264	1919	8	or	or	CC
A52264	1919	9	pastboard	pastboard	VB
A52264	1919	10	a	a	DT
A52264	1919	11	streight	streight	JJ
A52264	1919	12	line	line	NN
A52264	1919	13	of	of	IN
A52264	1919	14	what	what	WP
A52264	1919	15	length	length	NN
A52264	1919	16	you	-PRON-	PRP
A52264	1919	17	please	please	UH
A52264	1919	18	,	,	,
A52264	1919	19	divide	divide	VB
A52264	1919	20	this	this	DT
A52264	1919	21	line	line	NN
A52264	1919	22	into	into	IN
A52264	1919	23	10	10	CD
A52264	1919	24	equal	equal	JJ
A52264	1919	25	parts	part	NNS
A52264	1919	26	,	,	,
A52264	1919	27	and	and	CC
A52264	1919	28	each	each	DT
A52264	1919	29	10	10	CD
A52264	1919	30	into	into	IN
A52264	1919	31	10	10	CD
A52264	1919	32	more	more	JJR
A52264	1919	33	,	,	,
A52264	1919	34	so	so	RB
A52264	1919	35	is	be	VBZ
A52264	1919	36	your	-PRON-	PRP$
A52264	1919	37	line	line	NN
A52264	1919	38	divided	divide	VBN
A52264	1919	39	into	into	IN
A52264	1919	40	100	100	CD
A52264	1919	41	equal	equal	JJ
A52264	1919	42	parts	part	NNS
A52264	1919	43	,	,	,
A52264	1919	44	by	by	IN
A52264	1919	45	help	help	NN
A52264	1919	46	where	where	WRB
A52264	1919	47	of	of	IN
A52264	1919	48	a	a	DT
A52264	1919	49	line	line	NN
A52264	1919	50	of	of	IN
A52264	1919	51	Chords	Chords	NNPS
A52264	1919	52	to	to	IN
A52264	1919	53	any	any	DT
A52264	1919	54	proportion	proportion	NN
A52264	1919	55	may	may	MD
A52264	1919	56	be	be	VB
A52264	1919	57	thus	thus	RB
A52264	1919	58	made	make	VBN
A52264	1919	59	.	.	.
A52264	1920	1	First	first	RB
A52264	1920	2	,	,	,
A52264	1920	3	prepare	prepare	VB
A52264	1920	4	a	a	DT
A52264	1920	5	Table	table	NN
A52264	1920	6	,	,	,
A52264	1920	7	therein	therein	RB
A52264	1920	8	set	set	VBN
A52264	1920	9	down	down	RP
A52264	1920	10	the	the	DT
A52264	1920	11	degrees	degree	NNS
A52264	1920	12	,	,	,
A52264	1920	13	halves	half	NNS
A52264	1920	14	,	,	,
A52264	1920	15	and	and	CC
A52264	1920	16	quarters	quarter	NNS
A52264	1920	17	,	,	,
A52264	1920	18	if	if	IN
A52264	1920	19	you	-PRON-	PRP
A52264	1920	20	please	please	VBP
A52264	1920	21	,	,	,
A52264	1920	22	from	from	IN
A52264	1920	23	one	one	CD
A52264	1920	24	to	to	IN
A52264	1920	25	90	90	CD
A52264	1920	26	.	.	.
A52264	1921	1	Unto	unto	IN
A52264	1921	2	each	each	DT
A52264	1921	3	degree	degree	NN
A52264	1921	4	and	and	CC
A52264	1921	5	part	part	NN
A52264	1921	6	of	of	IN
A52264	1921	7	a	a	DT
A52264	1921	8	degree	degree	NN
A52264	1921	9	joyn	joyn	NN
A52264	1921	10	the	the	DT
A52264	1921	11	Chord	Chord	NNP
A52264	1921	12	proper	proper	JJ
A52264	1921	13	to	to	IN
A52264	1921	14	it	-PRON-	PRP
A52264	1921	15	,	,	,
A52264	1921	16	which	which	WDT
A52264	1921	17	is	be	VBZ
A52264	1921	18	the	the	DT
A52264	1921	19	naturall	naturall	JJ
A52264	1921	20	sine	sine	NN
A52264	1921	21	of	of	IN
A52264	1921	22	halfe	halfe	NN
A52264	1921	23	the	the	DT
A52264	1921	24	arch	arch	NN
A52264	1921	25	doubled	double	VBD
A52264	1921	26	,	,	,
A52264	1921	27	by	by	IN
A52264	1921	28	the	the	DT
A52264	1921	29	19th	19th	NN
A52264	1921	30	.	.	.
A52264	1922	1	of	of	IN
A52264	1922	2	the	the	DT
A52264	1922	3	second	second	JJ
A52264	1922	4	of	of	IN
A52264	1922	5	the	the	DT
A52264	1922	6	first	first	JJ
A52264	1922	7	part	part	NN
A52264	1922	8	:	:	:
A52264	1922	9	if	if	IN
A52264	1922	10	you	-PRON-	PRP
A52264	1922	11	double	double	VBP
A52264	1922	12	then	then	RB
A52264	1922	13	the	the	DT
A52264	1922	14	naturall	naturall	NN
A52264	1922	15	sines	sin	VBZ
A52264	1922	16	of	of	IN
A52264	1922	17	5	5	CD
A52264	1922	18	.	.	.
A52264	1923	1	10	10	CD
A52264	1923	2	.	.	.
A52264	1924	1	20	20	CD
A52264	1924	2	.	.	.
A52264	1925	1	30	30	CD
A52264	1925	2	.	.	.
A52264	1925	3	degrees	degree	NNS
A52264	1925	4	,	,	,
A52264	1925	5	you	-PRON-	PRP
A52264	1925	6	shall	shall	MD
A52264	1925	7	produce	produce	VB
A52264	1925	8	the	the	DT
A52264	1925	9	Chords	Chords	NNPS
A52264	1925	10	of	of	IN
A52264	1925	11	10	10	CD
A52264	1925	12	.	.	.
A52264	1926	1	20	20	CD
A52264	1926	2	.	.	.
A52264	1927	1	40	40	CD
A52264	1927	2	.	.	.
A52264	1928	1	60	60	CD
A52264	1928	2	.	.	.
A52264	1928	3	degrees	degree	NNS
A52264	1928	4	:	:	:
A52264	1928	5	Thus	thus	RB
A52264	1928	6	17364	17364	CD
A52264	1928	7	the	the	DT
A52264	1928	8	sine	sine	NN
A52264	1928	9	of	of	IN
A52264	1928	10	10	10	CD
A52264	1928	11	de	de	NN
A52264	1928	12	.	.	.
A52264	1929	1	being	be	VBG
A52264	1929	2	doubled	double	VBN
A52264	1929	3	,	,	,
A52264	1929	4	the	the	DT
A52264	1929	5	sum	sum	NN
A52264	1929	6	will	will	MD
A52264	1929	7	be	be	VB
A52264	1929	8	34	34	CD
A52264	1929	9	●	●	SYM
A52264	1929	10	28	28	CD
A52264	1929	11	,	,	,
A52264	1929	12	the	the	DT
A52264	1929	13	Chord	Chord	NNP
A52264	1929	14	of	of	IN
A52264	1929	15	20	20	CD
A52264	1929	16	deg	deg	NN
A52264	1929	17	.	.	.
A52264	1930	1	and	and	CC
A52264	1930	2	so	so	RB
A52264	1930	3	of	of	IN
A52264	1930	4	the	the	DT
A52264	1930	5	rest	rest	NN
A52264	1930	6	as	as	IN
A52264	1930	7	in	in	IN
A52264	1930	8	the	the	DT
A52264	1930	9	Table	table	NN
A52264	1930	10	following	following	NN
A52264	1930	11	.	.	.
A52264	1931	1	De	De	NNP
A52264	1931	2	Chord	Chord	NNP
A52264	1931	3	1	1	CD
A52264	1931	4	17	17	CD
A52264	1931	5	2	2	CD
A52264	1931	6	35	35	CD
A52264	1931	7	3	3	CD
A52264	1931	8	52	52	CD
A52264	1931	9	4	4	CD
A52264	1931	10	70	70	CD
A52264	1931	11	5	5	CD
A52264	1931	12	87	87	CD
A52264	1931	13	6	6	CD
A52264	1931	14	105	105	CD
A52264	1931	15	7	7	CD
A52264	1931	16	122	122	CD
A52264	1931	17	8	8	CD
A52264	1931	18	139	139	CD
A52264	1931	19	9	9	CD
A52264	1931	20	157	157	CD
A52264	1931	21	10	10	CD
A52264	1931	22	175	175	CD
A52264	1931	23	11	11	CD
A52264	1931	24	192	192	CD
A52264	1931	25	12	12	CD
A52264	1931	26	209	209	CD
A52264	1931	27	13	13	CD
A52264	1931	28	226	226	CD
A52264	1931	29	14	14	CD
A52264	1931	30	244	244	CD
A52264	1931	31	15	15	CD
A52264	1931	32	261	261	CD
A52264	1931	33	16	16	CD
A52264	1931	34	278	278	CD
A52264	1931	35	17	17	CD
A52264	1931	36	296	296	CD
A52264	1931	37	18	18	CD
A52264	1931	38	313	313	CD
A52264	1931	39	19	19	CD
A52264	1931	40	330	330	CD
A52264	1931	41	20	20	CD
A52264	1931	42	347	347	CD
A52264	1931	43	21	21	CD
A52264	1931	44	364	364	CD
A52264	1931	45	22	22	CD
A52264	1931	46	382	382	CD
A52264	1931	47	23	23	CD
A52264	1931	48	398	398	CD
A52264	1931	49	24	24	CD
A52264	1931	50	416	416	CD
A52264	1931	51	25	25	CD
A52264	1931	52	432	432	CD
A52264	1931	53	26	26	CD
A52264	1931	54	450	450	CD
A52264	1931	55	27	27	CD
A52264	1931	56	466	466	CD
A52264	1931	57	28	28	CD
A52264	1931	58	384	384	CD
A52264	1931	59	29	29	CD
A52264	1931	60	501	501	CD
A52264	1931	61	30	30	CD
A52264	1931	62	●	●	SYM
A52264	1931	63	18	18	CD
A52264	1931	64	31	31	CD
A52264	1931	65	534	534	CD
A52264	1931	66	32	32	CD
A52264	1931	67	551	551	CD
A52264	1931	68	33	33	CD
A52264	1931	69	568	568	CD
A52264	1931	70	34	34	CD
A52264	1931	71	585	585	CD
A52264	1931	72	35	35	CD
A52264	1931	73	601	601	CD
A52264	1931	74	36	36	CD
A52264	1931	75	618	618	CD
A52264	1931	76	37	37	CD
A52264	1931	77	635	635	CD
A52264	1931	78	38	38	CD
A52264	1931	79	651	651	CD
A52264	1931	80	39	39	CD
A52264	1931	81	668	668	CD
A52264	1931	82	40	40	CD
A52264	1931	83	684	684	CD
A52264	1931	84	41	41	CD
A52264	1931	85	700	700	CD
A52264	1931	86	42	42	CD
A52264	1931	87	717	717	CD
A52264	1931	88	43	43	CD
A52264	1931	89	733	733	CD
A52264	1931	90	44	44	CD
A52264	1931	91	749	749	CD
A52264	1931	92	45	45	CD
A52264	1931	93	765	765	CD
A52264	1931	94	44	44	CD
A52264	1931	95	781	781	CD
A52264	1931	96	47	47	CD
A52264	1931	97	797	797	CD
A52264	1931	98	48	48	CD
A52264	1931	99	813	813	CD
A52264	1931	100	49	49	CD
A52264	1931	101	830	830	CD
A52264	1931	102	50	50	CD
A52264	1931	103	845	845	CD
A52264	1931	104	51	51	CD
A52264	1931	105	861	861	CD
A52264	1931	106	52	52	CD
A52264	1931	107	876	876	CD
A52264	1931	108	53	53	CD
A52264	1931	109	892	892	CD
A52264	1931	110	54	54	CD
A52264	1931	111	908	908	CD
A52264	1931	112	55	55	CD
A52264	1931	113	923	923	CD
A52264	1931	114	56	56	CD
A52264	1931	115	939	939	CD
A52264	1931	116	57	57	CD
A52264	1931	117	954	954	CD
A52264	1931	118	58	58	CD
A52264	1931	119	970	970	CD
A52264	1931	120	59	59	CD
A52264	1931	121	984	984	CD
A52264	1931	122	60	60	CD
A52264	1931	123	1000	1000	CD
A52264	1931	124	61	61	CD
A52264	1931	125	1015	1015	CD
A52264	1931	126	62	62	CD
A52264	1931	127	1030	1030	CD
A52264	1931	128	63	63	CD
A52264	1931	129	1045	1045	CD
A52264	1931	130	64	64	CD
A52264	1931	131	1060	1060	CD
A52264	1931	132	65	65	CD
A52264	1931	133	1074	1074	CD
A52264	1931	134	66	66	CD
A52264	1931	135	1089	1089	CD
A52264	1931	136	67	67	CD
A52264	1931	137	1104	1104	CD
A52264	1931	138	68	68	CD
A52264	1931	139	1118	1118	CD
A52264	1931	140	69	69	CD
A52264	1931	141	1133	1133	CD
A52264	1931	142	70	70	CD
A52264	1931	143	1147	1147	CD
A52264	1931	144	71	71	CD
A52264	1931	145	1161	1161	CD
A52264	1931	146	72	72	CD
A52264	1931	147	1176	1176	CD
A52264	1931	148	73	73	CD
A52264	1931	149	1190	1190	CD
A52264	1931	150	74	74	CD
A52264	1931	151	1204	1204	CD
A52264	1931	152	75	75	CD
A52264	1931	153	1217	1217	CD
A52264	1931	154	76	76	CD
A52264	1931	155	1231	1231	CD
A52264	1931	156	77	77	CD
A52264	1931	157	1245	1245	CD
A52264	1931	158	78	78	CD
A52264	1931	159	1259	1259	CD
A52264	1931	160	79	79	CD
A52264	1931	161	1273	1273	CD
A52264	1931	162	80	80	CD
A52264	1931	163	1286	1286	CD
A52264	1931	164	81	81	CD
A52264	1931	165	1299	1299	CD
A52264	1931	166	82	82	CD
A52264	1931	167	1312	1312	CD
A52264	1931	168	83	83	CD
A52264	1931	169	1325	1325	CD
A52264	1931	170	84	84	CD
A52264	1931	171	1338	1338	CD
A52264	1931	172	85	85	CD
A52264	1931	173	1351	1351	CD
A52264	1931	174	86	86	CD
A52264	1931	175	1364	1364	CD
A52264	1931	176	87	87	CD
A52264	1931	177	1377	1377	CD
A52264	1931	178	88	88	CD
A52264	1931	179	1389	1389	CD
A52264	1931	180	89	89	CD
A52264	1931	181	1402	1402	CD
A52264	1931	182	90	90	CD
A52264	1931	183	1414	1414	CD
A52264	1931	184	This	this	DT
A52264	1931	185	done	do	VBN
A52264	1931	186	,	,	,
A52264	1931	187	proportion	proportion	NN
A52264	1931	188	the	the	DT
A52264	1931	189	Radius	Radius	NNP
A52264	1931	190	of	of	IN
A52264	1931	191	a	a	DT
A52264	1931	192	circle	circle	NN
A52264	1931	193	to	to	IN
A52264	1931	194	what	what	WDT
A52264	1931	195	extent	extent	NN
A52264	1931	196	you	-PRON-	PRP
A52264	1931	197	please	please	UH
A52264	1931	198	,	,	,
A52264	1931	199	make	make	VB
A52264	1931	200	AB	AB	NNP
A52264	1931	201	equal	equal	JJ
A52264	1931	202	thereto	thereto	NN
A52264	1931	203	,	,	,
A52264	1931	204	in	in	IN
A52264	1931	205	the	the	DT
A52264	1931	206	middle	middle	JJ
A52264	1931	207	whereof	whereof	NNP
A52264	1931	208	,	,	,
A52264	1931	209	as	as	IN
A52264	1931	210	in	in	IN
A52264	1931	211	C	C	NNP
A52264	1931	212	,	,	,
A52264	1931	213	erect	erect	VB
A52264	1931	214	the	the	DT
A52264	1931	215	perpendicular	perpendicular	JJ
A52264	1931	216	CD	CD	NNP
A52264	1931	217	,	,	,
A52264	1931	218	and	and	CC
A52264	1931	219	draw	draw	VB
A52264	1931	220	the	the	DT
A52264	1931	221	lines	line	NNS
A52264	1931	222	AD	ad	NN
A52264	1931	223	and	and	CC
A52264	1931	224	BD	BD	NNP
A52264	1931	225	,	,	,
A52264	1931	226	equal	equal	JJ
A52264	1931	227	in	in	IN
A52264	1931	228	length	length	NN
A52264	1931	229	to	to	IN
A52264	1931	230	your	-PRON-	PRP$
A52264	1931	231	line	line	NN
A52264	1931	232	of	of	IN
A52264	1931	233	equal	equal	JJ
A52264	1931	234	parts	part	NNS
A52264	1931	235	,	,	,
A52264	1931	236	so	so	RB
A52264	1931	237	have	have	VBP
A52264	1931	238	you	-PRON-	PRP
A52264	1931	239	made	make	VBN
A52264	1931	240	an	an	DT
A52264	1931	241	equiangled	equiangle	VBN
A52264	1931	242	Triangle	Triangle	NNP
A52264	1931	243	,	,	,
A52264	1931	244	by	by	IN
A52264	1931	245	help	help	NN
A52264	1931	246	whereof	whereof	NNP
A52264	1931	247	and	and	CC
A52264	1931	248	the	the	DT
A52264	1931	249	Table	table	NN
A52264	1931	250	aforesaid	aforesaid	VBD
A52264	1931	251	,	,	,
A52264	1931	252	the	the	DT
A52264	1931	253	Chord	Chord	NNP
A52264	1931	254	of	of	IN
A52264	1931	255	any	any	DT
A52264	1931	256	arch	arch	NN
A52264	1931	257	proportionable	proportionable	NN
A52264	1931	258	to	to	IN
A52264	1931	259	this	this	DT
A52264	1931	260	Radius	Radius	NNP
A52264	1931	261	may	may	MD
A52264	1931	262	speedily	speedily	RB
A52264	1931	263	be	be	VB
A52264	1931	264	obtained	obtain	VBN
A52264	1931	265	.	.	.
A52264	1932	1	As	as	IN
A52264	1932	2	for	for	IN
A52264	1932	3	example	example	NN
A52264	1932	4	.	.	.
A52264	1933	1	Let	let	VB
A52264	1933	2	there	there	EX
A52264	1933	3	be	be	VB
A52264	1933	4	required	require	VBN
A52264	1933	5	the	the	DT
A52264	1933	6	Chord	Chord	NNP
A52264	1933	7	of	of	IN
A52264	1933	8	30	30	CD
A52264	1933	9	deg	deg	NN
A52264	1933	10	.	.	.
A52264	1934	1	the	the	DT
A52264	1934	2	number	number	NN
A52264	1934	3	in	in	IN
A52264	1934	4	the	the	DT
A52264	1934	5	Table	table	NN
A52264	1934	6	answering	answer	VBG
A52264	1934	7	to	to	IN
A52264	1934	8	this	this	DT
A52264	1934	9	arke	arke	NN
A52264	1934	10	is	be	VBZ
A52264	1934	11	518	518	CD
A52264	1934	12	,	,	,
A52264	1934	13	or	or	CC
A52264	1934	14	in	in	IN
A52264	1934	15	proportion	proportion	NN
A52264	1934	16	to	to	IN
A52264	1934	17	this	this	DT
A52264	1934	18	Scale	Scale	NNP
A52264	1934	19	52	52	CD
A52264	1934	20	almost	almost	RB
A52264	1934	21	,	,	,
A52264	1934	22	I	-PRON-	PRP
A52264	1934	23	take	take	VBP
A52264	1934	24	therefore	therefore	RB
A52264	1934	25	52	52	CD
A52264	1934	26	from	from	IN
A52264	1934	27	the	the	DT
A52264	1934	28	Scale	scale	NN
A52264	1934	29	of	of	IN
A52264	1934	30	equal	equal	JJ
A52264	1934	31	parts	part	NNS
A52264	1934	32	,	,	,
A52264	1934	33	and	and	CC
A52264	1934	34	set	set	VBD
A52264	1934	35	them	-PRON-	PRP
A52264	1934	36	from	from	IN
A52264	1934	37	D	d	NN
A52264	1934	38	to	to	IN
A52264	1934	39	E	e	NN
A52264	1934	40	and	and	CC
A52264	1934	41	F	f	NN
A52264	1934	42	,	,	,
A52264	1934	43	and	and	CC
A52264	1934	44	draw	draw	VB
A52264	1934	45	the	the	DT
A52264	1934	46	line	line	NN
A52264	1934	47	EF	EF	NNP
A52264	1934	48	,	,	,
A52264	1934	49	which	which	WDT
A52264	1934	50	is	be	VBZ
A52264	1934	51	the	the	DT
A52264	1934	52	Chord	Chord	NNP
A52264	1934	53	desired	desire	VBN
A52264	1934	54	.	.	.
A52264	1935	1	Thus	thus	RB
A52264	1935	2	may	may	MD
A52264	1935	3	you	-PRON-	PRP
A52264	1935	4	finde	finde	VB
A52264	1935	5	the	the	DT
A52264	1935	6	Chord	Chord	NNP
A52264	1935	7	of	of	IN
A52264	1935	8	any	any	DT
A52264	1935	9	other	other	JJ
A52264	1935	10	arch	arch	NN
A52264	1935	11	agreeable	agreeable	NN
A52264	1935	12	to	to	IN
A52264	1935	13	this	this	DT
A52264	1935	14	Radius	Radius	NNP
A52264	1935	15	.	.	.
A52264	1936	1	Or	or	CC
A52264	1936	2	if	if	IN
A52264	1936	3	your	-PRON-	PRP$
A52264	1936	4	Radius	radius	NN
A52264	1936	5	be	be	VB
A52264	1936	6	either	either	DT
A52264	1936	7	of	of	IN
A52264	1936	8	a	a	DT
A52264	1936	9	greater	great	JJR
A52264	1936	10	or	or	CC
A52264	1936	11	lesser	less	JJR
A52264	1936	12	extent	extent	NN
A52264	1936	13	,	,	,
A52264	1936	14	if	if	IN
A52264	1936	15	you	-PRON-	PRP
A52264	1936	16	make	make	VBP
A52264	1936	17	the	the	DT
A52264	1936	18	base	base	NN
A52264	1936	19	of	of	IN
A52264	1936	20	your	-PRON-	PRP$
A52264	1936	21	Triangle	Triangle	NNP
A52264	1936	22	AB	AB	NNP
A52264	1936	23	equal	equal	JJ
A52264	1936	24	thereunto	thereunto	NNS
A52264	1936	25	,	,	,
A52264	1936	26	you	-PRON-	PRP
A52264	1936	27	may	may	MD
A52264	1936	28	in	in	IN
A52264	1936	29	like	like	UH
A52264	1936	30	manner	manner	NN
A52264	1936	31	finde	finde	IN
A52264	1936	32	the	the	DT
A52264	1936	33	Chord	Chord	NNP
A52264	1936	34	of	of	IN
A52264	1936	35	any	any	DT
A52264	1936	36	arch	arch	NN
A52264	1936	37	agreeable	agreeable	NN
A52264	1936	38	to	to	IN
A52264	1936	39	any	any	DT
A52264	1936	40	Radius	Radius	NNP
A52264	1936	41	given	give	VBN
A52264	1936	42	.	.	.
A52264	1937	1	Only	only	RB
A52264	1937	2	remember	remember	VB
A52264	1937	3	that	that	IN
A52264	1937	4	if	if	IN
A52264	1937	5	the	the	DT
A52264	1937	6	Chord	Chord	NNP
A52264	1937	7	of	of	IN
A52264	1937	8	the	the	DT
A52264	1937	9	arch	arch	NN
A52264	1937	10	desired	desire	VBN
A52264	1937	11	exceed	exceed	VBP
A52264	1937	12	60	60	CD
A52264	1937	13	deg	deg	NN
A52264	1937	14	.	.	.
A52264	1938	1	the	the	DT
A52264	1938	2	sides	side	NNS
A52264	1938	3	of	of	IN
A52264	1938	4	the	the	DT
A52264	1938	5	Triangle	Triangle	NNP
A52264	1938	6	AD	AD	NNP
A52264	1938	7	and	and	CC
A52264	1938	8	DB	DB	NNP
A52264	1938	9	must	must	MD
A52264	1938	10	be	be	VB
A52264	1938	11	continued	continue	VBN
A52264	1938	12	from	from	IN
A52264	1938	13	A	a	NN
A52264	1938	14	and	and	CC
A52264	1938	15	B	b	NN
A52264	1938	16	as	as	RB
A52264	1938	17	far	far	RB
A52264	1938	18	as	as	IN
A52264	1938	19	need	need	NN
A52264	1938	20	shall	shall	MD
A52264	1938	21	require	require	VB
A52264	1938	22	.	.	.
A52264	1939	1	In	in	IN
A52264	1939	2	this	this	DT
A52264	1939	3	manner	manner	NN
A52264	1939	4	is	be	VBZ
A52264	1939	5	made	make	VBN
A52264	1939	6	the	the	DT
A52264	1939	7	line	line	NN
A52264	1939	8	of	of	IN
A52264	1939	9	Chords	Chords	NNPS
A52264	1939	10	adjoyning	adjoyning	NN
A52264	1939	11	,	,	,
A52264	1939	12	answerable	answerable	JJ
A52264	1939	13	to	to	IN
A52264	1939	14	the	the	DT
A52264	1939	15	Radius	Radius	NNP
A52264	1939	16	of	of	IN
A52264	1939	17	the	the	DT
A52264	1939	18	Fundamental	Fundamental	NNP
A52264	1939	19	Scheme	Scheme	NNP
A52264	1939	20	.	.	.
A52264	1940	1	And	and	CC
A52264	1940	2	in	in	IN
A52264	1940	3	this	this	DT
A52264	1940	4	manner	manner	NN
A52264	1940	5	may	may	MD
A52264	1940	6	you	-PRON-	PRP
A52264	1940	7	finde	finde	VB
A52264	1940	8	the	the	DT
A52264	1940	9	Sine	Sine	NNP
A52264	1940	10	,	,	,
A52264	1940	11	Tangent	Tangent	NNP
A52264	1940	12	or	or	CC
A52264	1940	13	Secant	Secant	NNP
A52264	1940	14	of	of	IN
A52264	1940	15	any	any	DT
A52264	1940	16	arch	arch	JJ
A52264	1940	17	proportionable	proportionable	NN
A52264	1940	18	to	to	IN
A52264	1940	19	any	any	DT
A52264	1940	20	Radius	Radius	NNP
A52264	1940	21	,	,	,
A52264	1940	22	by	by	IN
A52264	1940	23	help	help	NN
A52264	1940	24	of	of	IN
A52264	1940	25	the	the	DT
A52264	1940	26	Canon	Canon	NNP
A52264	1940	27	of	of	IN
A52264	1940	28	Naturall	Naturall	NNP
A52264	1940	29	Sines	Sines	NNPS
A52264	1940	30	,	,	,
A52264	1940	31	Tangents	Tangents	NNP
A52264	1940	32	and	and	CC
A52264	1940	33	Secants	Secants	NNP
A52264	1940	34	,	,	,
A52264	1940	35	and	and	CC
A52264	1940	36	the	the	DT
A52264	1940	37	aforesaid	aforesaid	JJ
A52264	1940	38	Scale	Scale	NNP
A52264	1940	39	of	of	IN
A52264	1940	40	equall	equall	NN
A52264	1940	41	parts	part	NNS
A52264	1940	42	,	,	,
A52264	1940	43	as	as	IN
A52264	1940	44	by	by	IN
A52264	1940	45	example	example	NN
A52264	1940	46	may	may	MD
A52264	1940	47	more	more	RBR
A52264	1940	48	plainly	plainly	RB
A52264	1940	49	appear	appear	VB
A52264	1940	50	.	.	.
A52264	1941	1	Let	let	VB
A52264	1941	2	there	there	EX
A52264	1941	3	be	be	VB
A52264	1941	4	required	require	VBN
A52264	1941	5	the	the	DT
A52264	1941	6	sine	sine	NN
A52264	1941	7	of	of	IN
A52264	1941	8	44	44	CD
A52264	1941	9	degrees	degree	NNS
A52264	1941	10	in	in	IN
A52264	1941	11	the	the	DT
A52264	1941	12	table	table	NN
A52264	1941	13	of	of	IN
A52264	1941	14	natural	natural	JJ
A52264	1941	15	sines	sine	NNS
A52264	1941	16	,	,	,
A52264	1941	17	the	the	DT
A52264	1941	18	number	number	NN
A52264	1941	19	answering	answer	VBG
A52264	1941	20	to	to	IN
A52264	1941	21	44	44	CD
A52264	1941	22	degrees	degree	NNS
A52264	1941	23	is	be	VBZ
A52264	1941	24	694	694	CD
A52264	1941	25	.	.	.
A52264	1942	1	I	-PRON-	PRP
A52264	1942	2	take	take	VBP
A52264	1942	3	therefore	therefore	RB
A52264	1942	4	with	with	IN
A52264	1942	5	my	-PRON-	PRP$
A52264	1942	6	compasses	compass	NNS
A52264	1942	7	69	69	CD
A52264	1942	8	from	from	IN
A52264	1942	9	my	-PRON-	PRP$
A52264	1942	10	Scale	scale	NN
A52264	1942	11	of	of	IN
A52264	1942	12	equal	equal	JJ
A52264	1942	13	parts	part	NNS
A52264	1942	14	,	,	,
A52264	1942	15	and	and	CC
A52264	1942	16	set	set	VBD
A52264	1942	17	them	-PRON-	PRP
A52264	1942	18	from	from	IN
A52264	1942	19	D	d	NN
A52264	1942	20	to	to	IN
A52264	1942	21	G	g	NN
A52264	1942	22	and	and	CC
A52264	1942	23	H	h	NN
A52264	1942	24	;	;	:
A52264	1942	25	so	so	RB
A52264	1942	26	is	be	VBZ
A52264	1942	27	the	the	DT
A52264	1942	28	line	line	NN
A52264	1942	29	GH	GH	NNP
A52264	1942	30	the	the	DT
A52264	1942	31	sine	sine	NN
A52264	1942	32	of	of	IN
A52264	1942	33	44	44	CD
A52264	1942	34	degrees	degree	NNS
A52264	1942	35	,	,	,
A52264	1942	36	where	where	WRB
A52264	1942	37	the	the	DT
A52264	1942	38	Radius	Radius	NNP
A52264	1942	39	of	of	IN
A52264	1942	40	the	the	DT
A52264	1942	41	circle	circle	NN
A52264	1942	42	is	be	VBZ
A52264	1942	43	AB	AB	NNP
A52264	1942	44	.	.	.
A52264	1943	1	Again	again	RB
A52264	1943	2	,	,	,
A52264	1943	3	if	if	IN
A52264	1943	4	there	there	EX
A52264	1943	5	were	be	VBD
A52264	1943	6	required	require	VBN
A52264	1943	7	the	the	DT
A52264	1943	8	tangent	tangent	NN
A52264	1943	9	of	of	IN
A52264	1943	10	44	44	CD
A52264	1943	11	degrees	degree	NNS
A52264	1943	12	,	,	,
A52264	1943	13	the	the	DT
A52264	1943	14	number	number	NN
A52264	1943	15	in	in	IN
A52264	1943	16	the	the	DT
A52264	1943	17	table	table	NN
A52264	1943	18	is	be	VBZ
A52264	1943	19	965	965	CD
A52264	1943	20	;	;	:
A52264	1943	21	and	and	CC
A52264	1943	22	therefore	therefore	RB
A52264	1943	23	96	96	CD
A52264	1943	24	set	set	NN
A52264	1943	25	from	from	IN
A52264	1943	26	D	d	NN
A52264	1943	27	to	to	IN
A52264	1943	28	K	K	NNP
A52264	1943	29	and	and	CC
A52264	1943	30	L	L	NNP
A52264	1943	31	shall	shall	MD
A52264	1943	32	give	give	VB
A52264	1943	33	the	the	DT
A52264	1943	34	tangent	tangent	NN
A52264	1943	35	required	require	VBN
A52264	1943	36	;	;	:
A52264	1943	37	and	and	CC
A52264	1943	38	so	so	RB
A52264	1943	39	for	for	IN
A52264	1943	40	any	any	DT
A52264	1943	41	other	other	JJ
A52264	1943	42	.	.	.
A52264	1944	1	Your	-PRON-	PRP$
A52264	1944	2	Scales	Scales	NNP
A52264	1944	3	being	be	VBG
A52264	1944	4	thus	thus	RB
A52264	1944	5	prepared	prepare	VBN
A52264	1944	6	for	for	IN
A52264	1944	7	the	the	DT
A52264	1944	8	Mechanicall	Mechanicall	NNP
A52264	1944	9	part	part	NN
A52264	1944	10	,	,	,
A52264	1944	11	we	-PRON-	PRP
A52264	1944	12	will	will	MD
A52264	1944	13	now	now	RB
A52264	1944	14	shew	shew	VB
A52264	1944	15	you	-PRON-	PRP
A52264	1944	16	how	how	WRB
A52264	1944	17	to	to	TO
A52264	1944	18	project	project	VB
A52264	1944	19	the	the	DT
A52264	1944	20	Sphere	Sphere	NNP
A52264	1944	21	in	in	IN
A52264	1944	22	plano	plano	NN
A52264	1944	23	,	,	,
A52264	1944	24	and	and	CC
A52264	1944	25	so	so	RB
A52264	1944	26	proceed	proceed	VB
A52264	1944	27	to	to	IN
A52264	1944	28	the	the	DT
A52264	1944	29	arithmeticall	arithmeticall	NN
A52264	1944	30	work	work	NN
A52264	1944	31	.	.	.
A52264	1945	1	Probl	probl	VB
A52264	1945	2	.	.	.
A52264	1946	1	2	2	LS
A52264	1946	2	.	.	.
A52264	1947	1	The	the	DT
A52264	1947	2	explanation	explanation	NN
A52264	1947	3	and	and	CC
A52264	1947	4	making	making	NN
A52264	1947	5	of	of	IN
A52264	1947	6	the	the	DT
A52264	1947	7	fundamental	fundamental	JJ
A52264	1947	8	Diagram	Diagram	NNP
A52264	1947	9	.	.	.
A52264	1948	1	THis	this	DT
A52264	1948	2	Scheme	scheme	NN
A52264	1948	3	representeth	representeth	VBP
A52264	1948	4	to	to	IN
A52264	1948	5	the	the	DT
A52264	1948	6	eye	eye	NN
A52264	1948	7	the	the	DT
A52264	1948	8	true	true	JJ
A52264	1948	9	and	and	CC
A52264	1948	10	natural	natural	JJ
A52264	1948	11	situation	situation	NN
A52264	1948	12	of	of	IN
A52264	1948	13	those	those	DT
A52264	1948	14	circles	circle	NNS
A52264	1948	15	of	of	IN
A52264	1948	16	the	the	DT
A52264	1948	17	Sphere	Sphere	NNP
A52264	1948	18	,	,	,
A52264	1948	19	whereof	whereof	NNP
A52264	1948	20	we	-PRON-	PRP
A52264	1948	21	shall	shall	MD
A52264	1948	22	have	have	VB
A52264	1948	23	use	use	NN
A52264	1948	24	in	in	IN
A52264	1948	25	the	the	DT
A52264	1948	26	description	description	NN
A52264	1948	27	of	of	IN
A52264	1948	28	such	such	JJ
A52264	1948	29	sorts	sort	NNS
A52264	1948	30	of	of	IN
A52264	1948	31	Dials	Dials	NNPS
A52264	1948	32	as	as	IN
A52264	1948	33	any	any	DT
A52264	1948	34	flat	flat	JJ
A52264	1948	35	or	or	CC
A52264	1948	36	plane	plane	NN
A52264	1948	37	is	be	VBZ
A52264	1948	38	capable	capable	JJ
A52264	1948	39	of	of	IN
A52264	1948	40	.	.	.
A52264	1949	1	It	-PRON-	PRP
A52264	1949	2	is	be	VBZ
A52264	1949	3	therefore	therefore	RB
A52264	1949	4	necessary	necessary	JJ
A52264	1949	5	first	first	RB
A52264	1949	6	to	to	TO
A52264	1949	7	explain	explain	VB
A52264	1949	8	that	that	DT
A52264	1949	9	,	,	,
A52264	1949	10	and	and	CC
A52264	1949	11	the	the	DT
A52264	1949	12	making	making	NN
A52264	1949	13	thereof	thereof	RB
A52264	1949	14	,	,	,
A52264	1949	15	that	that	IN
A52264	1949	16	the	the	DT
A52264	1949	17	Symetry	Symetry	NNP
A52264	1949	18	of	of	IN
A52264	1949	19	the	the	DT
A52264	1949	20	Scheme	Scheme	NNP
A52264	1949	21	with	with	IN
A52264	1949	22	the	the	DT
A52264	1949	23	Globe	Globe	NNP
A52264	1949	24	being	be	VBG
A52264	1949	25	well	well	RB
A52264	1949	26	understood	understand	VBN
A52264	1949	27	,	,	,
A52264	1949	28	the	the	DT
A52264	1949	29	representation	representation	NN
A52264	1949	30	of	of	IN
A52264	1949	31	every	every	DT
A52264	1949	32	plane	plane	NN
A52264	1949	33	therein	therein	RB
A52264	1949	34	may	may	MD
A52264	1949	35	be	be	VB
A52264	1949	36	the	the	DT
A52264	1949	37	better	well	JJR
A52264	1949	38	conceived	conceive	VBN
A52264	1949	39	.	.	.
A52264	1950	1	Suppose	suppose	VB
A52264	1950	2	then	then	RB
A52264	1950	3	that	that	IN
A52264	1950	4	the	the	DT
A52264	1950	5	Globe	Globe	NNP
A52264	1950	6	elevated	elevate	VBD
A52264	1950	7	to	to	IN
A52264	1950	8	the	the	DT
A52264	1950	9	height	height	NN
A52264	1950	10	of	of	IN
A52264	1950	11	the	the	DT
A52264	1950	12	Pole	Pole	NNP
A52264	1950	13	be	be	VB
A52264	1950	14	prest	pr	JJS
A52264	1950	15	flat	flat	RB
A52264	1950	16	down	down	RB
A52264	1950	17	into	into	IN
A52264	1950	18	the	the	DT
A52264	1950	19	plane	plane	NN
A52264	1950	20	of	of	IN
A52264	1950	21	the	the	DT
A52264	1950	22	Horizon	Horizon	NNP
A52264	1950	23	,	,	,
A52264	1950	24	then	then	RB
A52264	1950	25	will	will	MD
A52264	1950	26	the	the	DT
A52264	1950	27	outward	outward	JJ
A52264	1950	28	circle	circle	NN
A52264	1950	29	or	or	CC
A52264	1950	30	limbe	limbe	NN
A52264	1950	31	of	of	IN
A52264	1950	32	this	this	DT
A52264	1950	33	Scheme	Scheme	NNP
A52264	1950	34	NESW	NESW	NNP
A52264	1950	35	represent	represent	VBP
A52264	1950	36	that	that	IN
A52264	1950	37	Horizon	Horizon	NNP
A52264	1950	38	,	,	,
A52264	1950	39	and	and	CC
A52264	1950	40	all	all	PDT
A52264	1950	41	the	the	DT
A52264	1950	42	circles	circle	NNS
A52264	1950	43	contained	contain	VBN
A52264	1950	44	in	in	IN
A52264	1950	45	the	the	DT
A52264	1950	46	upper	upper	JJ
A52264	1950	47	Hemisphere	Hemisphere	NNP
A52264	1950	48	of	of	IN
A52264	1950	49	the	the	DT
A52264	1950	50	Globe	Globe	NNP
A52264	1950	51	may	may	MD
A52264	1950	52	artificially	artificially	RB
A52264	1950	53	be	be	VB
A52264	1950	54	contrived	contrive	VBN
A52264	1950	55	,	,	,
A52264	1950	56	and	and	CC
A52264	1950	57	represented	represent	VBN
A52264	1950	58	thereon	thereon	NN
A52264	1950	59	,	,	,
A52264	1950	60	as	as	IN
A52264	1950	61	Azimuths	Azimuths	NNP
A52264	1950	62	,	,	,
A52264	1950	63	Almicanters	Almicanters	NNPS
A52264	1950	64	,	,	,
A52264	1950	65	Meridians	Meridians	NNPS
A52264	1950	66	,	,	,
A52264	1950	67	Parallels	Parallels	NNPS
A52264	1950	68	,	,	,
A52264	1950	69	Equator	equator	NN
A52264	1950	70	,	,	,
A52264	1950	71	Tropicks	Tropicks	NNP
A52264	1950	72	,	,	,
A52264	1950	73	circles	circle	NNS
A52264	1950	74	of	of	IN
A52264	1950	75	position	position	NN
A52264	1950	76	,	,	,
A52264	1950	77	and	and	CC
A52264	1950	78	such	such	JJ
A52264	1950	79	like	like	IN
A52264	1950	80	,	,	,
A52264	1950	81	the	the	DT
A52264	1950	82	which	which	WDT
A52264	1950	83	in	in	IN
A52264	1950	84	this	this	DT
A52264	1950	85	Diagram	Diagram	NNP
A52264	1950	86	are	be	VBP
A52264	1950	87	thus	thus	RB
A52264	1950	88	distinguished	distinguish	VBN
A52264	1950	89	.	.	.
A52264	1951	1	The	the	DT
A52264	1951	2	letter	letter	NN
A52264	1951	3	Z	z	NN
A52264	1951	4	represents	represent	VBZ
A52264	1951	5	the	the	DT
A52264	1951	6	Zenith	Zenith	NNP
A52264	1951	7	of	of	IN
A52264	1951	8	the	the	DT
A52264	1951	9	place	place	NN
A52264	1951	10	,	,	,
A52264	1951	11	and	and	CC
A52264	1951	12	the	the	DT
A52264	1951	13	center	center	NN
A52264	1951	14	of	of	IN
A52264	1951	15	the	the	DT
A52264	1951	16	horizontal	horizontal	JJ
A52264	1951	17	circle	circle	NN
A52264	1951	18	,	,	,
A52264	1951	19	NZS	NZS	NNP
A52264	1951	20	represents	represent	VBZ
A52264	1951	21	the	the	DT
A52264	1951	22	meridian	meridian	NN
A52264	1951	23	,	,	,
A52264	1951	24	P	p	NN
A52264	1951	25	the	the	DT
A52264	1951	26	pole	pole	NN
A52264	1951	27	of	of	IN
A52264	1951	28	the	the	DT
A52264	1951	29	world	world	NN
A52264	1951	30	elevated	elevate	VBN
A52264	1951	31	above	above	IN
A52264	1951	32	the	the	DT
A52264	1951	33	North	North	NNP
A52264	1951	34	part	part	NN
A52264	1951	35	of	of	IN
A52264	1951	36	the	the	DT
A52264	1951	37	Horizon	Horizon	NNP
A52264	1951	38	N	N	NNP
A52264	1951	39	here	here	RB
A52264	1951	40	at	at	IN
A52264	1951	41	London	London	NNP
A52264	1951	42	,	,	,
A52264	1951	43	51	51	CD
A52264	1951	44	degrees	degree	NNS
A52264	1951	45	53	53	CD
A52264	1951	46	minutes	minute	NNS
A52264	1951	47	,	,	,
A52264	1951	48	or	or	CC
A52264	1951	49	centesmes	centesme	NNS
A52264	1951	50	of	of	IN
A52264	1951	51	a	a	DT
A52264	1951	52	degree	degree	NN
A52264	1951	53	,	,	,
A52264	1951	54	the	the	DT
A52264	1951	55	complement	complement	NN
A52264	1951	56	whereof	whereof	NNP
A52264	1951	57	PZ	PZ	NNP
A52264	1951	58	38	38	CD
A52264	1951	59	degrees	degree	NNS
A52264	1951	60	,	,	,
A52264	1951	61	47	47	CD
A52264	1951	62	minutes	minute	NNS
A52264	1951	63	,	,	,
A52264	1951	64	and	and	CC
A52264	1951	65	the	the	DT
A52264	1951	66	distance	distance	NN
A52264	1951	67	between	between	IN
A52264	1951	68	the	the	DT
A52264	1951	69	Pole	Pole	NNP
A52264	1951	70	and	and	CC
A52264	1951	71	the	the	DT
A52264	1951	72	Zenith	Zenith	NNP
A52264	1951	73	;	;	:
A52264	1951	74	EZW	EZW	NNP
A52264	1951	75	is	be	VBZ
A52264	1951	76	the	the	DT
A52264	1951	77	prime	prime	JJ
A52264	1951	78	vertical	vertical	JJ
A52264	1951	79	,	,	,
A52264	1951	80	DZG	DZG	NNP
A52264	1951	81	and	and	CC
A52264	1951	82	CZV	CZV	NNP
A52264	1951	83	any	any	DT
A52264	1951	84	other	other	JJ
A52264	1951	85	intermediate	intermediate	JJ
A52264	1951	86	Azimuths	azimuth	NNS
A52264	1951	87	,	,	,
A52264	1951	88	NOS	NOS	NNP
A52264	1951	89	a	a	DT
A52264	1951	90	circle	circle	NN
A52264	1951	91	of	of	IN
A52264	1951	92	position	position	NN
A52264	1951	93	,	,	,
A52264	1951	94	EKW	EKW	NNP
A52264	1951	95	the	the	DT
A52264	1951	96	Equator	equator	NN
A52264	1951	97	,	,	,
A52264	1951	98	the	the	DT
A52264	1951	99	distance	distance	NN
A52264	1951	100	whereof	whereof	VBD
A52264	1951	101	from	from	IN
A52264	1951	102	Z	Z	NNP
A52264	1951	103	is	be	VBZ
A52264	1951	104	equal	equal	JJ
A52264	1951	105	to	to	IN
A52264	1951	106	PN	PN	NNP
A52264	1951	107	,	,	,
A52264	1951	108	the	the	DT
A52264	1951	109	height	height	NN
A52264	1951	110	of	of	IN
A52264	1951	111	the	the	DT
A52264	1951	112	Pole	Pole	NNP
A52264	1951	113	,	,	,
A52264	1951	114	or	or	CC
A52264	1951	115	from	from	IN
A52264	1951	116	S	S	NNP
A52264	1951	117	equal	equal	JJ
A52264	1951	118	to	to	IN
A52264	1951	119	PZ	PZ	NNP
A52264	1951	120	,	,	,
A52264	1951	121	the	the	DT
A52264	1951	122	complement	complement	NN
A52264	1951	123	thereof	thereof	RB
A52264	1951	124	,	,	,
A52264	1951	125	HBQX	HBQX	NNP
A52264	1951	126	the	the	DT
A52264	1951	127	Tropick	Tropick	NNP
A52264	1951	128	or	or	CC
A52264	1951	129	parallel	parallel	NN
A52264	1951	130	of	of	IN
A52264	1951	131	Cancer	Cancer	NNP
A52264	1951	132	,	,	,
A52264	1951	133	LFM	LFM	NNP
A52264	1951	134	,	,	,
A52264	1951	135	the	the	DT
A52264	1951	136	Tropique	Tropique	NNP
A52264	1951	137	of	of	IN
A52264	1951	138	Capricorn	Capricorn	NNP
A52264	1951	139	,	,	,
A52264	1951	140	the	the	DT
A52264	1951	141	rest	rest	NN
A52264	1951	142	of	of	IN
A52264	1951	143	the	the	DT
A52264	1951	144	circles	circle	NNS
A52264	1951	145	intersecting	intersect	VBG
A52264	1951	146	each	each	DT
A52264	1951	147	other	other	JJ
A52264	1951	148	in	in	IN
A52264	1951	149	the	the	DT
A52264	1951	150	point	point	NN
A52264	1951	151	P	p	NN
A52264	1951	152	,	,	,
A52264	1951	153	are	be	VBP
A52264	1951	154	the	the	DT
A52264	1951	155	meridians	meridian	NNS
A52264	1951	156	or	or	CC
A52264	1951	157	hour	hour	NN
A52264	1951	158	-	-	HYPH
A52264	1951	159	circles	circle	NNS
A52264	1951	160	,	,	,
A52264	1951	161	cutting	cut	VBG
A52264	1951	162	the	the	DT
A52264	1951	163	Horizon	Horizon	NNP
A52264	1951	164	and	and	CC
A52264	1951	165	other	other	JJ
A52264	1951	166	circles	circle	NNS
A52264	1951	167	of	of	IN
A52264	1951	168	this	this	DT
A52264	1951	169	Diagram	Diagram	NNP
A52264	1951	170	in	in	IN
A52264	1951	171	such	such	JJ
A52264	1951	172	manner	manner	NN
A52264	1951	173	as	as	IN
A52264	1951	174	they	-PRON-	PRP
A52264	1951	175	do	do	VBP
A52264	1951	176	in	in	IN
A52264	1951	177	the	the	DT
A52264	1951	178	Globe	Globe	NNP
A52264	1951	179	itself	-PRON-	PRP
A52264	1951	180	.	.	.
A52264	1952	1	Amongst	amongst	IN
A52264	1952	2	these	these	DT
A52264	1952	3	the	the	DT
A52264	1952	4	Azimuths	azimuth	NNS
A52264	1952	5	onely	onely	RB
A52264	1952	6	in	in	IN
A52264	1952	7	this	this	DT
A52264	1952	8	projection	projection	NN
A52264	1952	9	become	become	VBP
A52264	1952	10	streight	streight	JJ
A52264	1952	11	lines	line	NNS
A52264	1952	12	,	,	,
A52264	1952	13	all	all	PDT
A52264	1952	14	the	the	DT
A52264	1952	15	rest	rest	NN
A52264	1952	16	remain	remain	VBP
A52264	1952	17	circles	circle	NNS
A52264	1952	18	,	,	,
A52264	1952	19	and	and	CC
A52264	1952	20	are	be	VBP
A52264	1952	21	greater	great	JJR
A52264	1952	22	or	or	CC
A52264	1952	23	lesser	less	JJR
A52264	1952	24	,	,	,
A52264	1952	25	according	accord	VBG
A52264	1952	26	to	to	IN
A52264	1952	27	their	-PRON-	PRP$
A52264	1952	28	natural	natural	JJ
A52264	1952	29	situation	situation	NN
A52264	1952	30	in	in	IN
A52264	1952	31	the	the	DT
A52264	1952	32	Globe	Globe	NNP
A52264	1952	33	,	,	,
A52264	1952	34	and	and	CC
A52264	1952	35	may	may	MD
A52264	1952	36	be	be	VB
A52264	1952	37	thus	thus	RB
A52264	1952	38	described	describe	VBN
A52264	1952	39	.	.	.
A52264	1953	1	Open	open	VB
A52264	1953	2	your	-PRON-	PRP$
A52264	1953	3	compasses	compass	NNS
A52264	1953	4	to	to	IN
A52264	1953	5	the	the	DT
A52264	1953	6	extent	extent	NN
A52264	1953	7	of	of	IN
A52264	1953	8	the	the	DT
A52264	1953	9	line	line	NN
A52264	1953	10	AB	ab	NN
A52264	1953	11	in	in	IN
A52264	1953	12	the	the	DT
A52264	1953	13	former	former	JJ
A52264	1953	14	Probleme	Probleme	NNP
A52264	1953	15	,	,	,
A52264	1953	16	(	(	-LRB-
A52264	1953	17	or	or	CC
A52264	1953	18	to	to	IN
A52264	1953	19	any	any	DT
A52264	1953	20	other	other	JJ
A52264	1953	21	extent	extent	NN
A52264	1953	22	you	-PRON-	PRP
A52264	1953	23	please	please	VBP
A52264	1953	24	)	)	-RRB-
A52264	1953	25	with	with	IN
A52264	1953	26	that	that	DT
A52264	1953	27	Radius	Radius	NNP
A52264	1953	28	,	,	,
A52264	1953	29	or	or	CC
A52264	1953	30	Semidiameter	Semidiameter	NNP
A52264	1953	31	describe	describe	VB
A52264	1953	32	the	the	DT
A52264	1953	33	horizontal	horizontal	JJ
A52264	1953	34	circle	circle	NN
A52264	1953	35	NESW	NESW	NNP
A52264	1953	36	,	,	,
A52264	1953	37	crosse	crosse	VB
A52264	1953	38	it	-PRON-	PRP
A52264	1953	39	at	at	IN
A52264	1953	40	right	right	JJ
A52264	1953	41	angles	angle	NNS
A52264	1953	42	in	in	IN
A52264	1953	43	Z	z	NN
A52264	1953	44	with	with	IN
A52264	1953	45	the	the	DT
A52264	1953	46	lines	line	NNS
A52264	1953	47	NZS	NZS	NNP
A52264	1953	48	and	and	CC
A52264	1953	49	EZW	EZW	NNP
A52264	1953	50	.	.	.
A52264	1954	1	That	that	DT
A52264	1954	2	done	do	VBN
A52264	1954	3	,	,	,
A52264	1954	4	seek	seek	VB
A52264	1954	5	the	the	DT
A52264	1954	6	place	place	NN
A52264	1954	7	of	of	IN
A52264	1954	8	the	the	DT
A52264	1954	9	Pole	Pole	NNP
A52264	1954	10	at	at	IN
A52264	1954	11	P	P	NNP
A52264	1954	12	,	,	,
A52264	1954	13	through	through	IN
A52264	1954	14	which	which	WDT
A52264	1954	15	the	the	DT
A52264	1954	16	hour	hour	NN
A52264	1954	17	circles	circle	NNS
A52264	1954	18	must	must	MD
A52264	1954	19	pass	pass	VB
A52264	1954	20	,	,	,
A52264	1954	21	the	the	DT
A52264	1954	22	Equinoctial	equinoctial	JJ
A52264	1954	23	point	point	NN
A52264	1954	24	at	at	IN
A52264	1954	25	K	K	NNP
A52264	1954	26	,	,	,
A52264	1954	27	the	the	DT
A52264	1954	28	Tropiques	tropique	NNS
A52264	1954	29	at	at	IN
A52264	1954	30	T	T	NNP
A52264	1954	31	and	and	CC
A52264	1954	32	F	F	NNP
A52264	1954	33	,	,	,
A52264	1954	34	the	the	DT
A52264	1954	35	reclining	recline	VBG
A52264	1954	36	circle	circle	NN
A52264	1954	37	at	at	IN
A52264	1954	38	O	o	NN
A52264	1954	39	,	,	,
A52264	1954	40	and	and	CC
A52264	1954	41	the	the	DT
A52264	1954	42	declining	decline	VBG
A52264	1954	43	reclining	recline	VBG
A52264	1954	44	at	at	IN
A52264	1954	45	A	a	NN
A52264	1954	46	;	;	:
A52264	1954	47	all	all	DT
A52264	1954	48	which	which	WDT
A52264	1954	49	may	may	MD
A52264	1954	50	thus	thus	RB
A52264	1954	51	be	be	VB
A52264	1954	52	found	find	VBN
A52264	1954	53	.	.	.
A52264	1955	1	The	the	DT
A52264	1955	2	Zenith	Zenith	NNP
A52264	1955	3	in	in	IN
A52264	1955	4	the	the	DT
A52264	1955	5	Globe	Globe	NNP
A52264	1955	6	or	or	CC
A52264	1955	7	Materiall	Materiall	NNP
A52264	1955	8	Sphere	Sphere	NNP
A52264	1955	9	is	be	VBZ
A52264	1955	10	the	the	DT
A52264	1955	11	Pole	Pole	NNP
A52264	1955	12	of	of	IN
A52264	1955	13	the	the	DT
A52264	1955	14	Horizon	Horizon	NNP
A52264	1955	15	,	,	,
A52264	1955	16	and	and	CC
A52264	1955	17	Z	z	NN
A52264	1955	18	in	in	IN
A52264	1955	19	the	the	DT
A52264	1955	20	Scheme	Scheme	NNP
A52264	1955	21	is	be	VBZ
A52264	1955	22	the	the	DT
A52264	1955	23	center	center	NN
A52264	1955	24	of	of	IN
A52264	1955	25	the	the	DT
A52264	1955	26	limbe	limbe	NN
A52264	1955	27	,	,	,
A52264	1955	28	representing	represent	VBG
A52264	1955	29	the	the	DT
A52264	1955	30	same	same	JJ
A52264	1955	31	,	,	,
A52264	1955	32	from	from	IN
A52264	1955	33	which	which	WDT
A52264	1955	34	point	point	NN
A52264	1955	35	the	the	DT
A52264	1955	36	distance	distance	NN
A52264	1955	37	of	of	IN
A52264	1955	38	each	each	DT
A52264	1955	39	circle	circle	NN
A52264	1955	40	being	be	VBG
A52264	1955	41	given	give	VBN
A52264	1955	42	both	both	DT
A52264	1955	43	wayes	waye	NNS
A52264	1955	44	,	,	,
A52264	1955	45	as	as	IN
A52264	1955	46	it	-PRON-	PRP
A52264	1955	47	lyeth	lyeth	VBZ
A52264	1955	48	in	in	IN
A52264	1955	49	the	the	DT
A52264	1955	50	Sphere	Sphere	NNP
A52264	1955	51	,	,	,
A52264	1955	52	and	and	CC
A52264	1955	53	set	set	VBN
A52264	1955	54	upon	upon	IN
A52264	1955	55	the	the	DT
A52264	1955	56	Azimuth	Azimuth	NNP
A52264	1955	57	,	,	,
A52264	1955	58	or	or	CC
A52264	1955	59	streight	streight	JJ
A52264	1955	60	line	line	NN
A52264	1955	61	of	of	IN
A52264	1955	62	the	the	DT
A52264	1955	63	Scheme	Scheme	NNP
A52264	1955	64	proper	proper	JJ
A52264	1955	65	thereunto	thereunto	NNS
A52264	1955	66	,	,	,
A52264	1955	67	you	-PRON-	PRP
A52264	1955	68	may	may	MD
A52264	1955	69	by	by	IN
A52264	1955	70	help	help	NN
A52264	1955	71	of	of	IN
A52264	1955	72	the	the	DT
A52264	1955	73	natural	natural	JJ
A52264	1955	74	tangents	tangent	NNS
A52264	1955	75	of	of	IN
A52264	1955	76	half	half	PDT
A52264	1955	77	their	-PRON-	PRP$
A52264	1955	78	arches	arch	NNS
A52264	1955	79	give	give	VBP
A52264	1955	80	three	three	CD
A52264	1955	81	points	point	NNS
A52264	1955	82	to	to	TO
A52264	1955	83	draw	draw	VB
A52264	1955	84	each	each	DT
A52264	1955	85	circle	circle	NN
A52264	1955	86	by	by	IN
A52264	1955	87	,	,	,
A52264	1955	88	for	for	IN
A52264	1955	89	if	if	IN
A52264	1955	90	the	the	DT
A52264	1955	91	naturall	naturall	NN
A52264	1955	92	tangents	tangent	NNS
A52264	1955	93	of	of	IN
A52264	1955	94	both	both	DT
A52264	1955	95	distances	distance	NNS
A52264	1955	96	from	from	IN
A52264	1955	97	the	the	DT
A52264	1955	98	Zenith	Zenith	NNP
A52264	1955	99	be	be	VB
A52264	1955	100	added	add	VBN
A52264	1955	101	together	together	RB
A52264	1955	102	,	,	,
A52264	1955	103	the	the	DT
A52264	1955	104	half	half	NN
A52264	1955	105	thereof	thereof	RB
A52264	1955	106	shall	shall	MD
A52264	1955	107	be	be	VB
A52264	1955	108	the	the	DT
A52264	1955	109	Semidiameters	Semidiameters	NNPS
A52264	1955	110	of	of	IN
A52264	1955	111	those	those	DT
A52264	1955	112	circles	circle	NNS
A52264	1955	113	desired	desire	VBD
A52264	1955	114	.	.	.
A52264	1956	1	The	the	DT
A52264	1956	2	reason	reason	NN
A52264	1956	3	why	why	WRB
A52264	1956	4	the	the	DT
A52264	1956	5	natural	natural	JJ
A52264	1956	6	tangent	tangent	NN
A52264	1956	7	of	of	IN
A52264	1956	8	half	half	PDT
A52264	1956	9	the	the	DT
A52264	1956	10	arches	arch	NNS
A52264	1956	11	are	be	VBP
A52264	1956	12	here	here	RB
A52264	1956	13	taken	take	VBN
A52264	1956	14	,	,	,
A52264	1956	15	may	may	MD
A52264	1956	16	be	be	VB
A52264	1956	17	made	make	VBN
A52264	1956	18	plain	plain	JJ
A52264	1956	19	by	by	IN
A52264	1956	20	this	this	DT
A52264	1956	21	Diagram	Diagram	NNP
A52264	1956	22	following	following	NN
A52264	1956	23	.	.	.
A52264	1957	1	Wherein	wherein	WRB
A52264	1957	2	making	make	VBG
A52264	1957	3	EZ	EZ	NNP
A52264	1957	4	the	the	DT
A52264	1957	5	Radius	Radius	NNP
A52264	1957	6	,	,	,
A52264	1957	7	SZN	SZN	NNP
A52264	1957	8	is	be	VBZ
A52264	1957	9	a	a	DT
A52264	1957	10	tangent	tangent	JJ
A52264	1957	11	line	line	NN
A52264	1957	12	thereunto	thereunto	NNS
A52264	1957	13	,	,	,
A52264	1957	14	upon	upon	IN
A52264	1957	15	which	which	WDT
A52264	1957	16	if	if	IN
A52264	1957	17	you	-PRON-	PRP
A52264	1957	18	will	will	MD
A52264	1957	19	project	project	VB
A52264	1957	20	the	the	DT
A52264	1957	21	whole	whole	JJ
A52264	1957	22	Semicircle	Semicircle	NNP
A52264	1957	23	SWN	SWN	NNP
A52264	1957	24	,	,	,
A52264	1957	25	it	-PRON-	PRP
A52264	1957	26	is	be	VBZ
A52264	1957	27	manifest	manif	JJS
A52264	1957	28	,	,	,
A52264	1957	29	by	by	IN
A52264	1957	30	the	the	DT
A52264	1957	31	work	work	NN
A52264	1957	32	,	,	,
A52264	1957	33	that	that	IN
A52264	1957	34	every	every	DT
A52264	1957	35	part	part	NN
A52264	1957	36	of	of	IN
A52264	1957	37	the	the	DT
A52264	1957	38	lines	line	NNS
A52264	1957	39	ZN	ZN	NNP
A52264	1957	40	or	or	CC
A52264	1957	41	ZS	ZS	NNP
A52264	1957	42	can	can	MD
A52264	1957	43	be	be	VB
A52264	1957	44	no	no	DT
A52264	1957	45	more	more	JJR
A52264	1957	46	then	then	IN
A52264	1957	47	the	the	DT
A52264	1957	48	tangent	tangent	NN
A52264	1957	49	of	of	IN
A52264	1957	50	half	half	PDT
A52264	1957	51	the	the	DT
A52264	1957	52	arch	arch	NN
A52264	1957	53	desired	desire	VBN
A52264	1957	54	,	,	,
A52264	1957	55	because	because	IN
A52264	1957	56	the	the	DT
A52264	1957	57	whole	whole	JJ
A52264	1957	58	line	line	NN
A52264	1957	59	ZN	ZN	NNP
A52264	1957	60	or	or	CC
A52264	1957	61	ZS	ZS	NNP
A52264	1957	62	is	be	VBZ
A52264	1957	63	the	the	DT
A52264	1957	64	tang	tang	NNP
A52264	1957	65	.	.	.
A52264	1958	1	of	of	IN
A52264	1958	2	no	no	DT
A52264	1958	3	more	more	RBR
A52264	1958	4	then	then	RB
A52264	1958	5	half	half	PDT
A52264	1958	6	the	the	DT
A52264	1958	7	Quadrant	Quadrant	NNP
A52264	1958	8	,	,	,
A52264	1958	9	that	that	RB
A52264	1958	10	is	is	RB
A52264	1958	11	,	,	,
A52264	1958	12	of	of	IN
A52264	1958	13	45	45	CD
A52264	1958	14	degrees	degree	NNS
A52264	1958	15	,	,	,
A52264	1958	16	by	by	IN
A52264	1958	17	the	the	DT
A52264	1958	18	19th	19th	NN
A52264	1958	19	.	.	.
A52264	1959	1	of	of	IN
A52264	1959	2	the	the	DT
A52264	1959	3	second	second	JJ
A52264	1959	4	Chapter	chapter	NN
A52264	1959	5	of	of	IN
A52264	1959	6	the	the	DT
A52264	1959	7	first	first	JJ
A52264	1959	8	Part	Part	NNP
A52264	1959	9	;	;	:
A52264	1959	10	and	and	CC
A52264	1959	11	therefore	therefore	RB
A52264	1959	12	WEA	WEA	NNP
A52264	1959	13	is	be	VBZ
A52264	1959	14	but	but	CC
A52264	1959	15	half	half	PDT
A52264	1959	16	the	the	DT
A52264	1959	17	angle	angle	NN
A52264	1959	18	WZA	wza	NN
A52264	1959	19	and	and	CC
A52264	1959	20	WEB	WEB	NNP
A52264	1959	21	is	be	VBZ
A52264	1959	22	but	but	CC
A52264	1959	23	half	half	PDT
A52264	1959	24	the	the	DT
A52264	1959	25	angle	angle	NN
A52264	1959	26	WZB	WZB	NNP
A52264	1959	27	.	.	.
A52264	1960	1	Now	now	RB
A52264	1960	2	then	then	RB
A52264	1960	3	if	if	IN
A52264	1960	4	EZ	EZ	NNP
A52264	1960	5	or	or	CC
A52264	1960	6	Radius	Radius	NNP
A52264	1960	7	of	of	IN
A52264	1960	8	the	the	DT
A52264	1960	9	fundamental	fundamental	JJ
A52264	1960	10	Scheme	Scheme	NNP
A52264	1960	11	be	be	VB
A52264	1960	12	1000	1000	CD
A52264	1960	13	,	,	,
A52264	1960	14	ZP	ZP	NNP
A52264	1960	15	shal	shal	NN
A52264	1960	16	be	be	VBP
A52264	1960	17	349	349	CD
A52264	1960	18	,	,	,
A52264	1960	19	the	the	DT
A52264	1960	20	natural	natural	JJ
A52264	1960	21	tangent	tangent	NN
A52264	1960	22	of	of	IN
A52264	1960	23	19	19	CD
A52264	1960	24	degrees	degree	NNS
A52264	1960	25	,	,	,
A52264	1960	26	23	23	CD
A52264	1960	27	minutes	minute	NNS
A52264	1960	28	,	,	,
A52264	1960	29	50	50	CD
A52264	1960	30	seconds	second	NNS
A52264	1960	31	,	,	,
A52264	1960	32	the	the	DT
A52264	1960	33	half	half	NN
A52264	1960	34	of	of	IN
A52264	1960	35	38	38	CD
A52264	1960	36	degrees	degree	NNS
A52264	1960	37	,	,	,
A52264	1960	38	47	47	CD
A52264	1960	39	minutes	minute	NNS
A52264	1960	40	,	,	,
A52264	1960	41	the	the	DT
A52264	1960	42	distance	distance	NN
A52264	1960	43	between	between	IN
A52264	1960	44	the	the	DT
A52264	1960	45	North	North	NNP
A52264	1960	46	pole	pole	NN
A52264	1960	47	and	and	CC
A52264	1960	48	the	the	DT
A52264	1960	49	Zenith	Zenith	NNP
A52264	1960	50	in	in	IN
A52264	1960	51	our	-PRON-	PRP$
A52264	1960	52	Latitude	Latitude	NNP
A52264	1960	53	of	of	IN
A52264	1960	54	51	51	CD
A52264	1960	55	degrees	degree	NNS
A52264	1960	56	,	,	,
A52264	1960	57	53	53	CD
A52264	1960	58	minutes	minute	NNS
A52264	1960	59	,	,	,
A52264	1960	60	or	or	CC
A52264	1960	61	centesmes	centesme	NNS
A52264	1960	62	of	of	IN
A52264	1960	63	a	a	DT
A52264	1960	64	degree	degree	NN
A52264	1960	65	.	.	.
A52264	1961	1	And	and	CC
A52264	1961	2	the	the	DT
A52264	1961	3	South	South	NNP
A52264	1961	4	pole	pole	NN
A52264	1961	5	being	be	VBG
A52264	1961	6	as	as	RB
A52264	1961	7	much	much	JJ
A52264	1961	8	under	under	IN
A52264	1961	9	the	the	DT
A52264	1961	10	Horizon	Horizon	NNP
A52264	1961	11	as	as	IN
A52264	1961	12	the	the	DT
A52264	1961	13	North	North	NNP
A52264	1961	14	is	be	VBZ
A52264	1961	15	above	above	IN
A52264	1961	16	it	-PRON-	PRP
A52264	1961	17	,	,	,
A52264	1961	18	the	the	DT
A52264	1961	19	distance	distance	NN
A52264	1961	20	thereof	thereof	RB
A52264	1961	21	from	from	IN
A52264	1961	22	the	the	DT
A52264	1961	23	Zenith	Zenith	NNP
A52264	1961	24	must	must	MD
A52264	1961	25	be	be	VB
A52264	1961	26	the	the	DT
A52264	1961	27	complement	complement	NN
A52264	1961	28	of	of	IN
A52264	1961	29	38	38	CD
A52264	1961	30	degrees	degree	NNS
A52264	1961	31	,	,	,
A52264	1961	32	47	47	CD
A52264	1961	33	minutes	minute	NNS
A52264	1961	34	to	to	IN
A52264	1961	35	a	a	DT
A52264	1961	36	Semicircle	Semicircle	NNP
A52264	1961	37	,	,	,
A52264	1961	38	that	that	RB
A52264	1961	39	is	is	RB
A52264	1961	40	,	,	,
A52264	1961	41	141	141	CD
A52264	1961	42	degrees	degree	NNS
A52264	1961	43	,	,	,
A52264	1961	44	53	53	CD
A52264	1961	45	minutes	minute	NNS
A52264	1961	46	;	;	:
A52264	1961	47	and	and	CC
A52264	1961	48	as	as	IN
A52264	1961	49	the	the	DT
A52264	1961	50	half	half	NN
A52264	1961	51	of	of	IN
A52264	1961	52	38	38	CD
A52264	1961	53	degrees	degree	NNS
A52264	1961	54	,	,	,
A52264	1961	55	47	47	CD
A52264	1961	56	minutes	minute	NNS
A52264	1961	57	,	,	,
A52264	1961	58	viz	viz	NN
A52264	1961	59	.	.	.
A52264	1962	1	19	19	CD
A52264	1962	2	degrees	degree	NNS
A52264	1962	3	,	,	,
A52264	1962	4	23	23	CD
A52264	1962	5	minutes	minute	NNS
A52264	1962	6	,	,	,
A52264	1962	7	50	50	CD
A52264	1962	8	seconds	second	NNS
A52264	1962	9	is	be	VBZ
A52264	1962	10	the	the	DT
A52264	1962	11	quantity	quantity	NN
A52264	1962	12	of	of	IN
A52264	1962	13	the	the	DT
A52264	1962	14	angle	angle	NN
A52264	1962	15	PEZ	PEZ	NNP
A52264	1962	16	,	,	,
A52264	1962	17	and	and	CC
A52264	1962	18	the	the	DT
A52264	1962	19	tangent	tangent	NN
A52264	1962	20	thereof	thereof	WDT
A52264	1962	21	the	the	DT
A52264	1962	22	distance	distance	NN
A52264	1962	23	from	from	IN
A52264	1962	24	Z	Z	NNP
A52264	1962	25	to	to	IN
A52264	1962	26	P	p	NN
A52264	1962	27	,	,	,
A52264	1962	28	so	so	CC
A52264	1962	29	the	the	DT
A52264	1962	30	half	half	NN
A52264	1962	31	of	of	IN
A52264	1962	32	141	141	CD
A52264	1962	33	degrees	degree	NNS
A52264	1962	34	,	,	,
A52264	1962	35	53	53	CD
A52264	1962	36	minutes	minute	NNS
A52264	1962	37	,	,	,
A52264	1962	38	viz	viz	NN
A52264	1962	39	.	.	.
A52264	1963	1	70	70	CD
A52264	1963	2	degrees	degree	NNS
A52264	1963	3	,	,	,
A52264	1963	4	76	76	CD
A52264	1963	5	minutes	minute	NNS
A52264	1963	6	,	,	,
A52264	1963	7	50	50	CD
A52264	1963	8	seconds	second	NNS
A52264	1963	9	must	must	MD
A52264	1963	10	be	be	VB
A52264	1963	11	the	the	DT
A52264	1963	12	measure	measure	NN
A52264	1963	13	of	of	IN
A52264	1963	14	the	the	DT
A52264	1963	15	angle	angle	NN
A52264	1963	16	in	in	IN
A52264	1963	17	the	the	DT
A52264	1963	18	circumference	circumference	NN
A52264	1963	19	between	between	IN
A52264	1963	20	the	the	DT
A52264	1963	21	Zenith	Zenith	NNP
A52264	1963	22	and	and	CC
A52264	1963	23	the	the	DT
A52264	1963	24	South	South	NNP
A52264	1963	25	,	,	,
A52264	1963	26	the	the	DT
A52264	1963	27	tangent	tangent	NN
A52264	1963	28	whereof	whereof	IN
A52264	1963	29	2866	2866	CD
A52264	1963	30	must	must	MD
A52264	1963	31	be	be	VB
A52264	1963	32	the	the	DT
A52264	1963	33	distance	distance	NN
A52264	1963	34	also	also	RB
A52264	1963	35	,	,	,
A52264	1963	36	and	and	CC
A52264	1963	37	the	the	DT
A52264	1963	38	tangents	tangent	NNS
A52264	1963	39	of	of	IN
A52264	1963	40	these	these	DT
A52264	1963	41	two	two	CD
A52264	1963	42	arches	arch	NNS
A52264	1963	43	added	add	VBN
A52264	1963	44	together	together	RB
A52264	1963	45	3215	3215	CD
A52264	1963	46	,	,	,
A52264	1963	47	is	be	VBZ
A52264	1963	48	the	the	DT
A52264	1963	49	whole	whole	JJ
A52264	1963	50	diameter	diameter	NN
A52264	1963	51	of	of	IN
A52264	1963	52	that	that	DT
A52264	1963	53	circle	circle	NN
A52264	1963	54	,	,	,
A52264	1963	55	the	the	DT
A52264	1963	56	half	half	NN
A52264	1963	57	whereof	whereof	NNP
A52264	1963	58	1607	1607	CD
A52264	1963	59	,	,	,
A52264	1963	60	that	that	RB
A52264	1963	61	is	is	RB
A52264	1963	62	,	,	,
A52264	1963	63	one	one	CD
A52264	1963	64	Radius	Radius	NNP
A52264	1963	65	,	,	,
A52264	1963	66	and	and	CC
A52264	1963	67	neer	neer	VB
A52264	1963	68	61	61	CD
A52264	1963	69	hundred	hundred	CD
A52264	1963	70	parts	part	NNS
A52264	1963	71	of	of	IN
A52264	1963	72	another	another	DT
A52264	1963	73	is	be	VBZ
A52264	1963	74	the	the	DT
A52264	1963	75	Semidiameter	Semidiameter	NNP
A52264	1963	76	or	or	CC
A52264	1963	77	distance	distance	NN
A52264	1963	78	from	from	IN
A52264	1963	79	P	p	NN
A52264	1963	80	to	to	IN
A52264	1963	81	L	l	NN
A52264	1963	82	in	in	IN
A52264	1963	83	the	the	DT
A52264	1963	84	former	former	JJ
A52264	1963	85	Scheme	Scheme	NNP
A52264	1963	86	,	,	,
A52264	1963	87	to	to	TO
A52264	1963	88	which	which	WDT
A52264	1963	89	extent	extent	NN
A52264	1963	90	open	open	JJ
A52264	1963	91	the	the	DT
A52264	1963	92	compasses	compass	NNS
A52264	1963	93	,	,	,
A52264	1963	94	and	and	CC
A52264	1963	95	set	set	VBD
A52264	1963	96	off	off	RP
A52264	1963	97	the	the	DT
A52264	1963	98	distance	distance	NN
A52264	1963	99	PL	PL	NNP
A52264	1963	100	,	,	,
A52264	1963	101	and	and	CC
A52264	1963	102	therewith	therewith	NNP
A52264	1963	103	draw	draw	VBP
A52264	1963	104	the	the	DT
A52264	1963	105	circle	circle	NN
A52264	1963	106	WPE	WPE	NNP
A52264	1963	107	for	for	IN
A52264	1963	108	the	the	DT
A52264	1963	109	six	six	CD
A52264	1963	110	of	of	IN
A52264	1963	111	the	the	DT
A52264	1963	112	clock	clock	NN
A52264	1963	113	hour	hour	NN
A52264	1963	114	.	.	.
A52264	1964	1	The	the	DT
A52264	1964	2	Semidiameters	Semidiameters	NNPS
A52264	1964	3	of	of	IN
A52264	1964	4	the	the	DT
A52264	1964	5	other	other	JJ
A52264	1964	6	circles	circle	NNS
A52264	1964	7	are	be	VBP
A52264	1964	8	to	to	TO
A52264	1964	9	be	be	VB
A52264	1964	10	found	find	VBN
A52264	1964	11	in	in	IN
A52264	1964	12	the	the	DT
A52264	1964	13	same	same	JJ
A52264	1964	14	manner	manner	NN
A52264	1964	15	:	:	:
A52264	1964	16	the	the	DT
A52264	1964	17	distance	distance	NN
A52264	1964	18	between	between	IN
A52264	1964	19	the	the	DT
A52264	1964	20	Zenith	Zenith	NNP
A52264	1964	21	and	and	CC
A52264	1964	22	the	the	DT
A52264	1964	23	Equinoctiall	Equinoctiall	NNP
A52264	1964	24	is	be	VBZ
A52264	1964	25	alwayes	alwayes	NNP
A52264	1964	26	equal	equal	JJ
A52264	1964	27	to	to	IN
A52264	1964	28	the	the	DT
A52264	1964	29	height	height	NN
A52264	1964	30	of	of	IN
A52264	1964	31	the	the	DT
A52264	1964	32	Pole	Pole	NNP
A52264	1964	33	,	,	,
A52264	1964	34	which	which	WDT
A52264	1964	35	in	in	IN
A52264	1964	36	our	-PRON-	PRP$
A52264	1964	37	Latitude	Latitude	NNP
A52264	1964	38	is	be	VBZ
A52264	1964	39	51	51	CD
A52264	1964	40	degr	degr	NN
A52264	1964	41	.	.	.
A52264	1965	1	53	53	CD
A52264	1965	2	min	min	NN
A52264	1965	3	.	.	.
A52264	1966	1	and	and	CC
A52264	1966	2	therefore	therefore	RB
A52264	1966	3	the	the	DT
A52264	1966	4	half	half	NN
A52264	1966	5	thereof	thereof	RB
A52264	1966	6	25	25	CD
A52264	1966	7	degrees	degree	NNS
A52264	1966	8	,	,	,
A52264	1966	9	76	76	CD
A52264	1966	10	minutes	minute	NNS
A52264	1966	11	,	,	,
A52264	1966	12	50	50	CD
A52264	1966	13	seconds	second	NNS
A52264	1966	14	is	be	VBZ
A52264	1966	15	the	the	DT
A52264	1966	16	measure	measure	NN
A52264	1966	17	of	of	IN
A52264	1966	18	the	the	DT
A52264	1966	19	angle	angle	NN
A52264	1966	20	WEB	WEB	NNP
A52264	1966	21	,	,	,
A52264	1966	22	and	and	CC
A52264	1966	23	the	the	DT
A52264	1966	24	natural	natural	JJ
A52264	1966	25	tangent	tangent	NN
A52264	1966	26	thereof	thereof	IN
A52264	1966	27	483	483	CD
A52264	1966	28	,	,	,
A52264	1966	29	which	which	WDT
A52264	1966	30	being	be	VBG
A52264	1966	31	added	add	VBN
A52264	1966	32	to	to	IN
A52264	1966	33	the	the	DT
A52264	1966	34	tangent	tangent	NN
A52264	1966	35	of	of	IN
A52264	1966	36	the	the	DT
A52264	1966	37	complement	complement	NN
A52264	1966	38	2070	2070	CD
A52264	1966	39	,	,	,
A52264	1966	40	their	-PRON-	PRP$
A52264	1966	41	aggregate	aggregate	JJ
A52264	1966	42	2553	2553	CD
A52264	1966	43	will	will	MD
A52264	1966	44	be	be	VB
A52264	1966	45	the	the	DT
A52264	1966	46	whole	whole	JJ
A52264	1966	47	diameter	diameter	NN
A52264	1966	48	of	of	IN
A52264	1966	49	that	that	DT
A52264	1966	50	circle	circle	NN
A52264	1966	51	,	,	,
A52264	1966	52	and	and	CC
A52264	1966	53	1277	1277	CD
A52264	1966	54	the	the	DT
A52264	1966	55	Radius	Radius	NNP
A52264	1966	56	or	or	CC
A52264	1966	57	Semidiameter	Semidiameter	NNP
A52264	1966	58	by	by	IN
A52264	1966	59	which	which	WDT
A52264	1966	60	to	to	TO
A52264	1966	61	draw	draw	VB
A52264	1966	62	the	the	DT
A52264	1966	63	Equinoctiall	Equinoctiall	NNP
A52264	1966	64	circle	circle	NN
A52264	1966	65	EKW	ekw	NN
A52264	1966	66	.	.	.
A52264	1967	1	The	the	DT
A52264	1967	2	Tropique	tropique	NN
A52264	1967	3	of	of	IN
A52264	1967	4	Cancer	Cancer	NNP
A52264	1967	5	is	be	VBZ
A52264	1967	6	23	23	CD
A52264	1967	7	degrees	degree	NNS
A52264	1967	8	,	,	,
A52264	1967	9	53	53	CD
A52264	1967	10	minutes	minute	NNS
A52264	1967	11	above	above	IN
A52264	1967	12	the	the	DT
A52264	1967	13	Equator	Equator	NNP
A52264	1967	14	,	,	,
A52264	1967	15	and	and	CC
A52264	1967	16	66	66	CD
A52264	1967	17	degrees	degree	NNS
A52264	1967	18	47	47	CD
A52264	1967	19	minutes	minute	NNS
A52264	1967	20	distant	distant	JJ
A52264	1967	21	from	from	IN
A52264	1967	22	the	the	DT
A52264	1967	23	Pole	Pole	NNP
A52264	1967	24	,	,	,
A52264	1967	25	and	and	CC
A52264	1967	26	the	the	DT
A52264	1967	27	Pole	Pole	NNP
A52264	1967	28	in	in	IN
A52264	1967	29	this	this	DT
A52264	1967	30	Latitude	Latitude	NNP
A52264	1967	31	is	be	VBZ
A52264	1967	32	38	38	CD
A52264	1967	33	degrees	degree	NNS
A52264	1967	34	47	47	CD
A52264	1967	35	min	min	NN
A52264	1967	36	.	.	.
A52264	1968	1	distant	distant	JJ
A52264	1968	2	from	from	IN
A52264	1968	3	the	the	DT
A52264	1968	4	Zenith	Zenith	NNP
A52264	1968	5	,	,	,
A52264	1968	6	which	which	WDT
A52264	1968	7	being	be	VBG
A52264	1968	8	substracted	substracte	VBN
A52264	1968	9	from	from	IN
A52264	1968	10	66	66	CD
A52264	1968	11	degrees	degree	NNS
A52264	1968	12	47	47	CD
A52264	1968	13	minutes	minute	NNS
A52264	1968	14	,	,	,
A52264	1968	15	the	the	DT
A52264	1968	16	distance	distance	NN
A52264	1968	17	of	of	IN
A52264	1968	18	the	the	DT
A52264	1968	19	Tropique	Tropique	NNP
A52264	1968	20	of	of	IN
A52264	1968	21	Cancer	Cancer	NNP
A52264	1968	22	from	from	IN
A52264	1968	23	the	the	DT
A52264	1968	24	Zenith	Zenith	NNP
A52264	1968	25	,	,	,
A52264	1968	26	will	will	MD
A52264	1968	27	be	be	VB
A52264	1968	28	28	28	CD
A52264	1968	29	,	,	,
A52264	1968	30	the	the	DT
A52264	1968	31	half	half	NN
A52264	1968	32	thereof	thereof	RB
A52264	1968	33	is	be	VBZ
A52264	1968	34	14	14	CD
A52264	1968	35	,	,	,
A52264	1968	36	whose	whose	WP$
A52264	1968	37	natural	natural	JJ
A52264	1968	38	tangent	tangent	NN
A52264	1968	39	249	249	CD
A52264	1968	40	being	be	VBG
A52264	1968	41	set	set	VBN
A52264	1968	42	from	from	IN
A52264	1968	43	Z	z	NN
A52264	1968	44	to	to	IN
A52264	1968	45	T	t	NN
A52264	1968	46	,	,	,
A52264	1968	47	giveth	giveth	VBZ
A52264	1968	48	the	the	DT
A52264	1968	49	point	point	NN
A52264	1968	50	T	t	NN
A52264	1968	51	in	in	IN
A52264	1968	52	the	the	DT
A52264	1968	53	Meridian	Meridian	NNP
A52264	1968	54	,	,	,
A52264	1968	55	by	by	IN
A52264	1968	56	which	which	WDT
A52264	1968	57	that	that	DT
A52264	1968	58	parallel	parallel	NN
A52264	1968	59	must	must	MD
A52264	1968	60	passe	passe	VB
A52264	1968	61	;	;	:
A52264	1968	62	the	the	DT
A52264	1968	63	distance	distance	NN
A52264	1968	64	thereof	thereof	RB
A52264	1968	65	from	from	IN
A52264	1968	66	the	the	DT
A52264	1968	67	Zenith	Zenith	NNP
A52264	1968	68	on	on	IN
A52264	1968	69	the	the	DT
A52264	1968	70	North	North	NNP
A52264	1968	71	side	side	NN
A52264	1968	72	is	be	VBZ
A52264	1968	73	TN	TN	NNP
A52264	1968	74	90	90	CD
A52264	1968	75	degrees	degree	NNS
A52264	1968	76	,	,	,
A52264	1968	77	and	and	CC
A52264	1968	78	substracting	substracte	VBG
A52264	1968	79	23	23	CD
A52264	1968	80	degrees	degree	NNS
A52264	1968	81	,	,	,
A52264	1968	82	53	53	CD
A52264	1968	83	minutes	minute	NNS
A52264	1968	84	,	,	,
A52264	1968	85	the	the	DT
A52264	1968	86	height	height	NN
A52264	1968	87	of	of	IN
A52264	1968	88	the	the	DT
A52264	1968	89	Tropique	Tropique	NNP
A52264	1968	90	above	above	IN
A52264	1968	91	the	the	DT
A52264	1968	92	Equator	equator	NN
A52264	1968	93	,	,	,
A52264	1968	94	from	from	IN
A52264	1968	95	38	38	CD
A52264	1968	96	degrees	degree	NNS
A52264	1968	97	,	,	,
A52264	1968	98	47	47	CD
A52264	1968	99	minutes	minute	NNS
A52264	1968	100	,	,	,
A52264	1968	101	the	the	DT
A52264	1968	102	height	height	NN
A52264	1968	103	of	of	IN
A52264	1968	104	the	the	DT
A52264	1968	105	Equator	Equator	NNP
A52264	1968	106	above	above	IN
A52264	1968	107	the	the	DT
A52264	1968	108	Horizon	Horizon	NNP
A52264	1968	109	,	,	,
A52264	1968	110	their	-PRON-	PRP$
A52264	1968	111	difference	difference	NN
A52264	1968	112	is	be	VBZ
A52264	1968	113	14	14	CD
A52264	1968	114	degrees	degree	NNS
A52264	1968	115	,	,	,
A52264	1968	116	94	94	CD
A52264	1968	117	minutes	minute	NNS
A52264	1968	118	,	,	,
A52264	1968	119	the	the	DT
A52264	1968	120	distance	distance	NN
A52264	1968	121	of	of	IN
A52264	1968	122	the	the	DT
A52264	1968	123	Tropique	Tropique	NNP
A52264	1968	124	from	from	IN
A52264	1968	125	N	n	NN
A52264	1968	126	under	under	IN
A52264	1968	127	the	the	DT
A52264	1968	128	Horizon	Horizon	NNP
A52264	1968	129	;	;	:
A52264	1968	130	and	and	CC
A52264	1968	131	so	so	RB
A52264	1968	132	the	the	DT
A52264	1968	133	whole	whole	JJ
A52264	1968	134	distance	distance	NN
A52264	1968	135	thereof	thereof	RB
A52264	1968	136	from	from	IN
A52264	1968	137	Z	Z	NNP
A52264	1968	138	is	be	VBZ
A52264	1968	139	104	104	CD
A52264	1968	140	degrees	degree	NNS
A52264	1968	141	,	,	,
A52264	1968	142	94	94	CD
A52264	1968	143	minutes	minute	NNS
A52264	1968	144	,	,	,
A52264	1968	145	the	the	DT
A52264	1968	146	half	half	NN
A52264	1968	147	whereof	whereof	NN
A52264	1968	148	is	be	VBZ
A52264	1968	149	52	52	CD
A52264	1968	150	degrees	degree	NNS
A52264	1968	151	,	,	,
A52264	1968	152	47	47	CD
A52264	1968	153	minutes	minute	NNS
A52264	1968	154	,	,	,
A52264	1968	155	and	and	CC
A52264	1968	156	the	the	DT
A52264	1968	157	natural	natural	JJ
A52264	1968	158	tangent	tangent	NN
A52264	1968	159	thereof	thereof	WRB
A52264	1968	160	1302	1302	CD
A52264	1968	161	added	add	VBD
A52264	1968	162	to	to	IN
A52264	1968	163	the	the	DT
A52264	1968	164	former	former	JJ
A52264	1968	165	tangent	tangent	NN
A52264	1968	166	249	249	CD
A52264	1968	167	,	,	,
A52264	1968	168	giveth	giveth	VBZ
A52264	1968	169	the	the	DT
A52264	1968	170	whole	whole	JJ
A52264	1968	171	diameter	diameter	NN
A52264	1968	172	of	of	IN
A52264	1968	173	that	that	DT
A52264	1968	174	circle	circle	NN
A52264	1968	175	1551	1551	CD
A52264	1968	176	,	,	,
A52264	1968	177	whose	whose	WP$
A52264	1968	178	half	half	NN
A52264	1968	179	776	776	CD
A52264	1968	180	is	be	VBZ
A52264	1968	181	the	the	DT
A52264	1968	182	Semidiameter	Semidiameter	NNP
A52264	1968	183	desired	desire	VBD
A52264	1968	184	,	,	,
A52264	1968	185	and	and	CC
A52264	1968	186	gives	give	VBZ
A52264	1968	187	the	the	DT
A52264	1968	188	center	center	NN
A52264	1968	189	to	to	TO
A52264	1968	190	draw	draw	VB
A52264	1968	191	that	that	IN
A52264	1968	192	circle	circle	NN
A52264	1968	193	by	by	IN
A52264	1968	194	.	.	.
A52264	1969	1	The	the	DT
A52264	1969	2	Tropique	Tropique	NNP
A52264	1969	3	of	of	IN
A52264	1969	4	Capricorn	Capricorn	NNP
A52264	1969	5	is	be	VBZ
A52264	1969	6	23	23	CD
A52264	1969	7	degrees	degree	NNS
A52264	1969	8	,	,	,
A52264	1969	9	53	53	CD
A52264	1969	10	minutes	minute	NNS
A52264	1969	11	below	below	IN
A52264	1969	12	the	the	DT
A52264	1969	13	Equator	equator	NN
A52264	1969	14	,	,	,
A52264	1969	15	and	and	CC
A52264	1969	16	therefore	therefore	RB
A52264	1969	17	113	113	CD
A52264	1969	18	degrees	degree	NNS
A52264	1969	19	53	53	CD
A52264	1969	20	minutes	minute	NNS
A52264	1969	21	from	from	IN
A52264	1969	22	the	the	DT
A52264	1969	23	North	North	NNP
A52264	1969	24	pole	pole	NN
A52264	1969	25	,	,	,
A52264	1969	26	from	from	IN
A52264	1969	27	which	which	WDT
A52264	1969	28	if	if	IN
A52264	1969	29	you	-PRON-	PRP
A52264	1969	30	deduct	deduct	VBP
A52264	1969	31	,	,	,
A52264	1969	32	as	as	IN
A52264	1969	33	before	before	RB
A52264	1969	34	,	,	,
A52264	1969	35	38	38	CD
A52264	1969	36	degrees	degree	NNS
A52264	1969	37	,	,	,
A52264	1969	38	47	47	CD
A52264	1969	39	minutes	minute	NNS
A52264	1969	40	,	,	,
A52264	1969	41	the	the	DT
A52264	1969	42	distance	distance	NN
A52264	1969	43	of	of	IN
A52264	1969	44	the	the	DT
A52264	1969	45	Pole	Pole	NNP
A52264	1969	46	from	from	IN
A52264	1969	47	the	the	DT
A52264	1969	48	Zenith	Zenith	NNP
A52264	1969	49	,	,	,
A52264	1969	50	the	the	DT
A52264	1969	51	distance	distance	NN
A52264	1969	52	of	of	IN
A52264	1969	53	the	the	DT
A52264	1969	54	Tropique	Tropique	NNP
A52264	1969	55	of	of	IN
A52264	1969	56	Capricorn	Capricorn	NNP
A52264	1969	57	from	from	IN
A52264	1969	58	the	the	DT
A52264	1969	59	Zenith	Zenith	NNP
A52264	1969	60	will	will	MD
A52264	1969	61	be	be	VB
A52264	1969	62	75	75	CD
A52264	1969	63	degrees	degree	NNS
A52264	1969	64	,	,	,
A52264	1969	65	6	6	CD
A52264	1969	66	minutes	minute	NNS
A52264	1969	67	,	,	,
A52264	1969	68	and	and	CC
A52264	1969	69	the	the	DT
A52264	1969	70	half	half	NN
A52264	1969	71	thereof	thereof	RB
A52264	1969	72	37	37	CD
A52264	1969	73	degrees	degree	NNS
A52264	1969	74	,	,	,
A52264	1969	75	53	53	CD
A52264	1969	76	minutes	minute	NNS
A52264	1969	77	,	,	,
A52264	1969	78	whose	whose	WP$
A52264	1969	79	natural	natural	JJ
A52264	1969	80	tangent	tangent	NN
A52264	1969	81	768	768	CD
A52264	1969	82	being	be	VBG
A52264	1969	83	set	set	VBN
A52264	1969	84	from	from	IN
A52264	1969	85	Z	Z	NNP
A52264	1969	86	to	to	IN
A52264	1969	87	F	F	NNP
A52264	1969	88	,	,	,
A52264	1969	89	giveth	giveth	VBZ
A52264	1969	90	the	the	DT
A52264	1969	91	point	point	NN
A52264	1969	92	F	F	NNP
A52264	1969	93	in	in	IN
A52264	1969	94	the	the	DT
A52264	1969	95	Meridian	Meridian	NNP
A52264	1969	96	,	,	,
A52264	1969	97	by	by	IN
A52264	1969	98	which	which	WDT
A52264	1969	99	that	that	DT
A52264	1969	100	parallel	parallel	NN
A52264	1969	101	must	must	MD
A52264	1969	102	pass	pass	VB
A52264	1969	103	:	:	:
A52264	1969	104	the	the	DT
A52264	1969	105	distance	distance	NN
A52264	1969	106	thereof	thereof	RB
A52264	1969	107	from	from	IN
A52264	1969	108	the	the	DT
A52264	1969	109	Zenith	Zenith	NNP
A52264	1969	110	on	on	IN
A52264	1969	111	the	the	DT
A52264	1969	112	North	North	NNP
A52264	1969	113	side	side	NN
A52264	1969	114	is	be	VBZ
A52264	1969	115	ZN	ZN	NNP
A52264	1969	116	90	90	CD
A52264	1969	117	degrees	degree	NNS
A52264	1969	118	,	,	,
A52264	1969	119	as	as	IN
A52264	1969	120	before	before	RB
A52264	1969	121	;	;	:
A52264	1969	122	and	and	CC
A52264	1969	123	adding	add	VBG
A52264	1969	124	23	23	CD
A52264	1969	125	degrees	degree	NNS
A52264	1969	126	,	,	,
A52264	1969	127	53	53	CD
A52264	1969	128	minutes	minute	NNS
A52264	1969	129	,	,	,
A52264	1969	130	the	the	DT
A52264	1969	131	distance	distance	NN
A52264	1969	132	of	of	IN
A52264	1969	133	the	the	DT
A52264	1969	134	Tropique	Tropique	NNP
A52264	1969	135	from	from	IN
A52264	1969	136	the	the	DT
A52264	1969	137	Equator	equator	NN
A52264	1969	138	to	to	IN
A52264	1969	139	38	38	CD
A52264	1969	140	degrees	degree	NNS
A52264	1969	141	,	,	,
A52264	1969	142	47	47	CD
A52264	1969	143	minutes	minute	NNS
A52264	1969	144	,	,	,
A52264	1969	145	the	the	DT
A52264	1969	146	distance	distance	NN
A52264	1969	147	of	of	IN
A52264	1969	148	the	the	DT
A52264	1969	149	Equator	Equator	NNP
A52264	1969	150	from	from	IN
A52264	1969	151	the	the	DT
A52264	1969	152	Horizon	Horizon	NNP
A52264	1969	153	,	,	,
A52264	1969	154	their	-PRON-	PRP$
A52264	1969	155	aggregate	aggregate	NN
A52264	1969	156	is	be	VBZ
A52264	1969	157	62	62	CD
A52264	1969	158	degrees	degree	NNS
A52264	1969	159	,	,	,
A52264	1969	160	the	the	DT
A52264	1969	161	distance	distance	NN
A52264	1969	162	of	of	IN
A52264	1969	163	the	the	DT
A52264	1969	164	Tropique	Tropique	NNP
A52264	1969	165	from	from	IN
A52264	1969	166	the	the	DT
A52264	1969	167	Horizon	Horizon	NNP
A52264	1969	168	,	,	,
A52264	1969	169	which	which	WDT
A52264	1969	170	being	be	VBG
A52264	1969	171	added	add	VBN
A52264	1969	172	to	to	IN
A52264	1969	173	ZN	ZN	NNP
A52264	1969	174	90	90	CD
A52264	1969	175	degrees	degree	NNS
A52264	1969	176	,	,	,
A52264	1969	177	their	-PRON-	PRP$
A52264	1969	178	aggregate	aggregate	NN
A52264	1969	179	is	be	VBZ
A52264	1969	180	152	152	CD
A52264	1969	181	degrees	degree	NNS
A52264	1969	182	,	,	,
A52264	1969	183	and	and	CC
A52264	1969	184	the	the	DT
A52264	1969	185	half	half	NN
A52264	1969	186	thereof	thereof	RB
A52264	1969	187	76	76	CD
A52264	1969	188	degrees	degree	NNS
A52264	1969	189	,	,	,
A52264	1969	190	whose	whose	WP$
A52264	1969	191	natural	natural	JJ
A52264	1969	192	tangent	tangent	NN
A52264	1969	193	4011	4011	CD
A52264	1969	194	being	be	VBG
A52264	1969	195	added	add	VBN
A52264	1969	196	to	to	IN
A52264	1969	197	the	the	DT
A52264	1969	198	former	former	JJ
A52264	1969	199	tangent	tangent	NN
A52264	1969	200	768	768	CD
A52264	1969	201	,	,	,
A52264	1969	202	giveth	giveth	VBZ
A52264	1969	203	the	the	DT
A52264	1969	204	whole	whole	JJ
A52264	1969	205	diameter	diameter	NN
A52264	1969	206	of	of	IN
A52264	1969	207	that	that	DT
A52264	1969	208	circle	circle	NN
A52264	1969	209	4.779	4.779	CD
A52264	1969	210	,	,	,
A52264	1969	211	whose	whose	WP$
A52264	1969	212	half	half	NN
A52264	1969	213	2.389	2.389	CD
A52264	1969	214	is	be	VBZ
A52264	1969	215	the	the	DT
A52264	1969	216	Semidiameter	Semidiameter	NNP
A52264	1969	217	desired	desire	VBN
A52264	1969	218	,	,	,
A52264	1969	219	and	and	CC
A52264	1969	220	gives	give	VBZ
A52264	1969	221	the	the	DT
A52264	1969	222	center	center	NN
A52264	1969	223	to	to	TO
A52264	1969	224	draw	draw	VB
A52264	1969	225	that	that	IN
A52264	1969	226	circle	circle	NN
A52264	1969	227	by	by	IN
A52264	1969	228	.	.	.
A52264	1970	1	The	the	DT
A52264	1970	2	distance	distance	NN
A52264	1970	3	of	of	IN
A52264	1970	4	the	the	DT
A52264	1970	5	reclining	recline	VBG
A52264	1970	6	circle	circle	NN
A52264	1970	7	NOS	NOS	NNP
A52264	1970	8	from	from	IN
A52264	1970	9	Z	z	NN
A52264	1970	10	to	to	IN
A52264	1970	11	O	o	NN
A52264	1970	12	is	be	VBZ
A52264	1970	13	40	40	CD
A52264	1970	14	degrees	degree	NNS
A52264	1970	15	,	,	,
A52264	1970	16	the	the	DT
A52264	1970	17	half	half	NN
A52264	1970	18	thereof	thereof	RB
A52264	1970	19	20	20	CD
A52264	1970	20	,	,	,
A52264	1970	21	whose	whose	WP$
A52264	1970	22	naturall	naturall	JJ
A52264	1970	23	tangent	tangent	NN
A52264	1970	24	3.64	3.64	CD
A52264	1970	25	set	set	VBD
A52264	1970	26	from	from	IN
A52264	1970	27	Z	z	NN
A52264	1970	28	to	to	IN
A52264	1970	29	O	o	NN
A52264	1970	30	,	,	,
A52264	1970	31	giveth	giveth	VBZ
A52264	1970	32	the	the	DT
A52264	1970	33	point	point	NN
A52264	1970	34	O	o	UH
A52264	1970	35	in	in	IN
A52264	1970	36	the	the	DT
A52264	1970	37	prime	prime	JJ
A52264	1970	38	vertical	vertical	JJ
A52264	1970	39	EZW	EZW	NNP
A52264	1970	40	,	,	,
A52264	1970	41	by	by	IN
A52264	1970	42	which	which	WDT
A52264	1970	43	that	that	IN
A52264	1970	44	circle	circle	NN
A52264	1970	45	must	must	MD
A52264	1970	46	pass	pass	VB
A52264	1970	47	;	;	:
A52264	1970	48	the	the	DT
A52264	1970	49	distance	distance	NN
A52264	1970	50	thereof	thereof	RB
A52264	1970	51	from	from	IN
A52264	1970	52	the	the	DT
A52264	1970	53	Zenith	Zenith	NNP
A52264	1970	54	on	on	IN
A52264	1970	55	the	the	DT
A52264	1970	56	East	East	NNP
A52264	1970	57	side	side	NN
A52264	1970	58	is	be	VBZ
A52264	1970	59	ZE	ZE	NNP
A52264	1970	60	90	90	CD
A52264	1970	61	degrees	degree	NNS
A52264	1970	62	,	,	,
A52264	1970	63	to	to	TO
A52264	1970	64	which	which	WDT
A52264	1970	65	adding	add	VBG
A52264	1970	66	50	50	CD
A52264	1970	67	degrees	degree	NNS
A52264	1970	68	,	,	,
A52264	1970	69	the	the	DT
A52264	1970	70	complement	complement	NN
A52264	1970	71	of	of	IN
A52264	1970	72	the	the	DT
A52264	1970	73	former	former	JJ
A52264	1970	74	arch	arch	NN
A52264	1970	75	,	,	,
A52264	1970	76	their	-PRON-	PRP$
A52264	1970	77	aggregate	aggregate	JJ
A52264	1970	78	140	140	CD
A52264	1970	79	degrees	degree	NNS
A52264	1970	80	is	be	VBZ
A52264	1970	81	the	the	DT
A52264	1970	82	distance	distance	NN
A52264	1970	83	from	from	IN
A52264	1970	84	Z	Z	NNP
A52264	1970	85	Eastward	Eastward	NNP
A52264	1970	86	,	,	,
A52264	1970	87	and	and	CC
A52264	1970	88	the	the	DT
A52264	1970	89	half	half	NN
A52264	1970	90	thereof	thereof	RB
A52264	1970	91	70	70	CD
A52264	1970	92	degrees	degree	NNS
A52264	1970	93	,	,	,
A52264	1970	94	whose	whose	WP$
A52264	1970	95	natural	natural	JJ
A52264	1970	96	tangent	tangent	NN
A52264	1970	97	2747	2747	CD
A52264	1970	98	being	be	VBG
A52264	1970	99	added	add	VBN
A52264	1970	100	to	to	IN
A52264	1970	101	the	the	DT
A52264	1970	102	former	former	JJ
A52264	1970	103	tangent	tangent	NN
A52264	1970	104	364	364	CD
A52264	1970	105	,	,	,
A52264	1970	106	their	-PRON-	PRP$
A52264	1970	107	aggregate	aggregate	NN
A52264	1970	108	3111	3111	CD
A52264	1970	109	is	be	VBZ
A52264	1970	110	the	the	DT
A52264	1970	111	whole	whole	JJ
A52264	1970	112	diameter	diameter	NN
A52264	1970	113	of	of	IN
A52264	1970	114	that	that	DT
A52264	1970	115	circle	circle	NN
A52264	1970	116	,	,	,
A52264	1970	117	and	and	CC
A52264	1970	118	the	the	DT
A52264	1970	119	half	half	NN
A52264	1970	120	thereof	thereof	RB
A52264	1970	121	1555	1555	CD
A52264	1970	122	is	be	VBZ
A52264	1970	123	the	the	DT
A52264	1970	124	Semidiameter	Semidiameter	NNP
A52264	1970	125	desired	desire	VBD
A52264	1970	126	,	,	,
A52264	1970	127	and	and	CC
A52264	1970	128	gives	give	VBZ
A52264	1970	129	the	the	DT
A52264	1970	130	center	center	NN
A52264	1970	131	to	to	TO
A52264	1970	132	draw	draw	VB
A52264	1970	133	that	that	IN
A52264	1970	134	circle	circle	NN
A52264	1970	135	by	by	IN
A52264	1970	136	.	.	.
A52264	1971	1	The	the	DT
A52264	1971	2	distance	distance	NN
A52264	1971	3	of	of	IN
A52264	1971	4	the	the	DT
A52264	1971	5	declining	decline	VBG
A52264	1971	6	reclining	recline	VBG
A52264	1971	7	circle	circle	NN
A52264	1971	8	DAG	DAG	NNP
A52264	1971	9	from	from	IN
A52264	1971	10	the	the	DT
A52264	1971	11	Zenith	Zenith	NNP
A52264	1971	12	is	be	VBZ
A52264	1971	13	ZA	ZA	NNP
A52264	1971	14	35	35	CD
A52264	1971	15	deg	deg	NNP
A52264	1971	16	.	.	.
A52264	1972	1	the	the	DT
A52264	1972	2	half	half	NN
A52264	1972	3	thereof	thereof	VBD
A52264	1972	4	17	17	CD
A52264	1972	5	degrees	degree	NNS
A52264	1972	6	,	,	,
A52264	1972	7	50	50	CD
A52264	1972	8	minutes	minute	NNS
A52264	1972	9	,	,	,
A52264	1972	10	whose	whose	WP$
A52264	1972	11	natural	natural	JJ
A52264	1972	12	tangent	tangent	NN
A52264	1972	13	315	315	CD
A52264	1972	14	being	be	VBG
A52264	1972	15	set	set	VBN
A52264	1972	16	from	from	IN
A52264	1972	17	Z	Z	NNP
A52264	1972	18	to	to	IN
A52264	1972	19	A	a	NN
A52264	1972	20	,	,	,
A52264	1972	21	giveth	giveth	VBZ
A52264	1972	22	the	the	DT
A52264	1972	23	point	point	NN
A52264	1972	24	by	by	IN
A52264	1972	25	which	which	WDT
A52264	1972	26	that	that	IN
A52264	1972	27	circle	circle	NN
A52264	1972	28	must	must	MD
A52264	1972	29	passe	passe	VB
A52264	1972	30	,	,	,
A52264	1972	31	and	and	CC
A52264	1972	32	the	the	DT
A52264	1972	33	natural	natural	JJ
A52264	1972	34	tangent	tangent	NN
A52264	1972	35	of	of	IN
A52264	1972	36	7	7	CD
A52264	1972	37	●	●	SYM
A52264	1972	38	degr	degr	NN
A52264	1972	39	.	.	.
A52264	1973	1	50	50	CD
A52264	1973	2	min	min	NN
A52264	1973	3	.	.	.
A52264	1974	1	the	the	DT
A52264	1974	2	complement	complement	NN
A52264	1974	3	thereof	thereof	VBD
A52264	1974	4	317	317	CD
A52264	1974	5	●	●	CD
A52264	1974	6	being	be	VBG
A52264	1974	7	added	add	VBN
A52264	1974	8	thereto	thereto	NNP
A52264	1974	9	is	be	VBZ
A52264	1974	10	3486	3486	CD
A52264	1974	11	,	,	,
A52264	1974	12	the	the	DT
A52264	1974	13	whole	whole	JJ
A52264	1974	14	diameter	diameter	NN
A52264	1974	15	of	of	IN
A52264	1974	16	the	the	DT
A52264	1974	17	circle	circle	NN
A52264	1974	18	,	,	,
A52264	1974	19	and	and	CC
A52264	1974	20	the	the	DT
A52264	1974	21	half	half	NN
A52264	1974	22	thereof	thereof	IN
A52264	1974	23	1743	1743	CD
A52264	1974	24	,	,	,
A52264	1974	25	the	the	DT
A52264	1974	26	Semidiameter	Semidiameter	NNP
A52264	1974	27	desired	desire	VBD
A52264	1974	28	,	,	,
A52264	1974	29	and	and	CC
A52264	1974	30	giveth	giveth	VBZ
A52264	1974	31	the	the	DT
A52264	1974	32	center	center	NN
A52264	1974	33	to	to	TO
A52264	1974	34	draw	draw	VB
A52264	1974	35	that	that	IN
A52264	1974	36	circle	circle	NN
A52264	1974	37	by	by	IN
A52264	1974	38	.	.	.
A52264	1975	1	The	the	DT
A52264	1975	2	streight	streight	JJ
A52264	1975	3	lines	line	NNS
A52264	1975	4	CZA	CZA	NNP
A52264	1975	5	or	or	CC
A52264	1975	6	DZG	DZG	NNP
A52264	1975	7	are	be	VBP
A52264	1975	8	put	put	VBN
A52264	1975	9	upon	upon	IN
A52264	1975	10	the	the	DT
A52264	1975	11	limbe	limbe	NN
A52264	1975	12	by	by	IN
A52264	1975	13	help	help	NN
A52264	1975	14	of	of	IN
A52264	1975	15	a	a	DT
A52264	1975	16	line	line	NN
A52264	1975	17	of	of	IN
A52264	1975	18	Chords	chord	NNS
A52264	1975	19	30	30	CD
A52264	1975	20	degrees	degree	NNS
A52264	1975	21	distant	distant	JJ
A52264	1975	22	from	from	IN
A52264	1975	23	the	the	DT
A52264	1975	24	Cardinal	cardinal	JJ
A52264	1975	25	points	point	NNS
A52264	1975	26	NESW	NESW	NNP
A52264	1975	27	,	,	,
A52264	1975	28	and	and	CC
A52264	1975	29	must	must	MD
A52264	1975	30	crosse	crosse	VB
A52264	1975	31	each	each	DT
A52264	1975	32	other	other	JJ
A52264	1975	33	at	at	IN
A52264	1975	34	right	right	JJ
A52264	1975	35	angles	angle	NNS
A52264	1975	36	in	in	IN
A52264	1975	37	Z	z	NN
A52264	1975	38	,	,	,
A52264	1975	39	representing	represent	VBG
A52264	1975	40	two	two	CD
A52264	1975	41	Azimuths	azimuth	NNS
A52264	1975	42	equidistant	equidistant	JJ
A52264	1975	43	from	from	IN
A52264	1975	44	the	the	DT
A52264	1975	45	Meridian	meridian	JJ
A52264	1975	46	and	and	CC
A52264	1975	47	prime	prime	JJ
A52264	1975	48	verticall	verticall	NN
A52264	1975	49	.	.	.
A52264	1976	1	Last	last	JJ
A52264	1976	2	of	of	IN
A52264	1976	3	all	all	DT
A52264	1976	4	,	,	,
A52264	1976	5	the	the	DT
A52264	1976	6	hour	hour	NN
A52264	1976	7	-	-	HYPH
A52264	1976	8	circles	circle	NNS
A52264	1976	9	are	be	VBP
A52264	1976	10	thus	thus	RB
A52264	1976	11	to	to	TO
A52264	1976	12	be	be	VB
A52264	1976	13	drawn	draw	VBN
A52264	1976	14	;	;	:
A52264	1976	15	first	first	RB
A52264	1976	16	,	,	,
A52264	1976	17	seek	seek	VB
A52264	1976	18	the	the	DT
A52264	1976	19	center	center	NN
A52264	1976	20	of	of	IN
A52264	1976	21	the	the	DT
A52264	1976	22	six	six	CD
A52264	1976	23	of	of	IN
A52264	1976	24	clock	clock	NN
A52264	1976	25	hour	hour	NN
A52264	1976	26	-	-	HYPH
A52264	1976	27	circle	circle	NN
A52264	1976	28	,	,	,
A52264	1976	29	as	as	IN
A52264	1976	30	formerly	formerly	RB
A52264	1976	31	directed	direct	VBN
A52264	1976	32	,	,	,
A52264	1976	33	making	make	VBG
A52264	1976	34	ZE	ze	VB
A52264	1976	35	the	the	DT
A52264	1976	36	Radius	Radius	NNP
A52264	1976	37	,	,	,
A52264	1976	38	and	and	CC
A52264	1976	39	is	be	VBZ
A52264	1976	40	found	find	VBN
A52264	1976	41	at	at	IN
A52264	1976	42	L	l	NN
A52264	1976	43	upon	upon	IN
A52264	1976	44	the	the	DT
A52264	1976	45	Meridian	meridian	JJ
A52264	1976	46	line	line	NN
A52264	1976	47	continued	continue	VBD
A52264	1976	48	from	from	IN
A52264	1976	49	P	p	NN
A52264	1976	50	to	to	IN
A52264	1976	51	L	L	NNP
A52264	1976	52	,	,	,
A52264	1976	53	which	which	WDT
A52264	1976	54	cross	cross	VBP
A52264	1976	55	at	at	IN
A52264	1976	56	right	right	JJ
A52264	1976	57	angles	angle	NNS
A52264	1976	58	in	in	IN
A52264	1976	59	L	l	NN
A52264	1976	60	with	with	IN
A52264	1976	61	the	the	DT
A52264	1976	62	line	line	NN
A52264	1976	63	8	8	CD
A52264	1976	64	L	l	NN
A52264	1976	65	4	4	CD
A52264	1976	66	,	,	,
A52264	1976	67	extended	extend	VBD
A52264	1976	68	far	far	RB
A52264	1976	69	enough	enough	RB
A52264	1976	70	to	to	TO
A52264	1976	71	serve	serve	VB
A52264	1976	72	the	the	DT
A52264	1976	73	turn	turn	NN
A52264	1976	74	,	,	,
A52264	1976	75	make	make	VBP
A52264	1976	76	PL	PL	NNP
A52264	1976	77	the	the	DT
A52264	1976	78	Radius	Radius	NNP
A52264	1976	79	,	,	,
A52264	1976	80	then	then	RB
A52264	1976	81	shall	shall	MD
A52264	1976	82	8	8	CD
A52264	1976	83	L	l	NN
A52264	1976	84	4	4	CD
A52264	1976	85	be	be	VB
A52264	1976	86	a	a	DT
A52264	1976	87	tangent	tangent	JJ
A52264	1976	88	line	line	NN
A52264	1976	89	thereunto	thereunto	NNS
A52264	1976	90	,	,	,
A52264	1976	91	and	and	CC
A52264	1976	92	the	the	DT
A52264	1976	93	natural	natural	JJ
A52264	1976	94	tangents	tangent	NNS
A52264	1976	95	of	of	IN
A52264	1976	96	the	the	DT
A52264	1976	97	Equinoctiall	Equinoctiall	NNP
A52264	1976	98	hour	hour	NN
A52264	1976	99	arches	arch	VBZ
A52264	1976	100	,	,	,
A52264	1976	101	that	that	DT
A52264	1976	102	is	be	VBZ
A52264	1976	103	the	the	DT
A52264	1976	104	tangent	tangent	NN
A52264	1976	105	of	of	IN
A52264	1976	106	15	15	CD
A52264	1976	107	degrees	degree	NNS
A52264	1976	108	268	268	CD
A52264	1976	109	for	for	IN
A52264	1976	110	one	one	CD
A52264	1976	111	hour	hour	NN
A52264	1976	112	,	,	,
A52264	1976	113	of	of	IN
A52264	1976	114	30	30	CD
A52264	1976	115	degr	degr	NN
A52264	1976	116	.	.	.
A52264	1977	1	577	577	CD
A52264	1977	2	for	for	IN
A52264	1977	3	two	two	CD
A52264	1977	4	,	,	,
A52264	1977	5	hours	hour	NNS
A52264	1977	6	,	,	,
A52264	1977	7	of	of	IN
A52264	1977	8	45	45	CD
A52264	1977	9	degrees	degree	NNS
A52264	1977	10	1000	1000	CD
A52264	1977	11	for	for	IN
A52264	1977	12	three	three	CD
A52264	1977	13	hours	hour	NNS
A52264	1977	14	of	of	IN
A52264	1977	15	60	60	CD
A52264	1977	16	deg	deg	NN
A52264	1977	17	.	.	.
A52264	1978	1	1732	1732	CD
A52264	1978	2	for	for	IN
A52264	1978	3	four	four	CD
A52264	1978	4	hours	hour	NNS
A52264	1978	5	,	,	,
A52264	1978	6	and	and	CC
A52264	1978	7	75	75	CD
A52264	1978	8	deg	deg	NN
A52264	1978	9	.	.	.
A52264	1979	1	3732	3732	CD
A52264	1979	2	for	for	IN
A52264	1979	3	five	five	CD
A52264	1979	4	hours	hour	NNS
A52264	1979	5	set	set	VBN
A52264	1979	6	upon	upon	IN
A52264	1979	7	the	the	DT
A52264	1979	8	line	line	NN
A52264	1979	9	from	from	IN
A52264	1979	10	L	l	NN
A52264	1979	11	both	both	DT
A52264	1979	12	wayes	waye	NNS
A52264	1979	13	,	,	,
A52264	1979	14	that	that	RB
A52264	1979	15	is	is	RB
A52264	1979	16	,	,	,
A52264	1979	17	from	from	IN
A52264	1979	18	L	L	NNP
A52264	1979	19	to	to	IN
A52264	1979	20	5	5	CD
A52264	1979	21	and	and	CC
A52264	1979	22	7	7	CD
A52264	1979	23	,	,	,
A52264	1979	24	4	4	CD
A52264	1979	25	and	and	CC
A52264	1979	26	8	8	CD
A52264	1979	27	,	,	,
A52264	1979	28	and	and	CC
A52264	1979	29	will	will	MD
A52264	1979	30	give	give	VB
A52264	1979	31	the	the	DT
A52264	1979	32	true	true	JJ
A52264	1979	33	center	center	NN
A52264	1979	34	of	of	IN
A52264	1979	35	those	those	DT
A52264	1979	36	hour	hour	NN
A52264	1979	37	-	-	HYPH
A52264	1979	38	circles	circle	NNS
A52264	1979	39	:	:	:
A52264	1979	40	thus	thus	RB
A52264	1979	41	,	,	,
A52264	1979	42	5	5	CD
A52264	1979	43	upon	upon	IN
A52264	1979	44	the	the	DT
A52264	1979	45	line	line	NN
A52264	1979	46	8	8	CD
A52264	1979	47	L	l	NN
A52264	1979	48	4	4	CD
A52264	1979	49	is	be	VBZ
A52264	1979	50	the	the	DT
A52264	1979	51	center	center	NN
A52264	1979	52	of	of	IN
A52264	1979	53	the	the	DT
A52264	1979	54	hour	hour	NN
A52264	1979	55	-	-	HYPH
A52264	1979	56	circle	circle	NN
A52264	1979	57	5	5	CD
A52264	1979	58	P	p	NN
A52264	1979	59	5	5	CD
A52264	1979	60	,	,	,
A52264	1979	61	and	and	CC
A52264	1979	62	7	7	CD
A52264	1979	63	the	the	DT
A52264	1979	64	center	center	NN
A52264	1979	65	of	of	IN
A52264	1979	66	the	the	DT
A52264	1979	67	hour	hour	NN
A52264	1979	68	-	-	HYPH
A52264	1979	69	circle	circle	NN
A52264	1979	70	7	7	CD
A52264	1979	71	P	p	NN
A52264	1979	72	7	7	CD
A52264	1979	73	;	;	:
A52264	1979	74	and	and	CC
A52264	1979	75	so	so	RB
A52264	1979	76	of	of	IN
A52264	1979	77	the	the	DT
A52264	1979	78	rest	rest	NN
A52264	1979	79	.	.	.
A52264	1980	1	The	the	DT
A52264	1980	2	centers	center	NNS
A52264	1980	3	of	of	IN
A52264	1980	4	these	these	DT
A52264	1980	5	hour	hour	NN
A52264	1980	6	-	-	HYPH
A52264	1980	7	circles	circle	NNS
A52264	1980	8	may	may	MD
A52264	1980	9	be	be	VB
A52264	1980	10	also	also	RB
A52264	1980	11	found	find	VBN
A52264	1980	12	upon	upon	IN
A52264	1980	13	the	the	DT
A52264	1980	14	line	line	NN
A52264	1980	15	8	8	CD
A52264	1980	16	L	l	NN
A52264	1980	17	4	4	CD
A52264	1980	18	by	by	IN
A52264	1980	19	the	the	DT
A52264	1980	20	naturall	naturall	NN
A52264	1980	21	secants	secant	NNS
A52264	1980	22	of	of	IN
A52264	1980	23	the	the	DT
A52264	1980	24	same	same	JJ
A52264	1980	25	Equinoctiall	Equinoctiall	NNP
A52264	1980	26	arches	arch	NNS
A52264	1980	27	,	,	,
A52264	1980	28	because	because	IN
A52264	1980	29	the	the	DT
A52264	1980	30	hypothenuse	hypothenuse	NN
A52264	1980	31	in	in	IN
A52264	1980	32	a	a	DT
A52264	1980	33	right	right	NN
A52264	1980	34	angled	angle	VBN
A52264	1980	35	plain	plain	JJ
A52264	1980	36	triangle	triangle	NN
A52264	1980	37	is	be	VBZ
A52264	1980	38	alwayes	alwayes	NNP
A52264	1980	39	the	the	DT
A52264	1980	40	secant	secant	NN
A52264	1980	41	of	of	IN
A52264	1980	42	the	the	DT
A52264	1980	43	angle	angle	NN
A52264	1980	44	at	at	IN
A52264	1980	45	the	the	DT
A52264	1980	46	base	base	NN
A52264	1980	47	,	,	,
A52264	1980	48	and	and	CC
A52264	1980	49	the	the	DT
A52264	1980	50	perpendicular	perpendicular	JJ
A52264	1980	51	the	the	DT
A52264	1980	52	tangent	tangent	NN
A52264	1980	53	of	of	IN
A52264	1980	54	the	the	DT
A52264	1980	55	same	same	JJ
A52264	1980	56	angle	angle	NN
A52264	1980	57	:	:	:
A52264	1980	58	if	if	IN
A52264	1980	59	therefore	therefore	RB
A52264	1980	60	the	the	DT
A52264	1980	61	tangent	tangent	NN
A52264	1980	62	set	set	VBN
A52264	1980	63	from	from	IN
A52264	1980	64	L	L	NNP
A52264	1980	65	doth	doth	NN
A52264	1980	66	give	give	VBP
A52264	1980	67	the	the	DT
A52264	1980	68	center	center	NN
A52264	1980	69	,	,	,
A52264	1980	70	the	the	DT
A52264	1980	71	secant	secant	NN
A52264	1980	72	set	set	VBD
A52264	1980	73	from	from	IN
A52264	1980	74	P	p	NN
A52264	1980	75	shall	shall	MD
A52264	1980	76	give	give	VB
A52264	1980	77	that	that	DT
A52264	1980	78	center	center	NN
A52264	1980	79	also	also	RB
A52264	1980	80	.	.	.
A52264	1981	1	The	the	DT
A52264	1981	2	Scheme	Scheme	NNP
A52264	1981	3	with	with	IN
A52264	1981	4	the	the	DT
A52264	1981	5	lines	line	NNS
A52264	1981	6	and	and	CC
A52264	1981	7	circles	circle	NNS
A52264	1981	8	thereof	thereof	IN
A52264	1981	9	being	be	VBG
A52264	1981	10	thus	thus	RB
A52264	1981	11	made	make	VBN
A52264	1981	12	plain	plain	JJ
A52264	1981	13	,	,	,
A52264	1981	14	we	-PRON-	PRP
A52264	1981	15	come	come	VBP
A52264	1981	16	now	now	RB
A52264	1981	17	to	to	IN
A52264	1981	18	the	the	DT
A52264	1981	19	Art	art	NN
A52264	1981	20	of	of	IN
A52264	1981	21	Dialling	dial	VBG
A52264	1981	22	it	-PRON-	PRP
A52264	1981	23	self	self	NN
A52264	1981	24	.	.	.
A52264	1982	1	Probl	probl	VB
A52264	1982	2	.	.	.
A52264	1983	1	3	3	LS
A52264	1983	2	.	.	.
A52264	1984	1	Of	of	IN
A52264	1984	2	the	the	DT
A52264	1984	3	severall	severall	NN
A52264	1984	4	plains	plain	NNS
A52264	1984	5	,	,	,
A52264	1984	6	and	and	CC
A52264	1984	7	to	to	TO
A52264	1984	8	finde	finde	VB
A52264	1984	9	their	-PRON-	PRP$
A52264	1984	10	scituation	scituation	NN
A52264	1984	11	.	.	.
A52264	1985	1	ALL	all	DT
A52264	1985	2	great	great	JJ
A52264	1985	3	Circles	circle	NNS
A52264	1985	4	of	of	IN
A52264	1985	5	the	the	DT
A52264	1985	6	Sphere	Sphere	NNP
A52264	1985	7	,	,	,
A52264	1985	8	projected	project	VBD
A52264	1985	9	upon	upon	IN
A52264	1985	10	any	any	DT
A52264	1985	11	plain	plain	JJ
A52264	1985	12	,	,	,
A52264	1985	13	howsoever	howsoever	NN
A52264	1985	14	situated	situate	VBN
A52264	1985	15	,	,	,
A52264	1985	16	do	do	VBP
A52264	1985	17	become	become	VB
A52264	1985	18	streight	streight	JJ
A52264	1985	19	lines	line	NNS
A52264	1985	20	,	,	,
A52264	1985	21	as	as	IN
A52264	1985	22	any	any	DT
A52264	1985	23	one	one	CD
A52264	1985	24	may	may	MD
A52264	1985	25	experiment	experiment	VB
A52264	1985	26	upon	upon	IN
A52264	1985	27	an	an	DT
A52264	1985	28	ordinary	ordinary	JJ
A52264	1985	29	bowle	bowle	NN
A52264	1985	30	thus	thus	RB
A52264	1985	31	.	.	.
A52264	1986	1	If	if	IN
A52264	1986	2	he	-PRON-	PRP
A52264	1986	3	saw	see	VBD
A52264	1986	4	the	the	DT
A52264	1986	5	Bowle	Bowle	NNP
A52264	1986	6	in	in	IN
A52264	1986	7	the	the	DT
A52264	1986	8	midst	midst	NN
A52264	1986	9	,	,	,
A52264	1986	10	and	and	CC
A52264	1986	11	joyne	joyne	NNP
A52264	1986	12	the	the	DT
A52264	1986	13	two	two	CD
A52264	1986	14	parts	part	NNS
A52264	1986	15	together	together	RB
A52264	1986	16	again	again	RB
A52264	1986	17	,	,	,
A52264	1986	18	there	there	EX
A52264	1986	19	will	will	MD
A52264	1986	20	remain	remain	VB
A52264	1986	21	upon	upon	IN
A52264	1986	22	the	the	DT
A52264	1986	23	circumference	circumference	NN
A52264	1986	24	of	of	IN
A52264	1986	25	the	the	DT
A52264	1986	26	Bowle	Bowle	NNP
A52264	1986	27	,	,	,
A52264	1986	28	some	some	DT
A52264	1986	29	signe	signe	NN
A52264	1986	30	of	of	IN
A52264	1986	31	the	the	DT
A52264	1986	32	former	former	JJ
A52264	1986	33	partition	partition	NN
A52264	1986	34	,	,	,
A52264	1986	35	in	in	IN
A52264	1986	36	form	form	NN
A52264	1986	37	of	of	IN
A52264	1986	38	a	a	DT
A52264	1986	39	great	great	JJ
A52264	1986	40	Circle	Circle	NNP
A52264	1986	41	of	of	IN
A52264	1986	42	the	the	DT
A52264	1986	43	Sphere	Sphere	NNP
A52264	1986	44	:	:	:
A52264	1986	45	now	now	RB
A52264	1986	46	then	then	RB
A52264	1986	47	,	,	,
A52264	1986	48	if	if	IN
A52264	1986	49	in	in	IN
A52264	1986	50	any	any	DT
A52264	1986	51	part	part	NN
A52264	1986	52	of	of	IN
A52264	1986	53	that	that	DT
A52264	1986	54	Circle	Circle	NNP
A52264	1986	55	the	the	DT
A52264	1986	56	roundnesse	roundnesse	NN
A52264	1986	57	of	of	IN
A52264	1986	58	the	the	DT
A52264	1986	59	bowle	bowle	NN
A52264	1986	60	be	be	VB
A52264	1986	61	taken	take	VBN
A52264	1986	62	off	off	RP
A52264	1986	63	with	with	IN
A52264	1986	64	a	a	DT
A52264	1986	65	smoothing	smooth	VBG
A52264	1986	66	plain	plain	JJ
A52264	1986	67	or	or	CC
A52264	1986	68	otherwise	otherwise	RB
A52264	1986	69	,	,	,
A52264	1986	70	as	as	IN
A52264	1986	71	the	the	DT
A52264	1986	72	bowle	bowle	NN
A52264	1986	73	becomes	become	VBZ
A52264	1986	74	flat	flat	JJ
A52264	1986	75	,	,	,
A52264	1986	76	so	so	RB
A52264	1986	77	will	will	MD
A52264	1986	78	the	the	DT
A52264	1986	79	Circle	Circle	NNP
A52264	1986	80	upon	upon	IN
A52264	1986	81	the	the	DT
A52264	1986	82	bowle	bowle	NN
A52264	1986	83	become	become	VBP
A52264	1986	84	a	a	DT
A52264	1986	85	streight	streight	JJ
A52264	1986	86	line	line	NN
A52264	1986	87	;	;	:
A52264	1986	88	from	from	IN
A52264	1986	89	whence	whence	NN
A52264	1986	90	it	-PRON-	PRP
A52264	1986	91	follows	follow	VBZ
A52264	1986	92	,	,	,
A52264	1986	93	that	that	IN
A52264	1986	94	the	the	DT
A52264	1986	95	houre	houre	NN
A52264	1986	96	lines	line	NNS
A52264	1986	97	of	of	IN
A52264	1986	98	every	every	DT
A52264	1986	99	Diall	Diall	NNP
A52264	1986	100	(	(	-LRB-
A52264	1986	101	being	be	VBG
A52264	1986	102	great	great	JJ
A52264	1986	103	Circles	circle	NNS
A52264	1986	104	of	of	IN
A52264	1986	105	the	the	DT
A52264	1986	106	Sphere	Sphere	NNP
A52264	1986	107	)	)	-RRB-
A52264	1986	108	drawn	draw	VBN
A52264	1986	109	upon	upon	IN
A52264	1986	110	any	any	DT
A52264	1986	111	plain	plain	JJ
A52264	1986	112	superficies	superficie	NNS
A52264	1986	113	,	,	,
A52264	1986	114	must	must	MD
A52264	1986	115	also	also	RB
A52264	1986	116	be	be	VB
A52264	1986	117	streight	streight	JJ
A52264	1986	118	lines	line	NNS
A52264	1986	119	.	.	.
A52264	1987	1	Now	now	RB
A52264	1987	2	the	the	DT
A52264	1987	3	art	art	NN
A52264	1987	4	of	of	IN
A52264	1987	5	Dialling	Dialling	NNP
A52264	1987	6	consisteth	consisteth	NN
A52264	1987	7	in	in	IN
A52264	1987	8	the	the	DT
A52264	1987	9	artificiall	artificiall	NN
A52264	1987	10	finding	find	VBG
A52264	1987	11	out	out	IN
A52264	1987	12	of	of	IN
A52264	1987	13	these	these	DT
A52264	1987	14	lines	line	NNS
A52264	1987	15	,	,	,
A52264	1987	16	and	and	CC
A52264	1987	17	their	-PRON-	PRP$
A52264	1987	18	distances	distance	NNS
A52264	1987	19	each	each	DT
A52264	1987	20	from	from	IN
A52264	1987	21	other	other	JJ
A52264	1987	22	,	,	,
A52264	1987	23	which	which	WDT
A52264	1987	24	do	do	VBP
A52264	1987	25	continually	continually	RB
A52264	1987	26	varie	varie	VB
A52264	1987	27	according	accord	VBG
A52264	1987	28	to	to	IN
A52264	1987	29	the	the	DT
A52264	1987	30	situation	situation	NN
A52264	1987	31	of	of	IN
A52264	1987	32	the	the	DT
A52264	1987	33	plain	plain	NN
A52264	1987	34	on	on	IN
A52264	1987	35	which	which	WDT
A52264	1987	36	they	-PRON-	PRP
A52264	1987	37	are	be	VBP
A52264	1987	38	projected	project	VBN
A52264	1987	39	.	.	.
A52264	1988	1	Of	of	IN
A52264	1988	2	these	these	DT
A52264	1988	3	plains	plain	NNS
A52264	1988	4	there	there	EX
A52264	1988	5	are	be	VBP
A52264	1988	6	but	but	CC
A52264	1988	7	three	three	CD
A52264	1988	8	sorts	sort	NNS
A52264	1988	9	.	.	.
A52264	1989	1	1	1	LS
A52264	1989	2	.	.	.
A52264	1990	1	Parallel	parallel	NN
A52264	1990	2	to	to	IN
A52264	1990	3	the	the	DT
A52264	1990	4	Horizon	Horizon	NNP
A52264	1990	5	,	,	,
A52264	1990	6	as	as	IN
A52264	1990	7	is	be	VBZ
A52264	1990	8	the	the	DT
A52264	1990	9	Horizontal	Horizontal	NNP
A52264	1990	10	only	only	RB
A52264	1990	11	.	.	.
A52264	1991	1	2	2	LS
A52264	1991	2	.	.	.
A52264	1992	1	Perpendicular	perpendicular	JJ
A52264	1992	2	to	to	IN
A52264	1992	3	the	the	DT
A52264	1992	4	Horizon	Horizon	NNP
A52264	1992	5	,	,	,
A52264	1992	6	as	as	IN
A52264	1992	7	are	be	VBP
A52264	1992	8	all	all	DT
A52264	1992	9	erect	erect	NN
A52264	1992	10	plains	plain	NNS
A52264	1992	11	,	,	,
A52264	1992	12	whether	whether	IN
A52264	1992	13	they	-PRON-	PRP
A52264	1992	14	be	be	VBP
A52264	1992	15	such	such	JJ
A52264	1992	16	as	as	IN
A52264	1992	17	are	be	VBP
A52264	1992	18	direct	direct	JJ
A52264	1992	19	North	North	NNP
A52264	1992	20	,	,	,
A52264	1992	21	South	South	NNP
A52264	1992	22	,	,	,
A52264	1992	23	East	East	NNP
A52264	1992	24	or	or	CC
A52264	1992	25	West	West	NNP
A52264	1992	26	,	,	,
A52264	1992	27	or	or	CC
A52264	1992	28	such	such	JJ
A52264	1992	29	as	as	IN
A52264	1992	30	decline	decline	NN
A52264	1992	31	from	from	IN
A52264	1992	32	these	these	DT
A52264	1992	33	points	point	NNS
A52264	1992	34	of	of	IN
A52264	1992	35	North	North	NNP
A52264	1992	36	,	,	,
A52264	1992	37	South	South	NNP
A52264	1992	38	,	,	,
A52264	1992	39	East	East	NNP
A52264	1992	40	,	,	,
A52264	1992	41	or	or	CC
A52264	1992	42	West	West	NNP
A52264	1992	43	.	.	.
A52264	1993	1	3	3	LS
A52264	1993	2	.	.	.
A52264	1994	1	Inclining	incline	VBG
A52264	1994	2	to	to	IN
A52264	1994	3	the	the	DT
A52264	1994	4	Horizon	Horizon	NNP
A52264	1994	5	,	,	,
A52264	1994	6	or	or	CC
A52264	1994	7	rather	rather	RB
A52264	1994	8	Reclining	recline	VBG
A52264	1994	9	from	from	IN
A52264	1994	10	the	the	DT
A52264	1994	11	Zenith	Zenith	NNP
A52264	1994	12	,	,	,
A52264	1994	13	and	and	CC
A52264	1994	14	these	these	DT
A52264	1994	15	are	be	VBP
A52264	1994	16	direct	direct	JJ
A52264	1994	17	plains	plain	NNS
A52264	1994	18	reclining	recline	VBG
A52264	1994	19	and	and	CC
A52264	1994	20	inclining	incline	VBG
A52264	1994	21	North	North	NNP
A52264	1994	22	and	and	CC
A52264	1994	23	South	South	NNP
A52264	1994	24	,	,	,
A52264	1994	25	and	and	CC
A52264	1994	26	reclining	recline	VBG
A52264	1994	27	and	and	CC
A52264	1994	28	inclining	incline	VBG
A52264	1994	29	East	East	NNP
A52264	1994	30	and	and	CC
A52264	1994	31	West	West	NNP
A52264	1994	32	,	,	,
A52264	1994	33	or	or	CC
A52264	1994	34	Declining	decline	VBG
A52264	1994	35	-	-	HYPH
A52264	1994	36	reclining	reclining	NN
A52264	1994	37	and	and	CC
A52264	1994	38	inclining	incline	VBG
A52264	1994	39	plains	plain	NNS
A52264	1994	40	.	.	.
A52264	1995	1	To	to	TO
A52264	1995	2	contrive	contrive	VB
A52264	1995	3	the	the	DT
A52264	1995	4	houre	houre	NN
A52264	1995	5	lines	line	NNS
A52264	1995	6	upon	upon	IN
A52264	1995	7	these	these	DT
A52264	1995	8	severall	severall	JJ
A52264	1995	9	plains	plain	NNS
A52264	1995	10	,	,	,
A52264	1995	11	there	there	EX
A52264	1995	12	are	be	VBP
A52264	1995	13	certain	certain	JJ
A52264	1995	14	Spherical	spherical	JJ
A52264	1995	15	arches	arch	NNS
A52264	1995	16	and	and	CC
A52264	1995	17	angles	angle	NNS
A52264	1995	18	,	,	,
A52264	1995	19	in	in	IN
A52264	1995	20	number	number	NN
A52264	1995	21	six	six	CD
A52264	1995	22	,	,	,
A52264	1995	23	which	which	WDT
A52264	1995	24	must	must	MD
A52264	1995	25	of	of	IN
A52264	1995	26	necessity	necessity	NN
A52264	1995	27	be	be	VB
A52264	1995	28	known	know	VBN
A52264	1995	29	,	,	,
A52264	1995	30	and	and	CC
A52264	1995	31	divers	diver	NNS
A52264	1995	32	of	of	IN
A52264	1995	33	these	these	DT
A52264	1995	34	are	be	VBP
A52264	1995	35	in	in	IN
A52264	1995	36	some	some	DT
A52264	1995	37	Cases	case	NNS
A52264	1995	38	given	give	VBN
A52264	1995	39	,	,	,
A52264	1995	40	in	in	IN
A52264	1995	41	others	other	NNS
A52264	1995	42	they	-PRON-	PRP
A52264	1995	43	are	be	VBP
A52264	1995	44	sought	seek	VBN
A52264	1995	45	.	.	.
A52264	1996	1	1	1	LS
A52264	1996	2	.	.	.
A52264	1997	1	The	the	DT
A52264	1997	2	first	first	JJ
A52264	1997	3	is	be	VBZ
A52264	1997	4	an	an	DT
A52264	1997	5	arch	arch	NN
A52264	1997	6	of	of	IN
A52264	1997	7	a	a	DT
A52264	1997	8	great	great	JJ
A52264	1997	9	Circle	Circle	NNP
A52264	1997	10	perpendicular	perpendicular	JJ
A52264	1997	11	to	to	IN
A52264	1997	12	the	the	DT
A52264	1997	13	plain	plain	NN
A52264	1997	14	,	,	,
A52264	1997	15	comprehended	comprehend	VBD
A52264	1997	16	betwixt	betwixt	VB
A52264	1997	17	the	the	DT
A52264	1997	18	Zenith	Zenith	NNP
A52264	1997	19	and	and	CC
A52264	1997	20	the	the	DT
A52264	1997	21	plain	plain	NN
A52264	1997	22	,	,	,
A52264	1997	23	which	which	WDT
A52264	1997	24	is	be	VBZ
A52264	1997	25	the	the	DT
A52264	1997	26	Reclination	Reclination	NNP
A52264	1997	27	,	,	,
A52264	1997	28	as	as	IN
A52264	1997	29	ZT	ZT	NNP
A52264	1997	30	,	,	,
A52264	1997	31	ZK	ZK	NNP
A52264	1997	32	,	,	,
A52264	1997	33	and	and	CC
A52264	1997	34	ZF	ZF	NNP
A52264	1997	35	,	,	,
A52264	1997	36	in	in	IN
A52264	1997	37	the	the	DT
A52264	1997	38	fundamental	fundamental	JJ
A52264	1997	39	Diagram	Diagram	NNP
A52264	1997	40	.	.	.
A52264	1998	1	2	2	LS
A52264	1998	2	.	.	.
A52264	1999	1	The	the	DT
A52264	1999	2	second	second	JJ
A52264	1999	3	is	be	VBZ
A52264	1999	4	an	an	DT
A52264	1999	5	arch	arch	NN
A52264	1999	6	of	of	IN
A52264	1999	7	the	the	DT
A52264	1999	8	Horizon	Horizon	NNP
A52264	1999	9	betwixt	betwixt	VBP
A52264	1999	10	the	the	DT
A52264	1999	11	Meridian	Meridian	NNP
A52264	1999	12	and	and	CC
A52264	1999	13	Azimuth	Azimuth	NNP
A52264	1999	14	passing	pass	VBG
A52264	1999	15	by	by	IN
A52264	1999	16	the	the	DT
A52264	1999	17	poles	pole	NNS
A52264	1999	18	of	of	IN
A52264	1999	19	the	the	DT
A52264	1999	20	plain	plain	JJ
A52264	1999	21	,	,	,
A52264	1999	22	as	as	IN
A52264	1999	23	SV	SV	NNP
A52264	1999	24	or	or	CC
A52264	1999	25	NC	NC	NNP
A52264	1999	26	in	in	IN
A52264	1999	27	the	the	DT
A52264	1999	28	Scheme	Scheme	NNP
A52264	1999	29	.	.	.
A52264	2000	1	3	3	LS
A52264	2000	2	.	.	.
A52264	2001	1	The	the	DT
A52264	2001	2	third	third	JJ
A52264	2001	3	is	be	VBZ
A52264	2001	4	an	an	DT
A52264	2001	5	arch	arch	NN
A52264	2001	6	of	of	IN
A52264	2001	7	the	the	DT
A52264	2001	8	plain	plain	JJ
A52264	2001	9	betwixt	betwixt	NN
A52264	2001	10	the	the	DT
A52264	2001	11	Meridian	Meridian	NNP
A52264	2001	12	and	and	CC
A52264	2001	13	the	the	DT
A52264	2001	14	Horizon	Horizon	NNP
A52264	2001	15	,	,	,
A52264	2001	16	prescribing	prescribe	VBG
A52264	2001	17	the	the	DT
A52264	2001	18	distance	distance	NN
A52264	2001	19	of	of	IN
A52264	2001	20	the	the	DT
A52264	2001	21	12	12	CD
A52264	2001	22	a	a	DT
A52264	2001	23	clock	clock	NN
A52264	2001	24	houre	houre	NN
A52264	2001	25	from	from	IN
A52264	2001	26	the	the	DT
A52264	2001	27	horizontal	horizontal	JJ
A52264	2001	28	line	line	NN
A52264	2001	29	,	,	,
A52264	2001	30	as	as	IN
A52264	2001	31	PB	PB	NNP
A52264	2001	32	in	in	IN
A52264	2001	33	the	the	DT
A52264	2001	34	Scheme	Scheme	NNP
A52264	2001	35	of	of	IN
A52264	2001	36	the	the	DT
A52264	2001	37	11th	11th	NN
A52264	2001	38	.	.	.
A52264	2002	1	Probl	probl	VB
A52264	2002	2	.	.	.
A52264	2003	1	4	4	LS
A52264	2003	2	.	.	.
A52264	2004	1	The	the	DT
A52264	2004	2	fourth	fourth	JJ
A52264	2004	3	is	be	VBZ
A52264	2004	4	an	an	DT
A52264	2004	5	arch	arch	NN
A52264	2004	6	of	of	IN
A52264	2004	7	the	the	DT
A52264	2004	8	plain	plain	JJ
A52264	2004	9	betwixt	betwixt	NN
A52264	2004	10	the	the	DT
A52264	2004	11	Meridian	Meridian	NNP
A52264	2004	12	and	and	CC
A52264	2004	13	the	the	DT
A52264	2004	14	substile	substile	NN
A52264	2004	15	,	,	,
A52264	2004	16	which	which	WDT
A52264	2004	17	limits	limit	VBZ
A52264	2004	18	the	the	DT
A52264	2004	19	distance	distance	NN
A52264	2004	20	thereof	thereof	RB
A52264	2004	21	from	from	IN
A52264	2004	22	the	the	DT
A52264	2004	23	12	12	CD
A52264	2004	24	a	a	DT
A52264	2004	25	clock	clock	NN
A52264	2004	26	houre	houre	NN
A52264	2004	27	line	line	NN
A52264	2004	28	,	,	,
A52264	2004	29	as	as	IN
A52264	2004	30	ZR	ZR	NNP
A52264	2004	31	in	in	IN
A52264	2004	32	the	the	DT
A52264	2004	33	Scheme	Scheme	NNP
A52264	2004	34	.	.	.
A52264	2005	1	5	5	CD
A52264	2005	2	.	.	.
A52264	2006	1	The	the	DT
A52264	2006	2	fifth	fifth	JJ
A52264	2006	3	is	be	VBZ
A52264	2006	4	an	an	DT
A52264	2006	5	arch	arch	NN
A52264	2006	6	of	of	IN
A52264	2006	7	a	a	DT
A52264	2006	8	great	great	JJ
A52264	2006	9	Circle	Circle	NNP
A52264	2006	10	perpendicular	perpendicular	JJ
A52264	2006	11	to	to	IN
A52264	2006	12	the	the	DT
A52264	2006	13	plain	plain	NN
A52264	2006	14	,	,	,
A52264	2006	15	comprehended	comprehend	VBD
A52264	2006	16	betwixt	betwixt	VB
A52264	2006	17	the	the	DT
A52264	2006	18	Pole	Pole	NNP
A52264	2006	19	of	of	IN
A52264	2006	20	the	the	DT
A52264	2006	21	World	World	NNP
A52264	2006	22	;	;	:
A52264	2006	23	and	and	CC
A52264	2006	24	the	the	DT
A52264	2006	25	plain	plain	JJ
A52264	2006	26	,	,	,
A52264	2006	27	commonly	commonly	RB
A52264	2006	28	called	call	VBN
A52264	2006	29	the	the	DT
A52264	2006	30	height	height	NN
A52264	2006	31	of	of	IN
A52264	2006	32	the	the	DT
A52264	2006	33	stile	stile	NN
A52264	2006	34	,	,	,
A52264	2006	35	as	as	IN
A52264	2006	36	PR	pr	NN
A52264	2006	37	in	in	IN
A52264	2006	38	the	the	DT
A52264	2006	39	Scheme	Scheme	NNP
A52264	2006	40	.	.	.
A52264	2007	1	6	6	CD
A52264	2007	2	.	.	.
A52264	2008	1	The	the	DT
A52264	2008	2	last	last	JJ
A52264	2008	3	is	be	VBZ
A52264	2008	4	an	an	DT
A52264	2008	5	angle	angle	NN
A52264	2008	6	at	at	IN
A52264	2008	7	the	the	DT
A52264	2008	8	Pole	Pole	NNP
A52264	2008	9	betwixt	betwixt	VBP
A52264	2008	10	the	the	DT
A52264	2008	11	two	two	CD
A52264	2008	12	Meridians	Meridians	NNPS
A52264	2008	13	,	,	,
A52264	2008	14	the	the	DT
A52264	2008	15	one	one	CD
A52264	2008	16	of	of	IN
A52264	2008	17	the	the	DT
A52264	2008	18	place	place	NN
A52264	2008	19	,	,	,
A52264	2008	20	the	the	DT
A52264	2008	21	other	other	JJ
A52264	2008	22	of	of	IN
A52264	2008	23	the	the	DT
A52264	2008	24	plain	plain	NN
A52264	2008	25	(	(	-LRB-
A52264	2008	26	taking	take	VBG
A52264	2008	27	the	the	DT
A52264	2008	28	substile	substile	NN
A52264	2008	29	in	in	IN
A52264	2008	30	the	the	DT
A52264	2008	31	common	common	JJ
A52264	2008	32	sense	sense	NN
A52264	2008	33	for	for	IN
A52264	2008	34	the	the	DT
A52264	2008	35	Meridian	Meridian	NNP
A52264	2008	36	of	of	IN
A52264	2008	37	the	the	DT
A52264	2008	38	plain	plain	NN
A52264	2008	39	)	)	-RRB-
A52264	2008	40	as	as	IN
A52264	2008	41	the	the	DT
A52264	2008	42	angle	angle	NN
A52264	2008	43	ZPR	ZPR	NNP
A52264	2008	44	in	in	IN
A52264	2008	45	the	the	DT
A52264	2008	46	fundamental	fundamental	JJ
A52264	2008	47	Scheme	Scheme	NNP
A52264	2008	48	.	.	.
A52264	2009	1	The	the	DT
A52264	2009	2	two	two	CD
A52264	2009	3	first	first	JJ
A52264	2009	4	of	of	IN
A52264	2009	5	these	these	DT
A52264	2009	6	arches	arch	NNS
A52264	2009	7	are	be	VBP
A52264	2009	8	alwayes	alwayes	NNP
A52264	2009	9	given	give	VBN
A52264	2009	10	,	,	,
A52264	2009	11	or	or	CC
A52264	2009	12	may	may	MD
A52264	2009	13	be	be	VB
A52264	2009	14	found	find	VBN
A52264	2009	15	by	by	IN
A52264	2009	16	the	the	DT
A52264	2009	17	rules	rule	NNS
A52264	2009	18	following	follow	VBG
A52264	2009	19	.	.	.
A52264	2010	1	To	to	TO
A52264	2010	2	finde	finde	VB
A52264	2010	3	the	the	DT
A52264	2010	4	Inclination	Inclination	NNP
A52264	2010	5	or	or	CC
A52264	2010	6	Reclination	Reclination	NNP
A52264	2010	7	of	of	IN
A52264	2010	8	any	any	DT
A52264	2010	9	plain	plain	NN
A52264	2010	10	.	.	.
A52264	2011	1	If	if	IN
A52264	2011	2	the	the	DT
A52264	2011	3	plain	plain	JJ
A52264	2011	4	seem	seem	VBP
A52264	2011	5	to	to	TO
A52264	2011	6	be	be	VB
A52264	2011	7	level	level	NN
A52264	2011	8	with	with	IN
A52264	2011	9	the	the	DT
A52264	2011	10	Horizon	Horizon	NNP
A52264	2011	11	,	,	,
A52264	2011	12	you	-PRON-	PRP
A52264	2011	13	may	may	MD
A52264	2011	14	try	try	VB
A52264	2011	15	it	-PRON-	PRP
A52264	2011	16	by	by	IN
A52264	2011	17	laying	lay	VBG
A52264	2011	18	a	a	DT
A52264	2011	19	ruler	ruler	NN
A52264	2011	20	thereupon	thereupon	RB
A52264	2011	21	,	,	,
A52264	2011	22	and	and	CC
A52264	2011	23	applying	apply	VBG
A52264	2011	24	the	the	DT
A52264	2011	25	side	side	NN
A52264	2011	26	of	of	IN
A52264	2011	27	your	-PRON-	PRP$
A52264	2011	28	Quadrant	quadrant	JJ
A52264	2011	29	AB	ab	NN
A52264	2011	30	to	to	IN
A52264	2011	31	the	the	DT
A52264	2011	32	upper	upper	JJ
A52264	2011	33	side	side	NN
A52264	2011	34	of	of	IN
A52264	2011	35	the	the	DT
A52264	2011	36	ruler	ruler	NN
A52264	2011	37	,	,	,
A52264	2011	38	so	so	IN
A52264	2011	39	that	that	IN
A52264	2011	40	the	the	DT
A52264	2011	41	center	center	NN
A52264	2011	42	may	may	MD
A52264	2011	43	hang	hang	VB
A52264	2011	44	a	a	DT
A52264	2011	45	little	little	JJ
A52264	2011	46	over	over	IN
A52264	2011	47	the	the	DT
A52264	2011	48	end	end	NN
A52264	2011	49	of	of	IN
A52264	2011	50	the	the	DT
A52264	2011	51	ruler	ruler	NN
A52264	2011	52	,	,	,
A52264	2011	53	and	and	CC
A52264	2011	54	holding	hold	VBG
A52264	2011	55	up	up	RP
A52264	2011	56	a	a	DT
A52264	2011	57	threed	threed	NN
A52264	2011	58	and	and	CC
A52264	2011	59	plummet	plummet	NN
A52264	2011	60	,	,	,
A52264	2011	61	so	so	IN
A52264	2011	62	that	that	IN
A52264	2011	63	it	-PRON-	PRP
A52264	2011	64	may	may	MD
A52264	2011	65	play	play	VB
A52264	2011	66	upon	upon	IN
A52264	2011	67	the	the	DT
A52264	2011	68	center	center	NN
A52264	2011	69	,	,	,
A52264	2011	70	if	if	IN
A52264	2011	71	it	-PRON-	PRP
A52264	2011	72	shall	shall	MD
A52264	2011	73	fall	fall	VB
A52264	2011	74	directly	directly	RB
A52264	2011	75	upon	upon	IN
A52264	2011	76	his	-PRON-	PRP$
A52264	2011	77	level	level	NN
A52264	2011	78	line	line	NN
A52264	2011	79	AC	AC	NNP
A52264	2011	80	,	,	,
A52264	2011	81	making	make	VBG
A52264	2011	82	no	no	DT
A52264	2011	83	angle	angle	NN
A52264	2011	84	therewith	therewith	NNP
A52264	2011	85	,	,	,
A52264	2011	86	it	-PRON-	PRP
A52264	2011	87	is	be	VBZ
A52264	2011	88	an	an	DT
A52264	2011	89	horizontal	horizontal	JJ
A52264	2011	90	plain	plain	NN
A52264	2011	91	.	.	.
A52264	2012	1	If	if	IN
A52264	2012	2	the	the	DT
A52264	2012	3	plain	plain	JJ
A52264	2012	4	seeme	seeme	NN
A52264	2012	5	to	to	TO
A52264	2012	6	be	be	VB
A52264	2012	7	verticall	verticall	JJ
A52264	2012	8	,	,	,
A52264	2012	9	like	like	IN
A52264	2012	10	the	the	DT
A52264	2012	11	wall	wall	NN
A52264	2012	12	of	of	IN
A52264	2012	13	an	an	DT
A52264	2012	14	upright	upright	JJ
A52264	2012	15	building	building	NN
A52264	2012	16	,	,	,
A52264	2012	17	you	-PRON-	PRP
A52264	2012	18	may	may	MD
A52264	2012	19	try	try	VB
A52264	2012	20	it	-PRON-	PRP
A52264	2012	21	by	by	IN
A52264	2012	22	holding	hold	VBG
A52264	2012	23	the	the	DT
A52264	2012	24	Quadrant	Quadrant	NNP
A52264	2012	25	so	so	IN
A52264	2012	26	that	that	IN
A52264	2012	27	the	the	DT
A52264	2012	28	threed	threed	NN
A52264	2012	29	may	may	MD
A52264	2012	30	fall	fall	VB
A52264	2012	31	on	on	IN
A52264	2012	32	the	the	DT
A52264	2012	33	plumb	plumb	JJ
A52264	2012	34	line	line	NN
A52264	2012	35	AC	AC	NNP
A52264	2012	36	,	,	,
A52264	2012	37	for	for	IN
A52264	2012	38	then	then	RB
A52264	2012	39	if	if	IN
A52264	2012	40	the	the	DT
A52264	2012	41	side	side	NN
A52264	2012	42	of	of	IN
A52264	2012	43	the	the	DT
A52264	2012	44	Quadrant	Quadrant	NNP
A52264	2012	45	shall	shall	MD
A52264	2012	46	lie	lie	VB
A52264	2012	47	close	close	RB
A52264	2012	48	to	to	IN
A52264	2012	49	the	the	DT
A52264	2012	50	plain	plain	NN
A52264	2012	51	,	,	,
A52264	2012	52	it	-PRON-	PRP
A52264	2012	53	is	be	VBZ
A52264	2012	54	erect	erect	NN
A52264	2012	55	,	,	,
A52264	2012	56	and	and	CC
A52264	2012	57	a	a	DT
A52264	2012	58	line	line	NN
A52264	2012	59	drawn	draw	VBN
A52264	2012	60	by	by	IN
A52264	2012	61	that	that	DT
A52264	2012	62	side	side	NN
A52264	2012	63	of	of	IN
A52264	2012	64	the	the	DT
A52264	2012	65	Quadrant	Quadrant	NNP
A52264	2012	66	shall	shall	MD
A52264	2012	67	be	be	VB
A52264	2012	68	a	a	DT
A52264	2012	69	Verticall	Verticall	NNP
A52264	2012	70	line	line	NN
A52264	2012	71	,	,	,
A52264	2012	72	as	as	IN
A52264	2012	73	the	the	DT
A52264	2012	74	line	line	NN
A52264	2012	75	DE	DE	NNP
A52264	2012	76	in	in	IN
A52264	2012	77	the	the	DT
A52264	2012	78	figure	figure	NN
A52264	2012	79	.	.	.
A52264	2013	1	If	if	IN
A52264	2013	2	the	the	DT
A52264	2013	3	plain	plain	NN
A52264	2013	4	shall	shall	MD
A52264	2013	5	be	be	VB
A52264	2013	6	found	find	VBN
A52264	2013	7	to	to	TO
A52264	2013	8	incline	incline	VB
A52264	2013	9	to	to	IN
A52264	2013	10	the	the	DT
A52264	2013	11	Horizon	Horizon	NNP
A52264	2013	12	,	,	,
A52264	2013	13	you	-PRON-	PRP
A52264	2013	14	may	may	MD
A52264	2013	15	finde	finde	VB
A52264	2013	16	out	out	RP
A52264	2013	17	the	the	DT
A52264	2013	18	quantity	quantity	NN
A52264	2013	19	of	of	IN
A52264	2013	20	the	the	DT
A52264	2013	21	inclination	inclination	NN
A52264	2013	22	after	after	IN
A52264	2013	23	this	this	DT
A52264	2013	24	manner	manner	NN
A52264	2013	25	.	.	.
A52264	2014	1	Apply	apply	VB
A52264	2014	2	the	the	DT
A52264	2014	3	side	side	NN
A52264	2014	4	of	of	IN
A52264	2014	5	your	-PRON-	PRP$
A52264	2014	6	Quadrant	Quadrant	NNP
A52264	2014	7	AC	AC	NNP
A52264	2014	8	to	to	IN
A52264	2014	9	the	the	DT
A52264	2014	10	plain	plain	NN
A52264	2014	11	,	,	,
A52264	2014	12	so	so	RB
A52264	2014	13	shall	shall	MD
A52264	2014	14	the	the	DT
A52264	2014	15	threed	threed	NN
A52264	2014	16	upon	upon	IN
A52264	2014	17	the	the	DT
A52264	2014	18	limbe	limbe	NN
A52264	2014	19	give	give	VB
A52264	2014	20	you	-PRON-	PRP
A52264	2014	21	the	the	DT
A52264	2014	22	inclination	inclination	NN
A52264	2014	23	required	require	VBN
A52264	2014	24	.	.	.
A52264	2015	1	Suppose	suppose	VB
A52264	2015	2	the	the	DT
A52264	2015	3	plain	plain	NN
A52264	2015	4	to	to	TO
A52264	2015	5	be	be	VB
A52264	2015	6	BGED	bge	VBN
A52264	2015	7	,	,	,
A52264	2015	8	and	and	CC
A52264	2015	9	the	the	DT
A52264	2015	10	line	line	NN
A52264	2015	11	FZ	FZ	NNP
A52264	2015	12	to	to	TO
A52264	2015	13	be	be	VB
A52264	2015	14	verticall	verticall	JJ
A52264	2015	15	,	,	,
A52264	2015	16	to	to	TO
A52264	2015	17	which	which	WDT
A52264	2015	18	applying	apply	VBG
A52264	2015	19	the	the	DT
A52264	2015	20	side	side	NN
A52264	2015	21	of	of	IN
A52264	2015	22	your	-PRON-	PRP$
A52264	2015	23	Quadrant	Quadrant	NNP
A52264	2015	24	AC	AC	NNP
A52264	2015	25	,	,	,
A52264	2015	26	the	the	DT
A52264	2015	27	threed	threed	NN
A52264	2015	28	upon	upon	IN
A52264	2015	29	the	the	DT
A52264	2015	30	limbe	limbe	NN
A52264	2015	31	shall	shall	MD
A52264	2015	32	make	make	VB
A52264	2015	33	the	the	DT
A52264	2015	34	angle	angle	NN
A52264	2015	35	CAH	CAH	NNP
A52264	2015	36	the	the	DT
A52264	2015	37	inclination	inclination	NN
A52264	2015	38	required	require	VBN
A52264	2015	39	,	,	,
A52264	2015	40	whose	whose	WP$
A52264	2015	41	complement	complement	NN
A52264	2015	42	is	be	VBZ
A52264	2015	43	the	the	DT
A52264	2015	44	reclination	reclination	NN
A52264	2015	45	.	.	.
A52264	2016	1	To	to	TO
A52264	2016	2	finde	finde	VB
A52264	2016	3	the	the	DT
A52264	2016	4	declination	declination	NN
A52264	2016	5	of	of	IN
A52264	2016	6	a	a	DT
A52264	2016	7	plain	plain	NN
A52264	2016	8	.	.	.
A52264	2017	1	To	to	TO
A52264	2017	2	effect	effect	VB
A52264	2017	3	this	this	DT
A52264	2017	4	,	,	,
A52264	2017	5	there	there	EX
A52264	2017	6	are	be	VBP
A52264	2017	7	required	require	VBN
A52264	2017	8	two	two	CD
A52264	2017	9	observations	observation	NNS
A52264	2017	10	,	,	,
A52264	2017	11	the	the	DT
A52264	2017	12	first	first	JJ
A52264	2017	13	is	be	VBZ
A52264	2017	14	of	of	IN
A52264	2017	15	the	the	DT
A52264	2017	16	horizontal	horizontal	JJ
A52264	2017	17	distance	distance	NN
A52264	2017	18	of	of	IN
A52264	2017	19	the	the	DT
A52264	2017	20	Sun	Sun	NNP
A52264	2017	21	from	from	IN
A52264	2017	22	the	the	DT
A52264	2017	23	pole	pole	NN
A52264	2017	24	of	of	IN
A52264	2017	25	the	the	DT
A52264	2017	26	plain	plain	NN
A52264	2017	27	,	,	,
A52264	2017	28	the	the	DT
A52264	2017	29	second	second	JJ
A52264	2017	30	is	be	VBZ
A52264	2017	31	of	of	IN
A52264	2017	32	the	the	DT
A52264	2017	33	Suns	Suns	NNPS
A52264	2017	34	altitude	altitude	NN
A52264	2017	35	,	,	,
A52264	2017	36	thereby	thereby	RB
A52264	2017	37	to	to	TO
A52264	2017	38	get	get	VB
A52264	2017	39	the	the	DT
A52264	2017	40	Azimuth	azimuth	NN
A52264	2017	41	:	:	:
A52264	2017	42	and	and	CC
A52264	2017	43	these	these	DT
A52264	2017	44	two	two	CD
A52264	2017	45	observations	observation	NNS
A52264	2017	46	must	must	MD
A52264	2017	47	be	be	VB
A52264	2017	48	made	make	VBN
A52264	2017	49	at	at	IN
A52264	2017	50	one	one	CD
A52264	2017	51	instant	instant	NN
A52264	2017	52	of	of	IN
A52264	2017	53	time	time	NN
A52264	2017	54	as	as	IN
A52264	2017	55	neer	neer	NN
A52264	2017	56	as	as	IN
A52264	2017	57	may	may	MD
A52264	2017	58	be	be	VB
A52264	2017	59	,	,	,
A52264	2017	60	that	that	IN
A52264	2017	61	the	the	DT
A52264	2017	62	parts	part	NNS
A52264	2017	63	of	of	IN
A52264	2017	64	the	the	DT
A52264	2017	65	work	work	NN
A52264	2017	66	may	may	MD
A52264	2017	67	the	the	DT
A52264	2017	68	better	well	RBR
A52264	2017	69	agree	agree	VB
A52264	2017	70	together	together	RB
A52264	2017	71	.	.	.
A52264	2018	1	1	1	LS
A52264	2018	2	.	.	.
A52264	2019	1	For	for	IN
A52264	2019	2	the	the	DT
A52264	2019	3	horizontal	horizontal	JJ
A52264	2019	4	distance	distance	NN
A52264	2019	5	of	of	IN
A52264	2019	6	the	the	DT
A52264	2019	7	Sun	Sun	NNP
A52264	2019	8	from	from	IN
A52264	2019	9	the	the	DT
A52264	2019	10	pole	pole	NN
A52264	2019	11	of	of	IN
A52264	2019	12	the	the	DT
A52264	2019	13	plain	plain	JJ
A52264	2019	14	,	,	,
A52264	2019	15	apply	apply	VB
A52264	2019	16	one	one	CD
A52264	2019	17	edge	edge	NN
A52264	2019	18	of	of	IN
A52264	2019	19	the	the	DT
A52264	2019	20	Quadrant	Quadrant	NNP
A52264	2019	21	to	to	IN
A52264	2019	22	the	the	DT
A52264	2019	23	plain	plain	NN
A52264	2019	24	,	,	,
A52264	2019	25	so	so	IN
A52264	2019	26	that	that	IN
A52264	2019	27	the	the	DT
A52264	2019	28	other	other	JJ
A52264	2019	29	may	may	MD
A52264	2019	30	be	be	VB
A52264	2019	31	perpendicular	perpendicular	JJ
A52264	2019	32	to	to	IN
A52264	2019	33	it	-PRON-	PRP
A52264	2019	34	,	,	,
A52264	2019	35	and	and	CC
A52264	2019	36	the	the	DT
A52264	2019	37	limbe	limbe	NN
A52264	2019	38	may	may	MD
A52264	2019	39	be	be	VB
A52264	2019	40	towards	towards	IN
A52264	2019	41	the	the	DT
A52264	2019	42	Sun	Sun	NNP
A52264	2019	43	,	,	,
A52264	2019	44	and	and	CC
A52264	2019	45	hold	hold	VB
A52264	2019	46	the	the	DT
A52264	2019	47	whole	whole	JJ
A52264	2019	48	Quadrant	Quadrant	NNP
A52264	2019	49	horizontal	horizontal	NN
A52264	2019	50	as	as	IN
A52264	2019	51	neer	neer	NN
A52264	2019	52	as	as	IN
A52264	2019	53	you	-PRON-	PRP
A52264	2019	54	can	can	MD
A52264	2019	55	conjecture	conjecture	VB
A52264	2019	56	,	,	,
A52264	2019	57	then	then	RB
A52264	2019	58	holding	hold	VBG
A52264	2019	59	a	a	DT
A52264	2019	60	threed	threed	NN
A52264	2019	61	and	and	CC
A52264	2019	62	plummet	plummet	VBP
A52264	2019	63	at	at	IN
A52264	2019	64	full	full	JJ
A52264	2019	65	liberty	liberty	NN
A52264	2019	66	,	,	,
A52264	2019	67	so	so	IN
A52264	2019	68	that	that	IN
A52264	2019	69	the	the	DT
A52264	2019	70	shadow	shadow	NN
A52264	2019	71	of	of	IN
A52264	2019	72	the	the	DT
A52264	2019	73	threed	threed	NN
A52264	2019	74	may	may	MD
A52264	2019	75	passe	passe	VB
A52264	2019	76	through	through	IN
A52264	2019	77	the	the	DT
A52264	2019	78	center	center	NN
A52264	2019	79	and	and	CC
A52264	2019	80	limb	limb	NN
A52264	2019	81	of	of	IN
A52264	2019	82	the	the	DT
A52264	2019	83	Quadrant	Quadrant	NNP
A52264	2019	84	,	,	,
A52264	2019	85	observe	observe	VBP
A52264	2019	86	then	then	RB
A52264	2019	87	what	what	WP
A52264	2019	88	degrees	degree	NNS
A52264	2019	89	of	of	IN
A52264	2019	90	the	the	DT
A52264	2019	91	limb	limb	NN
A52264	2019	92	the	the	DT
A52264	2019	93	shadow	shadow	NN
A52264	2019	94	cuts	cut	NNS
A52264	2019	95	,	,	,
A52264	2019	96	counting	count	VBG
A52264	2019	97	them	-PRON-	PRP
A52264	2019	98	from	from	IN
A52264	2019	99	that	that	DT
A52264	2019	100	side	side	NN
A52264	2019	101	of	of	IN
A52264	2019	102	the	the	DT
A52264	2019	103	Quadrant	Quadrant	NNP
A52264	2019	104	which	which	WDT
A52264	2019	105	is	be	VBZ
A52264	2019	106	perpendicular	perpendicular	JJ
A52264	2019	107	to	to	IN
A52264	2019	108	the	the	DT
A52264	2019	109	horizontal	horizontal	JJ
A52264	2019	110	line	line	NN
A52264	2019	111	,	,	,
A52264	2019	112	those	those	DT
A52264	2019	113	degrees	degree	NNS
A52264	2019	114	are	be	VBP
A52264	2019	115	called	call	VBN
A52264	2019	116	the	the	DT
A52264	2019	117	Horizontal	horizontal	JJ
A52264	2019	118	distance	distance	NN
A52264	2019	119	.	.	.
A52264	2020	1	2	2	LS
A52264	2020	2	.	.	.
A52264	2021	1	At	at	IN
A52264	2021	2	the	the	DT
A52264	2021	3	same	same	JJ
A52264	2021	4	instant	instant	NN
A52264	2021	5	observe	observe	VBP
A52264	2021	6	the	the	DT
A52264	2021	7	Suns	Suns	NNPS
A52264	2021	8	altitude	altitude	NN
A52264	2021	9	,	,	,
A52264	2021	10	by	by	IN
A52264	2021	11	this	this	DT
A52264	2021	12	altitude	altitude	NN
A52264	2021	13	you	-PRON-	PRP
A52264	2021	14	may	may	MD
A52264	2021	15	get	get	VB
A52264	2021	16	the	the	DT
A52264	2021	17	Suns	Suns	NNPS
A52264	2021	18	Azimuth	Azimuth	NNP
A52264	2021	19	from	from	IN
A52264	2021	20	the	the	DT
A52264	2021	21	South	South	NNP
A52264	2021	22	,	,	,
A52264	2021	23	by	by	IN
A52264	2021	24	the	the	DT
A52264	2021	25	10th	10th	NN
A52264	2021	26	.	.	.
A52264	2022	1	Probleme	Probleme	NNP
A52264	2022	2	of	of	IN
A52264	2022	3	the	the	DT
A52264	2022	4	first	first	JJ
A52264	2022	5	Chapter	Chapter	NNP
A52264	2022	6	hereof	hereof	NNP
A52264	2022	7	.	.	.
A52264	2023	1	When	when	WRB
A52264	2023	2	you	-PRON-	PRP
A52264	2023	3	make	make	VBP
A52264	2023	4	your	-PRON-	PRP$
A52264	2023	5	observation	observation	NN
A52264	2023	6	of	of	IN
A52264	2023	7	the	the	DT
A52264	2023	8	Suns	Suns	NNPS
A52264	2023	9	horizontal	horizontal	JJ
A52264	2023	10	distance	distance	NN
A52264	2023	11	,	,	,
A52264	2023	12	marke	marke	JJ
A52264	2023	13	whether	whether	IN
A52264	2023	14	the	the	DT
A52264	2023	15	shadow	shadow	NN
A52264	2023	16	of	of	IN
A52264	2023	17	the	the	DT
A52264	2023	18	threed	threed	NN
A52264	2023	19	fall	fall	NN
A52264	2023	20	between	between	IN
A52264	2023	21	the	the	DT
A52264	2023	22	South	South	NNP
A52264	2023	23	,	,	,
A52264	2023	24	and	and	CC
A52264	2023	25	the	the	DT
A52264	2023	26	perpendicular	perpendicular	JJ
A52264	2023	27	side	side	NN
A52264	2023	28	of	of	IN
A52264	2023	29	the	the	DT
A52264	2023	30	Quadrant	Quadrant	NNP
A52264	2023	31	,	,	,
A52264	2023	32	or	or	CC
A52264	2023	33	not	not	RB
A52264	2023	34	,	,	,
A52264	2023	35	for	for	IN
A52264	2023	36	,	,	,
A52264	2023	37	1	1	CD
A52264	2023	38	.	.	.
A52264	2024	1	If	if	IN
A52264	2024	2	the	the	DT
A52264	2024	3	shadow	shadow	NN
A52264	2024	4	fall	fall	NN
A52264	2024	5	between	between	IN
A52264	2024	6	them	-PRON-	PRP
A52264	2024	7	,	,	,
A52264	2024	8	then	then	RB
A52264	2024	9	the	the	DT
A52264	2024	10	distance	distance	NN
A52264	2024	11	and	and	CC
A52264	2024	12	Azimuth	Azimuth	NNP
A52264	2024	13	added	add	VBD
A52264	2024	14	together	together	RB
A52264	2024	15	do	do	VBP
A52264	2024	16	make	make	VB
A52264	2024	17	the	the	DT
A52264	2024	18	declination	declination	NN
A52264	2024	19	of	of	IN
A52264	2024	20	the	the	DT
A52264	2024	21	plain	plain	JJ
A52264	2024	22	,	,	,
A52264	2024	23	and	and	CC
A52264	2024	24	in	in	IN
A52264	2024	25	this	this	DT
A52264	2024	26	case	case	NN
A52264	2024	27	the	the	DT
A52264	2024	28	declination	declination	NN
A52264	2024	29	is	be	VBZ
A52264	2024	30	upon	upon	IN
A52264	2024	31	the	the	DT
A52264	2024	32	same	same	JJ
A52264	2024	33	coast	coast	NN
A52264	2024	34	whereon	whereon	NN
A52264	2024	35	the	the	DT
A52264	2024	36	Suns	Suns	NNPS
A52264	2024	37	Azimuth	Azimuth	NNP
A52264	2024	38	is	be	VBZ
A52264	2024	39	.	.	.
A52264	2025	1	2	2	LS
A52264	2025	2	.	.	.
A52264	2026	1	If	if	IN
A52264	2026	2	the	the	DT
A52264	2026	3	shadow	shadow	NN
A52264	2026	4	fall	fall	VBP
A52264	2026	5	not	not	RB
A52264	2026	6	between	between	IN
A52264	2026	7	them	-PRON-	PRP
A52264	2026	8	,	,	,
A52264	2026	9	then	then	RB
A52264	2026	10	the	the	DT
A52264	2026	11	difference	difference	NN
A52264	2026	12	of	of	IN
A52264	2026	13	the	the	DT
A52264	2026	14	distance	distance	NN
A52264	2026	15	and	and	CC
A52264	2026	16	Azimuth	Azimuth	NNP
A52264	2026	17	is	be	VBZ
A52264	2026	18	the	the	DT
A52264	2026	19	declination	declination	NN
A52264	2026	20	of	of	IN
A52264	2026	21	the	the	DT
A52264	2026	22	plain	plain	JJ
A52264	2026	23	,	,	,
A52264	2026	24	and	and	CC
A52264	2026	25	if	if	IN
A52264	2026	26	the	the	DT
A52264	2026	27	Azimuth	Azimuth	NNP
A52264	2026	28	be	be	VB
A52264	2026	29	the	the	DT
A52264	2026	30	greater	great	JJR
A52264	2026	31	of	of	IN
A52264	2026	32	the	the	DT
A52264	2026	33	two	two	CD
A52264	2026	34	,	,	,
A52264	2026	35	then	then	RB
A52264	2026	36	the	the	DT
A52264	2026	37	plain	plain	JJ
A52264	2026	38	declineth	declineth	NN
A52264	2026	39	to	to	IN
A52264	2026	40	the	the	DT
A52264	2026	41	same	same	JJ
A52264	2026	42	coast	coast	NN
A52264	2026	43	whereon	whereon	NN
A52264	2026	44	the	the	DT
A52264	2026	45	Azimuth	Azimuth	NNP
A52264	2026	46	is	be	VBZ
A52264	2026	47	,	,	,
A52264	2026	48	but	but	CC
A52264	2026	49	if	if	IN
A52264	2026	50	the	the	DT
A52264	2026	51	distance	distance	NN
A52264	2026	52	be	be	VB
A52264	2026	53	the	the	DT
A52264	2026	54	greater	great	JJR
A52264	2026	55	,	,	,
A52264	2026	56	then	then	RB
A52264	2026	57	the	the	DT
A52264	2026	58	plain	plain	JJ
A52264	2026	59	declneth	declneth	JJ
A52264	2026	60	to	to	IN
A52264	2026	61	the	the	DT
A52264	2026	62	contrary	contrary	JJ
A52264	2026	63	coast	coast	NN
A52264	2026	64	to	to	IN
A52264	2026	65	that	that	DT
A52264	2026	66	whereon	whereon	NN
A52264	2026	67	the	the	DT
A52264	2026	68	Suns	Suns	NNPS
A52264	2026	69	Azimuth	Azimuth	NNP
A52264	2026	70	is	be	VBZ
A52264	2026	71	.	.	.
A52264	2027	1	Note	note	VB
A52264	2027	2	here	here	RB
A52264	2027	3	further	far	RBR
A52264	2027	4	,	,	,
A52264	2027	5	that	that	IN
A52264	2027	6	the	the	DT
A52264	2027	7	declination	declination	NN
A52264	2027	8	so	so	RB
A52264	2027	9	found	find	VBN
A52264	2027	10	,	,	,
A52264	2027	11	is	be	VBZ
A52264	2027	12	alwayes	alwayes	NNP
A52264	2027	13	accounted	account	VBN
A52264	2027	14	from	from	IN
A52264	2027	15	the	the	DT
A52264	2027	16	South	South	NNP
A52264	2027	17	,	,	,
A52264	2027	18	and	and	CC
A52264	2027	19	that	that	IN
A52264	2027	20	all	all	DT
A52264	2027	21	declinations	declination	NNS
A52264	2027	22	are	be	VBP
A52264	2027	23	numbered	number	VBN
A52264	2027	24	from	from	IN
A52264	2027	25	North	North	NNP
A52264	2027	26	or	or	CC
A52264	2027	27	South	South	NNP
A52264	2027	28	,	,	,
A52264	2027	29	towards	towards	IN
A52264	2027	30	East	East	NNP
A52264	2027	31	or	or	CC
A52264	2027	32	West	West	NNP
A52264	2027	33	,	,	,
A52264	2027	34	and	and	CC
A52264	2027	35	must	must	MD
A52264	2027	36	not	not	RB
A52264	2027	37	exceed	exceed	VB
A52264	2027	38	90	90	CD
A52264	2027	39	deg	deg	NN
A52264	2027	40	.	.	.
A52264	2028	1	1	1	LS
A52264	2028	2	.	.	.
A52264	2029	1	If	if	IN
A52264	2029	2	therefore	therefore	RB
A52264	2029	3	the	the	DT
A52264	2029	4	number	number	NN
A52264	2029	5	of	of	IN
A52264	2029	6	declination	declination	NN
A52264	2029	7	exceed	exceed	VB
A52264	2029	8	90	90	CD
A52264	2029	9	,	,	,
A52264	2029	10	you	-PRON-	PRP
A52264	2029	11	must	must	MD
A52264	2029	12	take	take	VB
A52264	2029	13	its	-PRON-	PRP$
A52264	2029	14	complement	complement	NN
A52264	2029	15	to	to	IN
A52264	2029	16	180	180	CD
A52264	2029	17	,	,	,
A52264	2029	18	and	and	CC
A52264	2029	19	the	the	DT
A52264	2029	20	same	same	JJ
A52264	2029	21	shall	shall	MD
A52264	2029	22	be	be	VB
A52264	2029	23	the	the	DT
A52264	2029	24	plains	plain	NNS
A52264	2029	25	declination	declination	NN
A52264	2029	26	from	from	IN
A52264	2029	27	the	the	DT
A52264	2029	28	North	North	NNP
A52264	2029	29	.	.	.
A52264	2030	1	2	2	LS
A52264	2030	2	.	.	.
A52264	2031	1	If	if	IN
A52264	2031	2	the	the	DT
A52264	2031	3	declination	declination	NN
A52264	2031	4	found	find	VBD
A52264	2031	5	exceed	exceed	VBP
A52264	2031	6	180	180	CD
A52264	2031	7	deg	deg	NN
A52264	2031	8	.	.	.
A52264	2032	1	then	then	RB
A52264	2032	2	the	the	DT
A52264	2032	3	excesse	excesse	NN
A52264	2032	4	above	above	IN
A52264	2032	5	180	180	CD
A52264	2032	6	,	,	,
A52264	2032	7	gives	give	VBZ
A52264	2032	8	the	the	DT
A52264	2032	9	plains	plain	NNS
A52264	2032	10	declination	declination	NN
A52264	2032	11	from	from	IN
A52264	2032	12	the	the	DT
A52264	2032	13	North	North	NNP
A52264	2032	14	,	,	,
A52264	2032	15	towards	towards	IN
A52264	2032	16	that	that	DT
A52264	2032	17	Coast	Coast	NNP
A52264	2032	18	which	which	WDT
A52264	2032	19	is	be	VBZ
A52264	2032	20	contrary	contrary	JJ
A52264	2032	21	to	to	IN
A52264	2032	22	the	the	DT
A52264	2032	23	Coast	Coast	NNP
A52264	2032	24	whereon	whereon	NN
A52264	2032	25	the	the	DT
A52264	2032	26	Sun	Sun	NNP
A52264	2032	27	is	be	VBZ
A52264	2032	28	.	.	.
A52264	2033	1	By	by	IN
A52264	2033	2	this	this	DT
A52264	2033	3	accounting	accounting	NN
A52264	2033	4	from	from	IN
A52264	2033	5	North	North	NNP
A52264	2033	6	&	&	CC
A52264	2033	7	South	South	NNP
A52264	2033	8	,	,	,
A52264	2033	9	you	-PRON-	PRP
A52264	2033	10	may	may	MD
A52264	2033	11	alwayes	alwayes	NNP
A52264	2033	12	make	make	VB
A52264	2033	13	your	-PRON-	PRP$
A52264	2033	14	plains	plain	NNS
A52264	2033	15	declination	declination	NN
A52264	2033	16	not	not	RB
A52264	2033	17	to	to	TO
A52264	2033	18	exceed	exceed	VB
A52264	2033	19	a	a	DT
A52264	2033	20	Quadrant	Quadrant	NNP
A52264	2033	21	or	or	CC
A52264	2033	22	90	90	CD
A52264	2033	23	de	de	NN
A52264	2033	24	.	.	.
A52264	2034	1	And	and	CC
A52264	2034	2	as	as	IN
A52264	2034	3	when	when	WRB
A52264	2034	4	it	-PRON-	PRP
A52264	2034	5	declines	decline	VBZ
A52264	2034	6	nothing	nothing	NN
A52264	2034	7	,	,	,
A52264	2034	8	it	-PRON-	PRP
A52264	2034	9	is	be	VBZ
A52264	2034	10	a	a	DT
A52264	2034	11	full	full	JJ
A52264	2034	12	South	South	NNP
A52264	2034	13	or	or	CC
A52264	2034	14	North	North	NNP
A52264	2034	15	plain	plain	JJ
A52264	2034	16	,	,	,
A52264	2034	17	so	so	CC
A52264	2034	18	if	if	IN
A52264	2034	19	it	-PRON-	PRP
A52264	2034	20	decline	decline	VBP
A52264	2034	21	just	just	RB
A52264	2034	22	90	90	CD
A52264	2034	23	,	,	,
A52264	2034	24	it	-PRON-	PRP
A52264	2034	25	is	be	VBZ
A52264	2034	26	then	then	RB
A52264	2034	27	a	a	DT
A52264	2034	28	full	full	JJ
A52264	2034	29	East	East	NNP
A52264	2034	30	or	or	CC
A52264	2034	31	West	West	NNP
A52264	2034	32	plain	plain	JJ
A52264	2034	33	.	.	.
A52264	2035	1	These	these	DT
A52264	2035	2	precepts	precept	NNS
A52264	2035	3	are	be	VBP
A52264	2035	4	sufficient	sufficient	JJ
A52264	2035	5	to	to	TO
A52264	2035	6	finde	finde	VB
A52264	2035	7	the	the	DT
A52264	2035	8	declination	declination	NN
A52264	2035	9	of	of	IN
A52264	2035	10	any	any	DT
A52264	2035	11	plain	plain	JJ
A52264	2035	12	howsoever	howsoever	NN
A52264	2035	13	situated	situate	VBN
A52264	2035	14	,	,	,
A52264	2035	15	but	but	CC
A52264	2035	16	that	that	IN
A52264	2035	17	there	there	EX
A52264	2035	18	may	may	MD
A52264	2035	19	be	be	VB
A52264	2035	20	no	no	DT
A52264	2035	21	mistake	mistake	NN
A52264	2035	22	,	,	,
A52264	2035	23	we	-PRON-	PRP
A52264	2035	24	will	will	MD
A52264	2035	25	adde	adde	VB
A52264	2035	26	an	an	DT
A52264	2035	27	Example	example	NN
A52264	2035	28	.	.	.
A52264	2036	1	1	1	CD
A52264	2036	2	Example	example	NN
A52264	2036	3	.	.	.
A52264	2037	1	Now	now	RB
A52264	2037	2	because	because	IN
A52264	2037	3	the	the	DT
A52264	2037	4	line	line	NN
A52264	2037	5	of	of	IN
A52264	2037	6	shadow	shadow	NN
A52264	2037	7	AG	AG	NNP
A52264	2037	8	,	,	,
A52264	2037	9	falleth	falleth	JJ
A52264	2037	10	between	between	IN
A52264	2037	11	P	p	NN
A52264	2037	12	the	the	DT
A52264	2037	13	pole	pole	NN
A52264	2037	14	of	of	IN
A52264	2037	15	the	the	DT
A52264	2037	16	plains	plains	NNPS
A52264	2037	17	horizontal	horizontal	JJ
A52264	2037	18	line	line	NN
A52264	2037	19	,	,	,
A52264	2037	20	and	and	CC
A52264	2037	21	S	S	NNP
A52264	2037	22	the	the	DT
A52264	2037	23	South	South	NNP
A52264	2037	24	point	point	NN
A52264	2037	25	,	,	,
A52264	2037	26	therefore	therefore	RB
A52264	2037	27	according	accord	VBG
A52264	2037	28	to	to	IN
A52264	2037	29	the	the	DT
A52264	2037	30	former	former	JJ
A52264	2037	31	direction	direction	NN
A52264	2037	32	,	,	,
A52264	2037	33	I	-PRON-	PRP
A52264	2037	34	adde	adde	VBP
A52264	2037	35	the	the	DT
A52264	2037	36	horizontal	horizontal	JJ
A52264	2037	37	distance	distance	NN
A52264	2037	38	PG	PG	NNP
A52264	2037	39	24	24	CD
A52264	2037	40	deg	deg	NN
A52264	2037	41	.	.	.
A52264	2038	1	to	to	IN
A52264	2038	2	the	the	DT
A52264	2038	3	Suns	Suns	NNP
A52264	2038	4	Azimuth	Azimuth	NNP
A52264	2038	5	GS	GS	NNP
A52264	2038	6	40	40	CD
A52264	2038	7	deg	deg	NN
A52264	2038	8	,	,	,
A52264	2038	9	and	and	CC
A52264	2038	10	their	-PRON-	PRP$
A52264	2038	11	aggregate	aggregate	NN
A52264	2038	12	is	be	VBZ
A52264	2038	13	PS	PS	NNP
A52264	2038	14	64	64	CD
A52264	2038	15	deg	deg	NNP
A52264	2038	16	.	.	.
A52264	2039	1	the	the	DT
A52264	2039	2	declination	declination	NN
A52264	2039	3	sought	seek	VBD
A52264	2039	4	;	;	:
A52264	2039	5	and	and	CC
A52264	2039	6	in	in	IN
A52264	2039	7	this	this	DT
A52264	2039	8	case	case	NN
A52264	2039	9	it	-PRON-	PRP
A52264	2039	10	is	be	VBZ
A52264	2039	11	upon	upon	IN
A52264	2039	12	the	the	DT
A52264	2039	13	same	same	JJ
A52264	2039	14	coast	coast	NN
A52264	2039	15	with	with	IN
A52264	2039	16	the	the	DT
A52264	2039	17	sun	sun	NN
A52264	2039	18	,	,	,
A52264	2039	19	that	that	DT
A52264	2039	20	is	be	VBZ
A52264	2039	21	West	West	NNP
A52264	2039	22	,	,	,
A52264	2039	23	according	accord	VBG
A52264	2039	24	to	to	IN
A52264	2039	25	the	the	DT
A52264	2039	26	rule	rule	NN
A52264	2039	27	given	give	VBN
A52264	2039	28	,	,	,
A52264	2039	29	and	and	CC
A52264	2039	30	as	as	IN
A52264	2039	31	the	the	DT
A52264	2039	32	figure	figure	NN
A52264	2039	33	it	-PRON-	PRP
A52264	2039	34	selfe	selfe	VBP
A52264	2039	35	sheweth	sheweth	NNP
A52264	2039	36	,	,	,
A52264	2039	37	the	the	DT
A52264	2039	38	East	East	NNP
A52264	2039	39	and	and	CC
A52264	2039	40	North	North	NNP
A52264	2039	41	points	point	NNS
A52264	2039	42	being	be	VBG
A52264	2039	43	hid	hide	VBN
A52264	2039	44	from	from	IN
A52264	2039	45	our	-PRON-	PRP$
A52264	2039	46	sight	sight	NN
A52264	2039	47	by	by	IN
A52264	2039	48	the	the	DT
A52264	2039	49	plain	plain	NN
A52264	2039	50	it	-PRON-	PRP
A52264	2039	51	selfe	selfe	VBD
A52264	2039	52	;	;	:
A52264	2039	53	this	this	DT
A52264	2039	54	therefore	therefore	RB
A52264	2039	55	is	be	VBZ
A52264	2039	56	a	a	DT
A52264	2039	57	South	South	NNP
A52264	2039	58	plain	plain	JJ
A52264	2039	59	declining	decline	VBG
A52264	2039	60	West	West	NNP
A52264	2039	61	64	64	CD
A52264	2039	62	degrees	degree	NNS
A52264	2039	63	.	.	.
A52264	2040	1	2	2	LS
A52264	2040	2	.	.	.
A52264	2041	1	Example	example	NN
A52264	2041	2	.	.	.
A52264	2042	1	To	to	TO
A52264	2042	2	finde	finde	NNP
A52264	2042	3	a	a	DT
A52264	2042	4	Meridian	meridian	JJ
A52264	2042	5	line	line	NN
A52264	2042	6	upon	upon	IN
A52264	2042	7	an	an	DT
A52264	2042	8	Horizontal	horizontal	JJ
A52264	2042	9	plain	plain	NN
A52264	2042	10	.	.	.
A52264	2043	1	If	if	IN
A52264	2043	2	your	-PRON-	PRP$
A52264	2043	3	plain	plain	NN
A52264	2043	4	be	be	VB
A52264	2043	5	levell	levell	JJ
A52264	2043	6	with	with	IN
A52264	2043	7	your	-PRON-	PRP$
A52264	2043	8	Horizon	horizon	NN
A52264	2043	9	,	,	,
A52264	2043	10	draw	draw	VB
A52264	2043	11	thereon	thereon	NN
A52264	2043	12	the	the	DT
A52264	2043	13	Circle	Circle	NNP
A52264	2043	14	BCMP	BCMP	NNP
A52264	2043	15	,	,	,
A52264	2043	16	then	then	RB
A52264	2043	17	holding	hold	VBG
A52264	2043	18	a	a	DT
A52264	2043	19	threed	threed	NN
A52264	2043	20	and	and	CC
A52264	2043	21	plummet	plummet	NN
A52264	2043	22	,	,	,
A52264	2043	23	so	so	IN
A52264	2043	24	as	as	IN
A52264	2043	25	the	the	DT
A52264	2043	26	shadow	shadow	NN
A52264	2043	27	thereof	thereof	RB
A52264	2043	28	may	may	MD
A52264	2043	29	fall	fall	VB
A52264	2043	30	upon	upon	IN
A52264	2043	31	the	the	DT
A52264	2043	32	center	center	NN
A52264	2043	33	,	,	,
A52264	2043	34	and	and	CC
A52264	2043	35	draw	draw	VB
A52264	2043	36	in	in	IN
A52264	2043	37	the	the	DT
A52264	2043	38	last	last	JJ
A52264	2043	39	diagram	diagram	NN
A52264	2043	40	the	the	DT
A52264	2043	41	line	line	NN
A52264	2043	42	of	of	IN
A52264	2043	43	shadow	shadow	NN
A52264	2043	44	HA	HA	NNP
A52264	2043	45	:	:	:
A52264	2043	46	then	then	RB
A52264	2043	47	if	if	IN
A52264	2043	48	the	the	DT
A52264	2043	49	Suns	Suns	NNPS
A52264	2043	50	Azimuth	Azimuth	NNP
A52264	2043	51	shall	shall	MD
A52264	2043	52	be	be	VB
A52264	2043	53	50	50	CD
A52264	2043	54	deg	deg	NN
A52264	2043	55	.	.	.
A52264	2044	1	and	and	CC
A52264	2044	2	the	the	DT
A52264	2044	3	line	line	NN
A52264	2044	4	of	of	IN
A52264	2044	5	shadow	shadow	NN
A52264	2044	6	taken	take	VBN
A52264	2044	7	in	in	IN
A52264	2044	8	the	the	DT
A52264	2044	9	afternoon	afternoon	NN
A52264	2044	10	,	,	,
A52264	2044	11	set	set	VBN
A52264	2044	12	off	off	RP
A52264	2044	13	the	the	DT
A52264	2044	14	50	50	CD
A52264	2044	15	deg	deg	NN
A52264	2044	16	.	.	.
A52264	2045	1	from	from	IN
A52264	2045	2	H	h	NN
A52264	2045	3	to	to	IN
A52264	2045	4	S	S	NNP
A52264	2045	5	,	,	,
A52264	2045	6	and	and	CC
A52264	2045	7	the	the	DT
A52264	2045	8	line	line	NN
A52264	2045	9	SN	SN	NNP
A52264	2045	10	shall	shall	MD
A52264	2045	11	be	be	VB
A52264	2045	12	the	the	DT
A52264	2045	13	Meridian	meridian	JJ
A52264	2045	14	line	line	NN
A52264	2045	15	desired	desire	VBD
A52264	2045	16	.	.	.
A52264	2046	1	Probl	probl	VB
A52264	2046	2	.	.	.
A52264	2047	1	4	4	LS
A52264	2047	2	.	.	.
A52264	2048	1	To	to	TO
A52264	2048	2	draw	draw	VB
A52264	2048	3	the	the	DT
A52264	2048	4	houre	houre	NN
A52264	2048	5	lines	line	NNS
A52264	2048	6	upon	upon	IN
A52264	2048	7	the	the	DT
A52264	2048	8	Horizontal	horizontal	JJ
A52264	2048	9	plain	plain	NN
A52264	2048	10	.	.	.
A52264	2049	1	THis	this	DT
A52264	2049	2	plane	plane	NN
A52264	2049	3	in	in	IN
A52264	2049	4	respect	respect	NN
A52264	2049	5	of	of	IN
A52264	2049	6	the	the	DT
A52264	2049	7	Poles	Poles	NNPS
A52264	2049	8	thereof	thereof	RB
A52264	2049	9	,	,	,
A52264	2049	10	which	which	WDT
A52264	2049	11	lie	lie	VBP
A52264	2049	12	in	in	IN
A52264	2049	13	the	the	DT
A52264	2049	14	Vertex	Vertex	NNP
A52264	2049	15	and	and	CC
A52264	2049	16	Nadir	Nadir	NNP
A52264	2049	17	of	of	IN
A52264	2049	18	the	the	DT
A52264	2049	19	place	place	NN
A52264	2049	20	may	may	MD
A52264	2049	21	be	be	VB
A52264	2049	22	called	call	VBN
A52264	2049	23	vertical	vertical	JJ
A52264	2049	24	,	,	,
A52264	2049	25	in	in	IN
A52264	2049	26	respect	respect	NN
A52264	2049	27	of	of	IN
A52264	2049	28	the	the	DT
A52264	2049	29	plane	plane	NN
A52264	2049	30	it	-PRON-	PRP
A52264	2049	31	self	self	NN
A52264	2049	32	,	,	,
A52264	2049	33	which	which	WDT
A52264	2049	34	is	be	VBZ
A52264	2049	35	parallel	parallel	JJ
A52264	2049	36	to	to	IN
A52264	2049	37	the	the	DT
A52264	2049	38	Horizon	Horizon	NNP
A52264	2049	39	,	,	,
A52264	2049	40	horizontal	horizontal	JJ
A52264	2049	41	,	,	,
A52264	2049	42	howsoever	howsoever	VB
A52264	2049	43	it	-PRON-	PRP
A52264	2049	44	be	be	VB
A52264	2049	45	termed	term	VBN
A52264	2049	46	,	,	,
A52264	2049	47	the	the	DT
A52264	2049	48	making	making	NN
A52264	2049	49	of	of	IN
A52264	2049	50	the	the	DT
A52264	2049	51	Dial	Dial	NNP
A52264	2049	52	is	be	VBZ
A52264	2049	53	the	the	DT
A52264	2049	54	same	same	JJ
A52264	2049	55	,	,	,
A52264	2049	56	and	and	CC
A52264	2049	57	there	there	EX
A52264	2049	58	is	be	VBZ
A52264	2049	59	but	but	CC
A52264	2049	60	one	one	NN
A52264	2049	61	onely	onely	RB
A52264	2049	62	arch	arch	VBP
A52264	2049	63	of	of	IN
A52264	2049	64	the	the	DT
A52264	2049	65	Meridian	Meridian	NNP
A52264	2049	66	betwixt	betwixt	VBP
A52264	2049	67	the	the	DT
A52264	2049	68	pole	pole	NN
A52264	2049	69	of	of	IN
A52264	2049	70	the	the	DT
A52264	2049	71	world	world	NN
A52264	2049	72	and	and	CC
A52264	2049	73	the	the	DT
A52264	2049	74	plane	plane	NN
A52264	2049	75	required	require	VBN
A52264	2049	76	to	to	IN
A52264	2049	77	the	the	DT
A52264	2049	78	artificiall	artificiall	NN
A52264	2049	79	projecting	projecting	NN
A52264	2049	80	of	of	IN
A52264	2049	81	the	the	DT
A52264	2049	82	hour	hour	NN
A52264	2049	83	-	-	HYPH
A52264	2049	84	lines	line	NNS
A52264	2049	85	thereof	thereof	RB
A52264	2049	86	,	,	,
A52264	2049	87	which	which	WDT
A52264	2049	88	being	be	VBG
A52264	2049	89	the	the	DT
A52264	2049	90	height	height	NN
A52264	2049	91	of	of	IN
A52264	2049	92	the	the	DT
A52264	2049	93	pole	pole	NN
A52264	2049	94	above	above	IN
A52264	2049	95	the	the	DT
A52264	2049	96	horizon	horizon	NN
A52264	2049	97	(	(	-LRB-
A52264	2049	98	equal	equal	JJ
A52264	2049	99	to	to	IN
A52264	2049	100	the	the	DT
A52264	2049	101	height	height	NN
A52264	2049	102	of	of	IN
A52264	2049	103	the	the	DT
A52264	2049	104	stile	stile	NN
A52264	2049	105	above	above	IN
A52264	2049	106	the	the	DT
A52264	2049	107	plane	plane	NN
A52264	2049	108	)	)	-RRB-
A52264	2049	109	is	be	VBZ
A52264	2049	110	alwayes	alwayes	NNP
A52264	2049	111	given	give	VBN
A52264	2049	112	,	,	,
A52264	2049	113	by	by	IN
A52264	2049	114	the	the	DT
A52264	2049	115	help	help	NN
A52264	2049	116	whereof	whereof	IN
A52264	2049	117	we	-PRON-	PRP
A52264	2049	118	may	may	MD
A52264	2049	119	presently	presently	RB
A52264	2049	120	proceed	proceed	VB
A52264	2049	121	to	to	TO
A52264	2049	122	calculate	calculate	VB
A52264	2049	123	the	the	DT
A52264	2049	124	hour	hour	NN
A52264	2049	125	distances	distance	NNS
A52264	2049	126	in	in	IN
A52264	2049	127	manner	manner	NN
A52264	2049	128	following	following	NN
A52264	2049	129	.	.	.
A52264	2050	1	This	this	DT
A52264	2050	2	plane	plane	NN
A52264	2050	3	is	be	VBZ
A52264	2050	4	represented	represent	VBN
A52264	2050	5	in	in	IN
A52264	2050	6	the	the	DT
A52264	2050	7	fundamental	fundamental	JJ
A52264	2050	8	Diagram	Diagram	NNP
A52264	2050	9	by	by	IN
A52264	2050	10	the	the	DT
A52264	2050	11	outward	outward	JJ
A52264	2050	12	circle	circle	NN
A52264	2050	13	ESWN	ESWN	NNP
A52264	2050	14	,	,	,
A52264	2050	15	in	in	IN
A52264	2050	16	which	which	WDT
A52264	2050	17	the	the	DT
A52264	2050	18	diameter	diameter	NN
A52264	2050	19	SN	SN	NNP
A52264	2050	20	drawn	draw	VBN
A52264	2050	21	from	from	IN
A52264	2050	22	the	the	DT
A52264	2050	23	South	South	NNP
A52264	2050	24	to	to	IN
A52264	2050	25	the	the	DT
A52264	2050	26	North	North	NNP
A52264	2050	27	may	may	MD
A52264	2050	28	go	go	VB
A52264	2050	29	both	both	DT
A52264	2050	30	for	for	IN
A52264	2050	31	the	the	DT
A52264	2050	32	Meridian	meridian	JJ
A52264	2050	33	line	line	NN
A52264	2050	34	,	,	,
A52264	2050	35	and	and	CC
A52264	2050	36	the	the	DT
A52264	2050	37	Meridian	meridian	JJ
A52264	2050	38	circle	circle	NN
A52264	2050	39	,	,	,
A52264	2050	40	Z	z	NN
A52264	2050	41	for	for	IN
A52264	2050	42	the	the	DT
A52264	2050	43	Zenith	Zenith	NNP
A52264	2050	44	,	,	,
A52264	2050	45	P	p	NN
A52264	2050	46	for	for	IN
A52264	2050	47	the	the	DT
A52264	2050	48	pole	pole	NN
A52264	2050	49	of	of	IN
A52264	2050	50	the	the	DT
A52264	2050	51	world	world	NN
A52264	2050	52	,	,	,
A52264	2050	53	and	and	CC
A52264	2050	54	the	the	DT
A52264	2050	55	circles	circle	NNS
A52264	2050	56	drawn	draw	VBN
A52264	2050	57	through	through	IN
A52264	2050	58	P	p	NN
A52264	2050	59	for	for	IN
A52264	2050	60	the	the	DT
A52264	2050	61	hour	hour	NN
A52264	2050	62	-	-	HYPH
A52264	2050	63	circles	circle	NNS
A52264	2050	64	of	of	IN
A52264	2050	65	1	1	CD
A52264	2050	66	,	,	,
A52264	2050	67	2	2	CD
A52264	2050	68	,	,	,
A52264	2050	69	3	3	CD
A52264	2050	70	,	,	,
A52264	2050	71	4	4	CD
A52264	2050	72	,	,	,
A52264	2050	73	&	&	CC
A52264	2050	74	c.	c.	NNP
A52264	2050	75	as	as	IN
A52264	2050	76	they	-PRON-	PRP
A52264	2050	77	are	be	VBP
A52264	2050	78	numbred	numbre	VBN
A52264	2050	79	from	from	IN
A52264	2050	80	the	the	DT
A52264	2050	81	Meridian	Meridian	NNP
A52264	2050	82	,	,	,
A52264	2050	83	and	and	CC
A52264	2050	84	limit	limit	VB
A52264	2050	85	the	the	DT
A52264	2050	86	distance	distance	NN
A52264	2050	87	of	of	IN
A52264	2050	88	each	each	DT
A52264	2050	89	hour	hour	NN
A52264	2050	90	line	line	NN
A52264	2050	91	from	from	IN
A52264	2050	92	the	the	DT
A52264	2050	93	Meridian	Meridian	NNP
A52264	2050	94	upon	upon	IN
A52264	2050	95	the	the	DT
A52264	2050	96	plane	plane	NN
A52264	2050	97	,	,	,
A52264	2050	98	according	accord	VBG
A52264	2050	99	to	to	IN
A52264	2050	100	the	the	DT
A52264	2050	101	arches	arch	NNS
A52264	2050	102	of	of	IN
A52264	2050	103	the	the	DT
A52264	2050	104	Horizon	Horizon	NNP
A52264	2050	105	,	,	,
A52264	2050	106	N	N	NNP
A52264	2050	107	11	11	CD
A52264	2050	108	,	,	,
A52264	2050	109	N	n	CD
A52264	2050	110	10	10	CD
A52264	2050	111	,	,	,
A52264	2050	112	N	N	NNP
A52264	2050	113	9	9	CD
A52264	2050	114	,	,	,
A52264	2050	115	&	&	CC
A52264	2050	116	c.	c.	NNP
A52264	2050	117	which	which	WDT
A52264	2050	118	by	by	IN
A52264	2050	119	the	the	DT
A52264	2050	120	severall	severall	JJ
A52264	2050	121	Triangles	Triangles	NNP
A52264	2050	122	SP	SP	NNP
A52264	2050	123	11	11	CD
A52264	2050	124	,	,	,
A52264	2050	125	SP	SP	NNP
A52264	2050	126	10	10	CD
A52264	2050	127	,	,	,
A52264	2050	128	SP	SP	NNP
A52264	2050	129	9	9	CD
A52264	2050	130	,	,	,
A52264	2050	131	or	or	CC
A52264	2050	132	their	-PRON-	PRP$
A52264	2050	133	verticals	vertical	NNS
A52264	2050	134	NP	NP	NNP
A52264	2050	135	11	11	CD
A52264	2050	136	,	,	,
A52264	2050	137	NP	NP	NNP
A52264	2050	138	10	10	CD
A52264	2050	139	,	,	,
A52264	2050	140	NP	NP	NNP
A52264	2050	141	9	9	CD
A52264	2050	142	may	may	MD
A52264	2050	143	thus	thus	RB
A52264	2050	144	be	be	VB
A52264	2050	145	found	find	VBN
A52264	2050	146	;	;	:
A52264	2050	147	because	because	IN
A52264	2050	148	every	every	DT
A52264	2050	149	quarter	quarter	NN
A52264	2050	150	of	of	IN
A52264	2050	151	the	the	DT
A52264	2050	152	Horizon	Horizon	NNP
A52264	2050	153	is	be	VBZ
A52264	2050	154	alike	alike	JJ
A52264	2050	155	,	,	,
A52264	2050	156	you	-PRON-	PRP
A52264	2050	157	may	may	MD
A52264	2050	158	begin	begin	VB
A52264	2050	159	with	with	IN
A52264	2050	160	which	which	WDT
A52264	2050	161	you	-PRON-	PRP
A52264	2050	162	will	will	MD
A52264	2050	163	,	,	,
A52264	2050	164	and	and	CC
A52264	2050	165	resolve	resolve	VB
A52264	2050	166	each	each	DT
A52264	2050	167	hours	hour	NNS
A52264	2050	168	distance	distance	NN
A52264	2050	169	,	,	,
A52264	2050	170	either	either	CC
A52264	2050	171	by	by	IN
A52264	2050	172	the	the	DT
A52264	2050	173	small	small	JJ
A52264	2050	174	Triangle	Triangle	NNP
A52264	2050	175	NP	NP	NNP
A52264	2050	176	11	11	CD
A52264	2050	177	,	,	,
A52264	2050	178	or	or	CC
A52264	2050	179	the	the	DT
A52264	2050	180	verticall	verticall	NN
A52264	2050	181	Triangle	Triangle	NNP
A52264	2050	182	KP	KP	NNP
A52264	2050	183	11	11	CD
A52264	2050	184	.	.	.
A52264	2051	1	In	in	IN
A52264	2051	2	the	the	DT
A52264	2051	3	Triangle	Triangle	NNP
A52264	2051	4	PN11	PN11	NNP
A52264	2051	5	,	,	,
A52264	2051	6	the	the	DT
A52264	2051	7	side	side	NN
A52264	2051	8	PN	PN	NNP
A52264	2051	9	is	be	VBZ
A52264	2051	10	alwayes	alwayes	NNP
A52264	2051	11	given	give	VBN
A52264	2051	12	,	,	,
A52264	2051	13	and	and	CC
A52264	2051	14	is	be	VBZ
A52264	2051	15	the	the	DT
A52264	2051	16	height	height	NN
A52264	2051	17	of	of	IN
A52264	2051	18	the	the	DT
A52264	2051	19	pole	pole	NN
A52264	2051	20	above	above	IN
A52264	2051	21	the	the	DT
A52264	2051	22	horizon	horizon	NN
A52264	2051	23	,	,	,
A52264	2051	24	the	the	DT
A52264	2051	25	which	which	WDT
A52264	2051	26	at	at	IN
A52264	2051	27	London	London	NNP
A52264	2051	28	is	be	VBZ
A52264	2051	29	51	51	CD
A52264	2051	30	deg	deg	NN
A52264	2051	31	.	.	.
A52264	2052	1	53	53	CD
A52264	2052	2	min	min	NN
A52264	2052	3	.	.	.
A52264	2053	1	and	and	CC
A52264	2053	2	the	the	DT
A52264	2053	3	angle	angle	NN
A52264	2053	4	at	at	IN
A52264	2053	5	P	p	NN
A52264	2053	6	is	be	VBZ
A52264	2053	7	given	give	VBN
A52264	2053	8	one	one	CD
A52264	2053	9	hours	hour	NNS
A52264	2053	10	distance	distance	NN
A52264	2053	11	from	from	IN
A52264	2053	12	the	the	DT
A52264	2053	13	Meridian	Meridian	NNP
A52264	2053	14	,	,	,
A52264	2053	15	whose	whose	WP$
A52264	2053	16	measure	measure	NN
A52264	2053	17	in	in	IN
A52264	2053	18	the	the	DT
A52264	2053	19	Equinoctiall	Equinoctiall	NNP
A52264	2053	20	is	be	VBZ
A52264	2053	21	15	15	CD
A52264	2053	22	deg	deg	NN
A52264	2053	23	.	.	.
A52264	2054	1	&	&	CC
A52264	2054	2	the	the	DT
A52264	2054	3	angle	angle	NN
A52264	2054	4	at	at	IN
A52264	2054	5	N	N	NNP
A52264	2054	6	is	be	VBZ
A52264	2054	7	alwayes	alwayes	NNP
A52264	2054	8	right	right	JJ
A52264	2054	9	,	,	,
A52264	2054	10	that	that	RB
A52264	2054	11	is	is	RB
A52264	2054	12	90	90	CD
A52264	2054	13	deg	deg	NN
A52264	2054	14	.	.	.
A52264	2055	1	wherefore	wherefore	VBN
A52264	2055	2	by	by	IN
A52264	2055	3	the	the	DT
A52264	2055	4	first	first	JJ
A52264	2055	5	case	case	NN
A52264	2055	6	of	of	IN
A52264	2055	7	right	right	JJ
A52264	2055	8	angled	angle	VBN
A52264	2055	9	spherical	spherical	JJ
A52264	2055	10	Triangles	Triangles	NNPS
A52264	2055	11	,	,	,
A52264	2055	12	the	the	DT
A52264	2055	13	perpendicular	perpendicular	JJ
A52264	2055	14	N	N	NNP
A52264	2055	15	11	11	CD
A52264	2055	16	may	may	MD
A52264	2055	17	thus	thus	RB
A52264	2055	18	be	be	VB
A52264	2055	19	found	find	VBN
A52264	2055	20	.	.	.
A52264	2056	1	As	as	IN
A52264	2056	2	Radius	Radius	NNP
A52264	2056	3	90	90	CD
A52264	2056	4	,	,	,
A52264	2056	5	10.000000	10.000000	CD
A52264	2056	6	To	to	IN
A52264	2056	7	the	the	DT
A52264	2056	8	tangent	tangent	NN
A52264	2056	9	of	of	IN
A52264	2056	10	NP11	NP11	NNP
A52264	2056	11	,	,	,
A52264	2056	12	15d	15d	NNS
A52264	2056	13	.	.	.
A52264	2057	1	9.428052	9.428052	CD
A52264	2057	2	So	so	RB
A52264	2057	3	is	be	VBZ
A52264	2057	4	the	the	DT
A52264	2057	5	sine	sine	NN
A52264	2057	6	of	of	IN
A52264	2057	7	PN	PN	NNP
A52264	2057	8	51.53	51.53	CD
A52264	2057	9	.	.	.
A52264	2058	1	9.893725	9.893725	CD
A52264	2058	2	    	    	_SP
A52264	2058	3	To	to	IN
A52264	2058	4	the	the	DT
A52264	2058	5	tangent	tangent	NN
A52264	2058	6	of	of	IN
A52264	2058	7	N11	N11	NNP
A52264	2058	8	,	,	,
A52264	2058	9	11.85	11.85	CD
A52264	2058	10	.	.	.
A52264	2059	1	9.321777	9.321777	CD
A52264	2059	2	Which	which	WDT
A52264	2059	3	is	be	VBZ
A52264	2059	4	the	the	DT
A52264	2059	5	distance	distance	NN
A52264	2059	6	of	of	IN
A52264	2059	7	the	the	DT
A52264	2059	8	hours	hour	NNS
A52264	2059	9	of	of	IN
A52264	2059	10	1	1	CD
A52264	2059	11	and	and	CC
A52264	2059	12	11	11	CD
A52264	2059	13	,	,	,
A52264	2059	14	on	on	IN
A52264	2059	15	each	each	DT
A52264	2059	16	side	side	NN
A52264	2059	17	of	of	IN
A52264	2059	18	the	the	DT
A52264	2059	19	Meridian	Meridian	NNP
A52264	2059	20	,	,	,
A52264	2059	21	thus	thus	RB
A52264	2059	22	in	in	IN
A52264	2059	23	all	all	DT
A52264	2059	24	respects	respect	NNS
A52264	2059	25	must	must	MD
A52264	2059	26	you	-PRON-	PRP
A52264	2059	27	finde	finde	VB
A52264	2059	28	the	the	DT
A52264	2059	29	distance	distance	NN
A52264	2059	30	of	of	IN
A52264	2059	31	2	2	CD
A52264	2059	32	and	and	CC
A52264	2059	33	10	10	CD
A52264	2059	34	of	of	IN
A52264	2059	35	clock	clock	NN
A52264	2059	36	,	,	,
A52264	2059	37	by	by	IN
A52264	2059	38	resolving	resolve	VBG
A52264	2059	39	the	the	DT
A52264	2059	40	triangle	triangle	NN
A52264	2059	41	NP10	NP10	NNP
A52264	2059	42	,	,	,
A52264	2059	43	and	and	CC
A52264	2059	44	of	of	IN
A52264	2059	45	3	3	CD
A52264	2059	46	and	and	CC
A52264	2059	47	9	9	CD
A52264	2059	48	of	of	IN
A52264	2059	49	clock	clock	NN
A52264	2059	50	,	,	,
A52264	2059	51	by	by	IN
A52264	2059	52	resolving	resolve	VBG
A52264	2059	53	the	the	DT
A52264	2059	54	triangle	triangle	NN
A52264	2059	55	NP9	NP9	NNP
A52264	2059	56	;	;	:
A52264	2059	57	and	and	CC
A52264	2059	58	so	so	RB
A52264	2059	59	of	of	IN
A52264	2059	60	the	the	DT
A52264	2059	61	rest	rest	NN
A52264	2059	62	:	:	:
A52264	2059	63	in	in	IN
A52264	2059	64	which	which	WDT
A52264	2059	65	,	,	,
A52264	2059	66	as	as	IN
A52264	2059	67	the	the	DT
A52264	2059	68	angle	angle	NN
A52264	2059	69	at	at	IN
A52264	2059	70	Pincreafeth	Pincreafeth	NNP
A52264	2059	71	which	which	WDT
A52264	2059	72	for	for	IN
A52264	2059	73	2	2	CD
A52264	2059	74	hours	hour	NNS
A52264	2059	75	is	be	VBZ
A52264	2059	76	30	30	CD
A52264	2059	77	degrees	degree	NNS
A52264	2059	78	,	,	,
A52264	2059	79	for	for	IN
A52264	2059	80	3	3	CD
A52264	2059	81	hours	hour	NNS
A52264	2059	82	45	45	CD
A52264	2059	83	degr	degr	NN
A52264	2059	84	.	.	.
A52264	2060	1	for	for	IN
A52264	2060	2	4	4	CD
A52264	2060	3	hours	hour	NNS
A52264	2060	4	60	60	CD
A52264	2060	5	degr	degr	NN
A52264	2060	6	.	.	.
A52264	2061	1	for	for	IN
A52264	2061	2	5	5	CD
A52264	2061	3	hours	hour	NNS
A52264	2061	4	75	75	CD
A52264	2061	5	degr	degr	NN
A52264	2061	6	.	.	.
A52264	2062	1	so	so	CC
A52264	2062	2	will	will	MD
A52264	2062	3	the	the	DT
A52264	2062	4	arches	arch	NNS
A52264	2062	5	of	of	IN
A52264	2062	6	the	the	DT
A52264	2062	7	Horizon	Horizon	NNP
A52264	2062	8	N10	N10	NNP
A52264	2062	9	,	,	,
A52264	2062	10	N9	N9	NNP
A52264	2062	11	,	,	,
A52264	2062	12	N8	N8	NNP
A52264	2062	13	,	,	,
A52264	2062	14	N7	N7	NNP
A52264	2062	15	,	,	,
A52264	2062	16	vary	vary	VBP
A52264	2062	17	proportionably	proportionably	RB
A52264	2062	18	,	,	,
A52264	2062	19	and	and	CC
A52264	2062	20	give	give	VB
A52264	2062	21	each	each	DT
A52264	2062	22	hours	hour	NNS
A52264	2062	23	true	true	JJ
A52264	2062	24	distance	distance	NN
A52264	2062	25	from	from	IN
A52264	2062	26	the	the	DT
A52264	2062	27	Meridian	Meridian	NNP
A52264	2062	28	,	,	,
A52264	2062	29	which	which	WDT
A52264	2062	30	is	be	VBZ
A52264	2062	31	the	the	DT
A52264	2062	32	thing	thing	NN
A52264	2062	33	desired	desire	VBN
A52264	2062	34	.	.	.
A52264	2063	1	Probl	probl	VB
A52264	2063	2	.	.	.
A52264	2064	1	5	5	CD
A52264	2064	2	.	.	.
A52264	2065	1	To	to	TO
A52264	2065	2	draw	draw	VB
A52264	2065	3	the	the	DT
A52264	2065	4	hour	hour	NN
A52264	2065	5	-	-	HYPH
A52264	2065	6	lines	line	NNS
A52264	2065	7	upon	upon	IN
A52264	2065	8	a	a	DT
A52264	2065	9	direct	direct	JJ
A52264	2065	10	South	South	NNP
A52264	2065	11	or	or	CC
A52264	2065	12	North	North	NNP
A52264	2065	13	plane	plane	NN
A52264	2065	14	.	.	.
A52264	2066	1	EVery	every	DT
A52264	2066	2	perpendicular	perpendicular	JJ
A52264	2066	3	plane	plane	NN
A52264	2066	4	,	,	,
A52264	2066	5	whether	whether	IN
A52264	2066	6	direct	direct	JJ
A52264	2066	7	or	or	CC
A52264	2066	8	declining	declining	JJ
A52264	2066	9	,	,	,
A52264	2066	10	lieth	lieth	NNP
A52264	2066	11	in	in	IN
A52264	2066	12	some	some	DT
A52264	2066	13	Azimuth	Azimuth	NNP
A52264	2066	14	or	or	CC
A52264	2066	15	other	other	JJ
A52264	2066	16	;	;	:
A52264	2066	17	as	as	RB
A52264	2066	18	here	here	RB
A52264	2066	19	the	the	DT
A52264	2066	20	South	South	NNP
A52264	2066	21	wall	wall	NN
A52264	2066	22	or	or	CC
A52264	2066	23	plane	plane	NN
A52264	2066	24	doth	doth	NN
A52264	2066	25	lie	lie	NN
A52264	2066	26	in	in	IN
A52264	2066	27	the	the	DT
A52264	2066	28	prime	prime	JJ
A52264	2066	29	vertical	vertical	NN
A52264	2066	30	or	or	CC
A52264	2066	31	Azimuth	Azimuth	NNP
A52264	2066	32	of	of	IN
A52264	2066	33	East	East	NNP
A52264	2066	34	and	and	CC
A52264	2066	35	West	West	NNP
A52264	2066	36	,	,	,
A52264	2066	37	represented	represent	VBN
A52264	2066	38	in	in	IN
A52264	2066	39	the	the	DT
A52264	2066	40	fundamental	fundamental	JJ
A52264	2066	41	Diagram	Diagram	NNP
A52264	2066	42	by	by	IN
A52264	2066	43	the	the	DT
A52264	2066	44	line	line	NN
A52264	2066	45	EZW	EZW	NNP
A52264	2066	46	,	,	,
A52264	2066	47	and	and	CC
A52264	2066	48	therefore	therefore	RB
A52264	2066	49	it	-PRON-	PRP
A52264	2066	50	cutteth	cutteth	VBP
A52264	2066	51	the	the	DT
A52264	2066	52	Meridian	Meridian	NNP
A52264	2066	53	of	of	IN
A52264	2066	54	the	the	DT
A52264	2066	55	place	place	NN
A52264	2066	56	at	at	IN
A52264	2066	57	right	right	JJ
A52264	2066	58	angles	angle	NNS
A52264	2066	59	in	in	IN
A52264	2066	60	the	the	DT
A52264	2066	61	Zenith	Zenith	NNP
A52264	2066	62	,	,	,
A52264	2066	63	and	and	CC
A52264	2066	64	hath	hath	VB
A52264	2066	65	the	the	DT
A52264	2066	66	two	two	CD
A52264	2066	67	poles	pole	NNS
A52264	2066	68	of	of	IN
A52264	2066	69	the	the	DT
A52264	2066	70	plane	plane	NN
A52264	2066	71	seated	seat	VBN
A52264	2066	72	in	in	IN
A52264	2066	73	the	the	DT
A52264	2066	74	North	North	NNP
A52264	2066	75	and	and	CC
A52264	2066	76	South	south	JJ
A52264	2066	77	intersection	intersection	NN
A52264	2066	78	of	of	IN
A52264	2066	79	the	the	DT
A52264	2066	80	Meridian	Meridian	NNP
A52264	2066	81	and	and	CC
A52264	2066	82	Horizon	Horizon	NNP
A52264	2066	83	;	;	:
A52264	2066	84	and	and	CC
A52264	2066	85	because	because	IN
A52264	2066	86	the	the	DT
A52264	2066	87	plane	plane	NN
A52264	2066	88	hideth	hideth	NN
A52264	2066	89	the	the	DT
A52264	2066	90	North	North	NNP
A52264	2066	91	pole	pole	NN
A52264	2066	92	from	from	IN
A52264	2066	93	our	-PRON-	PRP$
A52264	2066	94	sight	sight	NN
A52264	2066	95	,	,	,
A52264	2066	96	we	-PRON-	PRP
A52264	2066	97	may	may	MD
A52264	2066	98	therefore	therefore	RB
A52264	2066	99	conclude	conclude	VB
A52264	2066	100	,	,	,
A52264	2066	101	(	(	-LRB-
A52264	2066	102	it	-PRON-	PRP
A52264	2066	103	being	be	VBG
A52264	2066	104	a	a	DT
A52264	2066	105	general	general	JJ
A52264	2066	106	rule	rule	NN
A52264	2066	107	that	that	IN
A52264	2066	108	every	every	DT
A52264	2066	109	plane	plane	NN
A52264	2066	110	hath	hath	NN
A52264	2066	111	that	that	DT
A52264	2066	112	pole	pole	NN
A52264	2066	113	depressed	depress	VBD
A52264	2066	114	,	,	,
A52264	2066	115	or	or	CC
A52264	2066	116	raised	raise	VBN
A52264	2066	117	above	above	IN
A52264	2066	118	it	-PRON-	PRP
A52264	2066	119	,	,	,
A52264	2066	120	which	which	WDT
A52264	2066	121	lieth	lieth	VBD
A52264	2066	122	open	open	JJ
A52264	2066	123	unto	unto	IN
A52264	2066	124	it	-PRON-	PRP
A52264	2066	125	)	)	-RRB-
A52264	2066	126	that	that	IN
A52264	2066	127	the	the	DT
A52264	2066	128	South	South	NNP
A52264	2066	129	pole	pole	NN
A52264	2066	130	is	be	VBZ
A52264	2066	131	elevated	elevate	VBN
A52264	2066	132	thereupon	thereupon	RB
A52264	2066	133	,	,	,
A52264	2066	134	and	and	CC
A52264	2066	135	the	the	DT
A52264	2066	136	stile	stile	NN
A52264	2066	137	of	of	IN
A52264	2066	138	this	this	DT
A52264	2066	139	Diall	Diall	NNP
A52264	2066	140	must	must	MD
A52264	2066	141	look	look	VB
A52264	2066	142	downwards	downwards	RB
A52264	2066	143	thereunto	thereunto	NNS
A52264	2066	144	,	,	,
A52264	2066	145	erected	erect	VBN
A52264	2066	146	above	above	IN
A52264	2066	147	the	the	DT
A52264	2066	148	plane	plane	NN
A52264	2066	149	the	the	DT
A52264	2066	150	height	height	NN
A52264	2066	151	of	of	IN
A52264	2066	152	the	the	DT
A52264	2066	153	Antartick	Antartick	NNP
A52264	2066	154	Pole	Pole	NNP
A52264	2066	155	,	,	,
A52264	2066	156	which	which	WDT
A52264	2066	157	being	be	VBG
A52264	2066	158	an	an	DT
A52264	2066	159	arch	arch	NN
A52264	2066	160	of	of	IN
A52264	2066	161	the	the	DT
A52264	2066	162	Meridian	Meridian	NNP
A52264	2066	163	betwixt	betwixt	NNP
A52264	2066	164	the	the	DT
A52264	2066	165	South	South	NNP
A52264	2066	166	pole	pole	NN
A52264	2066	167	and	and	CC
A52264	2066	168	the	the	DT
A52264	2066	169	Nadir	Nadir	NNP
A52264	2066	170	,	,	,
A52264	2066	171	is	be	VBZ
A52264	2066	172	equall	equall	JJ
A52264	2066	173	to	to	IN
A52264	2066	174	the	the	DT
A52264	2066	175	opposite	opposite	JJ
A52264	2066	176	part	part	NN
A52264	2066	177	thereof	thereof	RB
A52264	2066	178	,	,	,
A52264	2066	179	betwixt	betwixt	VB
A52264	2066	180	the	the	DT
A52264	2066	181	North	North	NNP
A52264	2066	182	pole	pole	NN
A52264	2066	183	and	and	CC
A52264	2066	184	the	the	DT
A52264	2066	185	Zenith	Zenith	NNP
A52264	2066	186	;	;	:
A52264	2066	187	and	and	CC
A52264	2066	188	therefore	therefore	RB
A52264	2066	189	the	the	DT
A52264	2066	190	complement	complement	NN
A52264	2066	191	of	of	IN
A52264	2066	192	the	the	DT
A52264	2066	193	North	North	NNP
A52264	2066	194	pole	pole	NN
A52264	2066	195	above	above	IN
A52264	2066	196	the	the	DT
A52264	2066	197	horizon	horizon	NN
A52264	2066	198	.	.	.
A52264	2067	1	Suppose	suppose	VB
A52264	2067	2	then	then	RB
A52264	2067	3	that	that	IN
A52264	2067	4	P	p	NN
A52264	2067	5	in	in	IN
A52264	2067	6	the	the	DT
A52264	2067	7	fundamental	fundamental	JJ
A52264	2067	8	Scheme	scheme	NN
A52264	2067	9	,	,	,
A52264	2067	10	be	be	VB
A52264	2067	11	now	now	RB
A52264	2067	12	the	the	DT
A52264	2067	13	South	South	NNP
A52264	2067	14	pole	pole	NN
A52264	2067	15	,	,	,
A52264	2067	16	and	and	CC
A52264	2067	17	N	N	NNP
A52264	2067	18	the	the	DT
A52264	2067	19	South	South	NNP
A52264	2067	20	part	part	NN
A52264	2067	21	of	of	IN
A52264	2067	22	the	the	DT
A52264	2067	23	Meridian	Meridian	NNP
A52264	2067	24	,	,	,
A52264	2067	25	S	S	NNP
A52264	2067	26	the	the	DT
A52264	2067	27	North	North	NNP
A52264	2067	28	;	;	:
A52264	2067	29	then	then	RB
A52264	2067	30	do	do	VB
A52264	2067	31	all	all	PDT
A52264	2067	32	the	the	DT
A52264	2067	33	hour	hour	NN
A52264	2067	34	-	-	HYPH
A52264	2067	35	circles	circle	NNS
A52264	2067	36	from	from	IN
A52264	2067	37	the	the	DT
A52264	2067	38	pole	pole	NN
A52264	2067	39	cut	cut	VBD
A52264	2067	40	the	the	DT
A52264	2067	41	line	line	NN
A52264	2067	42	EZW	EZW	NNP
A52264	2067	43	,	,	,
A52264	2067	44	representing	represent	VBG
A52264	2067	45	the	the	DT
A52264	2067	46	plane	plane	NN
A52264	2067	47	unequally	unequally	RB
A52264	2067	48	,	,	,
A52264	2067	49	as	as	IN
A52264	2067	50	the	the	DT
A52264	2067	51	hour	hour	NN
A52264	2067	52	-	-	HYPH
A52264	2067	53	lines	line	NNS
A52264	2067	54	will	will	MD
A52264	2067	55	do	do	VB
A52264	2067	56	upon	upon	IN
A52264	2067	57	the	the	DT
A52264	2067	58	plane	plane	NN
A52264	2067	59	it	-PRON-	PRP
A52264	2067	60	self	self	VBP
A52264	2067	61	,	,	,
A52264	2067	62	and	and	CC
A52264	2067	63	as	as	IN
A52264	2067	64	it	-PRON-	PRP
A52264	2067	65	doth	doth	JJ
A52264	2067	66	appear	appear	VBP
A52264	2067	67	by	by	IN
A52264	2067	68	the	the	DT
A52264	2067	69	figures	figure	NNS
A52264	2067	70	set	set	VBN
A52264	2067	71	at	at	IN
A52264	2067	72	the	the	DT
A52264	2067	73	end	end	NN
A52264	2067	74	of	of	IN
A52264	2067	75	every	every	DT
A52264	2067	76	hour	hour	NN
A52264	2067	77	line	line	NN
A52264	2067	78	in	in	IN
A52264	2067	79	the	the	DT
A52264	2067	80	Scheme	Scheme	NNP
A52264	2067	81	.	.	.
A52264	2068	1	Now	now	RB
A52264	2068	2	having	have	VBG
A52264	2068	3	already	already	RB
A52264	2068	4	the	the	DT
A52264	2068	5	poles	pole	NNS
A52264	2068	6	elevation	elevation	NN
A52264	2068	7	given	give	VBN
A52264	2068	8	,	,	,
A52264	2068	9	as	as	IN
A52264	2068	10	was	be	VBD
A52264	2068	11	in	in	IN
A52264	2068	12	the	the	DT
A52264	2068	13	horizontal	horizontal	JJ
A52264	2068	14	,	,	,
A52264	2068	15	there	there	EX
A52264	2068	16	is	be	VBZ
A52264	2068	17	nothing	nothing	NN
A52264	2068	18	else	else	RB
A52264	2068	19	to	to	TO
A52264	2068	20	be	be	VB
A52264	2068	21	done	do	VBN
A52264	2068	22	,	,	,
A52264	2068	23	but	but	CC
A52264	2068	24	to	to	TO
A52264	2068	25	calculate	calculate	VB
A52264	2068	26	the	the	DT
A52264	2068	27	true	true	JJ
A52264	2068	28	hour	hour	NN
A52264	2068	29	-	-	HYPH
A52264	2068	30	distances	distance	NNS
A52264	2068	31	upon	upon	IN
A52264	2068	32	the	the	DT
A52264	2068	33	line	line	NN
A52264	2068	34	EZW	EZW	NNP
A52264	2068	35	from	from	IN
A52264	2068	36	the	the	DT
A52264	2068	37	meridian	meridian	JJ
A52264	2068	38	SZN	SZN	NNP
A52264	2068	39	;	;	:
A52264	2068	40	and	and	CC
A52264	2068	41	then	then	RB
A52264	2068	42	to	to	TO
A52264	2068	43	proceed	proceed	VB
A52264	2068	44	,	,	,
A52264	2068	45	as	as	RB
A52264	2068	46	formerly	formerly	RB
A52264	2068	47	,	,	,
A52264	2068	48	and	and	CC
A52264	2068	49	note	note	VB
A52264	2068	50	that	that	IN
A52264	2068	51	because	because	IN
A52264	2068	52	the	the	DT
A52264	2068	53	hours	hour	NNS
A52264	2068	54	equidistant	equidistant	NN
A52264	2068	55	on	on	IN
A52264	2068	56	both	both	DT
A52264	2068	57	sides	side	NNS
A52264	2068	58	the	the	DT
A52264	2068	59	meridian	meridian	NN
A52264	2068	60	,	,	,
A52264	2068	61	are	be	VBP
A52264	2068	62	equal	equal	JJ
A52264	2068	63	upon	upon	IN
A52264	2068	64	the	the	DT
A52264	2068	65	plane	plane	NN
A52264	2068	66	,	,	,
A52264	2068	67	the	the	DT
A52264	2068	68	one	one	CD
A52264	2068	69	half	half	NN
A52264	2068	70	being	be	VBG
A52264	2068	71	found	find	VBN
A52264	2068	72	,	,	,
A52264	2068	73	the	the	DT
A52264	2068	74	other	other	JJ
A52264	2068	75	is	be	VBZ
A52264	2068	76	also	also	RB
A52264	2068	77	had	have	VBN
A52264	2068	78	,	,	,
A52264	2068	79	you	-PRON-	PRP
A52264	2068	80	may	may	MD
A52264	2068	81	therefore	therefore	RB
A52264	2068	82	begin	begin	VB
A52264	2068	83	with	with	IN
A52264	2068	84	which	which	WDT
A52264	2068	85	side	side	NN
A52264	2068	86	you	-PRON-	PRP
A52264	2068	87	will	will	MD
A52264	2068	88	.	.	.
A52264	2069	1	In	in	IN
A52264	2069	2	the	the	DT
A52264	2069	3	triangle	triangle	NN
A52264	2069	4	ZP11	ZP11	NNP
A52264	2069	5	,	,	,
A52264	2069	6	right	right	RB
A52264	2069	7	angled	angle	VBD
A52264	2069	8	at	at	IN
A52264	2069	9	Z	Z	NNP
A52264	2069	10	,	,	,
A52264	2069	11	I	-PRON-	PRP
A52264	2069	12	have	have	VBP
A52264	2069	13	ZP	ZP	NNP
A52264	2069	14	given	give	VBN
A52264	2069	15	,	,	,
A52264	2069	16	the	the	DT
A52264	2069	17	complement	complement	NN
A52264	2069	18	of	of	IN
A52264	2069	19	the	the	DT
A52264	2069	20	height	height	NN
A52264	2069	21	of	of	IN
A52264	2069	22	the	the	DT
A52264	2069	23	pole	pole	NNP
A52264	2069	24	38	38	CD
A52264	2069	25	deg	deg	NNP
A52264	2069	26	.	.	.
A52264	2070	1	47	47	CD
A52264	2070	2	min	min	NN
A52264	2070	3	.	.	.
A52264	2071	1	the	the	DT
A52264	2071	2	which	which	WDT
A52264	2071	3	is	be	VBZ
A52264	2071	4	also	also	RB
A52264	2071	5	the	the	DT
A52264	2071	6	height	height	NN
A52264	2071	7	of	of	IN
A52264	2071	8	the	the	DT
A52264	2071	9	stile	stile	NN
A52264	2071	10	to	to	IN
A52264	2071	11	this	this	DT
A52264	2071	12	Diall	Diall	NNP
A52264	2071	13	,	,	,
A52264	2071	14	and	and	CC
A52264	2071	15	the	the	DT
A52264	2071	16	angle	angle	NN
A52264	2071	17	at	at	IN
A52264	2071	18	P15	P15	NNP
A52264	2071	19	degrees	degree	NNS
A52264	2071	20	one	one	CD
A52264	2071	21	hours	hour	NNS
A52264	2071	22	distance	distance	NN
A52264	2071	23	from	from	IN
A52264	2071	24	the	the	DT
A52264	2071	25	meridian	meridian	NN
A52264	2071	26	upon	upon	IN
A52264	2071	27	the	the	DT
A52264	2071	28	Equator	Equator	NNP
A52264	2071	29	to	to	TO
A52264	2071	30	finde	finde	VB
A52264	2071	31	the	the	DT
A52264	2071	32	side	side	NN
A52264	2071	33	Z11	Z11	NNP
A52264	2071	34	,	,	,
A52264	2071	35	for	for	IN
A52264	2071	36	which	which	WDT
A52264	2071	37	by	by	IN
A52264	2071	38	the	the	DT
A52264	2071	39	first	first	JJ
A52264	2071	40	case	case	NN
A52264	2071	41	of	of	IN
A52264	2071	42	right	right	JJ
A52264	2071	43	angled	angle	VBN
A52264	2071	44	sphericall	sphericall	NN
A52264	2071	45	triangles	triangle	NNS
A52264	2071	46	,	,	,
A52264	2071	47	the	the	DT
A52264	2071	48	proportion	proportion	NN
A52264	2071	49	is	be	VBZ
A52264	2071	50	,	,	,
A52264	2071	51	as	as	IN
A52264	2071	52	before	before	RB
A52264	2071	53	.	.	.
A52264	2072	1	As	as	IN
A52264	2072	2	the	the	DT
A52264	2072	3	Radius	Radius	NNP
A52264	2072	4	90	90	CD
A52264	2072	5	,	,	,
A52264	2072	6	10.000000	10.000000	CD
A52264	2072	7	To	to	IN
A52264	2072	8	the	the	DT
A52264	2072	9	sine	sine	NN
A52264	2072	10	of	of	IN
A52264	2072	11	PZ	PZ	NNP
A52264	2072	12	38.47	38.47	CD
A52264	2072	13	.	.	.
A52264	2073	1	9.793863	9.793863	CD
A52264	2073	2	So	so	RB
A52264	2073	3	is	be	VBZ
A52264	2073	4	the	the	DT
A52264	2073	5	tangent	tangent	NN
A52264	2073	6	of	of	IN
A52264	2073	7	ZP11	ZP11	NNP
A52264	2073	8	,	,	,
A52264	2073	9	15d	15d	CD
A52264	2073	10	.	.	.
A52264	2074	1	9.428052	9.428052	CD
A52264	2074	2	    	    	_SP
A52264	2074	3	To	to	IN
A52264	2074	4	the	the	DT
A52264	2074	5	tangent	tangent	NN
A52264	2074	6	of	of	IN
A52264	2074	7	Z11	Z11	NNP
A52264	2074	8	,	,	,
A52264	2074	9	9.47	9.47	CD
A52264	2074	10	.	.	.
A52264	2075	1	9.221915	9.221915	CD
A52264	2075	2	And	and	CC
A52264	2075	3	thus	thus	RB
A52264	2075	4	in	in	IN
A52264	2075	5	all	all	DT
A52264	2075	6	respects	respect	NNS
A52264	2075	7	must	must	MD
A52264	2075	8	you	-PRON-	PRP
A52264	2075	9	finde	finde	VB
A52264	2075	10	the	the	DT
A52264	2075	11	distance	distance	NN
A52264	2075	12	of	of	IN
A52264	2075	13	2	2	CD
A52264	2075	14	and	and	CC
A52264	2075	15	10	10	CD
A52264	2075	16	,	,	,
A52264	2075	17	of	of	IN
A52264	2075	18	3	3	CD
A52264	2075	19	and	and	CC
A52264	2075	20	9	9	CD
A52264	2075	21	;	;	:
A52264	2075	22	and	and	CC
A52264	2075	23	so	so	RB
A52264	2075	24	forward	forward	RB
A52264	2075	25	,	,	,
A52264	2075	26	as	as	IN
A52264	2075	27	was	be	VBD
A52264	2075	28	directed	direct	VBN
A52264	2075	29	for	for	IN
A52264	2075	30	the	the	DT
A52264	2075	31	houres	houre	NNS
A52264	2075	32	in	in	IN
A52264	2075	33	the	the	DT
A52264	2075	34	horizontal	horizontal	JJ
A52264	2075	35	plane	plane	NN
A52264	2075	36	.	.	.
A52264	2076	1	The	the	DT
A52264	2076	2	North	North	NNP
A52264	2076	3	plane	plane	NN
A52264	2076	4	is	be	VBZ
A52264	2076	5	but	but	CC
A52264	2076	6	the	the	DT
A52264	2076	7	back	back	JJ
A52264	2076	8	side	side	NN
A52264	2076	9	of	of	IN
A52264	2076	10	the	the	DT
A52264	2076	11	South	South	NNP
A52264	2076	12	,	,	,
A52264	2076	13	lying	lie	VBG
A52264	2076	14	in	in	IN
A52264	2076	15	the	the	DT
A52264	2076	16	same	same	JJ
A52264	2076	17	Azimuth	Azimuth	NNP
A52264	2076	18	with	with	IN
A52264	2076	19	it	-PRON-	PRP
A52264	2076	20	,	,	,
A52264	2076	21	&	&	CC
A52264	2076	22	represented	represent	VBN
A52264	2076	23	in	in	IN
A52264	2076	24	the	the	DT
A52264	2076	25	Scheme	Scheme	NNP
A52264	2076	26	by	by	IN
A52264	2076	27	the	the	DT
A52264	2076	28	back	back	JJ
A52264	2076	29	part	part	NN
A52264	2076	30	of	of	IN
A52264	2076	31	the	the	DT
A52264	2076	32	same	same	JJ
A52264	2076	33	streight	streight	JJ
A52264	2076	34	line	line	NN
A52264	2076	35	EZW	EZW	NNP
A52264	2076	36	,	,	,
A52264	2076	37	whatsoever	whatsoever	RB
A52264	2076	38	therefore	therefore	RB
A52264	2076	39	is	be	VBZ
A52264	2076	40	said	say	VBN
A52264	2076	41	of	of	IN
A52264	2076	42	the	the	DT
A52264	2076	43	South	South	NNP
A52264	2076	44	plane	plane	NN
A52264	2076	45	may	may	MD
A52264	2076	46	be	be	VB
A52264	2076	47	applied	apply	VBN
A52264	2076	48	to	to	IN
A52264	2076	49	the	the	DT
A52264	2076	50	North	North	NNP
A52264	2076	51	;	;	:
A52264	2076	52	because	because	IN
A52264	2076	53	as	as	IN
A52264	2076	54	the	the	DT
A52264	2076	55	South	South	NNP
A52264	2076	56	pole	pole	NN
A52264	2076	57	is	be	VBZ
A52264	2076	58	above	above	IN
A52264	2076	59	the	the	DT
A52264	2076	60	South	South	NNP
A52264	2076	61	plane	plane	NN
A52264	2076	62	38	38	CD
A52264	2076	63	degr	degr	NN
A52264	2076	64	.	.	.
A52264	2077	1	47	47	CD
A52264	2077	2	min	min	NN
A52264	2077	3	.	.	.
A52264	2078	1	so	so	RB
A52264	2078	2	is	be	VBZ
A52264	2078	3	the	the	DT
A52264	2078	4	North	North	NNP
A52264	2078	5	pole	pole	NN
A52264	2078	6	under	under	IN
A52264	2078	7	the	the	DT
A52264	2078	8	North	North	NNP
A52264	2078	9	plane	plane	NN
A52264	2078	10	as	as	RB
A52264	2078	11	much	much	RB
A52264	2078	12	,	,	,
A52264	2078	13	and	and	CC
A52264	2078	14	each	each	DT
A52264	2078	15	stile	stile	NN
A52264	2078	16	must	must	MD
A52264	2078	17	respect	respect	VB
A52264	2078	18	his	-PRON-	PRP$
A52264	2078	19	own	own	JJ
A52264	2078	20	pole	pole	NN
A52264	2078	21	,	,	,
A52264	2078	22	onely	onely	RB
A52264	2078	23	the	the	DT
A52264	2078	24	meridian	meridian	NN
A52264	2078	25	upon	upon	IN
A52264	2078	26	this	this	DT
A52264	2078	27	plane	plane	NN
A52264	2078	28	representeth	representeth	VB
A52264	2078	29	the	the	DT
A52264	2078	30	midnight	midnight	NN
A52264	2078	31	,	,	,
A52264	2078	32	and	and	CC
A52264	2078	33	not	not	RB
A52264	2078	34	the	the	DT
A52264	2078	35	noon	noon	NN
A52264	2078	36	,	,	,
A52264	2078	37	and	and	CC
A52264	2078	38	the	the	DT
A52264	2078	39	hours	hour	NNS
A52264	2078	40	about	about	IN
A52264	2078	41	it	-PRON-	PRP
A52264	2078	42	9	9	CD
A52264	2078	43	,	,	,
A52264	2078	44	10	10	CD
A52264	2078	45	,	,	,
A52264	2078	46	11	11	CD
A52264	2078	47	,	,	,
A52264	2078	48	and	and	CC
A52264	2078	49	1	1	CD
A52264	2078	50	,	,	,
A52264	2078	51	2	2	CD
A52264	2078	52	,	,	,
A52264	2078	53	3	3	CD
A52264	2078	54	,	,	,
A52264	2078	55	are	be	VBP
A52264	2078	56	altogether	altogether	RB
A52264	2078	57	uselesse	uselesse	NNP
A52264	2078	58	,	,	,
A52264	2078	59	because	because	IN
A52264	2078	60	the	the	DT
A52264	2078	61	Sun	Sun	NNP
A52264	2078	62	in	in	IN
A52264	2078	63	his	-PRON-	PRP$
A52264	2078	64	greatest	great	JJS
A52264	2078	65	northern	northern	JJ
A52264	2078	66	declination	declination	NN
A52264	2078	67	hath	hath	NNP
A52264	2078	68	but	but	CC
A52264	2078	69	39	39	CD
A52264	2078	70	degr	degr	NN
A52264	2078	71	.	.	.
A52264	2079	1	90	90	CD
A52264	2079	2	min	min	NN
A52264	2079	3	.	.	.
A52264	2080	1	of	of	IN
A52264	2080	2	amplitude	amplitude	NN
A52264	2080	3	in	in	IN
A52264	2080	4	this	this	DT
A52264	2080	5	our	-PRON-	PRP$
A52264	2080	6	Latitude	Latitude	NNP
A52264	2080	7	;	;	,
A52264	2080	8	and	and	CC
A52264	2080	9	therefore	therefore	RB
A52264	2080	10	riseth	riseth	NNP
A52264	2080	11	but	but	CC
A52264	2080	12	22	22	CD
A52264	2080	13	min	min	NN
A52264	2080	14	.	.	.
A52264	2081	1	before	before	IN
A52264	2081	2	4	4	CD
A52264	2081	3	.	.	.
A52264	2081	4	in	in	IN
A52264	2081	5	the	the	DT
A52264	2081	6	morning	morning	NN
A52264	2081	7	,	,	,
A52264	2081	8	and	and	CC
A52264	2081	9	setteth	setteth	VB
A52264	2081	10	so	so	RB
A52264	2081	11	much	much	RB
A52264	2081	12	after	after	IN
A52264	2081	13	8	8	CD
A52264	2081	14	at	at	IN
A52264	2081	15	night	night	NN
A52264	2081	16	;	;	:
A52264	2081	17	neither	neither	CC
A52264	2081	18	can	can	MD
A52264	2081	19	it	-PRON-	PRP
A52264	2081	20	shine	shine	VB
A52264	2081	21	upon	upon	IN
A52264	2081	22	this	this	DT
A52264	2081	23	plane	plane	NN
A52264	2081	24	longer	long	RBR
A52264	2081	25	then	then	RB
A52264	2081	26	35	35	CD
A52264	2081	27	min	min	NN
A52264	2081	28	.	.	.
A52264	2082	1	past	past	IN
A52264	2082	2	7	7	CD
A52264	2082	3	in	in	IN
A52264	2082	4	the	the	DT
A52264	2082	5	morning	morning	NN
A52264	2082	6	,	,	,
A52264	2082	7	and	and	CC
A52264	2082	8	returning	return	VBG
A52264	2082	9	to	to	IN
A52264	2082	10	it	-PRON-	PRP
A52264	2082	11	as	as	RB
A52264	2082	12	much	much	JJ
A52264	2082	13	before	before	IN
A52264	2082	14	5	5	CD
A52264	2082	15	at	at	IN
A52264	2082	16	night	night	NN
A52264	2082	17	,	,	,
A52264	2082	18	because	because	IN
A52264	2082	19	then	then	RB
A52264	2082	20	the	the	DT
A52264	2082	21	Sun	Sun	NNP
A52264	2082	22	passeth	passeth	NN
A52264	2082	23	on	on	IN
A52264	2082	24	the	the	DT
A52264	2082	25	North	North	NNP
A52264	2082	26	side	side	NN
A52264	2082	27	of	of	IN
A52264	2082	28	the	the	DT
A52264	2082	29	prime	prime	JJ
A52264	2082	30	vertical	vertical	NNP
A52264	2082	31	,	,	,
A52264	2082	32	in	in	IN
A52264	2082	33	which	which	WDT
A52264	2082	34	this	this	DT
A52264	2082	35	plane	plane	NN
A52264	2082	36	lieth	lieth	NNP
A52264	2082	37	,	,	,
A52264	2082	38	and	and	CC
A52264	2082	39	cometh	cometh	JJ
A52264	2082	40	upon	upon	IN
A52264	2082	41	the	the	DT
A52264	2082	42	South	South	NNP
A52264	2082	43	.	.	.
A52264	2083	1	Now	now	RB
A52264	2083	2	therefore	therefore	RB
A52264	2083	3	to	to	TO
A52264	2083	4	make	make	VB
A52264	2083	5	this	this	DT
A52264	2083	6	Dial	Dial	NNP
A52264	2083	7	,	,	,
A52264	2083	8	is	be	VBZ
A52264	2083	9	but	but	CC
A52264	2083	10	to	to	TO
A52264	2083	11	turn	turn	VB
A52264	2083	12	the	the	DT
A52264	2083	13	South	South	NNP
A52264	2083	14	Dial	Dial	NNP
A52264	2083	15	upside	upside	RB
A52264	2083	16	down	down	RB
A52264	2083	17	,	,	,
A52264	2083	18	and	and	CC
A52264	2083	19	leave	leave	VB
A52264	2083	20	out	out	RP
A52264	2083	21	all	all	PDT
A52264	2083	22	the	the	DT
A52264	2083	23	superfluous	superfluous	JJ
A52264	2083	24	hours	hour	NNS
A52264	2083	25	between	between	IN
A52264	2083	26	5	5	CD
A52264	2083	27	and	and	CC
A52264	2083	28	7	7	CD
A52264	2083	29	,	,	,
A52264	2083	30	4	4	CD
A52264	2083	31	and	and	CC
A52264	2083	32	8	8	CD
A52264	2083	33	,	,	,
A52264	2083	34	and	and	CC
A52264	2083	35	the	the	DT
A52264	2083	36	Diall	Diall	NNP
A52264	2083	37	to	to	IN
A52264	2083	38	the	the	DT
A52264	2083	39	North	North	NNP
A52264	2083	40	plane	plane	NN
A52264	2083	41	is	be	VBZ
A52264	2083	42	made	make	VBN
A52264	2083	43	to	to	IN
A52264	2083	44	your	-PRON-	PRP$
A52264	2083	45	hand	hand	NN
A52264	2083	46	.	.	.
A52264	2084	1	The	the	DT
A52264	2084	2	Geometricall	Geometricall	NNP
A52264	2084	3	projection	projection	NN
A52264	2084	4	.	.	.
A52264	2085	1	To	to	TO
A52264	2085	2	project	project	VB
A52264	2085	3	these	these	DT
A52264	2085	4	and	and	CC
A52264	2085	5	the	the	DT
A52264	2085	6	Horizontal	Horizontal	NNP
A52264	2085	7	Dials	Dials	NNPS
A52264	2085	8	,	,	,
A52264	2085	9	do	do	VBP
A52264	2085	10	thus	thus	RB
A52264	2085	11	:	:	:
A52264	2085	12	First	first	RB
A52264	2085	13	,	,	,
A52264	2085	14	draw	draw	VB
A52264	2085	15	the	the	DT
A52264	2085	16	perpendicular	perpendicular	JJ
A52264	2085	17	line	line	NN
A52264	2085	18	CEB	CEB	NNP
A52264	2085	19	,	,	,
A52264	2085	20	which	which	WDT
A52264	2085	21	is	be	VBZ
A52264	2085	22	the	the	DT
A52264	2085	23	twelve	twelve	CD
A52264	2085	24	of	of	IN
A52264	2085	25	clock	clock	NN
A52264	2085	26	hour	hour	NN
A52264	2085	27	,	,	,
A52264	2085	28	crosse	crosse	VB
A52264	2085	29	it	-PRON-	PRP
A52264	2085	30	at	at	IN
A52264	2085	31	right	right	JJ
A52264	2085	32	angles	angle	NNS
A52264	2085	33	with	with	IN
A52264	2085	34	6C6	6C6	NNP
A52264	2085	35	,	,	,
A52264	2085	36	which	which	WDT
A52264	2085	37	is	be	VBZ
A52264	2085	38	the	the	DT
A52264	2085	39	six	six	CD
A52264	2085	40	of	of	IN
A52264	2085	41	clock	clock	NN
A52264	2085	42	hour	hour	NN
A52264	2085	43	;	;	:
A52264	2085	44	then	then	RB
A52264	2085	45	take	take	VB
A52264	2085	46	with	with	IN
A52264	2085	47	your	-PRON-	PRP$
A52264	2085	48	compasses	compass	NNS
A52264	2085	49	60	60	CD
A52264	2085	50	deg	deg	NN
A52264	2085	51	.	.	.
A52264	2086	1	from	from	IN
A52264	2086	2	a	a	DT
A52264	2086	3	line	line	NN
A52264	2086	4	of	of	IN
A52264	2086	5	Chords	Chords	NNPS
A52264	2086	6	,	,	,
A52264	2086	7	and	and	CC
A52264	2086	8	making	make	VBG
A52264	2086	9	C	c	NN
A52264	2086	10	the	the	DT
A52264	2086	11	center	center	NN
A52264	2086	12	draw	draw	VB
A52264	2086	13	the	the	DT
A52264	2086	14	circle	circle	NN
A52264	2086	15	6E6	6e6	CD
A52264	2086	16	,	,	,
A52264	2086	17	representing	represent	VBG
A52264	2086	18	the	the	DT
A52264	2086	19	azimuth	azimuth	NN
A52264	2086	20	in	in	IN
A52264	2086	21	which	which	WDT
A52264	2086	22	the	the	DT
A52264	2086	23	plane	plane	NN
A52264	2086	24	doth	doth	NN
A52264	2086	25	lie	lie	NN
A52264	2086	26	;	;	:
A52264	2086	27	this	this	DT
A52264	2086	28	done	do	VBN
A52264	2086	29	,	,	,
A52264	2086	30	take	take	VB
A52264	2086	31	from	from	IN
A52264	2086	32	the	the	DT
A52264	2086	33	same	same	JJ
A52264	2086	34	Chord	Chord	NNP
A52264	2086	35	all	all	PDT
A52264	2086	36	the	the	DT
A52264	2086	37	hour	hour	NN
A52264	2086	38	distances	distance	NNS
A52264	2086	39	,	,	,
A52264	2086	40	and	and	CC
A52264	2086	41	setting	set	VBG
A52264	2086	42	one	one	CD
A52264	2086	43	foot	foot	NN
A52264	2086	44	of	of	IN
A52264	2086	45	your	-PRON-	PRP$
A52264	2086	46	compasses	compass	NNS
A52264	2086	47	in	in	IN
A52264	2086	48	E	E	NNP
A52264	2086	49	,	,	,
A52264	2086	50	with	with	IN
A52264	2086	51	the	the	DT
A52264	2086	52	other	other	JJ
A52264	2086	53	mark	mark	NN
A52264	2086	54	out	out	RP
A52264	2086	55	those	those	DT
A52264	2086	56	hour	hour	NN
A52264	2086	57	distances	distance	NNS
A52264	2086	58	before	before	IN
A52264	2086	59	found	find	VBN
A52264	2086	60	by	by	IN
A52264	2086	61	calculation	calculation	NN
A52264	2086	62	,	,	,
A52264	2086	63	both	both	DT
A52264	2086	64	wayes	waye	NNS
A52264	2086	65	upon	upon	IN
A52264	2086	66	the	the	DT
A52264	2086	67	circle	circle	NN
A52264	2086	68	6E6	6e6	CD
A52264	2086	69	;	;	,
A52264	2086	70	streight	streight	JJ
A52264	2086	71	lines	line	NNS
A52264	2086	72	drawn	draw	VBN
A52264	2086	73	from	from	IN
A52264	2086	74	the	the	DT
A52264	2086	75	center	center	NN
A52264	2086	76	C	c	NN
A52264	2086	77	to	to	IN
A52264	2086	78	those	those	DT
A52264	2086	79	pricks	prick	NNS
A52264	2086	80	in	in	IN
A52264	2086	81	the	the	DT
A52264	2086	82	circle	circle	NN
A52264	2086	83	are	be	VBP
A52264	2086	84	the	the	DT
A52264	2086	85	true	true	JJ
A52264	2086	86	hour	hour	NN
A52264	2086	87	-	-	HYPH
A52264	2086	88	lines	line	NNS
A52264	2086	89	desired	desire	VBD
A52264	2086	90	.	.	.
A52264	2087	1	Having	have	VBG
A52264	2087	2	drawn	draw	VBN
A52264	2087	3	all	all	PDT
A52264	2087	4	the	the	DT
A52264	2087	5	hour	hour	NN
A52264	2087	6	-	-	HYPH
A52264	2087	7	lines	line	NNS
A52264	2087	8	,	,	,
A52264	2087	9	take	take	VBP
A52264	2087	10	from	from	IN
A52264	2087	11	the	the	DT
A52264	2087	12	same	same	JJ
A52264	2087	13	line	line	NN
A52264	2087	14	of	of	IN
A52264	2087	15	Chords	Chords	NNPS
A52264	2087	16	the	the	DT
A52264	2087	17	arch	arch	NN
A52264	2087	18	of	of	IN
A52264	2087	19	your	-PRON-	PRP$
A52264	2087	20	poles	pole	NNS
A52264	2087	21	elevation	elevation	NN
A52264	2087	22	,	,	,
A52264	2087	23	or	or	CC
A52264	2087	24	stile	stile	NN
A52264	2087	25	above	above	IN
A52264	2087	26	the	the	DT
A52264	2087	27	plane	plane	NN
A52264	2087	28	,	,	,
A52264	2087	29	and	and	CC
A52264	2087	30	place	place	VB
A52264	2087	31	it	-PRON-	PRP
A52264	2087	32	from	from	IN
A52264	2087	33	E	e	NN
A52264	2087	34	to	to	IN
A52264	2087	35	O	o	NN
A52264	2087	36	,	,	,
A52264	2087	37	draw	draw	VB
A52264	2087	38	the	the	DT
A52264	2087	39	prickt	prickt	NNS
A52264	2087	40	line	line	NN
A52264	2087	41	COA	coa	NN
A52264	2087	42	representing	represent	VBG
A52264	2087	43	the	the	DT
A52264	2087	44	axis	axi	NNS
A52264	2087	45	or	or	CC
A52264	2087	46	heighth	heighth	JJR
A52264	2087	47	of	of	IN
A52264	2087	48	the	the	DT
A52264	2087	49	stile	stile	NN
A52264	2087	50	,	,	,
A52264	2087	51	from	from	IN
A52264	2087	52	any	any	DT
A52264	2087	53	part	part	NN
A52264	2087	54	of	of	IN
A52264	2087	55	the	the	DT
A52264	2087	56	meridian	meridian	NNP
A52264	2087	57	draw	draw	VBP
A52264	2087	58	a	a	DT
A52264	2087	59	line	line	NN
A52264	2087	60	parallel	parallel	JJ
A52264	2087	61	to	to	IN
A52264	2087	62	6C6	6c6	CD
A52264	2087	63	,	,	,
A52264	2087	64	as	as	IN
A52264	2087	65	is	be	VBZ
A52264	2087	66	BA	BA	NNP
A52264	2087	67	,	,	,
A52264	2087	68	&	&	CC
A52264	2087	69	it	-PRON-	PRP
A52264	2087	70	shall	shall	MD
A52264	2087	71	make	make	VB
A52264	2087	72	a	a	DT
A52264	2087	73	triāgle	triāgle	NN
A52264	2087	74	,	,	,
A52264	2087	75	the	the	DT
A52264	2087	76	fittest	fit	JJS
A52264	2087	77	form	form	NN
A52264	2087	78	to	to	TO
A52264	2087	79	support	support	VB
A52264	2087	80	the	the	DT
A52264	2087	81	stile	stile	NN
A52264	2087	82	at	at	IN
A52264	2087	83	the	the	DT
A52264	2087	84	true	true	JJ
A52264	2087	85	height	height	NN
A52264	2087	86	;	;	:
A52264	2087	87	let	let	VB
A52264	2087	88	the	the	DT
A52264	2087	89	line	line	NN
A52264	2087	90	6C6	6c6	CD
A52264	2087	91	be	be	VB
A52264	2087	92	horizontal	horizontal	JJ
A52264	2087	93	,	,	,
A52264	2087	94	the	the	DT
A52264	2087	95	triangular	triangular	JJ
A52264	2087	96	stile	stile	NN
A52264	2087	97	CBA	CBA	NNP
A52264	2087	98	erected	erect	VBD
A52264	2087	99	at	at	IN
A52264	2087	100	right	right	JJ
A52264	2087	101	angles	angle	NNS
A52264	2087	102	over	over	IN
A52264	2087	103	the	the	DT
A52264	2087	104	12	12	CD
A52264	2087	105	of	of	IN
A52264	2087	106	clock	clock	NN
A52264	2087	107	line	line	NN
A52264	2087	108	,	,	,
A52264	2087	109	and	and	CC
A52264	2087	110	then	then	RB
A52264	2087	111	is	be	VBZ
A52264	2087	112	the	the	DT
A52264	2087	113	Diall	Diall	NNP
A52264	2087	114	perfected	perfect	VBN
A52264	2087	115	either	either	CC
A52264	2087	116	for	for	IN
A52264	2087	117	the	the	DT
A52264	2087	118	Horizontal	Horizontal	NNP
A52264	2087	119	,	,	,
A52264	2087	120	or	or	CC
A52264	2087	121	the	the	DT
A52264	2087	122	direct	direct	JJ
A52264	2087	123	North	North	NNP
A52264	2087	124	and	and	CC
A52264	2087	125	South	South	NNP
A52264	2087	126	planes	plane	NNS
A52264	2087	127	.	.	.
A52264	2088	1	Probl	probl	VB
A52264	2088	2	.	.	.
A52264	2089	1	6	6	CD
A52264	2089	2	.	.	.
A52264	2090	1	To	to	TO
A52264	2090	2	draw	draw	VB
A52264	2090	3	the	the	DT
A52264	2090	4	hour	hour	NN
A52264	2090	5	-	-	HYPH
A52264	2090	6	lines	line	NNS
A52264	2090	7	upon	upon	IN
A52264	2090	8	the	the	DT
A52264	2090	9	direct	direct	JJ
A52264	2090	10	East	East	NNP
A52264	2090	11	or	or	CC
A52264	2090	12	West	West	NNP
A52264	2090	13	planes	plane	NNS
A52264	2090	14	.	.	.
A52264	2091	1	AS	as	IN
A52264	2091	2	the	the	DT
A52264	2091	3	planes	plane	NNS
A52264	2091	4	of	of	IN
A52264	2091	5	South	South	NNP
A52264	2091	6	and	and	CC
A52264	2091	7	North	North	NNP
A52264	2091	8	Dials	Dials	NNPS
A52264	2091	9	do	do	VBP
A52264	2091	10	lie	lie	VB
A52264	2091	11	in	in	IN
A52264	2091	12	the	the	DT
A52264	2091	13	Azimuth	Azimuth	NNP
A52264	2091	14	of	of	IN
A52264	2091	15	East	East	NNP
A52264	2091	16	and	and	CC
A52264	2091	17	West	West	NNP
A52264	2091	18	,	,	,
A52264	2091	19	and	and	CC
A52264	2091	20	their	-PRON-	PRP$
A52264	2091	21	poles	pole	NNS
A52264	2091	22	in	in	IN
A52264	2091	23	the	the	DT
A52264	2091	24	South	South	NNP
A52264	2091	25	and	and	CC
A52264	2091	26	North	North	NNP
A52264	2091	27	parts	part	NNS
A52264	2091	28	of	of	IN
A52264	2091	29	the	the	DT
A52264	2091	30	meridian	meridian	NN
A52264	2091	31	;	;	:
A52264	2091	32	so	so	RB
A52264	2091	33	do	do	VBP
A52264	2091	34	the	the	DT
A52264	2091	35	planes	plane	NNS
A52264	2091	36	of	of	IN
A52264	2091	37	East	East	NNP
A52264	2091	38	and	and	CC
A52264	2091	39	West	West	NNP
A52264	2091	40	Dials	Dials	NNPS
A52264	2091	41	lie	lie	VBP
A52264	2091	42	in	in	IN
A52264	2091	43	the	the	DT
A52264	2091	44	South	South	NNP
A52264	2091	45	and	and	CC
A52264	2091	46	North	North	NNP
A52264	2091	47	azimuth	azimuth	NN
A52264	2091	48	,	,	,
A52264	2091	49	and	and	CC
A52264	2091	50	their	-PRON-	PRP$
A52264	2091	51	poles	pole	NNS
A52264	2091	52	in	in	IN
A52264	2091	53	the	the	DT
A52264	2091	54	East	East	NNP
A52264	2091	55	and	and	CC
A52264	2091	56	West	West	NNP
A52264	2091	57	part	part	NN
A52264	2091	58	of	of	IN
A52264	2091	59	the	the	DT
A52264	2091	60	Horizon	Horizon	NNP
A52264	2091	61	,	,	,
A52264	2091	62	from	from	IN
A52264	2091	63	whence	whence	NN
A52264	2091	64	these	these	DT
A52264	2091	65	Dials	Dials	NNPS
A52264	2091	66	receive	receive	VBP
A52264	2091	67	their	-PRON-	PRP$
A52264	2091	68	denomination	denomination	NN
A52264	2091	69	,	,	,
A52264	2091	70	and	and	CC
A52264	2091	71	because	because	IN
A52264	2091	72	they	-PRON-	PRP
A52264	2091	73	are	be	VBP
A52264	2091	74	parallel	parallel	JJ
A52264	2091	75	to	to	IN
A52264	2091	76	the	the	DT
A52264	2091	77	meridian	meridian	JJ
A52264	2091	78	line	line	NN
A52264	2091	79	in	in	IN
A52264	2091	80	the	the	DT
A52264	2091	81	fundamental	fundamental	JJ
A52264	2091	82	Scheme	Scheme	NNP
A52264	2091	83	SZN	SZN	NNP
A52264	2091	84	,	,	,
A52264	2091	85	some	some	DT
A52264	2091	86	call	call	VBP
A52264	2091	87	them	-PRON-	PRP
A52264	2091	88	meridian	meridian	JJ
A52264	2091	89	planes	plane	NNS
A52264	2091	90	.	.	.
A52264	2092	1	And	and	CC
A52264	2092	2	because	because	IN
A52264	2092	3	the	the	DT
A52264	2092	4	meridian	meridian	NN
A52264	2092	5	,	,	,
A52264	2092	6	in	in	IN
A52264	2092	7	which	which	WDT
A52264	2092	8	this	this	DT
A52264	2092	9	plane	plane	NN
A52264	2092	10	lieth	lieth	NNP
A52264	2092	11	,	,	,
A52264	2092	12	is	be	VBZ
A52264	2092	13	one	one	CD
A52264	2092	14	of	of	IN
A52264	2092	15	the	the	DT
A52264	2092	16	hour	hour	NN
A52264	2092	17	-	-	HYPH
A52264	2092	18	circles	circle	NNS
A52264	2092	19	,	,	,
A52264	2092	20	and	and	CC
A52264	2092	21	no	no	DT
A52264	2092	22	plane	plane	NN
A52264	2092	23	that	that	WDT
A52264	2092	24	lieth	lieth	VBP
A52264	2092	25	in	in	IN
A52264	2092	26	any	any	DT
A52264	2092	27	of	of	IN
A52264	2092	28	the	the	DT
A52264	2092	29	hour	hour	NN
A52264	2092	30	circles	circle	NNS
A52264	2092	31	can	can	MD
A52264	2092	32	cut	cut	VB
A52264	2092	33	the	the	DT
A52264	2092	34	axis	axi	NNS
A52264	2092	35	of	of	IN
A52264	2092	36	the	the	DT
A52264	2092	37	world	world	NN
A52264	2092	38	,	,	,
A52264	2092	39	but	but	CC
A52264	2092	40	must	must	MD
A52264	2092	41	be	be	VB
A52264	2092	42	parallel	parallel	JJ
A52264	2092	43	thereunto	thereunto	NNS
A52264	2092	44	;	;	:
A52264	2092	45	therefore	therefore	RB
A52264	2092	46	the	the	DT
A52264	2092	47	hour	hour	NN
A52264	2092	48	lines	line	NNS
A52264	2092	49	of	of	IN
A52264	2092	50	all	all	DT
A52264	2092	51	such	such	JJ
A52264	2092	52	planes	plane	NNS
A52264	2092	53	are	be	VBP
A52264	2092	54	also	also	RB
A52264	2092	55	parallel	parallel	JJ
A52264	2092	56	each	each	DT
A52264	2092	57	to	to	IN
A52264	2092	58	other	other	JJ
A52264	2092	59	,	,	,
A52264	2092	60	and	and	CC
A52264	2092	61	in	in	IN
A52264	2092	62	the	the	DT
A52264	2092	63	fundamental	fundamental	JJ
A52264	2092	64	Scheme	Scheme	NNP
A52264	2092	65	may	may	MD
A52264	2092	66	be	be	VB
A52264	2092	67	represented	represent	VBN
A52264	2092	68	in	in	IN
A52264	2092	69	this	this	DT
A52264	2092	70	manner	manner	NN
A52264	2092	71	.	.	.
A52264	2093	1	Let	let	VB
A52264	2093	2	NESW	NESW	NNP
A52264	2093	3	in	in	IN
A52264	2093	4	this	this	DT
A52264	2093	5	case	case	NN
A52264	2093	6	be	be	VB
A52264	2093	7	supposed	suppose	VBN
A52264	2093	8	to	to	TO
A52264	2093	9	be	be	VB
A52264	2093	10	the	the	DT
A52264	2093	11	Eq	Eq	NNP
A52264	2093	12	●	●	NNP
A52264	2093	13	inoctiall	inoctiall	NN
A52264	2093	14	divided	divide	VBD
A52264	2093	15	into	into	IN
A52264	2093	16	24	24	CD
A52264	2093	17	equall	equall	NN
A52264	2093	18	parts	part	NNS
A52264	2093	19	,	,	,
A52264	2093	20	and	and	CC
A52264	2093	21	let	let	VB
A52264	2093	22	the	the	DT
A52264	2093	23	prickt	prickt	NNS
A52264	2093	24	line	line	NN
A52264	2093	25	E	E	NNP
A52264	2093	26	8	8	CD
A52264	2093	27	.	.	.
A52264	2094	1	7	7	LS
A52264	2094	2	.	.	.
A52264	2094	3	parallel	parallel	NN
A52264	2094	4	to	to	IN
A52264	2094	5	ZS	ZS	NNP
A52264	2094	6	be	be	VBP
A52264	2094	7	a	a	DT
A52264	2094	8	tangent	tangent	JJ
A52264	2094	9	line	line	NN
A52264	2094	10	to	to	IN
A52264	2094	11	that	that	DT
A52264	2094	12	circle	circle	NN
A52264	2094	13	in	in	IN
A52264	2094	14	E	E	NNP
A52264	2094	15	,	,	,
A52264	2094	16	straight	straight	JJ
A52264	2094	17	lines	line	NNS
A52264	2094	18	drawn	draw	VBN
A52264	2094	19	from	from	IN
A52264	2094	20	the	the	DT
A52264	2094	21	center	center	NN
A52264	2094	22	Z	z	NN
A52264	2094	23	thorow	thorow	VB
A52264	2094	24	the	the	DT
A52264	2094	25	equal	equal	JJ
A52264	2094	26	divisions	division	NNS
A52264	2094	27	of	of	IN
A52264	2094	28	the	the	DT
A52264	2094	29	limbe	limbe	NN
A52264	2094	30	,	,	,
A52264	2094	31	intersecting	intersect	VBG
A52264	2094	32	the	the	DT
A52264	2094	33	tangent	tangent	NN
A52264	2094	34	line	line	NN
A52264	2094	35	,	,	,
A52264	2094	36	shall	shall	MD
A52264	2094	37	give	give	VB
A52264	2094	38	points	point	NNS
A52264	2094	39	in	in	IN
A52264	2094	40	4	4	CD
A52264	2094	41	,	,	,
A52264	2094	42	5	5	CD
A52264	2094	43	,	,	,
A52264	2094	44	6	6	CD
A52264	2094	45	,	,	,
A52264	2094	46	7	7	CD
A52264	2094	47	,	,	,
A52264	2094	48	8	8	CD
A52264	2094	49	,	,	,
A52264	2094	50	9	9	CD
A52264	2094	51	,	,	,
A52264	2094	52	10	10	CD
A52264	2094	53	,	,	,
A52264	2094	54	11	11	CD
A52264	2094	55	,	,	,
A52264	2094	56	thorow	thorow	VB
A52264	2094	57	which	which	WDT
A52264	2094	58	parallels	parallel	NNS
A52264	2094	59	being	be	VBG
A52264	2094	60	drawn	draw	VBN
A52264	2094	61	to	to	IN
A52264	2094	62	the	the	DT
A52264	2094	63	prime	prime	JJ
A52264	2094	64	vertical	vertical	JJ
A52264	2094	65	,	,	,
A52264	2094	66	or	or	CC
A52264	2094	67	6	6	CD
A52264	2094	68	of	of	IN
A52264	2094	69	clock	clock	NN
A52264	2094	70	hour	hour	NN
A52264	2094	71	line	line	NN
A52264	2094	72	EZW	EZW	NNP
A52264	2094	73	,	,	,
A52264	2094	74	you	-PRON-	PRP
A52264	2094	75	have	have	VBP
A52264	2094	76	the	the	DT
A52264	2094	77	hour	hour	NN
A52264	2094	78	-	-	HYPH
A52264	2094	79	lines	line	NNS
A52264	2094	80	desired	desire	VBD
A52264	2094	81	,	,	,
A52264	2094	82	which	which	WDT
A52264	2094	83	may	may	MD
A52264	2094	84	for	for	IN
A52264	2094	85	more	more	JJR
A52264	2094	86	certainties	certainty	NNS
A52264	2094	87	sake	sake	VBP
A52264	2094	88	be	be	VB
A52264	2094	89	found	find	VBN
A52264	2094	90	by	by	IN
A52264	2094	91	tangents	tangent	NNS
A52264	2094	92	also	also	RB
A52264	2094	93	;	;	:
A52264	2094	94	for	for	IN
A52264	2094	95	making	make	VBG
A52264	2094	96	ZE	ze	NN
A52264	2094	97	of	of	IN
A52264	2094	98	the	the	DT
A52264	2094	99	former	former	JJ
A52264	2094	100	Scheme	Scheme	NNP
A52264	2094	101	to	to	TO
A52264	2094	102	be	be	VB
A52264	2094	103	the	the	DT
A52264	2094	104	Radius	Radius	NNP
A52264	2094	105	,	,	,
A52264	2094	106	and	and	CC
A52264	2094	107	E	e	NN
A52264	2094	108	8	8	CD
A52264	2094	109	.	.	.
A52264	2095	1	7	7	LS
A52264	2095	2	.	.	.
A52264	2095	3	a	a	DT
A52264	2095	4	tangent	tangent	NN
A52264	2095	5	line	line	NN
A52264	2095	6	,	,	,
A52264	2095	7	as	as	IN
A52264	2095	8	before	before	RB
A52264	2095	9	;	;	:
A52264	2095	10	then	then	RB
A52264	2095	11	shall	shall	MD
A52264	2095	12	the	the	DT
A52264	2095	13	naturall	naturall	JJ
A52264	2095	14	tangent	tangent	NN
A52264	2095	15	of	of	IN
A52264	2095	16	15	15	CD
A52264	2095	17	degr	degr	NN
A52264	2095	18	.	.	.
A52264	2096	1	268	268	CD
A52264	2096	2	taken	take	VBN
A52264	2096	3	from	from	IN
A52264	2096	4	a	a	DT
A52264	2096	5	diagonal	diagonal	JJ
A52264	2096	6	scale	scale	NN
A52264	2096	7	equal	equal	JJ
A52264	2096	8	to	to	IN
A52264	2096	9	the	the	DT
A52264	2096	10	Radius	Radius	NNP
A52264	2096	11	,	,	,
A52264	2096	12	and	and	CC
A52264	2096	13	set	set	VBD
A52264	2096	14	both	both	DT
A52264	2096	15	wayes	waye	NNS
A52264	2096	16	from	from	IN
A52264	2096	17	E	e	NN
A52264	2096	18	upon	upon	IN
A52264	2096	19	the	the	DT
A52264	2096	20	tangent	tangent	NN
A52264	2096	21	line	line	NN
A52264	2096	22	E	e	NN
A52264	2096	23	8	8	CD
A52264	2096	24	.	.	.
A52264	2097	1	7	7	LS
A52264	2097	2	.	.	.
A52264	2097	3	gives	give	VBZ
A52264	2097	4	the	the	DT
A52264	2097	5	distance	distance	NN
A52264	2097	6	of	of	IN
A52264	2097	7	the	the	DT
A52264	2097	8	houres	houre	NNS
A52264	2097	9	of	of	IN
A52264	2097	10	5	5	CD
A52264	2097	11	and	and	CC
A52264	2097	12	7	7	CD
A52264	2097	13	,	,	,
A52264	2097	14	the	the	DT
A52264	2097	15	tangent	tangent	NN
A52264	2097	16	of	of	IN
A52264	2097	17	30	30	CD
A52264	2097	18	degr	degr	NN
A52264	2097	19	.	.	.
A52264	2098	1	the	the	DT
A52264	2098	2	distance	distance	NN
A52264	2098	3	of	of	IN
A52264	2098	4	the	the	DT
A52264	2098	5	hours	hour	NNS
A52264	2098	6	of	of	IN
A52264	2098	7	4	4	CD
A52264	2098	8	and	and	CC
A52264	2098	9	8	8	CD
A52264	2098	10	,	,	,
A52264	2098	11	and	and	CC
A52264	2098	12	the	the	DT
A52264	2098	13	tangent	tangent	NN
A52264	2098	14	of	of	IN
A52264	2098	15	45	45	CD
A52264	2098	16	degr	degr	NN
A52264	2098	17	.	.	.
A52264	2099	1	the	the	DT
A52264	2099	2	distance	distance	NN
A52264	2099	3	of	of	IN
A52264	2099	4	the	the	DT
A52264	2099	5	hours	hour	NNS
A52264	2099	6	of	of	IN
A52264	2099	7	3	3	CD
A52264	2099	8	and	and	CC
A52264	2099	9	9	9	CD
A52264	2099	10	,	,	,
A52264	2099	11	&	&	CC
A52264	2099	12	c.	c.	NNP
A52264	2099	13	from	from	IN
A52264	2099	14	the	the	DT
A52264	2099	15	six	six	CD
A52264	2099	16	of	of	IN
A52264	2099	17	clock	clock	NN
A52264	2099	18	hour	hour	NN
A52264	2099	19	,	,	,
A52264	2099	20	as	as	IN
A52264	2099	21	before	before	RB
A52264	2099	22	;	;	:
A52264	2099	23	and	and	CC
A52264	2099	24	is	be	VBZ
A52264	2099	25	a	a	DT
A52264	2099	26	general	general	JJ
A52264	2099	27	rule	rule	NN
A52264	2099	28	for	for	IN
A52264	2099	29	all	all	DT
A52264	2099	30	Latitudes	Latitudes	NNPS
A52264	2099	31	whatsoever	whatsoever	RB
A52264	2099	32	.	.	.
A52264	2100	1	The	the	DT
A52264	2100	2	Geometricall	Geometricall	NNP
A52264	2100	3	projection	projection	NN
A52264	2100	4	.	.	.
A52264	2101	1	The	the	DT
A52264	2101	2	length	length	NN
A52264	2101	3	of	of	IN
A52264	2101	4	the	the	DT
A52264	2101	5	stile	stile	NN
A52264	2101	6	being	be	VBG
A52264	2101	7	thus	thus	RB
A52264	2101	8	proportioned	proportion	VBN
A52264	2101	9	to	to	IN
A52264	2101	10	the	the	DT
A52264	2101	11	plain	plain	NN
A52264	2101	12	,	,	,
A52264	2101	13	make	make	VB
A52264	2101	14	that	that	IN
A52264	2101	15	the	the	DT
A52264	2101	16	Radius	Radius	NNP
A52264	2101	17	of	of	IN
A52264	2101	18	a	a	DT
A52264	2101	19	Circle	Circle	NNP
A52264	2101	20	,	,	,
A52264	2101	21	and	and	CC
A52264	2101	22	then	then	RB
A52264	2101	23	the	the	DT
A52264	2101	24	Equator	Equator	NNP
A52264	2101	25	DAE	DAE	NNP
A52264	2101	26	shall	shall	MD
A52264	2101	27	be	be	VB
A52264	2101	28	a	a	DT
A52264	2101	29	Tangent	Tangent	NNP
A52264	2101	30	line	line	NN
A52264	2101	31	thereunto	thereunto	NNS
A52264	2101	32	,	,	,
A52264	2101	33	and	and	CC
A52264	2101	34	therefore	therefore	RB
A52264	2101	35	,	,	,
A52264	2101	36	the	the	DT
A52264	2101	37	naturall	naturall	JJ
A52264	2101	38	Tangent	Tangent	NNP
A52264	2101	39	of	of	IN
A52264	2101	40	15	15	CD
A52264	2101	41	deg	deg	NN
A52264	2101	42	.	.	.
A52264	2102	1	being	be	VBG
A52264	2102	2	set	set	VBN
A52264	2102	3	upon	upon	IN
A52264	2102	4	the	the	DT
A52264	2102	5	Equinoctiall	Equinoctiall	NNP
A52264	2102	6	DAE	DAE	NNP
A52264	2102	7	both	both	DT
A52264	2102	8	wayes	waye	NNS
A52264	2102	9	from	from	IN
A52264	2102	10	A	A	NNP
A52264	2102	11	,	,	,
A52264	2102	12	shall	shall	MD
A52264	2102	13	give	give	VB
A52264	2102	14	the	the	DT
A52264	2102	15	points	point	NNS
A52264	2102	16	of	of	IN
A52264	2102	17	5	5	CD
A52264	2102	18	and	and	CC
A52264	2102	19	7	7	CD
A52264	2102	20	:	:	:
A52264	2102	21	the	the	DT
A52264	2102	22	Tangent	Tangent	NNP
A52264	2102	23	of	of	IN
A52264	2102	24	30	30	CD
A52264	2102	25	deg	deg	NN
A52264	2102	26	.	.	.
A52264	2103	1	the	the	DT
A52264	2103	2	points	point	NNS
A52264	2103	3	of	of	IN
A52264	2103	4	8	8	CD
A52264	2103	5	and	and	CC
A52264	2103	6	4	4	CD
A52264	2103	7	,	,	,
A52264	2103	8	&	&	CC
A52264	2103	9	c.	c.	NNP
A52264	2103	10	through	through	IN
A52264	2103	11	which	which	WDT
A52264	2103	12	streight	streight	NN
A52264	2103	13	lines	line	NNS
A52264	2103	14	being	be	VBG
A52264	2103	15	drawn	draw	VBN
A52264	2103	16	parallel	parallel	JJ
A52264	2103	17	to	to	IN
A52264	2103	18	the	the	DT
A52264	2103	19	six	six	CD
A52264	2103	20	a	a	DT
A52264	2103	21	clock	clock	NN
A52264	2103	22	houre	houre	NN
A52264	2103	23	,	,	,
A52264	2103	24	you	-PRON-	PRP
A52264	2103	25	have	have	VBP
A52264	2103	26	at	at	IN
A52264	2103	27	one	one	CD
A52264	2103	28	work	work	NN
A52264	2103	29	made	make	VBD
A52264	2103	30	both	both	DT
A52264	2103	31	the	the	DT
A52264	2103	32	East	East	NNP
A52264	2103	33	and	and	CC
A52264	2103	34	West	West	NNP
A52264	2103	35	Dials	Dials	NNPS
A52264	2103	36	,	,	,
A52264	2103	37	only	only	RB
A52264	2103	38	remember	remember	VBP
A52264	2103	39	that	that	IN
A52264	2103	40	because	because	IN
A52264	2103	41	the	the	DT
A52264	2103	42	Sun	Sun	NNP
A52264	2103	43	riseth	riseth	NN
A52264	2103	44	before	before	IN
A52264	2103	45	4	4	CD
A52264	2103	46	in	in	IN
A52264	2103	47	Cancer	Cancer	NNP
A52264	2103	48	,	,	,
A52264	2103	49	and	and	CC
A52264	2103	50	setteth	setteth	VB
A52264	2103	51	after	after	IN
A52264	2103	52	8	8	CD
A52264	2103	53	,	,	,
A52264	2103	54	you	-PRON-	PRP
A52264	2103	55	must	must	MD
A52264	2103	56	adde	adde	VB
A52264	2103	57	two	two	CD
A52264	2103	58	houres	houre	NNS
A52264	2103	59	before	before	IN
A52264	2103	60	six	six	CD
A52264	2103	61	in	in	IN
A52264	2103	62	the	the	DT
A52264	2103	63	East	East	NNP
A52264	2103	64	Diall	Diall	NNP
A52264	2103	65	,	,	,
A52264	2103	66	and	and	CC
A52264	2103	67	two	two	CD
A52264	2103	68	houres	houre	NNS
A52264	2103	69	after	after	IN
A52264	2103	70	six	six	CD
A52264	2103	71	in	in	IN
A52264	2103	72	the	the	DT
A52264	2103	73	West	West	NNP
A52264	2103	74	,	,	,
A52264	2103	75	that	that	IN
A52264	2103	76	so	so	RB
A52264	2103	77	the	the	DT
A52264	2103	78	plain	plain	NN
A52264	2103	79	may	may	MD
A52264	2103	80	have	have	VB
A52264	2103	81	as	as	RB
A52264	2103	82	many	many	JJ
A52264	2103	83	houres	houre	NNS
A52264	2103	84	as	as	IN
A52264	2103	85	it	-PRON-	PRP
A52264	2103	86	is	be	VBZ
A52264	2103	87	capable	capable	JJ
A52264	2103	88	of	of	IN
A52264	2103	89	.	.	.
A52264	2104	1	The	the	DT
A52264	2104	2	West	West	NNP
A52264	2104	3	Dial	Dial	NNP
A52264	2104	4	is	be	VBZ
A52264	2104	5	the	the	DT
A52264	2104	6	same	same	JJ
A52264	2104	7	in	in	IN
A52264	2104	8	all	all	DT
A52264	2104	9	respect	respect	NN
A52264	2104	10	with	with	IN
A52264	2104	11	the	the	DT
A52264	2104	12	East	East	NNP
A52264	2104	13	,	,	,
A52264	2104	14	only	only	RB
A52264	2104	15	the	the	DT
A52264	2104	16	arch	arch	JJ
A52264	2104	17	BD	BD	NNP
A52264	2104	18	,	,	,
A52264	2104	19	or	or	CC
A52264	2104	20	the	the	DT
A52264	2104	21	height	height	NN
A52264	2104	22	of	of	IN
A52264	2104	23	the	the	DT
A52264	2104	24	Equator	Equator	NNP
A52264	2104	25	,	,	,
A52264	2104	26	must	must	MD
A52264	2104	27	be	be	VB
A52264	2104	28	drawn	draw	VBN
A52264	2104	29	on	on	IN
A52264	2104	30	the	the	DT
A52264	2104	31	right	right	JJ
A52264	2104	32	hand	hand	NN
A52264	2104	33	of	of	IN
A52264	2104	34	the	the	DT
A52264	2104	35	center	center	NN
A52264	2104	36	A	A	NNP
A52264	2104	37	for	for	IN
A52264	2104	38	the	the	DT
A52264	2104	39	West	West	NNP
A52264	2104	40	Dial	Dial	NNP
A52264	2104	41	,	,	,
A52264	2104	42	and	and	CC
A52264	2104	43	on	on	IN
A52264	2104	44	the	the	DT
A52264	2104	45	left	left	NN
A52264	2104	46	for	for	IN
A52264	2104	47	the	the	DT
A52264	2104	48	East	East	NNP
A52264	2104	49	,	,	,
A52264	2104	50	that	that	IN
A52264	2104	51	so	so	RB
A52264	2104	52	the	the	DT
A52264	2104	53	houre	houre	NN
A52264	2104	54	lines	line	NNS
A52264	2104	55	crossing	cross	VBG
A52264	2104	56	it	-PRON-	PRP
A52264	2104	57	at	at	IN
A52264	2104	58	right	right	JJ
A52264	2104	59	angles	angle	NNS
A52264	2104	60	,	,	,
A52264	2104	61	may	may	MD
A52264	2104	62	respect	respect	VB
A52264	2104	63	the	the	DT
A52264	2104	64	Poles	Poles	NNPS
A52264	2104	65	of	of	IN
A52264	2104	66	the	the	DT
A52264	2104	67	world	world	NN
A52264	2104	68	to	to	TO
A52264	2104	69	which	which	WDT
A52264	2104	70	they	-PRON-	PRP
A52264	2104	71	are	be	VBP
A52264	2104	72	parallel	parallel	JJ
A52264	2104	73	.	.	.
A52264	2105	1	Probl	probl	VB
A52264	2105	2	.	.	.
A52264	2106	1	7	7	LS
A52264	2106	2	.	.	.
A52264	2107	1	To	to	TO
A52264	2107	2	draw	draw	VB
A52264	2107	3	the	the	DT
A52264	2107	4	houre	houre	NN
A52264	2107	5	-	-	HYPH
A52264	2107	6	lines	line	NNS
A52264	2107	7	upon	upon	IN
A52264	2107	8	a	a	DT
A52264	2107	9	South	South	NNP
A52264	2107	10	or	or	CC
A52264	2107	11	North	North	NNP
A52264	2107	12	erect	erect	NN
A52264	2107	13	plain	plain	JJ
A52264	2107	14	declining	decline	VBG
A52264	2107	15	East	East	NNP
A52264	2107	16	or	or	CC
A52264	2107	17	West	West	NNP
A52264	2107	18	,	,	,
A52264	2107	19	to	to	IN
A52264	2107	20	any	any	DT
A52264	2107	21	declination	declination	NN
A52264	2107	22	given	give	VBN
A52264	2107	23	.	.	.
A52264	2108	1	EVery	every	DT
A52264	2108	2	erect	erect	NN
A52264	2108	3	plain	plain	JJ
A52264	2108	4	lieth	lieth	NNP
A52264	2108	5	under	under	IN
A52264	2108	6	some	some	DT
A52264	2108	7	Azimuth	Azimuth	NNP
A52264	2108	8	or	or	CC
A52264	2108	9	other	other	JJ
A52264	2108	10	,	,	,
A52264	2108	11	and	and	CC
A52264	2108	12	those	those	DT
A52264	2108	13	only	only	RB
A52264	2108	14	are	be	VBP
A52264	2108	15	said	say	VBN
A52264	2108	16	to	to	TO
A52264	2108	17	decline	decline	VB
A52264	2108	18	which	which	WDT
A52264	2108	19	differ	differ	VBP
A52264	2108	20	from	from	IN
A52264	2108	21	the	the	DT
A52264	2108	22	Meridian	meridian	JJ
A52264	2108	23	and	and	CC
A52264	2108	24	Prime	Prime	NNP
A52264	2108	25	Vertical	Vertical	NNP
A52264	2108	26	.	.	.
A52264	2109	1	The	the	DT
A52264	2109	2	declination	declination	NN
A52264	2109	3	therefore	therefore	RB
A52264	2109	4	being	be	VBG
A52264	2109	5	attained	attain	VBN
A52264	2109	6	by	by	IN
A52264	2109	7	the	the	DT
A52264	2109	8	rules	rule	NNS
A52264	2109	9	already	already	RB
A52264	2109	10	given	give	VBN
A52264	2109	11	,	,	,
A52264	2109	12	(	(	-LRB-
A52264	2109	13	or	or	CC
A52264	2109	14	by	by	IN
A52264	2109	15	what	what	WDT
A52264	2109	16	other	other	JJ
A52264	2109	17	means	mean	VBZ
A52264	2109	18	you	-PRON-	PRP
A52264	2109	19	like	like	UH
A52264	2109	20	best	well	RBS
A52264	2109	21	)	)	-RRB-
A52264	2109	22	we	-PRON-	PRP
A52264	2109	23	come	come	VBP
A52264	2109	24	to	to	IN
A52264	2109	25	the	the	DT
A52264	2109	26	calculation	calculation	NN
A52264	2109	27	of	of	IN
A52264	2109	28	the	the	DT
A52264	2109	29	Diall	Diall	NNP
A52264	2109	30	it	-PRON-	PRP
A52264	2109	31	selfe	selfe	NN
A52264	2109	32	,	,	,
A52264	2109	33	represented	represent	VBN
A52264	2109	34	in	in	IN
A52264	2109	35	the	the	DT
A52264	2109	36	fundamentall	fundamentall	NN
A52264	2109	37	Scheme	Scheme	NNP
A52264	2109	38	by	by	IN
A52264	2109	39	the	the	DT
A52264	2109	40	right	right	JJ
A52264	2109	41	line	line	NN
A52264	2109	42	GZD	GZD	NNP
A52264	2109	43	,	,	,
A52264	2109	44	the	the	DT
A52264	2109	45	Poles	Poles	NNPS
A52264	2109	46	whereof	whereof	NN
A52264	2109	47	are	be	VBP
A52264	2109	48	C	C	NNP
A52264	2109	49	and	and	CC
A52264	2109	50	V	v	NN
A52264	2109	51	,	,	,
A52264	2109	52	the	the	DT
A52264	2109	53	declination	declination	NN
A52264	2109	54	from	from	IN
A52264	2109	55	the	the	DT
A52264	2109	56	South	South	NNP
A52264	2109	57	Easterly	Easterly	NNP
A52264	2109	58	NC	NC	NNP
A52264	2109	59	,	,	,
A52264	2109	60	or	or	CC
A52264	2109	61	North	North	NNP
A52264	2109	62	Westerly	Westerly	NNP
A52264	2109	63	SV	SV	NNP
A52264	2109	64	,	,	,
A52264	2109	65	25	25	CD
A52264	2109	66	deg	deg	NN
A52264	2109	67	.	.	.
A52264	2110	1	supposing	suppose	VBG
A52264	2110	2	now	now	RB
A52264	2110	3	S	S	NNP
A52264	2110	4	to	to	TO
A52264	2110	5	be	be	VB
A52264	2110	6	North	North	NNP
A52264	2110	7	,	,	,
A52264	2110	8	and	and	CC
A52264	2110	9	N	N	NNP
A52264	2110	10	South	South	NNP
A52264	2110	11	;	;	:
A52264	2110	12	W	W	NNP
A52264	2110	13	East	East	NNP
A52264	2110	14	,	,	,
A52264	2110	15	and	and	CC
A52264	2110	16	E	e	VB
A52264	2110	17	the	the	DT
A52264	2110	18	West	West	NNP
A52264	2110	19	point	point	NN
A52264	2110	20	,	,	,
A52264	2110	21	the	the	DT
A52264	2110	22	houre	houre	NN
A52264	2110	23	circles	circle	VBZ
A52264	2110	24	proper	proper	JJ
A52264	2110	25	to	to	IN
A52264	2110	26	this	this	DT
A52264	2110	27	plain	plain	NN
A52264	2110	28	are	be	VBP
A52264	2110	29	the	the	DT
A52264	2110	30	black	black	JJ
A52264	2110	31	lines	line	NNS
A52264	2110	32	passing	pass	VBG
A52264	2110	33	through	through	IN
A52264	2110	34	the	the	DT
A52264	2110	35	Pole	Pole	NNP
A52264	2110	36	P	P	NNP
A52264	2110	37	,	,	,
A52264	2110	38	and	and	CC
A52264	2110	39	crossing	crossing	NN
A52264	2110	40	upon	upon	IN
A52264	2110	41	the	the	DT
A52264	2110	42	plain	plain	JJ
A52264	2110	43	GZD	GZD	NNP
A52264	2110	44	,	,	,
A52264	2110	45	wherein	wherein	WRB
A52264	2110	46	note	note	VBP
A52264	2110	47	generally	generally	RB
A52264	2110	48	that	that	IN
A52264	2110	49	where	where	WRB
A52264	2110	50	they	-PRON-	PRP
A52264	2110	51	run	run	VBP
A52264	2110	52	neerest	neerest	RB
A52264	2110	53	together	together	RB
A52264	2110	54	,	,	,
A52264	2110	55	thereabouts	thereabout	NNS
A52264	2110	56	must	must	MD
A52264	2110	57	the	the	DT
A52264	2110	58	sub	sub	JJ
A52264	2110	59	-	-	JJ
A52264	2110	60	stile	stile	JJ
A52264	2110	61	stand	stand	NN
A52264	2110	62	,	,	,
A52264	2110	63	and	and	CC
A52264	2110	64	alwayes	alwaye	NNS
A52264	2110	65	on	on	IN
A52264	2110	66	the	the	DT
A52264	2110	67	contrary	contrary	JJ
A52264	2110	68	side	side	NN
A52264	2110	69	to	to	IN
A52264	2110	70	the	the	DT
A52264	2110	71	declination	declination	NN
A52264	2110	72	,	,	,
A52264	2110	73	as	as	IN
A52264	2110	74	in	in	IN
A52264	2110	75	this	this	DT
A52264	2110	76	example	example	NN
A52264	2110	77	declining	decline	VBG
A52264	2110	78	East	East	NNP
A52264	2110	79	,	,	,
A52264	2110	80	the	the	DT
A52264	2110	81	stile	stile	NN
A52264	2110	82	must	must	MD
A52264	2110	83	stand	stand	VB
A52264	2110	84	on	on	IN
A52264	2110	85	the	the	DT
A52264	2110	86	West	West	NNP
A52264	2110	87	side	side	NN
A52264	2110	88	(	(	-LRB-
A52264	2110	89	supposing	suppose	VBG
A52264	2110	90	P	p	NN
A52264	2110	91	to	to	TO
A52264	2110	92	be	be	VB
A52264	2110	93	the	the	DT
A52264	2110	94	South	South	NNP
A52264	2110	95	Pole	Pole	NNP
A52264	2110	96	)	)	-RRB-
A52264	2110	97	between	between	IN
A52264	2110	98	Z	z	NN
A52264	2110	99	and	and	CC
A52264	2110	100	D	d	NN
A52264	2110	101	,	,	,
A52264	2110	102	the	the	DT
A52264	2110	103	reason	reason	NN
A52264	2110	104	whereof	whereof	NNP
A52264	2110	105	doth	doth	NN
A52264	2110	106	manifestly	manifestly	RB
A52264	2110	107	appear	appear	VBP
A52264	2110	108	;	;	:
A52264	2110	109	because	because	IN
A52264	2110	110	the	the	DT
A52264	2110	111	Sun	Sun	NNP
A52264	2110	112	rising	rise	VBG
A52264	2110	113	East	East	NNP
A52264	2110	114	,	,	,
A52264	2110	115	sendeth	sendeth	VB
A52264	2110	116	the	the	DT
A52264	2110	117	shadow	shadow	NN
A52264	2110	118	of	of	IN
A52264	2110	119	the	the	DT
A52264	2110	120	Axis	Axis	NNP
A52264	2110	121	West	West	NNP
A52264	2110	122	,	,	,
A52264	2110	123	and	and	CC
A52264	2110	124	alwayes	alwaye	NNS
A52264	2110	125	to	to	IN
A52264	2110	126	the	the	DT
A52264	2110	127	opposite	opposite	JJ
A52264	2110	128	part	part	NN
A52264	2110	129	of	of	IN
A52264	2110	130	the	the	DT
A52264	2110	131	Meridian	Meridian	NNP
A52264	2110	132	wherein	wherein	WRB
A52264	2110	133	he	-PRON-	PRP
A52264	2110	134	is	be	VBZ
A52264	2110	135	,	,	,
A52264	2110	136	wherefore	wherefore	VBD
A52264	2110	137	reason	reason	NN
A52264	2110	138	enforceth	enforceth	NNP
A52264	2110	139	,	,	,
A52264	2110	140	that	that	IN
A52264	2110	141	the	the	DT
A52264	2110	142	morning	morning	NN
A52264	2110	143	houres	houre	NNS
A52264	2110	144	be	be	VB
A52264	2110	145	put	put	VBN
A52264	2110	146	on	on	IN
A52264	2110	147	the	the	DT
A52264	2110	148	West	West	NNP
A52264	2110	149	side	side	NN
A52264	2110	150	of	of	IN
A52264	2110	151	the	the	DT
A52264	2110	152	Meridian	Meridian	NNP
A52264	2110	153	,	,	,
A52264	2110	154	as	as	IN
A52264	2110	155	the	the	DT
A52264	2110	156	evening	evening	NN
A52264	2110	157	houres	houre	NNS
A52264	2110	158	are	be	VBP
A52264	2110	159	on	on	IN
A52264	2110	160	the	the	DT
A52264	2110	161	East	East	NNP
A52264	2110	162	,	,	,
A52264	2110	163	and	and	CC
A52264	2110	164	from	from	IN
A52264	2110	165	the	the	DT
A52264	2110	166	same	same	JJ
A52264	2110	167	ground	ground	NN
A52264	2110	168	that	that	IN
A52264	2110	169	the	the	DT
A52264	2110	170	substile	substile	NN
A52264	2110	171	of	of	IN
A52264	2110	172	every	every	DT
A52264	2110	173	plain	plain	NN
A52264	2110	174	representing	represent	VBG
A52264	2110	175	the	the	DT
A52264	2110	176	Meridian	Meridian	NNP
A52264	2110	177	thereof	thereof	RB
A52264	2110	178	,	,	,
A52264	2110	179	must	must	MD
A52264	2110	180	alwayes	alwayes	NNP
A52264	2110	181	stand	stand	VB
A52264	2110	182	on	on	IN
A52264	2110	183	the	the	DT
A52264	2110	184	contrary	contrary	JJ
A52264	2110	185	side	side	NN
A52264	2110	186	to	to	IN
A52264	2110	187	the	the	DT
A52264	2110	188	declination	declination	NN
A52264	2110	189	of	of	IN
A52264	2110	190	the	the	DT
A52264	2110	191	plain	plain	NN
A52264	2110	192	and	and	CC
A52264	2110	193	that	that	IN
A52264	2110	194	the	the	DT
A52264	2110	195	houre	houre	NN
A52264	2110	196	-	-	HYPH
A52264	2110	197	lines	line	NNS
A52264	2110	198	must	must	MD
A52264	2110	199	there	there	RB
A52264	2110	200	run	run	VB
A52264	2110	201	neerest	neerest	RB
A52264	2110	202	together	together	RB
A52264	2110	203	,	,	,
A52264	2110	204	because	because	IN
A52264	2110	205	the	the	DT
A52264	2110	206	Sun	Sun	NNP
A52264	2110	207	in	in	IN
A52264	2110	208	that	that	DT
A52264	2110	209	position	position	NN
A52264	2110	210	is	be	VBZ
A52264	2110	211	at	at	IN
A52264	2110	212	right	right	JJ
A52264	2110	213	angles	angle	NNS
A52264	2110	214	with	with	IN
A52264	2110	215	the	the	DT
A52264	2110	216	plain	plain	NN
A52264	2110	217	.	.	.
A52264	2111	1	For	for	IN
A52264	2111	2	the	the	DT
A52264	2111	3	making	making	NN
A52264	2111	4	of	of	IN
A52264	2111	5	this	this	DT
A52264	2111	6	Diall	Diall	NNP
A52264	2111	7	three	three	CD
A52264	2111	8	things	thing	NNS
A52264	2111	9	must	must	MD
A52264	2111	10	be	be	VB
A52264	2111	11	found	find	VBN
A52264	2111	12	.	.	.
A52264	2112	1	1	1	LS
A52264	2112	2	.	.	.
A52264	2113	1	The	the	DT
A52264	2113	2	elevation	elevation	NN
A52264	2113	3	of	of	IN
A52264	2113	4	the	the	DT
A52264	2113	5	Pole	Pole	NNP
A52264	2113	6	above	above	IN
A52264	2113	7	the	the	DT
A52264	2113	8	plain	plain	NN
A52264	2113	9	,	,	,
A52264	2113	10	represented	represent	VBN
A52264	2113	11	by	by	IN
A52264	2113	12	PR	PR	NNP
A52264	2113	13	,	,	,
A52264	2113	14	which	which	WDT
A52264	2113	15	is	be	VBZ
A52264	2113	16	the	the	DT
A52264	2113	17	height	height	NN
A52264	2113	18	of	of	IN
A52264	2113	19	the	the	DT
A52264	2113	20	stile	stile	NN
A52264	2113	21	,	,	,
A52264	2113	22	and	and	CC
A52264	2113	23	is	be	VBZ
A52264	2113	24	an	an	DT
A52264	2113	25	arch	arch	NN
A52264	2113	26	of	of	IN
A52264	2113	27	the	the	DT
A52264	2113	28	Meridian	Meridian	NNP
A52264	2113	29	of	of	IN
A52264	2113	30	the	the	DT
A52264	2113	31	plain	plain	NN
A52264	2113	32	,	,	,
A52264	2113	33	between	between	IN
A52264	2113	34	the	the	DT
A52264	2113	35	Pole	Pole	NNP
A52264	2113	36	of	of	IN
A52264	2113	37	the	the	DT
A52264	2113	38	world	world	NN
A52264	2113	39	and	and	CC
A52264	2113	40	the	the	DT
A52264	2113	41	plain	plain	JJ
A52264	2113	42	.	.	.
A52264	2114	1	2	2	LS
A52264	2114	2	.	.	.
A52264	2115	1	The	the	DT
A52264	2115	2	distance	distance	NN
A52264	2115	3	of	of	IN
A52264	2115	4	the	the	DT
A52264	2115	5	substile	substile	NN
A52264	2115	6	from	from	IN
A52264	2115	7	the	the	DT
A52264	2115	8	Meridian	Meridian	NNP
A52264	2115	9	,	,	,
A52264	2115	10	represented	represent	VBN
A52264	2115	11	by	by	IN
A52264	2115	12	ZR	ZR	NNP
A52264	2115	13	,	,	,
A52264	2115	14	and	and	CC
A52264	2115	15	is	be	VBZ
A52264	2115	16	an	an	DT
A52264	2115	17	arch	arch	NN
A52264	2115	18	of	of	IN
A52264	2115	19	the	the	DT
A52264	2115	20	plain	plain	NN
A52264	2115	21	between	between	IN
A52264	2115	22	the	the	DT
A52264	2115	23	Meridian	Meridian	NNP
A52264	2115	24	and	and	CC
A52264	2115	25	the	the	DT
A52264	2115	26	substile	substile	NN
A52264	2115	27	.	.	.
A52264	2116	1	3	3	LS
A52264	2116	2	.	.	.
A52264	2117	1	The	the	DT
A52264	2117	2	angle	angle	NN
A52264	2117	3	ZPR	ZPR	NNP
A52264	2117	4	,	,	,
A52264	2117	5	which	which	WDT
A52264	2117	6	is	be	VBZ
A52264	2117	7	an	an	DT
A52264	2117	8	arch	arch	NN
A52264	2117	9	between	between	IN
A52264	2117	10	the	the	DT
A52264	2117	11	substile	substile	NN
A52264	2117	12	PR	PR	NNP
A52264	2117	13	the	the	DT
A52264	2117	14	meridian	meridian	NN
A52264	2117	15	of	of	IN
A52264	2117	16	the	the	DT
A52264	2117	17	plain	plain	JJ
A52264	2117	18	,	,	,
A52264	2117	19	and	and	CC
A52264	2117	20	the	the	DT
A52264	2117	21	line	line	NN
A52264	2117	22	PZ	PZ	NNP
A52264	2117	23	the	the	DT
A52264	2117	24	meridian	meridian	NN
A52264	2117	25	of	of	IN
A52264	2117	26	the	the	DT
A52264	2117	27	place	place	NN
A52264	2117	28	,	,	,
A52264	2117	29	and	and	CC
A52264	2117	30	these	these	DT
A52264	2117	31	are	be	VBP
A52264	2117	32	thus	thus	RB
A52264	2117	33	found	find	VBN
A52264	2117	34	.	.	.
A52264	2118	1	Because	because	IN
A52264	2118	2	the	the	DT
A52264	2118	3	substile	substile	NN
A52264	2118	4	is	be	VBZ
A52264	2118	5	the	the	DT
A52264	2118	6	Meridian	Meridian	NNP
A52264	2118	7	of	of	IN
A52264	2118	8	the	the	DT
A52264	2118	9	plain	plain	NN
A52264	2118	10	,	,	,
A52264	2118	11	it	-PRON-	PRP
A52264	2118	12	must	must	MD
A52264	2118	13	be	be	VB
A52264	2118	14	part	part	NN
A52264	2118	15	of	of	IN
A52264	2118	16	a	a	DT
A52264	2118	17	great	great	JJ
A52264	2118	18	circle	circle	NN
A52264	2118	19	passing	pass	VBG
A52264	2118	20	through	through	IN
A52264	2118	21	the	the	DT
A52264	2118	22	pole	pole	NN
A52264	2118	23	of	of	IN
A52264	2118	24	the	the	DT
A52264	2118	25	world	world	NN
A52264	2118	26	,	,	,
A52264	2118	27	and	and	CC
A52264	2118	28	crossing	cross	VBG
A52264	2118	29	the	the	DT
A52264	2118	30	plain	plain	NN
A52264	2118	31	at	at	IN
A52264	2118	32	right	right	JJ
A52264	2118	33	angles	angle	NNS
A52264	2118	34	,	,	,
A52264	2118	35	therefore	therefore	RB
A52264	2118	36	in	in	IN
A52264	2118	37	the	the	DT
A52264	2118	38	supposed	suppose	VBN
A52264	2118	39	right	right	RB
A52264	2118	40	angled	angle	VBN
A52264	2118	41	triangle	triangle	NN
A52264	2118	42	PRZ	PRZ	NNP
A52264	2118	43	,	,	,
A52264	2118	44	(	(	-LRB-
A52264	2118	45	for	for	IN
A52264	2118	46	yet	yet	RB
A52264	2118	47	the	the	DT
A52264	2118	48	place	place	NN
A52264	2118	49	of	of	IN
A52264	2118	50	R	r	NN
A52264	2118	51	is	be	VBZ
A52264	2118	52	not	not	RB
A52264	2118	53	found	find	VBN
A52264	2118	54	)	)	-RRB-
A52264	2118	55	you	-PRON-	PRP
A52264	2118	56	have	have	VBP
A52264	2118	57	given	give	VBN
A52264	2118	58	the	the	DT
A52264	2118	59	base	base	NN
A52264	2118	60	PZ	PZ	NNP
A52264	2118	61	38	38	CD
A52264	2118	62	deg	deg	NN
A52264	2118	63	.	.	.
A52264	2119	1	47	47	CD
A52264	2119	2	min	min	NN
A52264	2119	3	.	.	.
A52264	2120	1	and	and	CC
A52264	2120	2	the	the	DT
A52264	2120	3	angle	angle	NN
A52264	2120	4	PZR	PZR	NNP
A52264	2120	5	the	the	DT
A52264	2120	6	complement	complement	NN
A52264	2120	7	of	of	IN
A52264	2120	8	the	the	DT
A52264	2120	9	declination	declination	NN
A52264	2120	10	65	65	CD
A52264	2120	11	deg	deg	NN
A52264	2120	12	.	.	.
A52264	2121	1	and	and	CC
A52264	2121	2	the	the	DT
A52264	2121	3	supposed	suppose	VBN
A52264	2121	4	right	right	JJ
A52264	2121	5	angle	angle	NN
A52264	2121	6	at	at	IN
A52264	2121	7	R	r	NN
A52264	2121	8	,	,	,
A52264	2121	9	to	to	TO
A52264	2121	10	finde	finde	VB
A52264	2121	11	the	the	DT
A52264	2121	12	side	side	NN
A52264	2121	13	PR	PR	NNP
A52264	2121	14	,	,	,
A52264	2121	15	which	which	WDT
A52264	2121	16	is	be	VBZ
A52264	2121	17	the	the	DT
A52264	2121	18	height	height	NN
A52264	2121	19	of	of	IN
A52264	2121	20	the	the	DT
A52264	2121	21	stile	stile	NN
A52264	2121	22	as	as	IN
A52264	2121	23	aforesaid	aforesaid	JJ
A52264	2121	24	,	,	,
A52264	2121	25	but	but	CC
A52264	2121	26	as	as	IN
A52264	2121	27	yet	yet	RB
A52264	2121	28	the	the	DT
A52264	2121	29	place	place	NN
A52264	2121	30	unknown	unknown	JJ
A52264	2121	31	:	:	:
A52264	2121	32	wherefore	wherefore	NN
A52264	2121	33	by	by	IN
A52264	2121	34	the	the	DT
A52264	2121	35	8	8	CD
A52264	2121	36	Case	case	NN
A52264	2121	37	of	of	IN
A52264	2121	38	right	right	RB
A52264	2121	39	angled	angle	VBN
A52264	2121	40	Spherical	Spherical	NNP
A52264	2121	41	Triangles	Triangles	NNPS
A52264	2121	42	the	the	DT
A52264	2121	43	analogie	analogie	NN
A52264	2121	44	is	be	VBZ
A52264	2121	45	,	,	,
A52264	2121	46	As	as	IN
A52264	2121	47	the	the	DT
A52264	2121	48	Radius	Radius	NNP
A52264	2121	49	,	,	,
A52264	2121	50	10.00000	10.00000	CD
A52264	2121	51	To	to	IN
A52264	2121	52	the	the	DT
A52264	2121	53	sine	sine	NN
A52264	2121	54	of	of	IN
A52264	2121	55	PZ	PZ	NNP
A52264	2121	56	,	,	,
A52264	2121	57	38.47	38.47	CD
A52264	2121	58	9.793863	9.793863	CD
A52264	2121	59	So	so	IN
A52264	2121	60	the	the	DT
A52264	2121	61	sine	sine	NN
A52264	2121	62	of	of	IN
A52264	2121	63	PZR	PZR	NNP
A52264	2121	64	,	,	,
A52264	2121	65	65	65	CD
A52264	2121	66	9.957275	9.957275	CD
A52264	2121	67	To	to	IN
A52264	2121	68	the	the	DT
A52264	2121	69	sine	sine	NN
A52264	2121	70	of	of	IN
A52264	2121	71	PR	PR	NNP
A52264	2121	72	,	,	,
A52264	2121	73	34.32	34.32	CD
A52264	2121	74	9.751138	9.751138	CD
A52264	2121	75	Secondly	secondly	RB
A52264	2121	76	,	,	,
A52264	2121	77	you	-PRON-	PRP
A52264	2121	78	may	may	MD
A52264	2121	79	finde	finde	VB
A52264	2121	80	ZR	ZR	NNP
A52264	2121	81	the	the	DT
A52264	2121	82	distance	distance	NN
A52264	2121	83	of	of	IN
A52264	2121	84	the	the	DT
A52264	2121	85	substile	substile	NN
A52264	2121	86	from	from	IN
A52264	2121	87	the	the	DT
A52264	2121	88	meridian	meridian	NN
A52264	2121	89	,	,	,
A52264	2121	90	by	by	IN
A52264	2121	91	the	the	DT
A52264	2121	92	7	7	CD
A52264	2121	93	case	case	NN
A52264	2121	94	of	of	IN
A52264	2121	95	right	right	JJ
A52264	2121	96	angled	angle	VBN
A52264	2121	97	Spherical	Spherical	NNP
A52264	2121	98	Triangles	Triangles	NNPS
A52264	2121	99	.	.	.
A52264	2122	1	As	as	IN
A52264	2122	2	the	the	DT
A52264	2122	3	Radius	Radius	NNP
A52264	2122	4	,	,	,
A52264	2122	5	90	90	CD
A52264	2122	6	10.000000	10.000000	CD
A52264	2122	7	To	to	IN
A52264	2122	8	the	the	DT
A52264	2122	9	Co	co	NN
A52264	2122	10	-	-	NN
A52264	2122	11	sine	sine	NN
A52264	2122	12	of	of	IN
A52264	2122	13	PZR	PZR	NNP
A52264	2122	14	,	,	,
A52264	2122	15	65	65	CD
A52264	2122	16	9.629378	9.629378	CD
A52264	2122	17	So	so	RB
A52264	2122	18	is	be	VBZ
A52264	2122	19	the	the	DT
A52264	2122	20	tangent	tangent	NN
A52264	2122	21	of	of	IN
A52264	2122	22	PZ	PZ	NNP
A52264	2122	23	,	,	,
A52264	2122	24	38.47	38.47	CD
A52264	2122	25	9.900138	9.900138	CD
A52264	2122	26	    	    	_SP
A52264	2122	27	To	to	IN
A52264	2122	28	the	the	DT
A52264	2122	29	tangent	tangent	NN
A52264	2122	30	of	of	IN
A52264	2122	31	ZR	ZR	NNP
A52264	2122	32	,	,	,
A52264	2122	33	18.70	18.70	CD
A52264	2122	34	9.529516	9.529516	CD
A52264	2122	35	These	these	DT
A52264	2122	36	things	thing	NNS
A52264	2122	37	given	give	VBN
A52264	2122	38	,	,	,
A52264	2122	39	the	the	DT
A52264	2122	40	angle	angle	NN
A52264	2122	41	at	at	IN
A52264	2122	42	P	p	NN
A52264	2122	43	between	between	IN
A52264	2122	44	the	the	DT
A52264	2122	45	two	two	CD
A52264	2122	46	meridians	meridian	NNS
A52264	2122	47	may	may	MD
A52264	2122	48	be	be	VB
A52264	2122	49	found	find	VBN
A52264	2122	50	by	by	IN
A52264	2122	51	the	the	DT
A52264	2122	52	9	9	CD
A52264	2122	53	Case	case	NN
A52264	2122	54	of	of	IN
A52264	2122	55	right	right	NN
A52264	2122	56	angled	angle	VBN
A52264	2122	57	Sphericall	Sphericall	NNP
A52264	2122	58	Triangles	Triangles	NNP
A52264	2122	59	,	,	,
A52264	2122	60	for	for	IN
A52264	2122	61	the	the	DT
A52264	2122	62	proportion	proportion	NN
A52264	2122	63	is	be	VBZ
A52264	2122	64	,	,	,
A52264	2122	65	As	as	IN
A52264	2122	66	the	the	DT
A52264	2122	67	Radius	Radius	NNP
A52264	2122	68	,	,	,
A52264	2122	69	10.000000	10.000000	CD
A52264	2122	70	To	to	IN
A52264	2122	71	the	the	DT
A52264	2122	72	Co	co	NN
A52264	2122	73	-	-	NN
A52264	2122	74	sine	sine	NN
A52264	2122	75	of	of	IN
A52264	2122	76	PZ	PZ	NNP
A52264	2122	77	,	,	,
A52264	2122	78	38.47	38.47	CD
A52264	2122	79	9.893725	9.893725	CD
A52264	2122	80	So	so	IN
A52264	2122	81	the	the	DT
A52264	2122	82	Tangent	Tangent	NNP
A52264	2122	83	of	of	IN
A52264	2122	84	PZR	PZR	NNP
A52264	2122	85	,	,	,
A52264	2122	86	65	65	CD
A52264	2122	87	10.331327	10.331327	CD
A52264	2122	88	    	    	_SP
A52264	2122	89	To	to	IN
A52264	2122	90	the	the	DT
A52264	2122	91	Co	Co	NNP
A52264	2122	92	-	-	NNP
A52264	2122	93	tang	tang	NNP
A52264	2122	94	.	.	.
A52264	2123	1	of	of	IN
A52264	2123	2	RPZ	RPZ	NNP
A52264	2123	3	,	,	,
A52264	2123	4	30.78	30.78	CD
A52264	2123	5	10.225052	10.225052	CD
A52264	2123	6	Having	have	VBG
A52264	2123	7	thus	thus	RB
A52264	2123	8	found	find	VBN
A52264	2123	9	the	the	DT
A52264	2123	10	angle	angle	NN
A52264	2123	11	between	between	IN
A52264	2123	12	the	the	DT
A52264	2123	13	Meridians	Meridians	NNPS
A52264	2123	14	to	to	TO
A52264	2123	15	be	be	VB
A52264	2123	16	30	30	CD
A52264	2123	17	deg	deg	NN
A52264	2123	18	.	.	.
A52264	2124	1	78	78	CD
A52264	2124	2	min	min	NN
A52264	2124	3	.	.	.
A52264	2125	1	you	-PRON-	PRP
A52264	2125	2	may	may	MD
A52264	2125	3	conclude	conclude	VB
A52264	2125	4	from	from	IN
A52264	2125	5	thence	thence	NN
A52264	2125	6	,	,	,
A52264	2125	7	that	that	IN
A52264	2125	8	the	the	DT
A52264	2125	9	substile	substile	NN
A52264	2125	10	shall	shall	MD
A52264	2125	11	fall	fall	VB
A52264	2125	12	between	between	IN
A52264	2125	13	the	the	DT
A52264	2125	14	2d	2d	CD
A52264	2125	15	.	.	.
A52264	2126	1	&	&	CC
A52264	2126	2	third	third	NNP
A52264	2126	3	houres	houre	NNS
A52264	2126	4	distance	distance	NN
A52264	2126	5	from	from	IN
A52264	2126	6	the	the	DT
A52264	2126	7	Meridian	Meridian	NNP
A52264	2126	8	of	of	IN
A52264	2126	9	the	the	DT
A52264	2126	10	place	place	NN
A52264	2126	11	,	,	,
A52264	2126	12	and	and	CC
A52264	2126	13	therefore	therefore	RB
A52264	2126	14	between	between	IN
A52264	2126	15	9	9	CD
A52264	2126	16	and	and	CC
A52264	2126	17	10	10	CD
A52264	2126	18	of	of	IN
A52264	2126	19	the	the	DT
A52264	2126	20	clock	clock	NN
A52264	2126	21	in	in	IN
A52264	2126	22	the	the	DT
A52264	2126	23	morning	morning	NN
A52264	2126	24	,	,	,
A52264	2126	25	because	because	IN
A52264	2126	26	the	the	DT
A52264	2126	27	plain	plain	JJ
A52264	2126	28	declineth	declineth	NNP
A52264	2126	29	East	East	NNP
A52264	2126	30	from	from	IN
A52264	2126	31	us	-PRON-	PRP
A52264	2126	32	,	,	,
A52264	2126	33	9	9	CD
A52264	2126	34	of	of	IN
A52264	2126	35	the	the	DT
A52264	2126	36	clock	clock	NN
A52264	2126	37	being	be	VBG
A52264	2126	38	45	45	CD
A52264	2126	39	deg	deg	NN
A52264	2126	40	.	.	.
A52264	2127	1	from	from	IN
A52264	2127	2	the	the	DT
A52264	2127	3	Meridian	Meridian	NNP
A52264	2127	4	,	,	,
A52264	2127	5	and	and	CC
A52264	2127	6	10	10	CD
A52264	2127	7	of	of	IN
A52264	2127	8	the	the	DT
A52264	2127	9	clock	clock	NN
A52264	2127	10	30	30	CD
A52264	2127	11	deg	deg	NN
A52264	2127	12	.	.	.
A52264	2128	1	distant	distant	JJ
A52264	2128	2	,	,	,
A52264	2128	3	now	now	RB
A52264	2128	4	therefore	therefore	RB
A52264	2128	5	let	let	VBP
A52264	2128	6	fall	fall	VB
A52264	2128	7	a	a	DT
A52264	2128	8	perpendicular	perpendicular	NN
A52264	2128	9	between	between	IN
A52264	2128	10	9	9	CD
A52264	2128	11	and	and	CC
A52264	2128	12	10	10	CD
A52264	2128	13	,	,	,
A52264	2128	14	the	the	DT
A52264	2128	15	better	well	JJR
A52264	2128	16	to	to	TO
A52264	2128	17	inform	inform	VB
A52264	2128	18	the	the	DT
A52264	2128	19	fancie	fancie	NN
A52264	2128	20	in	in	IN
A52264	2128	21	the	the	DT
A52264	2128	22	rest	rest	NN
A52264	2128	23	of	of	IN
A52264	2128	24	the	the	DT
A52264	2128	25	work	work	NN
A52264	2128	26	,	,	,
A52264	2128	27	and	and	CC
A52264	2128	28	this	this	DT
A52264	2128	29	shall	shall	MD
A52264	2128	30	make	make	VB
A52264	2128	31	up	up	RP
A52264	2128	32	the	the	DT
A52264	2128	33	Triangle	Triangle	NNP
A52264	2128	34	PRZ	PRZ	NNP
A52264	2128	35	before	before	IN
A52264	2128	36	mentioned	mention	VBN
A52264	2128	37	and	and	CC
A52264	2128	38	supposed	suppose	VBD
A52264	2128	39	,	,	,
A52264	2128	40	which	which	WDT
A52264	2128	41	being	be	VBG
A52264	2128	42	found	find	VBN
A52264	2128	43	we	-PRON-	PRP
A52264	2128	44	may	may	MD
A52264	2128	45	calculate	calculate	VB
A52264	2128	46	all	all	PDT
A52264	2128	47	the	the	DT
A52264	2128	48	houre	houre	NN
A52264	2128	49	distances	distance	NNS
A52264	2128	50	by	by	IN
A52264	2128	51	the	the	DT
A52264	2128	52	first	first	JJ
A52264	2128	53	case	case	NN
A52264	2128	54	of	of	IN
A52264	2128	55	right	right	JJ
A52264	2128	56	angled	angle	VBN
A52264	2128	57	sphericall	sphericall	NN
A52264	2128	58	Triangles	Triangles	NNPS
A52264	2128	59	.	.	.
A52264	2129	1	For	for	IN
A52264	2129	2	,	,	,
A52264	2129	3	As	as	IN
A52264	2129	4	the	the	DT
A52264	2129	5	Radius	Radius	NNP
A52264	2129	6	,	,	,
A52264	2129	7	Is	be	VBZ
A52264	2129	8	to	to	IN
A52264	2129	9	the	the	DT
A52264	2129	10	sine	sine	NN
A52264	2129	11	of	of	IN
A52264	2129	12	the	the	DT
A52264	2129	13	base	base	NN
A52264	2129	14	PR	pr	NN
A52264	2129	15	;	;	:
A52264	2129	16	S	s	NN
A52264	2129	17	●	●	NFP
A52264	2129	18	is	be	VBZ
A52264	2129	19	the	the	DT
A52264	2129	20	Tangent	Tangent	NNP
A52264	2129	21	of	of	IN
A52264	2129	22	the	the	DT
A52264	2129	23	angle	angle	NN
A52264	2129	24	at	at	IN
A52264	2129	25	the	the	DT
A52264	2129	26	perpendicular	perpendicular	NN
A52264	2129	27	,	,	,
A52264	2129	28	RP	RP	NNP
A52264	2129	29	9	9	CD
A52264	2129	30	,	,	,
A52264	2129	31	To	to	IN
A52264	2129	32	the	the	DT
A52264	2129	33	tangent	tangent	NN
A52264	2129	34	of	of	IN
A52264	2129	35	R	r	NN
A52264	2129	36	9	9	CD
A52264	2129	37	the	the	DT
A52264	2129	38	perpendicular	perpendicular	JJ
A52264	2129	39	The	the	DT
A52264	2129	40	angle	angle	NN
A52264	2129	41	at	at	IN
A52264	2129	42	P	p	NN
A52264	2129	43	is	be	VBZ
A52264	2129	44	alwayes	alwayes	NNP
A52264	2129	45	the	the	DT
A52264	2129	46	Equinoctiall	Equinoctiall	NNP
A52264	2129	47	distance	distance	NN
A52264	2129	48	of	of	IN
A52264	2129	49	the	the	DT
A52264	2129	50	houre	houre	NN
A52264	2129	51	line	line	NN
A52264	2129	52	from	from	IN
A52264	2129	53	the	the	DT
A52264	2129	54	substile	substile	NN
A52264	2129	55	,	,	,
A52264	2129	56	and	and	CC
A52264	2129	57	may	may	MD
A52264	2129	58	thus	thus	RB
A52264	2129	59	be	be	VB
A52264	2129	60	sound	sound	JJ
A52264	2129	61	:	:	:
A52264	2129	62	If	if	IN
A52264	2129	63	the	the	DT
A52264	2129	64	angle	angle	NN
A52264	2129	65	between	between	IN
A52264	2129	66	the	the	DT
A52264	2129	67	Meridians	Meridians	NNPS
A52264	2129	68	be	be	VB
A52264	2129	69	lesse	lesse	JJ
A52264	2129	70	than	than	IN
A52264	2129	71	the	the	DT
A52264	2129	72	houre	houre	NN
A52264	2129	73	distance	distance	NN
A52264	2129	74	,	,	,
A52264	2129	75	substract	substract	VB
A52264	2129	76	the	the	DT
A52264	2129	77	distance	distance	NN
A52264	2129	78	of	of	IN
A52264	2129	79	the	the	DT
A52264	2129	80	substile	substile	NN
A52264	2129	81	from	from	IN
A52264	2129	82	the	the	DT
A52264	2129	83	houre	houre	NN
A52264	2129	84	distance	distance	NN
A52264	2129	85	;	;	:
A52264	2129	86	if	if	IN
A52264	2129	87	greater	great	JJR
A52264	2129	88	substract	substract	VBP
A52264	2129	89	the	the	DT
A52264	2129	90	houre	houre	NN
A52264	2129	91	distance	distance	NN
A52264	2129	92	from	from	IN
A52264	2129	93	that	that	DT
A52264	2129	94	,	,	,
A52264	2129	95	and	and	CC
A52264	2129	96	their	-PRON-	PRP$
A52264	2129	97	difference	difference	NN
A52264	2129	98	shall	shall	MD
A52264	2129	99	give	give	VB
A52264	2129	100	you	-PRON-	PRP
A52264	2129	101	the	the	DT
A52264	2129	102	Equinoctiall	Equinoctiall	NNP
A52264	2129	103	distance	distance	NN
A52264	2129	104	required	require	VBD
A52264	2129	105	.	.	.
A52264	2130	1	Thus	thus	RB
A52264	2130	2	in	in	IN
A52264	2130	3	our	-PRON-	PRP$
A52264	2130	4	Example	example	NN
A52264	2130	5	,	,	,
A52264	2130	6	the	the	DT
A52264	2130	7	angle	angle	NN
A52264	2130	8	between	between	IN
A52264	2130	9	the	the	DT
A52264	2130	10	Meridians	Meridians	NNPS
A52264	2130	11	was	be	VBD
A52264	2130	12	found	find	VBN
A52264	2130	13	to	to	TO
A52264	2130	14	be	be	VB
A52264	2130	15	30	30	CD
A52264	2130	16	deg	deg	NN
A52264	2130	17	.	.	.
A52264	2131	1	78	78	CD
A52264	2131	2	m.	m.	NN
A52264	2131	3	and	and	CC
A52264	2131	4	the	the	DT
A52264	2131	5	distance	distance	NN
A52264	2131	6	of	of	IN
A52264	2131	7	9	9	CD
A52264	2131	8	of	of	IN
A52264	2131	9	the	the	DT
A52264	2131	10	clock	clock	NN
A52264	2131	11	from	from	IN
A52264	2131	12	1	1	CD
A52264	2131	13	●	●	CD
A52264	2131	14	is	be	VBZ
A52264	2131	15	three	three	CD
A52264	2131	16	houres	houre	NNS
A52264	2131	17	,	,	,
A52264	2131	18	or	or	CC
A52264	2131	19	45	45	CD
A52264	2131	20	deg	deg	NN
A52264	2131	21	.	.	.
A52264	2132	1	if	if	IN
A52264	2132	2	therefore	therefore	RB
A52264	2132	3	I	-PRON-	PRP
A52264	2132	4	substract	substract	VBP
A52264	2132	5	30	30	CD
A52264	2132	6	deg	deg	NN
A52264	2132	7	.	.	.
A52264	2133	1	78	78	CD
A52264	2133	2	min	min	NN
A52264	2133	3	.	.	.
A52264	2134	1	from	from	IN
A52264	2134	2	45	45	CD
A52264	2134	3	deg	deg	NN
A52264	2134	4	.	.	.
A52264	2135	1	the	the	DT
A52264	2135	2	remainder	remainder	NN
A52264	2135	3	will	will	MD
A52264	2135	4	be	be	VB
A52264	2135	5	14	14	CD
A52264	2135	6	deg	deg	NN
A52264	2135	7	.	.	.
A52264	2136	1	22	22	CD
A52264	2136	2	min	min	NN
A52264	2136	3	.	.	.
A52264	2137	1	the	the	DT
A52264	2137	2	distance	distance	NN
A52264	2137	3	of	of	IN
A52264	2137	4	9	9	CD
A52264	2137	5	of	of	IN
A52264	2137	6	the	the	DT
A52264	2137	7	clock	clock	NN
A52264	2137	8	from	from	IN
A52264	2137	9	the	the	DT
A52264	2137	10	substile	substile	NN
A52264	2137	11	.	.	.
A52264	2138	1	Again	again	RB
A52264	2138	2	,	,	,
A52264	2138	3	the	the	DT
A52264	2138	4	distance	distance	NN
A52264	2138	5	of	of	IN
A52264	2138	6	10	10	CD
A52264	2138	7	of	of	IN
A52264	2138	8	the	the	DT
A52264	2138	9	clock	clock	NN
A52264	2138	10	from	from	IN
A52264	2138	11	the	the	DT
A52264	2138	12	Meridian	Meridian	NNP
A52264	2138	13	is	be	VBZ
A52264	2138	14	30	30	CD
A52264	2138	15	deg	deg	NN
A52264	2138	16	.	.	.
A52264	2139	1	and	and	CC
A52264	2139	2	therefore	therefore	RB
A52264	2139	3	if	if	IN
A52264	2139	4	I	-PRON-	PRP
A52264	2139	5	substract	substract	VBP
A52264	2139	6	30	30	CD
A52264	2139	7	deg	deg	NN
A52264	2139	8	.	.	.
A52264	2140	1	from	from	IN
A52264	2140	2	30	30	CD
A52264	2140	3	deg	deg	NN
A52264	2140	4	.	.	.
A52264	2141	1	78	78	CD
A52264	2141	2	min	min	NN
A52264	2141	3	.	.	.
A52264	2142	1	the	the	DT
A52264	2142	2	distance	distance	NN
A52264	2142	3	of	of	IN
A52264	2142	4	10	10	CD
A52264	2142	5	of	of	IN
A52264	2142	6	the	the	DT
A52264	2142	7	clock	clock	NN
A52264	2142	8	from	from	IN
A52264	2142	9	the	the	DT
A52264	2142	10	substile	substile	NN
A52264	2142	11	will	will	MD
A52264	2142	12	be	be	VB
A52264	2142	13	78	78	CD
A52264	2142	14	centesms	centesm	NNS
A52264	2142	15	or	or	CC
A52264	2142	16	parts	part	NNS
A52264	2142	17	of	of	IN
A52264	2142	18	a	a	DT
A52264	2142	19	degree	degree	NN
A52264	2142	20	:	:	:
A52264	2142	21	the	the	DT
A52264	2142	22	rest	rest	NN
A52264	2142	23	of	of	IN
A52264	2142	24	the	the	DT
A52264	2142	25	houres	houre	NNS
A52264	2142	26	and	and	CC
A52264	2142	27	parts	part	NNS
A52264	2142	28	are	be	VBP
A52264	2142	29	easily	easily	RB
A52264	2142	30	found	find	VBN
A52264	2142	31	by	by	IN
A52264	2142	32	a	a	DT
A52264	2142	33	continual	continual	JJ
A52264	2142	34	addition	addition	NN
A52264	2142	35	of	of	IN
A52264	2142	36	15	15	CD
A52264	2142	37	deg	deg	NN
A52264	2142	38	.	.	.
A52264	2143	1	for	for	IN
A52264	2143	2	every	every	DT
A52264	2143	3	houre	houre	NN
A52264	2143	4	,	,	,
A52264	2143	5	7	7	CD
A52264	2143	6	deg	deg	NN
A52264	2143	7	.	.	.
A52264	2144	1	50	50	CD
A52264	2144	2	min	min	NN
A52264	2144	3	.	.	.
A52264	2145	1	for	for	IN
A52264	2145	2	half	half	PDT
A52264	2145	3	an	an	DT
A52264	2145	4	houre	houre	NN
A52264	2145	5	,	,	,
A52264	2145	6	3	3	CD
A52264	2145	7	deg	deg	NN
A52264	2145	8	.	.	.
A52264	2146	1	75	75	CD
A52264	2146	2	min	min	NN
A52264	2146	3	.	.	.
A52264	2147	1	for	for	IN
A52264	2147	2	a	a	DT
A52264	2147	3	quarter	quarter	NN
A52264	2147	4	of	of	IN
A52264	2147	5	an	an	DT
A52264	2147	6	houre	houre	NN
A52264	2147	7	,	,	,
A52264	2147	8	as	as	IN
A52264	2147	9	in	in	IN
A52264	2147	10	the	the	DT
A52264	2147	11	Table	table	NN
A52264	2147	12	following	follow	VBG
A52264	2147	13	you	-PRON-	PRP
A52264	2147	14	may	may	MD
A52264	2147	15	perceive	perceive	VB
A52264	2147	16	,	,	,
A52264	2147	17	the	the	DT
A52264	2147	18	which	which	WDT
A52264	2147	19	consists	consist	VBZ
A52264	2147	20	of	of	IN
A52264	2147	21	three	three	CD
A52264	2147	22	columns	column	NNS
A52264	2147	23	,	,	,
A52264	2147	24	the	the	DT
A52264	2147	25	first	first	JJ
A52264	2147	26	containeth	containeth	NNP
A52264	2147	27	the	the	DT
A52264	2147	28	houres	houre	NNS
A52264	2147	29	,	,	,
A52264	2147	30	the	the	DT
A52264	2147	31	second	second	JJ
A52264	2147	32	their	-PRON-	PRP$
A52264	2147	33	Equinoctiall	Equinoctiall	NNP
A52264	2147	34	distances	distance	NNS
A52264	2147	35	from	from	IN
A52264	2147	36	the	the	DT
A52264	2147	37	substile	substile	NN
A52264	2147	38	,	,	,
A52264	2147	39	the	the	DT
A52264	2147	40	third	third	JJ
A52264	2147	41	and	and	CC
A52264	2147	42	last	last	JJ
A52264	2147	43	the	the	DT
A52264	2147	44	houre	houre	NN
A52264	2147	45	arches	arch	NNS
A52264	2147	46	,	,	,
A52264	2147	47	computed	compute	VBN
A52264	2147	48	by	by	IN
A52264	2147	49	the	the	DT
A52264	2147	50	former	former	JJ
A52264	2147	51	proportion	proportion	NN
A52264	2147	52	in	in	IN
A52264	2147	53	this	this	DT
A52264	2147	54	manner	manner	NN
A52264	2147	55	.	.	.
A52264	2148	1	As	as	IN
A52264	2148	2	the	the	DT
A52264	2148	3	Radius	Radius	NNP
A52264	2148	4	,	,	,
A52264	2148	5	90	90	CD
A52264	2148	6	10.000000	10.000000	CD
A52264	2148	7	Is	be	VBZ
A52264	2148	8	to	to	IN
A52264	2148	9	the	the	DT
A52264	2148	10	sine	sine	NN
A52264	2148	11	of	of	IN
A52264	2148	12	PR	PR	NNP
A52264	2148	13	,	,	,
A52264	2148	14	34.32	34.32	CD
A52264	2148	15	9.751136	9.751136	CD
A52264	2148	16	So	so	RB
A52264	2148	17	is	be	VBZ
A52264	2148	18	the	the	DT
A52264	2148	19	tang	tang	NNP
A52264	2148	20	.	.	.
A52264	2149	1	of	of	IN
A52264	2149	2	RP	RP	NNP
A52264	2149	3	9	9	CD
A52264	2149	4	,	,	,
A52264	2149	5	14.22	14.22	CD
A52264	2149	6	9.403824	9.403824	CD
A52264	2149	7	To	to	IN
A52264	2149	8	the	the	DT
A52264	2149	9	tangent	tangent	NN
A52264	2149	10	of	of	IN
A52264	2149	11	R	r	NN
A52264	2149	12	9	9	CD
A52264	2149	13	,	,	,
A52264	2149	14	8.13	8.13	CD
A52264	2149	15	9.154960	9.154960	CD
A52264	2149	16	H	H	NNP
A52264	2149	17	Aequ	Aequ	NNP
A52264	2149	18	.	.	.
A52264	2150	1	Arches	Arches	NNP
A52264	2150	2	4	4	CD
A52264	2150	3	89	89	CD
A52264	2150	4	22	22	CD
A52264	2150	5	88	88	CD
A52264	2150	6	61	61	CD
A52264	2150	7	5	5	CD
A52264	2150	8	74	74	CD
A52264	2150	9	22	22	CD
A52264	2150	10	63	63	CD
A52264	2150	11	38	38	CD
A52264	2150	12	6	6	CD
A52264	2150	13	59	59	CD
A52264	2150	14	22	22	CD
A52264	2150	15	43	43	CD
A52264	2150	16	43	43	CD
A52264	2150	17	7	7	CD
A52264	2150	18	44	44	CD
A52264	2150	19	22	22	CD
A52264	2150	20	28	28	CD
A52264	2150	21	75	75	CD
A52264	2150	22	8	8	CD
A52264	2150	23	29	29	CD
A52264	2150	24	22	22	CD
A52264	2150	25	17	17	CD
A52264	2150	26	50	50	CD
A52264	2150	27	9	9	CD
A52264	2150	28	14	14	CD
A52264	2150	29	22	22	CD
A52264	2150	30	8	8	CD
A52264	2150	31	13	13	CD
A52264	2150	32	  	  	_SP
A52264	2150	33	merid	merid	NNP
A52264	2150	34	.	.	.
A52264	2151	1	substil	substil	NNP
A52264	2151	2	10	10	CD
A52264	2151	3	00	00	CD
A52264	2151	4	78	78	CD
A52264	2151	5	00	00	CD
A52264	2151	6	44	44	CD
A52264	2151	7	11	11	CD
A52264	2151	8	15	15	CD
A52264	2151	9	78	78	CD
A52264	2151	10	9	9	CD
A52264	2151	11	05	05	CD
A52264	2151	12	12	12	CD
A52264	2151	13	30	30	CD
A52264	2151	14	78	78	CD
A52264	2151	15	18	18	CD
A52264	2151	16	56	56	CD
A52264	2151	17	1	1	CD
A52264	2151	18	45	45	CD
A52264	2151	19	78	78	CD
A52264	2151	20	30	30	CD
A52264	2151	21	08	08	CD
A52264	2151	22	2	2	CD
A52264	2151	23	60	60	CD
A52264	2151	24	78	78	CD
A52264	2151	25	45	45	CD
A52264	2151	26	23	23	CD
A52264	2151	27	3	3	CD
A52264	2151	28	75	75	CD
A52264	2151	29	78	78	CD
A52264	2151	30	65	65	CD
A52264	2151	31	80	80	CD
A52264	2151	32	4	4	CD
A52264	2151	33	90	90	CD
A52264	2151	34	78	78	CD
A52264	2151	35	88	88	CD
A52264	2151	36	61	61	CD
A52264	2151	37	The	the	DT
A52264	2151	38	Geometricall	Geometricall	NNP
A52264	2151	39	Projection	Projection	NNP
A52264	2151	40	.	.	.
A52264	2152	1	Having	have	VBG
A52264	2152	2	calculated	calculate	VBN
A52264	2152	3	the	the	DT
A52264	2152	4	hour	hour	NN
A52264	2152	5	distances	distance	NNS
A52264	2152	6	,	,	,
A52264	2152	7	you	-PRON-	PRP
A52264	2152	8	may	may	MD
A52264	2152	9	thus	thus	RB
A52264	2152	10	make	make	VB
A52264	2152	11	the	the	DT
A52264	2152	12	Diall	Diall	NNP
A52264	2152	13	;	;	:
A52264	2152	14	Draw	draw	VB
A52264	2152	15	the	the	DT
A52264	2152	16	Horizontall	Horizontall	NNP
A52264	2152	17	line	line	NN
A52264	2152	18	ACB	ACB	NNP
A52264	2152	19	,	,	,
A52264	2152	20	then	then	RB
A52264	2152	21	crosse	crosse	VB
A52264	2152	22	it	-PRON-	PRP
A52264	2152	23	at	at	IN
A52264	2152	24	right	right	JJ
A52264	2152	25	angles	angle	NNS
A52264	2152	26	in	in	IN
A52264	2152	27	C	C	NNP
A52264	2152	28	,	,	,
A52264	2152	29	with	with	IN
A52264	2152	30	the	the	DT
A52264	2152	31	line	line	NN
A52264	2152	32	CO	CO	NNP
A52264	2152	33	12	12	CD
A52264	2152	34	.	.	.
A52264	2153	1	Take	take	VB
A52264	2153	2	60	60	CD
A52264	2153	3	degrees	degree	NNS
A52264	2153	4	from	from	IN
A52264	2153	5	a	a	DT
A52264	2153	6	Chord	Chord	NNP
A52264	2153	7	,	,	,
A52264	2153	8	and	and	CC
A52264	2153	9	making	make	VBG
A52264	2153	10	C	C	NNP
A52264	2153	11	the	the	DT
A52264	2153	12	Center	Center	NNP
A52264	2153	13	,	,	,
A52264	2153	14	draw	draw	VB
A52264	2153	15	the	the	DT
A52264	2153	16	Semicircle	Semicircle	NNP
A52264	2153	17	AOB	AOB	NNP
A52264	2153	18	,	,	,
A52264	2153	19	representing	represent	VBG
A52264	2153	20	the	the	DT
A52264	2153	21	azimuth	azimuth	NN
A52264	2153	22	GZD	GZD	NNP
A52264	2153	23	in	in	IN
A52264	2153	24	the	the	DT
A52264	2153	25	Scheme	Scheme	NNP
A52264	2153	26	,	,	,
A52264	2153	27	in	in	IN
A52264	2153	28	which	which	WDT
A52264	2153	29	the	the	DT
A52264	2153	30	plane	plane	NN
A52264	2153	31	lieth	lieth	NNP
A52264	2153	32	;	;	:
A52264	2153	33	upon	upon	IN
A52264	2153	34	this	this	DT
A52264	2153	35	circle	circle	NN
A52264	2153	36	from	from	IN
A52264	2153	37	O	o	NN
A52264	2153	38	to	to	IN
A52264	2153	39	N	n	CD
A52264	2153	40	set	set	VBN
A52264	2153	41	off	off	RP
A52264	2153	42	the	the	DT
A52264	2153	43	distance	distance	NN
A52264	2153	44	of	of	IN
A52264	2153	45	the	the	DT
A52264	2153	46	substile	substile	NN
A52264	2153	47	from	from	IN
A52264	2153	48	the	the	DT
A52264	2153	49	Meridian	Meridian	NNP
A52264	2153	50	,	,	,
A52264	2153	51	which	which	WDT
A52264	2153	52	was	be	VBD
A52264	2153	53	found	find	VBN
A52264	2153	54	before	before	RB
A52264	2153	55	to	to	TO
A52264	2153	56	be	be	VB
A52264	2153	57	18.70	18.70	CD
A52264	2153	58	.	.	.
A52264	2154	1	upon	upon	IN
A52264	2154	2	the	the	DT
A52264	2154	3	West	West	NNP
A52264	2154	4	side	side	NN
A52264	2154	5	of	of	IN
A52264	2154	6	the	the	DT
A52264	2154	7	Meridian	Meridian	NNP
A52264	2154	8	,	,	,
A52264	2154	9	because	because	IN
A52264	2154	10	this	this	DT
A52264	2154	11	plane	plane	NN
A52264	2154	12	declineth	declineth	NNP
A52264	2154	13	East	East	NNP
A52264	2154	14	,	,	,
A52264	2154	15	then	then	RB
A52264	2154	16	take	take	VB
A52264	2154	17	off	off	RP
A52264	2154	18	the	the	DT
A52264	2154	19	same	same	JJ
A52264	2154	20	Chord	Chord	NNP
A52264	2154	21	the	the	DT
A52264	2154	22	severall	severall	JJ
A52264	2154	23	hour	hour	NN
A52264	2154	24	-	-	HYPH
A52264	2154	25	distances	distance	NNS
A52264	2154	26	,	,	,
A52264	2154	27	as	as	IN
A52264	2154	28	they	-PRON-	PRP
A52264	2154	29	are	be	VBP
A52264	2154	30	ready	ready	JJ
A52264	2154	31	calculated	calculate	VBN
A52264	2154	32	in	in	IN
A52264	2154	33	the	the	DT
A52264	2154	34	table	table	NN
A52264	2154	35	,	,	,
A52264	2154	36	viz	viz	NN
A52264	2154	37	.	.	.
A52264	2155	1	8.13	8.13	CD
A52264	2155	2	.	.	.
A52264	2156	1	for	for	IN
A52264	2156	2	9	9	CD
A52264	2156	3	,	,	,
A52264	2156	4	17.50	17.50	CD
A52264	2156	5	.	.	.
A52264	2157	1	for	for	IN
A52264	2157	2	8	8	CD
A52264	2157	3	:	:	:
A52264	2157	4	and	and	CC
A52264	2157	5	so	so	RB
A52264	2157	6	of	of	IN
A52264	2157	7	the	the	DT
A52264	2157	8	rest	rest	NN
A52264	2157	9	;	;	,
A52264	2157	10	and	and	CC
A52264	2157	11	set	set	VBD
A52264	2157	12	them	-PRON-	PRP
A52264	2157	13	from	from	IN
A52264	2157	14	the	the	DT
A52264	2157	15	substile	substile	NN
A52264	2157	16	upon	upon	IN
A52264	2157	17	the	the	DT
A52264	2157	18	circle	circle	NN
A52264	2157	19	RNO	RNO	NNP
A52264	2157	20	,	,	,
A52264	2157	21	as	as	IN
A52264	2157	22	the	the	DT
A52264	2157	23	Table	table	NN
A52264	2157	24	it	-PRON-	PRP
A52264	2157	25	self	self	VBD
A52264	2157	26	directeth	directeth	NNP
A52264	2157	27	;	;	:
A52264	2157	28	draw	draw	VB
A52264	2157	29	streight	streight	JJ
A52264	2157	30	lines	line	NNS
A52264	2157	31	from	from	IN
A52264	2157	32	the	the	DT
A52264	2157	33	center	center	NN
A52264	2157	34	C	c	NN
A52264	2157	35	to	to	IN
A52264	2157	36	these	these	DT
A52264	2157	37	several	several	JJ
A52264	2157	38	points	point	NNS
A52264	2157	39	,	,	,
A52264	2157	40	so	so	RB
A52264	2157	41	have	have	VBP
A52264	2157	42	you	-PRON-	PRP
A52264	2157	43	the	the	DT
A52264	2157	44	true	true	JJ
A52264	2157	45	hour	hour	NN
A52264	2157	46	lines	line	NNS
A52264	2157	47	,	,	,
A52264	2157	48	which	which	WDT
A52264	2157	49	were	be	VBD
A52264	2157	50	desired	desire	VBN
A52264	2157	51	:	:	:
A52264	2157	52	and	and	CC
A52264	2157	53	lastly	lastly	RB
A52264	2157	54	,	,	,
A52264	2157	55	take	take	VB
A52264	2157	56	from	from	IN
A52264	2157	57	the	the	DT
A52264	2157	58	same	same	JJ
A52264	2157	59	Chord	Chord	NNP
A52264	2157	60	the	the	DT
A52264	2157	61	heighth	heighth	NN
A52264	2157	62	of	of	IN
A52264	2157	63	the	the	DT
A52264	2157	64	stile	stile	NN
A52264	2157	65	found	find	VBN
A52264	2157	66	to	to	TO
A52264	2157	67	be	be	VB
A52264	2157	68	34	34	CD
A52264	2157	69	.	.	.
A52264	2158	1	32	32	CD
A52264	2158	2	.	.	.
A52264	2158	3	which	which	WDT
A52264	2158	4	being	be	VBG
A52264	2158	5	set	set	VBN
A52264	2158	6	from	from	IN
A52264	2158	7	N	n	CD
A52264	2158	8	to	to	IN
A52264	2158	9	R	r	NN
A52264	2158	10	,	,	,
A52264	2158	11	and	and	CC
A52264	2158	12	a	a	DT
A52264	2158	13	streight	streight	JJ
A52264	2158	14	line	line	NN
A52264	2158	15	drawn	draw	VBN
A52264	2158	16	from	from	IN
A52264	2158	17	C	c	NN
A52264	2158	18	through	through	IN
A52264	2158	19	R	r	NN
A52264	2158	20	representing	represent	VBG
A52264	2158	21	the	the	DT
A52264	2158	22	axis	axis	NN
A52264	2158	23	,	,	,
A52264	2158	24	the	the	DT
A52264	2158	25	Diall	Diall	NNP
A52264	2158	26	is	be	VBZ
A52264	2158	27	finished	finish	VBN
A52264	2158	28	for	for	IN
A52264	2158	29	use	use	NN
A52264	2158	30	.	.	.
A52264	2159	1	Nay	nay	UH
A52264	2159	2	,	,	,
A52264	2159	3	thus	thus	RB
A52264	2159	4	have	have	VBP
A52264	2159	5	you	-PRON-	PRP
A52264	2159	6	made	make	VBN
A52264	2159	7	four	four	CD
A52264	2159	8	Dials	Dials	NNPS
A52264	2159	9	in	in	IN
A52264	2159	10	one	one	CD
A52264	2159	11	,	,	,
A52264	2159	12	viz	viz	NN
A52264	2159	13	.	.	.
A52264	2160	1	a	a	DT
A52264	2160	2	South	South	NNP
A52264	2160	3	declining	decline	VBG
A52264	2160	4	East	East	NNP
A52264	2160	5	and	and	CC
A52264	2160	6	West	West	NNP
A52264	2160	7	25	25	CD
A52264	2160	8	degrees	degree	NNS
A52264	2160	9	,	,	,
A52264	2160	10	and	and	CC
A52264	2160	11	a	a	DT
A52264	2160	12	North	North	NNP
A52264	2160	13	declining	decline	VBG
A52264	2160	14	East	East	NNP
A52264	2160	15	or	or	CC
A52264	2160	16	West	West	NNP
A52264	2160	17	as	as	RB
A52264	2160	18	much	much	RB
A52264	2160	19	;	;	:
A52264	2160	20	to	to	TO
A52264	2160	21	make	make	VB
A52264	2160	22	this	this	DT
A52264	2160	23	plainly	plainly	RB
A52264	2160	24	appear	appear	VB
A52264	2160	25	,	,	,
A52264	2160	26	suppose	suppose	VB
A52264	2160	27	in	in	IN
A52264	2160	28	the	the	DT
A52264	2160	29	fundamental	fundamental	JJ
A52264	2160	30	Scheme	Scheme	NNP
A52264	2160	31	if	if	IN
A52264	2160	32	N	n	CD
A52264	2160	33	were	be	VBD
A52264	2160	34	again	again	RB
A52264	2160	35	the	the	DT
A52264	2160	36	North	North	NNP
A52264	2160	37	part	part	NN
A52264	2160	38	of	of	IN
A52264	2160	39	the	the	DT
A52264	2160	40	horizon	horizon	NN
A52264	2160	41	,	,	,
A52264	2160	42	P	p	NN
A52264	2160	43	the	the	DT
A52264	2160	44	North	North	NNP
A52264	2160	45	pole	pole	NN
A52264	2160	46	,	,	,
A52264	2160	47	and	and	CC
A52264	2160	48	that	that	IN
A52264	2160	49	GZD	GZD	NNP
A52264	2160	50	were	be	VBD
A52264	2160	51	a	a	DT
A52264	2160	52	North	North	NNP
A52264	2160	53	declining	decline	VBG
A52264	2160	54	West	West	NNP
A52264	2160	55	25	25	CD
A52264	2160	56	degrees	degree	NNS
A52264	2160	57	,	,	,
A52264	2160	58	then	then	RB
A52264	2160	59	do	do	VB
A52264	2160	60	all	all	PDT
A52264	2160	61	the	the	DT
A52264	2160	62	hour	hour	NN
A52264	2160	63	-	-	HYPH
A52264	2160	64	circles	circle	NNS
A52264	2160	65	crosse	crosse	VBP
A52264	2160	66	the	the	DT
A52264	2160	67	same	same	JJ
A52264	2160	68	plane	plane	NN
A52264	2160	69	,	,	,
A52264	2160	70	as	as	IN
A52264	2160	71	they	-PRON-	PRP
A52264	2160	72	did	do	VBD
A52264	2160	73	the	the	DT
A52264	2160	74	former	former	JJ
A52264	2160	75	;	;	:
A52264	2160	76	onely	onely	RB
A52264	2160	77	DZ	dz	NN
A52264	2160	78	which	which	WDT
A52264	2160	79	was	be	VBD
A52264	2160	80	in	in	IN
A52264	2160	81	the	the	DT
A52264	2160	82	former	former	JJ
A52264	2160	83	the	the	DT
A52264	2160	84	East	East	NNP
A52264	2160	85	side	side	NN
A52264	2160	86	will	will	MD
A52264	2160	87	now	now	RB
A52264	2160	88	be	be	VB
A52264	2160	89	the	the	DT
A52264	2160	90	West	West	NNP
A52264	2160	91	:	:	:
A52264	2160	92	and	and	CC
A52264	2160	93	consequently	consequently	RB
A52264	2160	94	the	the	DT
A52264	2160	95	afternoon	afternoon	NN
A52264	2160	96	hours	hour	NNS
A52264	2160	97	must	must	MD
A52264	2160	98	stand	stand	VB
A52264	2160	99	where	where	WRB
A52264	2160	100	the	the	DT
A52264	2160	101	forenoon	forenoon	NNP
A52264	2160	102	hours	hour	NNS
A52264	2160	103	did	do	VBD
A52264	2160	104	,	,	,
A52264	2160	105	the	the	DT
A52264	2160	106	stile	stile	NN
A52264	2160	107	also	also	RB
A52264	2160	108	,	,	,
A52264	2160	109	which	which	WDT
A52264	2160	110	in	in	IN
A52264	2160	111	the	the	DT
A52264	2160	112	East	East	NNP
A52264	2160	113	declining	decline	VBG
A52264	2160	114	stood	stand	VBD
A52264	2160	115	between	between	IN
A52264	2160	116	9	9	CD
A52264	2160	117	and	and	CC
A52264	2160	118	10	10	CD
A52264	2160	119	,	,	,
A52264	2160	120	must	must	MD
A52264	2160	121	now	now	RB
A52264	2160	122	stand	stand	VB
A52264	2160	123	between	between	IN
A52264	2160	124	2	2	CD
A52264	2160	125	and	and	CC
A52264	2160	126	3	3	CD
A52264	2160	127	of	of	IN
A52264	2160	128	the	the	DT
A52264	2160	129	afternoon	afternoon	NN
A52264	2160	130	hours	hour	NNS
A52264	2160	131	.	.	.
A52264	2161	1	And	and	CC
A52264	2161	2	lest	l	JJS
A52264	2161	3	there	there	EX
A52264	2161	4	should	should	MD
A52264	2161	5	be	be	VB
A52264	2161	6	yet	yet	RB
A52264	2161	7	any	any	DT
A52264	2161	8	doubt	doubt	RB
A52264	2161	9	conceived	conceive	VBN
A52264	2161	10	,	,	,
A52264	2161	11	I	-PRON-	PRP
A52264	2161	12	have	have	VBP
A52264	2161	13	drawn	draw	VBN
A52264	2161	14	to	to	IN
A52264	2161	15	the	the	DT
A52264	2161	16	South	South	NNP
A52264	2161	17	declining	decline	VBG
A52264	2161	18	East	East	NNP
A52264	2161	19	25	25	CD
A52264	2161	20	,	,	,
A52264	2161	21	the	the	DT
A52264	2161	22	North	North	NNP
A52264	2161	23	declining	decline	VBG
A52264	2161	24	West	West	NNP
A52264	2161	25	as	as	RB
A52264	2161	26	much	much	JJ
A52264	2161	27	;	;	:
A52264	2161	28	from	from	IN
A52264	2161	29	which	which	WDT
A52264	2161	30	to	to	TO
A52264	2161	31	make	make	VB
A52264	2161	32	the	the	DT
A52264	2161	33	South	South	NNP
A52264	2161	34	declining	decline	VBG
A52264	2161	35	West	west	NN
A52264	2161	36	,	,	,
A52264	2161	37	and	and	CC
A52264	2161	38	North	North	NNP
A52264	2161	39	declining	decline	VBG
A52264	2161	40	East	East	NNP
A52264	2161	41	,	,	,
A52264	2161	42	you	-PRON-	PRP
A52264	2161	43	need	need	VBP
A52264	2161	44	to	to	TO
A52264	2161	45	do	do	VB
A52264	2161	46	no	no	DT
A52264	2161	47	more	more	RBR
A52264	2161	48	then	then	RB
A52264	2161	49	prick	prick	VB
A52264	2161	50	these	these	DT
A52264	2161	51	hour	hour	NN
A52264	2161	52	lines	line	NNS
A52264	2161	53	through	through	IN
A52264	2161	54	the	the	DT
A52264	2161	55	paper	paper	NN
A52264	2161	56	,	,	,
A52264	2161	57	and	and	CC
A52264	2161	58	draw	draw	VB
A52264	2161	59	them	-PRON-	PRP
A52264	2161	60	again	again	RB
A52264	2161	61	on	on	IN
A52264	2161	62	the	the	DT
A52264	2161	63	other	other	JJ
A52264	2161	64	side	side	NN
A52264	2161	65	,	,	,
A52264	2161	66	stile	stile	NNS
A52264	2161	67	and	and	CC
A52264	2161	68	all	all	RB
A52264	2161	69	;	;	:
A52264	2161	70	so	so	CC
A52264	2161	71	shall	shall	MD
A52264	2161	72	they	-PRON-	PRP
A52264	2161	73	serve	serve	VB
A52264	2161	74	the	the	DT
A52264	2161	75	turn	turn	NN
A52264	2161	76	,	,	,
A52264	2161	77	if	if	IN
A52264	2161	78	you	-PRON-	PRP
A52264	2161	79	place	place	VBP
A52264	2161	80	the	the	DT
A52264	2161	81	morning	morning	NN
A52264	2161	82	hours	hour	NNS
A52264	2161	83	in	in	IN
A52264	2161	84	the	the	DT
A52264	2161	85	one	one	NN
A52264	2161	86	,	,	,
A52264	2161	87	where	where	WRB
A52264	2161	88	the	the	DT
A52264	2161	89	afternoon	afternoon	NN
A52264	2161	90	were	be	VBD
A52264	2161	91	in	in	IN
A52264	2161	92	the	the	DT
A52264	2161	93	other	other	JJ
A52264	2161	94	.	.	.
A52264	2162	1	APPENDIX	APPENDIX	NNP
A52264	2162	2	.	.	.
A52264	2163	1	To	to	TO
A52264	2163	2	draw	draw	VB
A52264	2163	3	the	the	DT
A52264	2163	4	hour	hour	NN
A52264	2163	5	lines	line	NNS
A52264	2163	6	upon	upon	IN
A52264	2163	7	any	any	DT
A52264	2163	8	plane	plane	NN
A52264	2163	9	declining	decline	VBG
A52264	2163	10	far	far	RB
A52264	2163	11	East	East	NNP
A52264	2163	12	or	or	CC
A52264	2163	13	West	West	NNP
A52264	2163	14	,	,	,
A52264	2163	15	without	without	IN
A52264	2163	16	respect	respect	NN
A52264	2163	17	to	to	IN
A52264	2163	18	the	the	DT
A52264	2163	19	Center	Center	NNP
A52264	2163	20	.	.	.
A52264	2164	1	THe	the	DT
A52264	2164	2	ordinary	ordinary	JJ
A52264	2164	3	way	way	NN
A52264	2164	4	is	be	VBZ
A52264	2164	5	with	with	IN
A52264	2164	6	a	a	DT
A52264	2164	7	Beamcompasse	Beamcompasse	NNP
A52264	2164	8	of	of	IN
A52264	2164	9	16	16	CD
A52264	2164	10	,	,	,
A52264	2164	11	18	18	CD
A52264	2164	12	,	,	,
A52264	2164	13	or	or	CC
A52264	2164	14	20	20	CD
A52264	2164	15	foot	foot	NN
A52264	2164	16	long	long	JJ
A52264	2164	17	,	,	,
A52264	2164	18	to	to	TO
A52264	2164	19	draw	draw	VB
A52264	2164	20	the	the	DT
A52264	2164	21	Diall	Diall	NNP
A52264	2164	22	upon	upon	IN
A52264	2164	23	a	a	DT
A52264	2164	24	large	large	JJ
A52264	2164	25	floor	floor	NN
A52264	2164	26	,	,	,
A52264	2164	27	and	and	CC
A52264	2164	28	then	then	RB
A52264	2164	29	to	to	TO
A52264	2164	30	cut	cut	VB
A52264	2164	31	off	off	RP
A52264	2164	32	the	the	DT
A52264	2164	33	hours	hour	NNS
A52264	2164	34	,	,	,
A52264	2164	35	stile	stile	JJ
A52264	2164	36	and	and	CC
A52264	2164	37	all	all	DT
A52264	2164	38	,	,	,
A52264	2164	39	at	at	IN
A52264	2164	40	10	10	CD
A52264	2164	41	,	,	,
A52264	2164	42	12	12	CD
A52264	2164	43	,	,	,
A52264	2164	44	or	or	CC
A52264	2164	45	14	14	CD
A52264	2164	46	foot	foot	NN
A52264	2164	47	distance	distance	NN
A52264	2164	48	from	from	IN
A52264	2164	49	the	the	DT
A52264	2164	50	center	center	NN
A52264	2164	51	,	,	,
A52264	2164	52	but	but	CC
A52264	2164	53	this	this	DT
A52264	2164	54	being	be	VBG
A52264	2164	55	too	too	RB
A52264	2164	56	mechanical	mechanical	JJ
A52264	2164	57	for	for	IN
A52264	2164	58	them	-PRON-	PRP
A52264	2164	59	that	that	WDT
A52264	2164	60	have	have	VBP
A52264	2164	61	any	any	DT
A52264	2164	62	Trigonometrical	trigonometrical	JJ
A52264	2164	63	skill	skill	NN
A52264	2164	64	,	,	,
A52264	2164	65	I	-PRON-	PRP
A52264	2164	66	omit	omit	VBP
A52264	2164	67	,	,	,
A52264	2164	68	and	and	CC
A52264	2164	69	rather	rather	RB
A52264	2164	70	commend	commend	VB
A52264	2164	71	the	the	DT
A52264	2164	72	way	way	NN
A52264	2164	73	following	follow	VBG
A52264	2164	74	;	;	:
A52264	2164	75	by	by	IN
A52264	2164	76	help	help	NN
A52264	2164	77	whereof	whereof	IN
A52264	2164	78	you	-PRON-	PRP
A52264	2164	79	may	may	MD
A52264	2164	80	upon	upon	IN
A52264	2164	81	half	half	PDT
A52264	2164	82	a	a	DT
A52264	2164	83	sheet	sheet	NN
A52264	2164	84	of	of	IN
A52264	2164	85	paper	paper	NN
A52264	2164	86	make	make	VBP
A52264	2164	87	a	a	DT
A52264	2164	88	perfect	perfect	JJ
A52264	2164	89	model	model	NN
A52264	2164	90	of	of	IN
A52264	2164	91	your	-PRON-	PRP$
A52264	2164	92	Diall	Diall	NNP
A52264	2164	93	,	,	,
A52264	2164	94	to	to	IN
A52264	2164	95	what	what	WDT
A52264	2164	96	largenesse	largenesse	NN
A52264	2164	97	you	-PRON-	PRP
A52264	2164	98	please	please	VBP
A52264	2164	99	,	,	,
A52264	2164	100	without	without	IN
A52264	2164	101	any	any	DT
A52264	2164	102	regard	regard	NN
A52264	2164	103	at	at	RB
A52264	2164	104	all	all	RB
A52264	2164	105	to	to	IN
A52264	2164	106	the	the	DT
A52264	2164	107	Center	Center	NNP
A52264	2164	108	.	.	.
A52264	2165	1	Suppose	suppose	VB
A52264	2165	2	the	the	DT
A52264	2165	3	wall	wall	NN
A52264	2165	4	or	or	CC
A52264	2165	5	plane	plane	NN
A52264	2165	6	DZG	DZG	NNP
A52264	2165	7	,	,	,
A52264	2165	8	on	on	IN
A52264	2165	9	which	which	WDT
A52264	2165	10	you	-PRON-	PRP
A52264	2165	11	would	would	MD
A52264	2165	12	make	make	VB
A52264	2165	13	a	a	DT
A52264	2165	14	Diall	Diall	NNP
A52264	2165	15	to	to	TO
A52264	2165	16	decline	decline	VB
A52264	2165	17	from	from	IN
A52264	2165	18	N	n	CD
A52264	2165	19	to	to	IN
A52264	2165	20	C	C	NNP
A52264	2165	21	,	,	,
A52264	2165	22	that	that	DT
A52264	2165	23	is	is	RB
A52264	2165	24	from	from	IN
A52264	2165	25	the	the	DT
A52264	2165	26	South	South	NNP
A52264	2165	27	Easterly	easterly	RB
A52264	2165	28	83	83	CD
A52264	2165	29	degrees	degree	NNS
A52264	2165	30	,	,	,
A52264	2165	31	62	62	CD
A52264	2165	32	min	min	NN
A52264	2165	33	.	.	.
A52264	2166	1	set	set	VB
A52264	2166	2	down	down	RP
A52264	2166	3	the	the	DT
A52264	2166	4	Data	Data	NNP
A52264	2166	5	,	,	,
A52264	2166	6	and	and	CC
A52264	2166	7	by	by	IN
A52264	2166	8	them	-PRON-	PRP
A52264	2166	9	seek	seek	VBP
A52264	2166	10	the	the	DT
A52264	2166	11	Quaesita	Quaesita	NNP
A52264	2166	12	,	,	,
A52264	2166	13	according	accord	VBG
A52264	2166	14	to	to	IN
A52264	2166	15	the	the	DT
A52264	2166	16	former	former	JJ
A52264	2166	17	directions	direction	NNS
A52264	2166	18	.	.	.
A52264	2167	1	The	the	DT
A52264	2167	2	Data	Data	NNPS
A52264	2167	3	or	or	CC
A52264	2167	4	things	thing	NNS
A52264	2167	5	given	give	VBN
A52264	2167	6	are	be	VBP
A52264	2167	7	two	two	CD
A52264	2167	8	.	.	.
A52264	2168	1	1	1	LS
A52264	2168	2	.	.	.
A52264	2169	1	PS	PS	NNP
A52264	2169	2	the	the	DT
A52264	2169	3	poles	pole	NNS
A52264	2169	4	elevation	elevation	VBP
A52264	2169	5	51	51	CD
A52264	2169	6	degrees	degree	NNS
A52264	2169	7	,	,	,
A52264	2169	8	53	53	CD
A52264	2169	9	minutes	minute	NNS
A52264	2169	10	.	.	.
A52264	2170	1	2	2	LS
A52264	2170	2	.	.	.
A52264	2171	1	SA	SA	NNP
A52264	2171	2	,	,	,
A52264	2171	3	the	the	DT
A52264	2171	4	planes	plane	NNS
A52264	2171	5	declination	declination	NN
A52264	2171	6	southeast	southeast	NNP
A52264	2171	7	83	83	CD
A52264	2171	8	deg	deg	NN
A52264	2171	9	.	.	.
A52264	2172	1	62	62	CD
A52264	2172	2	min	min	NN
A52264	2172	3	.	.	.
A52264	2173	1	The	the	DT
A52264	2173	2	Quaesita	Quaesita	NNP
A52264	2173	3	or	or	CC
A52264	2173	4	things	thing	NNS
A52264	2173	5	sought	seek	VBN
A52264	2173	6	are	be	VBP
A52264	2173	7	three	three	CD
A52264	2173	8	,	,	,
A52264	2173	9	1	1	CD
A52264	2173	10	.	.	.
A52264	2174	1	PR	pr	RB
A52264	2174	2	the	the	DT
A52264	2174	3	height	height	NN
A52264	2174	4	of	of	IN
A52264	2174	5	the	the	DT
A52264	2174	6	stile	stile	JJ
A52264	2174	7	3	3	CD
A52264	2174	8	degrees	degree	NNS
A52264	2174	9	97	97	CD
A52264	2174	10	minutes	minute	NNS
A52264	2174	11	.	.	.
A52264	2175	1	2	2	LS
A52264	2175	2	.	.	.
A52264	2176	1	ZR	ZR	NNP
A52264	2176	2	,	,	,
A52264	2176	3	the	the	DT
A52264	2176	4	distance	distance	NN
A52264	2176	5	of	of	IN
A52264	2176	6	the	the	DT
A52264	2176	7	substile	substile	NN
A52264	2176	8	from	from	IN
A52264	2176	9	the	the	DT
A52264	2176	10	meridian	meridian	NNP
A52264	2176	11	38	38	CD
A52264	2176	12	deg	deg	NNP
A52264	2176	13	.	.	.
A52264	2177	1	30	30	CD
A52264	2177	2	min	min	NN
A52264	2177	3	.	.	.
A52264	2178	1	3	3	LS
A52264	2178	2	.	.	.
A52264	2179	1	ZPR	ZPR	NNP
A52264	2179	2	,	,	,
A52264	2179	3	the	the	DT
A52264	2179	4	angle	angle	NN
A52264	2179	5	of	of	IN
A52264	2179	6	the	the	DT
A52264	2179	7	meridian	meridian	NN
A52264	2179	8	of	of	IN
A52264	2179	9	the	the	DT
A52264	2179	10	plane	plane	NN
A52264	2179	11	with	with	IN
A52264	2179	12	the	the	DT
A52264	2179	13	meridian	meridian	NN
A52264	2179	14	of	of	IN
A52264	2179	15	the	the	DT
A52264	2179	16	place	place	NN
A52264	2179	17	85	85	CD
A52264	2179	18	degrees	degree	NNS
A52264	2179	19	,	,	,
A52264	2179	20	which	which	WDT
A52264	2179	21	being	be	VBG
A52264	2179	22	found	find	VBN
A52264	2179	23	,	,	,
A52264	2179	24	according	accord	VBG
A52264	2179	25	to	to	IN
A52264	2179	26	the	the	DT
A52264	2179	27	former	former	JJ
A52264	2179	28	directions	direction	NNS
A52264	2179	29	,	,	,
A52264	2179	30	the	the	DT
A52264	2179	31	substile	substile	JJ
A52264	2179	32	line	line	NN
A52264	2179	33	must	must	MD
A52264	2179	34	fall	fall	VB
A52264	2179	35	within	within	IN
A52264	2179	36	five	five	CD
A52264	2179	37	degrees	degree	NNS
A52264	2179	38	of	of	IN
A52264	2179	39	six	six	CD
A52264	2179	40	of	of	IN
A52264	2179	41	the	the	DT
A52264	2179	42	clock	clock	NN
A52264	2179	43	,	,	,
A52264	2179	44	because	because	IN
A52264	2179	45	85	85	CD
A52264	2179	46	degrees	degree	NNS
A52264	2179	47	wanteth	wanteth	NN
A52264	2179	48	but	but	CC
A52264	2179	49	5	5	CD
A52264	2179	50	of	of	IN
A52264	2179	51	90	90	CD
A52264	2179	52	,	,	,
A52264	2179	53	the	the	DT
A52264	2179	54	distance	distance	NN
A52264	2179	55	of	of	IN
A52264	2179	56	6	6	CD
A52264	2179	57	from	from	IN
A52264	2179	58	12	12	CD
A52264	2179	59	.	.	.
A52264	2180	1	Now	now	RB
A52264	2180	2	therefore	therefore	RB
A52264	2180	3	make	make	VBP
A52264	2180	4	a	a	DT
A52264	2180	5	table	table	NN
A52264	2180	6	,	,	,
A52264	2180	7	according	accord	VBG
A52264	2180	8	to	to	IN
A52264	2180	9	this	this	DT
A52264	2180	10	example	example	NN
A52264	2180	11	following	follow	VBG
A52264	2180	12	,	,	,
A52264	2180	13	wherein	wherein	WRB
A52264	2180	14	set	set	VBD
A52264	2180	15	down	down	RP
A52264	2180	16	the	the	DT
A52264	2180	17	houres	houre	NNS
A52264	2180	18	from	from	IN
A52264	2180	19	12	12	CD
A52264	2180	20	,	,	,
A52264	2180	21	as	as	IN
A52264	2180	22	they	-PRON-	PRP
A52264	2180	23	are	be	VBP
A52264	2180	24	equidistant	equidistant	JJ
A52264	2180	25	from	from	IN
A52264	2180	26	the	the	DT
A52264	2180	27	meridian	meridian	NN
A52264	2180	28	,	,	,
A52264	2180	29	and	and	CC
A52264	2180	30	unto	unto	IN
A52264	2180	31	them	-PRON-	PRP
A52264	2180	32	adjoyn	adjoyn	VBP
A52264	2180	33	their	-PRON-	PRP$
A52264	2180	34	Equinoctial	equinoctial	JJ
A52264	2180	35	distances	distance	NNS
A52264	2180	36	,	,	,
A52264	2180	37	and	and	CC
A52264	2180	38	write	write	VB
A52264	2180	39	Meridian	meridian	JJ
A52264	2180	40	and	and	CC
A52264	2180	41	substile	substile	JJ
A52264	2180	42	between	between	IN
A52264	2180	43	the	the	DT
A52264	2180	44	hours	hour	NNS
A52264	2180	45	of	of	IN
A52264	2180	46	6	6	CD
A52264	2180	47	and	and	CC
A52264	2180	48	7	7	CD
A52264	2180	49	,	,	,
A52264	2180	50	and	and	CC
A52264	2180	51	write	write	VB
A52264	2180	52	5	5	CD
A52264	2180	53	degrees	degree	NNS
A52264	2180	54	against	against	IN
A52264	2180	55	the	the	DT
A52264	2180	56	hour	hour	NN
A52264	2180	57	of	of	IN
A52264	2180	58	6	6	CD
A52264	2180	59	,	,	,
A52264	2180	60	10	10	CD
A52264	2180	61	degrees	degree	NNS
A52264	2180	62	against	against	IN
A52264	2180	63	the	the	DT
A52264	2180	64	hour	hour	NN
A52264	2180	65	of	of	IN
A52264	2180	66	7	7	CD
A52264	2180	67	,	,	,
A52264	2180	68	and	and	CC
A52264	2180	69	to	to	IN
A52264	2180	70	the	the	DT
A52264	2180	71	Equinoctial	equinoctial	JJ
A52264	2180	72	distances	distance	NNS
A52264	2180	73	of	of	IN
A52264	2180	74	each	each	DT
A52264	2180	75	hour	hour	NN
A52264	2180	76	adde	adde	IN
A52264	2180	77	the	the	DT
A52264	2180	78	natural	natural	JJ
A52264	2180	79	tangents	tangent	NNS
A52264	2180	80	of	of	IN
A52264	2180	81	those	those	DT
A52264	2180	82	distances	distance	NNS
A52264	2180	83	,	,	,
A52264	2180	84	as	as	RB
A52264	2180	85	here	here	RB
A52264	2180	86	you	-PRON-	PRP
A52264	2180	87	see	see	VBP
A52264	2180	88	.	.	.
A52264	2181	1	So	so	RB
A52264	2181	2	is	be	VBZ
A52264	2181	3	the	the	DT
A52264	2181	4	Table	table	NN
A52264	2181	5	prepared	prepare	VBN
A52264	2181	6	for	for	IN
A52264	2181	7	use	use	NN
A52264	2181	8	,	,	,
A52264	2181	9	by	by	IN
A52264	2181	10	which	which	WDT
A52264	2181	11	you	-PRON-	PRP
A52264	2181	12	may	may	MD
A52264	2181	13	easily	easily	RB
A52264	2181	14	frame	frame	VB
A52264	2181	15	●	●	.
A52264	2181	16	the	the	DT
A52264	2181	17	Diall	Diall	NNP
A52264	2181	18	to	to	IN
A52264	2181	19	what	what	WDT
A52264	2181	20	greatnesse	greatnesse	NN
A52264	2181	21	you	-PRON-	PRP
A52264	2181	22	will	will	MD
A52264	2181	23	,	,	,
A52264	2181	24	after	after	IN
A52264	2181	25	this	this	DT
A52264	2181	26	manner	manner	NN
A52264	2181	27	.	.	.
A52264	2182	1	Hours	hour	NNS
A52264	2182	2	Equ	Equ	NNP
A52264	2182	3	.	.	.
A52264	2183	1	dist	dist	NN
A52264	2183	2	.	.	.
A52264	2184	1	Tang	Tang	NNP
A52264	2184	2	.	.	.
A52264	2185	1	4	4	CD
A52264	2185	2	8	8	CD
A52264	2185	3	35	35	CD
A52264	2185	4	0	0	CD
A52264	2185	5	700	700	CD
A52264	2185	6	5	5	CD
A52264	2185	7	7	7	CD
A52264	2185	8	20	20	CD
A52264	2185	9	0	0	CD
A52264	2185	10	364	364	CD
A52264	2185	11	6	6	CD
A52264	2185	12	6	6	CD
A52264	2185	13	5	5	CD
A52264	2185	14	0	0	CD
A52264	2185	15	087	087	CD
A52264	2185	16	    	    	_SP
A52264	2185	17	Meridiā	Meridiā	NNP
A52264	2185	18	Substile	Substile	NNP
A52264	2185	19	7	7	CD
A52264	2185	20	5	5	CD
A52264	2185	21	10	10	CD
A52264	2185	22	0	0	CD
A52264	2185	23	176	176	CD
A52264	2185	24	8	8	CD
A52264	2185	25	4	4	CD
A52264	2185	26	25	25	CD
A52264	2185	27	0	0	CD
A52264	2185	28	166	166	CD
A52264	2185	29	9	9	CD
A52264	2185	30	3	3	CD
A52264	2185	31	40	40	CD
A52264	2185	32	0	0	CD
A52264	2185	33	839	839	CD
A52264	2185	34	10	10	CD
A52264	2185	35	2	2	CD
A52264	2185	36	55	55	CD
A52264	2185	37	0	0	CD
A52264	2185	38	1.428	1.428	CD
A52264	2185	39	11	11	CD
A52264	2185	40	1	1	CD
A52264	2185	41	70	70	CD
A52264	2185	42	0	0	CD
A52264	2185	43	2.747	2.747	CD
A52264	2185	44	12	12	CD
A52264	2185	45	12	12	CD
A52264	2185	46	85	85	CD
A52264	2185	47	0	0	CD
A52264	2185	48	11.430	11.430	CD
A52264	2185	49	The	the	DT
A52264	2185	50	Geometricall	Geometricall	NNP
A52264	2185	51	projection	projection	NN
A52264	2185	52	.	.	.
A52264	2186	1	Proportion	proportion	NN
A52264	2186	2	the	the	DT
A52264	2186	3	plane	plane	NN
A52264	2186	4	BCDE	BCDE	NNP
A52264	2186	5	,	,	,
A52264	2186	6	whereon	whereon	NN
A52264	2186	7	you	-PRON-	PRP
A52264	2186	8	will	will	MD
A52264	2186	9	draw	draw	VB
A52264	2186	10	the	the	DT
A52264	2186	11	Diall	Diall	NNP
A52264	2186	12	to	to	IN
A52264	2186	13	what	what	WP
A52264	2186	14	scantling	scantle	VBG
A52264	2186	15	you	-PRON-	PRP
A52264	2186	16	think	think	VBP
A52264	2186	17	fit	fit	JJ
A52264	2186	18	.	.	.
A52264	2187	1	Let	let	VB
A52264	2187	2	VP	vp	PRP
A52264	2187	3	represent	represent	VB
A52264	2187	4	the	the	DT
A52264	2187	5	horizontal	horizontal	JJ
A52264	2187	6	line	line	NN
A52264	2187	7	,	,	,
A52264	2187	8	upon	upon	IN
A52264	2187	9	any	any	DT
A52264	2187	10	part	part	NN
A52264	2187	11	thereof	thereof	RB
A52264	2187	12	,	,	,
A52264	2187	13	as	as	IN
A52264	2187	14	at	at	IN
A52264	2187	15	P	p	NN
A52264	2187	16	,	,	,
A52264	2187	17	make	make	VB
A52264	2187	18	choice	choice	NN
A52264	2187	19	of	of	IN
A52264	2187	20	a	a	DT
A52264	2187	21	fit	fit	JJ
A52264	2187	22	place	place	NN
A52264	2187	23	for	for	IN
A52264	2187	24	the	the	DT
A52264	2187	25	perpendicular	perpendicular	JJ
A52264	2187	26	stile	stile	NN
A52264	2187	27	(	(	-LRB-
A52264	2187	28	though	though	IN
A52264	2187	29	afterwards	afterwards	RB
A52264	2187	30	you	-PRON-	PRP
A52264	2187	31	may	may	MD
A52264	2187	32	use	use	VB
A52264	2187	33	another	another	DT
A52264	2187	34	forme	forme	NN
A52264	2187	35	)	)	-RRB-
A52264	2187	36	neer	neer	NN
A52264	2187	37	about	about	IN
A52264	2187	38	the	the	DT
A52264	2187	39	upper	upper	JJ
A52264	2187	40	part	part	NN
A52264	2187	41	of	of	IN
A52264	2187	42	the	the	DT
A52264	2187	43	plane	plane	NN
A52264	2187	44	,	,	,
A52264	2187	45	because	because	IN
A52264	2187	46	the	the	DT
A52264	2187	47	great	great	JJ
A52264	2187	48	angle	angle	NN
A52264	2187	49	between	between	IN
A52264	2187	50	the	the	DT
A52264	2187	51	two	two	CD
A52264	2187	52	Meridians	Meridians	NNPS
A52264	2187	53	maketh	maketh	VBP
A52264	2187	54	the	the	DT
A52264	2187	55	substile	substile	NN
A52264	2187	56	,	,	,
A52264	2187	57	which	which	WDT
A52264	2187	58	must	must	MD
A52264	2187	59	passe	passe	VB
A52264	2187	60	thorow	thorow	VB
A52264	2187	61	the	the	DT
A52264	2187	62	point	point	NN
A52264	2187	63	P	p	NN
A52264	2187	64	,	,	,
A52264	2187	65	to	to	TO
A52264	2187	66	fall	fall	VB
A52264	2187	67	so	so	RB
A52264	2187	68	near	near	IN
A52264	2187	69	the	the	DT
A52264	2187	70	6	6	CD
A52264	2187	71	of	of	IN
A52264	2187	72	clock	clock	NN
A52264	2187	73	hour	hour	NN
A52264	2187	74	,	,	,
A52264	2187	75	as	as	IN
A52264	2187	76	that	that	IN
A52264	2187	77	there	there	EX
A52264	2187	78	may	may	MD
A52264	2187	79	be	be	VB
A52264	2187	80	but	but	CC
A52264	2187	81	one	one	CD
A52264	2187	82	hour	hour	NN
A52264	2187	83	placed	place	VBN
A52264	2187	84	above	above	IN
A52264	2187	85	it	-PRON-	PRP
A52264	2187	86	,	,	,
A52264	2187	87	if	if	IN
A52264	2187	88	you	-PRON-	PRP
A52264	2187	89	desire	desire	VBP
A52264	2187	90	to	to	TO
A52264	2187	91	have	have	VB
A52264	2187	92	the	the	DT
A52264	2187	93	hour	hour	NN
A52264	2187	94	of	of	IN
A52264	2187	95	11	11	CD
A52264	2187	96	upon	upon	IN
A52264	2187	97	the	the	DT
A52264	2187	98	plane	plane	NN
A52264	2187	99	,	,	,
A52264	2187	100	which	which	WDT
A52264	2187	101	is	be	VBZ
A52264	2187	102	more	more	RBR
A52264	2187	103	useful	useful	JJ
A52264	2187	104	then	then	RB
A52264	2187	105	4	4	CD
A52264	2187	106	,	,	,
A52264	2187	107	let	let	VB
A52264	2187	108	P	p	PRP
A52264	2187	109	be	be	VB
A52264	2187	110	the	the	DT
A52264	2187	111	center	center	NN
A52264	2187	112	,	,	,
A52264	2187	113	and	and	CC
A52264	2187	114	with	with	IN
A52264	2187	115	any	any	DT
A52264	2187	116	Chord	Chord	NNP
A52264	2187	117	(	(	-LRB-
A52264	2187	118	the	the	DT
A52264	2187	119	greater	great	JJR
A52264	2187	120	the	the	DT
A52264	2187	121	better	well	RBR
A52264	2187	122	)	)	-RRB-
A52264	2187	123	make	make	VB
A52264	2187	124	two	two	CD
A52264	2187	125	obscure	obscure	JJ
A52264	2187	126	arches	arch	NNS
A52264	2187	127	;	;	:
A52264	2187	128	one	one	CD
A52264	2187	129	above	above	IN
A52264	2187	130	the	the	DT
A52264	2187	131	horizontal	horizontal	JJ
A52264	2187	132	line	line	NN
A52264	2187	133	,	,	,
A52264	2187	134	the	the	DT
A52264	2187	135	other	other	JJ
A52264	2187	136	under	under	IN
A52264	2187	137	it	-PRON-	PRP
A52264	2187	138	,	,	,
A52264	2187	139	and	and	CC
A52264	2187	140	with	with	IN
A52264	2187	141	the	the	DT
A52264	2187	142	same	same	JJ
A52264	2187	143	Chord	Chord	NNP
A52264	2187	144	set	set	VBD
A52264	2187	145	off	off	RP
A52264	2187	146	the	the	DT
A52264	2187	147	arch	arch	NN
A52264	2187	148	of	of	IN
A52264	2187	149	51.70	51.70	CD
A52264	2187	150	.	.	.
A52264	2188	1	which	which	WDT
A52264	2188	2	is	be	VBZ
A52264	2188	3	the	the	DT
A52264	2188	4	angle	angle	NN
A52264	2188	5	between	between	IN
A52264	2188	6	the	the	DT
A52264	2188	7	substile	substile	NN
A52264	2188	8	and	and	CC
A52264	2188	9	horizon	horizon	NN
A52264	2188	10	,	,	,
A52264	2188	11	and	and	CC
A52264	2188	12	is	be	VBZ
A52264	2188	13	the	the	DT
A52264	2188	14	complement	complement	NN
A52264	2188	15	of	of	IN
A52264	2188	16	the	the	DT
A52264	2188	17	angle	angle	NN
A52264	2188	18	between	between	IN
A52264	2188	19	the	the	DT
A52264	2188	20	substile	substile	NNP
A52264	2188	21	and	and	CC
A52264	2188	22	meridian	meridian	NNP
A52264	2188	23	,	,	,
A52264	2188	24	and	and	CC
A52264	2188	25	set	set	VBD
A52264	2188	26	it	-PRON-	PRP
A52264	2188	27	from	from	IN
A52264	2188	28	V	v	NN
A52264	2188	29	to	to	IN
A52264	2188	30	T	t	NN
A52264	2188	31	both	both	DT
A52264	2188	32	wayes	waye	NNS
A52264	2188	33	,	,	,
A52264	2188	34	then	then	RB
A52264	2188	35	draw	draw	VB
A52264	2188	36	the	the	DT
A52264	2188	37	streight	streight	JJ
A52264	2188	38	line	line	NN
A52264	2188	39	TPT	TPT	NNP
A52264	2188	40	,	,	,
A52264	2188	41	which	which	WDT
A52264	2188	42	shall	shall	MD
A52264	2188	43	be	be	VB
A52264	2188	44	the	the	DT
A52264	2188	45	substile	substile	NN
A52264	2188	46	of	of	IN
A52264	2188	47	this	this	DT
A52264	2188	48	Diall	Diall	NNP
A52264	2188	49	.	.	.
A52264	2189	1	Which	which	WDT
A52264	2189	2	is	be	VBZ
A52264	2189	3	5	5	CD
A52264	2189	4	inches	inch	NNS
A52264	2189	5	,	,	,
A52264	2189	6	and	and	CC
A52264	2189	7	66	66	CD
A52264	2189	8	hundred	hundred	CD
A52264	2189	9	parts	part	NNS
A52264	2189	10	for	for	IN
A52264	2189	11	the	the	DT
A52264	2189	12	distance	distance	NN
A52264	2189	13	of	of	IN
A52264	2189	14	11	11	CD
A52264	2189	15	a	a	DT
A52264	2189	16	clock	clock	NN
A52264	2189	17	from	from	IN
A52264	2189	18	the	the	DT
A52264	2189	19	point	point	NN
A52264	2189	20	H	h	NN
A52264	2189	21	,	,	,
A52264	2189	22	and	and	CC
A52264	2189	23	will	will	MD
A52264	2189	24	be	be	VB
A52264	2189	25	the	the	DT
A52264	2189	26	same	same	JJ
A52264	2189	27	with	with	IN
A52264	2189	28	those	those	DT
A52264	2189	29	points	point	NNS
A52264	2189	30	set	set	VBN
A52264	2189	31	off	off	RP
A52264	2189	32	by	by	IN
A52264	2189	33	the	the	DT
A52264	2189	34	natural	natural	JJ
A52264	2189	35	tangents	tangent	NNS
A52264	2189	36	in	in	IN
A52264	2189	37	the	the	DT
A52264	2189	38	Table	table	NN
A52264	2189	39	.	.	.
A52264	2190	1	Having	have	VBG
A52264	2190	2	done	do	VBN
A52264	2190	3	with	with	IN
A52264	2190	4	this	this	DT
A52264	2190	5	Equinoctiall	Equinoctiall	NNP
A52264	2190	6	,	,	,
A52264	2190	7	you	-PRON-	PRP
A52264	2190	8	must	must	MD
A52264	2190	9	do	do	VB
A52264	2190	10	the	the	DT
A52264	2190	11	like	like	UH
A52264	2190	12	with	with	IN
A52264	2190	13	another	another	DT
A52264	2190	14	:	:	:
A52264	2190	15	to	to	TO
A52264	2190	16	finde	finde	VB
A52264	2190	17	the	the	DT
A52264	2190	18	place	place	NN
A52264	2190	19	whereof	whereof	NNP
A52264	2190	20	,	,	,
A52264	2190	21	it	-PRON-	PRP
A52264	2190	22	will	will	MD
A52264	2190	23	be	be	VB
A52264	2190	24	necessary	necessary	JJ
A52264	2190	25	first	first	RB
A52264	2190	26	to	to	TO
A52264	2190	27	know	know	VB
A52264	2190	28	the	the	DT
A52264	2190	29	length	length	NN
A52264	2190	30	of	of	IN
A52264	2190	31	the	the	DT
A52264	2190	32	whole	whole	JJ
A52264	2190	33	line	line	NN
A52264	2190	34	from	from	IN
A52264	2190	35	H	h	NN
A52264	2190	36	the	the	DT
A52264	2190	37	Equinoctial	equinoctial	NN
A52264	2190	38	to	to	IN
A52264	2190	39	the	the	DT
A52264	2190	40	center	center	NN
A52264	2190	41	of	of	IN
A52264	2190	42	the	the	DT
A52264	2190	43	Diall	Diall	NNP
A52264	2190	44	in	in	IN
A52264	2190	45	parts	part	NNS
A52264	2190	46	of	of	IN
A52264	2190	47	the	the	DT
A52264	2190	48	perpendicular	perpendicular	JJ
A52264	2190	49	stile	stile	NN
A52264	2190	50	PO	PO	NNP
A52264	2190	51	,	,	,
A52264	2190	52	if	if	IN
A52264	2190	53	you	-PRON-	PRP
A52264	2190	54	will	will	MD
A52264	2190	55	work	work	VB
A52264	2190	56	by	by	IN
A52264	2190	57	the	the	DT
A52264	2190	58	scale	scale	NN
A52264	2190	59	of	of	IN
A52264	2190	60	inches	inch	NNS
A52264	2190	61	,	,	,
A52264	2190	62	or	or	CC
A52264	2190	63	else	else	RB
A52264	2190	64	the	the	DT
A52264	2190	65	length	length	NN
A52264	2190	66	in	in	IN
A52264	2190	67	natural	natural	JJ
A52264	2190	68	tangents	tangent	NNS
A52264	2190	69	,	,	,
A52264	2190	70	if	if	IN
A52264	2190	71	you	-PRON-	PRP
A52264	2190	72	will	will	MD
A52264	2190	73	use	use	VB
A52264	2190	74	a	a	DT
A52264	2190	75	diagonall	diagonall	NN
A52264	2190	76	Scale	scale	NN
A52264	2190	77	:	:	:
A52264	2190	78	first	first	RB
A52264	2190	79	therefore	therefore	RB
A52264	2190	80	,	,	,
A52264	2190	81	to	to	TO
A52264	2190	82	finde	finde	VB
A52264	2190	83	the	the	DT
A52264	2190	84	length	length	NN
A52264	2190	85	thereof	thereof	RB
A52264	2190	86	in	in	IN
A52264	2190	87	inch	inch	NN
A52264	2190	88	-	-	HYPH
A52264	2190	89	measure	measure	NN
A52264	2190	90	,	,	,
A52264	2190	91	we	-PRON-	PRP
A52264	2190	92	have	have	VBP
A52264	2190	93	given	give	VBN
A52264	2190	94	in	in	IN
A52264	2190	95	the	the	DT
A52264	2190	96	right	right	NN
A52264	2190	97	angled	angle	VBN
A52264	2190	98	plain	plain	JJ
A52264	2190	99	triangle	triangle	NN
A52264	2190	100	HOP	HOP	NNP
A52264	2190	101	,	,	,
A52264	2190	102	the	the	DT
A52264	2190	103	base	base	NN
A52264	2190	104	OP	OP	NNP
A52264	2190	105	,	,	,
A52264	2190	106	and	and	CC
A52264	2190	107	the	the	DT
A52264	2190	108	angle	angle	NN
A52264	2190	109	at	at	IN
A52264	2190	110	O	o	NN
A52264	2190	111	to	to	TO
A52264	2190	112	finde	finde	NNP
A52264	2190	113	HP	HP	NNP
A52264	2190	114	,	,	,
A52264	2190	115	and	and	CC
A52264	2190	116	in	in	IN
A52264	2190	117	the	the	DT
A52264	2190	118	triangle	triangle	NN
A52264	2190	119	OP	OP	NNP
A52264	2190	120	center	center	NN
A52264	2190	121	.	.	.
A52264	2191	1	We	-PRON-	PRP
A52264	2191	2	have	have	VBP
A52264	2191	3	given	give	VBN
A52264	2191	4	the	the	DT
A52264	2191	5	perpendicular	perpendicular	JJ
A52264	2191	6	OP	op	NN
A52264	2191	7	,	,	,
A52264	2191	8	and	and	CC
A52264	2191	9	the	the	DT
A52264	2191	10	angle	angle	NN
A52264	2191	11	PO	PO	NNP
A52264	2191	12	center	center	NN
A52264	2191	13	the	the	DT
A52264	2191	14	complement	complement	NN
A52264	2191	15	of	of	IN
A52264	2191	16	the	the	DT
A52264	2191	17	former	former	JJ
A52264	2191	18	,	,	,
A52264	2191	19	to	to	IN
A52264	2191	20	finde	finde	NNP
A52264	2191	21	H	H	NNP
A52264	2191	22	center	center	NN
A52264	2191	23	:	:	:
A52264	2191	24	wherefore	wherefore	NN
A52264	2191	25	,	,	,
A52264	2191	26	by	by	IN
A52264	2191	27	the	the	DT
A52264	2191	28	first	first	JJ
A52264	2191	29	case	case	NN
A52264	2191	30	of	of	IN
A52264	2191	31	right	right	JJ
A52264	2191	32	angled	angle	VBN
A52264	2191	33	plain	plain	JJ
A52264	2191	34	triangles	triangle	NNS
A52264	2191	35	:	:	:
A52264	2191	36	As	as	IN
A52264	2191	37	the	the	DT
A52264	2191	38	Radius	Radius	NNP
A52264	2191	39	90	90	CD
A52264	2191	40	10.000000	10.000000	CD
A52264	2191	41	Is	be	VBZ
A52264	2191	42	to	to	IN
A52264	2191	43	the	the	DT
A52264	2191	44	base	base	NN
A52264	2191	45	OP	op	NN
A52264	2191	46	206	206	CD
A52264	2191	47	;	;	:
A52264	2191	48	2.313867	2.313867	CD
A52264	2191	49	So	so	RB
A52264	2191	50	is	be	VBZ
A52264	2191	51	the	the	DT
A52264	2191	52	tang	tang	NNP
A52264	2191	53	.	.	.
A52264	2192	1	of	of	IN
A52264	2192	2	HOP	HOP	NNP
A52264	2192	3	3.97	3.97	CD
A52264	2192	4	.	.	.
A52264	2193	1	8.841364	8.841364	CD
A52264	2193	2	    	    	_SP
A52264	2193	3	To	to	IN
A52264	2193	4	the	the	DT
A52264	2193	5	perpendicular	perpendicular	JJ
A52264	2193	6	PH14	PH14	NNP
A52264	2193	7	.	.	.
A52264	2194	1	1.155231	1.155231	CD
A52264	2194	2	Again	again	RB
A52264	2194	3	,	,	,
A52264	2194	4	As	as	IN
A52264	2194	5	the	the	DT
A52264	2194	6	Radius	Radius	NNP
A52264	2194	7	90	90	CD
A52264	2194	8	,	,	,
A52264	2194	9	10.000000	10.000000	CD
A52264	2194	10	Is	be	VBZ
A52264	2194	11	to	to	IN
A52264	2194	12	the	the	DT
A52264	2194	13	perpend	perpend	NN
A52264	2194	14	.	.	.
A52264	2195	1	OP	op	NN
A52264	2195	2	206	206	CD
A52264	2195	3	,	,	,
A52264	2195	4	2.313867	2.313867	CD
A52264	2195	5	So	so	RB
A52264	2195	6	is	be	VBZ
A52264	2195	7	the	the	DT
A52264	2195	8	tang	tang	NNP
A52264	2195	9	.	.	.
A52264	2196	1	PO	po	NN
A52264	2196	2	center	center	NN
A52264	2196	3	86.3	86.3	CD
A52264	2196	4	.	.	.
A52264	2197	1	11.158636	11.158636	CD
A52264	2197	2	    	    	_SP
A52264	2197	3	To	to	IN
A52264	2197	4	the	the	DT
A52264	2197	5	base	base	NN
A52264	2197	6	P	p	NN
A52264	2197	7	center	center	NN
A52264	2197	8	2972	2972	CD
A52264	2197	9	3.472403	3.472403	CD
A52264	2197	10	Adde	Adde	NNP
A52264	2197	11	the	the	DT
A52264	2197	12	two	two	CD
A52264	2197	13	lines	line	NNS
A52264	2197	14	of	of	IN
A52264	2197	15	014	014	CD
A52264	2197	16	and	and	CC
A52264	2197	17	2972	2972	CD
A52264	2197	18	together	together	RB
A52264	2197	19	,	,	,
A52264	2197	20	and	and	CC
A52264	2197	21	you	-PRON-	PRP
A52264	2197	22	have	have	VBP
A52264	2197	23	the	the	DT
A52264	2197	24	whole	whole	JJ
A52264	2197	25	line	line	NN
A52264	2197	26	H	h	NN
A52264	2197	27	center	center	NN
A52264	2197	28	2986	2986	CD
A52264	2197	29	in	in	IN
A52264	2197	30	parts	part	NNS
A52264	2197	31	of	of	IN
A52264	2197	32	the	the	DT
A52264	2197	33	Radius	Radius	NNP
A52264	2197	34	PO	PO	NNP
A52264	2197	35	,	,	,
A52264	2197	36	viz	viz	NN
A52264	2197	37	.	.	.
A52264	2198	1	29	29	CD
A52264	2198	2	inches	inch	NNS
A52264	2198	3	,	,	,
A52264	2198	4	and	and	CC
A52264	2198	5	86	86	CD
A52264	2198	6	parts	part	NNS
A52264	2198	7	;	;	:
A52264	2198	8	out	out	IN
A52264	2198	9	of	of	IN
A52264	2198	10	this	this	DT
A52264	2198	11	line	line	NN
A52264	2198	12	abate	abate	VB
A52264	2198	13	what	what	WP
A52264	2198	14	parts	part	NNS
A52264	2198	15	you	-PRON-	PRP
A52264	2198	16	will	will	MD
A52264	2198	17	,	,	,
A52264	2198	18	suppose	suppose	VB
A52264	2198	19	343	343	CD
A52264	2198	20	,	,	,
A52264	2198	21	that	that	RB
A52264	2198	22	is	is	RB
A52264	2198	23	,	,	,
A52264	2198	24	3	3	CD
A52264	2198	25	inches	inch	NNS
A52264	2198	26	and	and	CC
A52264	2198	27	43	43	CD
A52264	2198	28	parts	part	NNS
A52264	2198	29	,	,	,
A52264	2198	30	and	and	CC
A52264	2198	31	then	then	RB
A52264	2198	32	the	the	DT
A52264	2198	33	remainer	remainer	NN
A52264	2198	34	will	will	MD
A52264	2198	35	be	be	VB
A52264	2198	36	2643	2643	CD
A52264	2198	37	.	.	.
A52264	2199	1	Now	now	RB
A52264	2199	2	if	if	IN
A52264	2199	3	you	-PRON-	PRP
A52264	2199	4	set	set	VBP
A52264	2199	5	343	343	CD
A52264	2199	6	from	from	IN
A52264	2199	7	H	h	NN
A52264	2199	8	to	to	IN
A52264	2199	9	I	-PRON-	PRP
A52264	2199	10	,	,	,
A52264	2199	11	the	the	DT
A52264	2199	12	triangle	triangle	NN
A52264	2199	13	IO	IO	NNP
A52264	2199	14	center	center	NN
A52264	2199	15	will	will	MD
A52264	2199	16	be	be	VB
A52264	2199	17	equiangled	equiangle	VBN
A52264	2199	18	with	with	IN
A52264	2199	19	the	the	DT
A52264	2199	20	former	former	JJ
A52264	2199	21	,	,	,
A52264	2199	22	and	and	CC
A52264	2199	23	I	-PRON-	PRP
A52264	2199	24	center	center	VBP
A52264	2199	25	being	be	VBG
A52264	2199	26	given	give	VBN
A52264	2199	27	,	,	,
A52264	2199	28	to	to	IN
A52264	2199	29	finde	finde	NNP
A52264	2199	30	LO	LO	NNP
A52264	2199	31	,	,	,
A52264	2199	32	the	the	DT
A52264	2199	33	proportion	proportion	NN
A52264	2199	34	is	be	VBZ
A52264	2199	35	;	;	:
A52264	2199	36	As	as	IN
A52264	2199	37	H	h	NN
A52264	2199	38	center	center	VBP
A52264	2199	39	the	the	DT
A52264	2199	40	first	first	JJ
A52264	2199	41	base	base	NN
A52264	2199	42	2986	2986	CD
A52264	2199	43	,	,	,
A52264	2199	44	co	co	NNP
A52264	2199	45	.	.	.
A52264	2200	1	ar	ar	NNP
A52264	2200	2	.	.	.
A52264	2201	1	6.524911	6.524911	CD
A52264	2201	2	Is	be	VBZ
A52264	2201	3	to	to	IN
A52264	2201	4	HO	HO	NNP
A52264	2201	5	,	,	,
A52264	2201	6	the	the	DT
A52264	2201	7	first	first	JJ
A52264	2201	8	perpend	perpend	NN
A52264	2201	9	.	.	.
A52264	2202	1	206	206	CD
A52264	2202	2	.	.	.
A52264	2203	1	2.313867	2.313867	CD
A52264	2203	2	So	so	RB
A52264	2203	3	is	be	VBZ
A52264	2203	4	I	-PRON-	PRP
A52264	2203	5	center	center	VBP
A52264	2203	6	the	the	DT
A52264	2203	7	2d	2d	CD
A52264	2203	8	.	.	.
A52264	2204	1	base	base	NNP
A52264	2204	2	2643	2643	CD
A52264	2204	3	,	,	,
A52264	2204	4	3.422097	3.422097	CD
A52264	2204	5	    	    	_SP
A52264	2204	6	To	to	IN
A52264	2204	7	IO	IO	NNP
A52264	2204	8	the	the	DT
A52264	2204	9	2d	2d	CD
A52264	2204	10	.	.	.
A52264	2205	1	perpend	perpend	VB
A52264	2205	2	.	.	.
A52264	2206	1	182	182	CD
A52264	2206	2	,	,	,
A52264	2206	3	2.260875	2.260875	CD
A52264	2206	4	Having	have	VBG
A52264	2206	5	thus	thus	RB
A52264	2206	6	found	find	VBN
A52264	2206	7	the	the	DT
A52264	2206	8	length	length	NN
A52264	2206	9	of	of	IN
A52264	2206	10	IO	IO	NNP
A52264	2206	11	to	to	TO
A52264	2206	12	be	be	VB
A52264	2206	13	one	one	CD
A52264	2206	14	inch	inch	NN
A52264	2206	15	,	,	,
A52264	2206	16	and	and	CC
A52264	2206	17	82	82	CD
A52264	2206	18	parts	part	NNS
A52264	2206	19	;	;	:
A52264	2206	20	make	make	VBP
A52264	2206	21	that	that	IN
A52264	2206	22	the	the	DT
A52264	2206	23	Radius	Radius	NNP
A52264	2206	24	,	,	,
A52264	2206	25	and	and	CC
A52264	2206	26	then	then	RB
A52264	2206	27	NT4	NT4	NNP
A52264	2206	28	shall	shall	MD
A52264	2206	29	be	be	VB
A52264	2206	30	a	a	DT
A52264	2206	31	tangent	tangent	JJ
A52264	2206	32	line	line	NN
A52264	2206	33	thereunto	thereunto	NNS
A52264	2206	34	,	,	,
A52264	2206	35	upon	upon	IN
A52264	2206	36	which	which	WDT
A52264	2206	37	,	,	,
A52264	2206	38	according	accord	VBG
A52264	2206	39	to	to	IN
A52264	2206	40	this	this	DT
A52264	2206	41	new	new	JJ
A52264	2206	42	Radius	Radius	NNP
A52264	2206	43	,	,	,
A52264	2206	44	set	set	VBN
A52264	2206	45	off	off	RP
A52264	2206	46	the	the	DT
A52264	2206	47	hour	hour	NN
A52264	2206	48	-	-	HYPH
A52264	2206	49	distances	distance	NNS
A52264	2206	50	before	before	IN
A52264	2206	51	found	find	VBN
A52264	2206	52	,	,	,
A52264	2206	53	and	and	CC
A52264	2206	54	so	so	RB
A52264	2206	55	have	have	VBP
A52264	2206	56	you	-PRON-	PRP
A52264	2206	57	2	2	CD
A52264	2206	58	pricks	prick	NNS
A52264	2206	59	,	,	,
A52264	2206	60	by	by	IN
A52264	2206	61	which	which	WDT
A52264	2206	62	you	-PRON-	PRP
A52264	2206	63	may	may	MD
A52264	2206	64	draw	draw	VB
A52264	2206	65	the	the	DT
A52264	2206	66	height	height	NN
A52264	2206	67	of	of	IN
A52264	2206	68	the	the	DT
A52264	2206	69	stile	stile	NN
A52264	2206	70	OO	OO	NNP
A52264	2206	71	,	,	,
A52264	2206	72	and	and	CC
A52264	2206	73	the	the	DT
A52264	2206	74	hour	hour	NN
A52264	2206	75	-	-	HYPH
A52264	2206	76	lines	line	NNS
A52264	2206	77	for	for	IN
A52264	2206	78	the	the	DT
A52264	2206	79	Dial	Dial	NNP
A52264	2206	80	.	.	.
A52264	2207	1	The	the	DT
A52264	2207	2	length	length	NN
A52264	2207	3	of	of	IN
A52264	2207	4	H	h	NN
A52264	2207	5	center	center	NN
A52264	2207	6	in	in	IN
A52264	2207	7	natural	natural	JJ
A52264	2207	8	tangents	tangent	NNS
A52264	2207	9	,	,	,
A52264	2207	10	is	be	VBZ
A52264	2207	11	thus	thus	RB
A52264	2207	12	found	find	VBN
A52264	2207	13	,	,	,
A52264	2207	14	HP	HP	NNP
A52264	2207	15	069	069	CD
A52264	2207	16	is	be	VBZ
A52264	2207	17	the	the	DT
A52264	2207	18	tangent	tangent	JJ
A52264	2207	19	line	line	NN
A52264	2207	20	of	of	IN
A52264	2207	21	the	the	DT
A52264	2207	22	angle	angle	NN
A52264	2207	23	HOP	HOP	NNP
A52264	2207	24	3	3	CD
A52264	2207	25	deg	deg	NN
A52264	2207	26	.	.	.
A52264	2208	1	97	97	CD
A52264	2208	2	min	min	NN
A52264	2208	3	.	.	.
A52264	2209	1	and	and	CC
A52264	2209	2	by	by	IN
A52264	2209	3	the	the	DT
A52264	2209	4	same	same	JJ
A52264	2209	5	reason	reason	NN
A52264	2209	6	P	p	NN
A52264	2209	7	center	center	NN
A52264	2209	8	14421	14421	CD
A52264	2209	9	is	be	VBZ
A52264	2209	10	the	the	DT
A52264	2209	11	tangent	tangent	JJ
A52264	2209	12	line	line	NN
A52264	2209	13	of	of	IN
A52264	2209	14	PO	po	NN
A52264	2209	15	center	center	NN
A52264	2209	16	86.3	86.3	CD
A52264	2209	17	.	.	.
A52264	2210	1	the	the	DT
A52264	2210	2	complement	complement	NN
A52264	2210	3	of	of	IN
A52264	2210	4	the	the	DT
A52264	2210	5	other	other	JJ
A52264	2210	6	,	,	,
A52264	2210	7	and	and	CC
A52264	2210	8	therefore	therefore	RB
A52264	2210	9	these	these	DT
A52264	2210	10	two	two	CD
A52264	2210	11	tangents	tangent	NNS
A52264	2210	12	added	add	VBN
A52264	2210	13	together	together	RB
A52264	2210	14	do	do	VBP
A52264	2210	15	make	make	VB
A52264	2210	16	14490	14490	CD
A52264	2210	17	,	,	,
A52264	2210	18	the	the	DT
A52264	2210	19	length	length	NN
A52264	2210	20	of	of	IN
A52264	2210	21	the	the	DT
A52264	2210	22	substile	substile	NN
A52264	2210	23	H	h	NN
A52264	2210	24	center	center	NN
A52264	2210	25	,	,	,
A52264	2210	26	that	that	RB
A52264	2210	27	is	is	RB
A52264	2210	28	,	,	,
A52264	2210	29	14	14	CD
A52264	2210	30	times	time	NNS
A52264	2210	31	the	the	DT
A52264	2210	32	Radius	Radius	NNP
A52264	2210	33	,	,	,
A52264	2210	34	and	and	CC
A52264	2210	35	49	49	CD
A52264	2210	36	parts	part	NNS
A52264	2210	37	,	,	,
A52264	2210	38	out	out	IN
A52264	2210	39	of	of	IN
A52264	2210	40	which	which	WDT
A52264	2210	41	substract	substract	VBP
A52264	2210	42	what	what	WDT
A52264	2210	43	number	number	NN
A52264	2210	44	of	of	IN
A52264	2210	45	parts	part	NNS
A52264	2210	46	you	-PRON-	PRP
A52264	2210	47	will	will	MD
A52264	2210	48	,	,	,
A52264	2210	49	the	the	DT
A52264	2210	50	rest	rest	NN
A52264	2210	51	is	be	VBZ
A52264	2210	52	the	the	DT
A52264	2210	53	distance	distance	NN
A52264	2210	54	from	from	IN
A52264	2210	55	the	the	DT
A52264	2210	56	second	second	JJ
A52264	2210	57	Equinoctial	Equinoctial	NNP
A52264	2210	58	to	to	IN
A52264	2210	59	the	the	DT
A52264	2210	60	center	center	NN
A52264	2210	61	in	in	IN
A52264	2210	62	natural	natural	JJ
A52264	2210	63	tangents	tangent	NNS
A52264	2210	64	;	;	:
A52264	2210	65	suppose	suppose	VB
A52264	2210	66	158	158	CD
A52264	2210	67	to	to	TO
A52264	2210	68	be	be	VB
A52264	2210	69	substracted	substracte	VBN
A52264	2210	70	,	,	,
A52264	2210	71	that	that	RB
A52264	2210	72	is	is	RB
A52264	2210	73	,	,	,
A52264	2210	74	one	one	CD
A52264	2210	75	radius	radius	NN
A52264	2210	76	,	,	,
A52264	2210	77	and	and	CC
A52264	2210	78	58	58	CD
A52264	2210	79	parts	part	NNS
A52264	2210	80	,	,	,
A52264	2210	81	which	which	WDT
A52264	2210	82	set	set	VBD
A52264	2210	83	from	from	IN
A52264	2210	84	H	h	NN
A52264	2210	85	to	to	IN
A52264	2210	86	T	T	NNP
A52264	2210	87	,	,	,
A52264	2210	88	in	in	IN
A52264	2210	89	proportion	proportion	NN
A52264	2210	90	to	to	IN
A52264	2210	91	the	the	DT
A52264	2210	92	Radius	Radius	NNP
A52264	2210	93	HO	HO	NNP
A52264	2210	94	,	,	,
A52264	2210	95	and	and	CC
A52264	2210	96	from	from	IN
A52264	2210	97	the	the	DT
A52264	2210	98	point	point	NN
A52264	2210	99	T	T	NNP
A52264	2210	100	draw	draw	VBP
A52264	2210	101	the	the	DT
A52264	2210	102	line	line	NN
A52264	2210	103	NT4	NT4	NNP
A52264	2210	104	parallel	parallel	NN
A52264	2210	105	to	to	IN
A52264	2210	106	the	the	DT
A52264	2210	107	former	former	JJ
A52264	2210	108	Equinoctial	Equinoctial	NNP
A52264	2210	109	,	,	,
A52264	2210	110	and	and	CC
A52264	2210	111	there	there	EX
A52264	2210	112	will	will	MD
A52264	2210	113	remain	remain	VB
A52264	2210	114	from	from	IN
A52264	2210	115	T	T	NNP
A52264	2210	116	to	to	IN
A52264	2210	117	the	the	DT
A52264	2210	118	center	center	NN
A52264	2210	119	1291	1291	CD
A52264	2210	120	.	.	.
A52264	2211	1	Now	now	RB
A52264	2211	2	to	to	TO
A52264	2211	3	finde	finde	VB
A52264	2211	4	the	the	DT
A52264	2211	5	length	length	NN
A52264	2211	6	of	of	IN
A52264	2211	7	LO	LO	NNP
A52264	2211	8	,	,	,
A52264	2211	9	the	the	DT
A52264	2211	10	proportion	proportion	NN
A52264	2211	11	,	,	,
A52264	2211	12	by	by	IN
A52264	2211	13	the	the	DT
A52264	2211	14	16	16	CD
A52264	2211	15	th	th	NN
A52264	2211	16	.	.	.
A52264	2212	1	of	of	IN
A52264	2212	2	the	the	DT
A52264	2212	3	second	second	JJ
A52264	2212	4	,	,	,
A52264	2212	5	will	will	MD
A52264	2212	6	be	be	VB
A52264	2212	7	As	as	IN
A52264	2212	8	H	H	NNP
A52264	2212	9	center	center	NN
A52264	2212	10	1449	1449	CD
A52264	2212	11	,	,	,
A52264	2212	12	co	co	NNP
A52264	2212	13	.	.	.
A52264	2213	1	ar	ar	NNP
A52264	2213	2	.	.	.
A52264	2214	1	6.838932	6.838932	CD
A52264	2214	2	Is	be	VBZ
A52264	2214	3	to	to	TO
A52264	2214	4	HO	HO	NNP
A52264	2214	5	321	321	CD
A52264	2214	6	,	,	,
A52264	2214	7	2.506505	2.506505	CD
A52264	2214	8	So	so	RB
A52264	2214	9	is	be	VBZ
A52264	2214	10	T	T	NNP
A52264	2214	11	center	center	NN
A52264	2214	12	1291	1291	CD
A52264	2214	13	,	,	,
A52264	2214	14	3.110926	3.110926	CD
A52264	2214	15	    	    	_SP
A52264	2214	16	To	to	IN
A52264	2214	17	TO	to	IN
A52264	2214	18	286	286	CD
A52264	2214	19	,	,	,
A52264	2214	20	2.456363	2.456363	CD
A52264	2214	21	Now	now	RB
A52264	2214	22	then	then	RB
A52264	2214	23	if	if	IN
A52264	2214	24	you	-PRON-	PRP
A52264	2214	25	set	set	VBP
A52264	2214	26	286	286	CD
A52264	2214	27	from	from	IN
A52264	2214	28	T	t	NN
A52264	2214	29	to	to	IN
A52264	2214	30	O	o	NN
A52264	2214	31	in	in	IN
A52264	2214	32	the	the	DT
A52264	2214	33	same	same	JJ
A52264	2214	34	measure	measure	NN
A52264	2214	35	,	,	,
A52264	2214	36	from	from	IN
A52264	2214	37	which	which	WDT
A52264	2214	38	you	-PRON-	PRP
A52264	2214	39	took	take	VBD
A52264	2214	40	HO	HO	NNP
A52264	2214	41	,	,	,
A52264	2214	42	then	then	RB
A52264	2214	43	may	may	MD
A52264	2214	44	you	-PRON-	PRP
A52264	2214	45	draw	draw	VB
A52264	2214	46	ONO	ONO	NNP
A52264	2214	47	,	,	,
A52264	2214	48	and	and	CC
A52264	2214	49	the	the	DT
A52264	2214	50	tangents	tangent	NNS
A52264	2214	51	in	in	IN
A52264	2214	52	the	the	DT
A52264	2214	53	Table	table	NN
A52264	2214	54	set	set	VBN
A52264	2214	55	upon	upon	IN
A52264	2214	56	the	the	DT
A52264	2214	57	line	line	NN
A52264	2214	58	NT	NT	NNP
A52264	2214	59	in	in	IN
A52264	2214	60	proportion	proportion	NN
A52264	2214	61	to	to	IN
A52264	2214	62	this	this	DT
A52264	2214	63	new	new	JJ
A52264	2214	64	radius	radius	NN
A52264	2214	65	TO	to	IN
A52264	2214	66	,	,	,
A52264	2214	67	you	-PRON-	PRP
A52264	2214	68	shall	shall	MD
A52264	2214	69	have	have	VB
A52264	2214	70	two	two	CD
A52264	2214	71	pricks	prick	NNS
A52264	2214	72	,	,	,
A52264	2214	73	by	by	IN
A52264	2214	74	which	which	WDT
A52264	2214	75	to	to	TO
A52264	2214	76	draw	draw	VB
A52264	2214	77	the	the	DT
A52264	2214	78	hour	hour	NN
A52264	2214	79	-	-	HYPH
A52264	2214	80	lines	line	NNS
A52264	2214	81	,	,	,
A52264	2214	82	as	as	IN
A52264	2214	83	before	before	RB
A52264	2214	84	.	.	.
A52264	2215	1	Probl	probl	VB
A52264	2215	2	.	.	.
A52264	2216	1	8	8	LS
A52264	2216	2	.	.	.
A52264	2217	1	To	to	TO
A52264	2217	2	draw	draw	VB
A52264	2217	3	the	the	DT
A52264	2217	4	hour	hour	NN
A52264	2217	5	lines	line	NNS
A52264	2217	6	upon	upon	IN
A52264	2217	7	any	any	DT
A52264	2217	8	direct	direct	JJ
A52264	2217	9	plane	plane	NN
A52264	2217	10	,	,	,
A52264	2217	11	reclining	recline	VBG
A52264	2217	12	or	or	CC
A52264	2217	13	inclining	incline	VBG
A52264	2217	14	East	East	NNP
A52264	2217	15	or	or	CC
A52264	2217	16	West	West	NNP
A52264	2217	17	.	.	.
A52264	2218	1	HItherto	HItherto	VBN
A52264	2218	2	we	-PRON-	PRP
A52264	2218	3	have	have	VBP
A52264	2218	4	only	only	RB
A52264	2218	5	spoken	speak	VBN
A52264	2218	6	of	of	IN
A52264	2218	7	such	such	JJ
A52264	2218	8	planes	plane	NNS
A52264	2218	9	,	,	,
A52264	2218	10	as	as	IN
A52264	2218	11	are	be	VBP
A52264	2218	12	either	either	CC
A52264	2218	13	parallel	parallel	JJ
A52264	2218	14	or	or	CC
A52264	2218	15	perpendicular	perpendicular	JJ
A52264	2218	16	to	to	IN
A52264	2218	17	the	the	DT
A52264	2218	18	horizon	horizon	NN
A52264	2218	19	,	,	,
A52264	2218	20	all	all	DT
A52264	2218	21	which	which	WDT
A52264	2218	22	except	except	IN
A52264	2218	23	the	the	DT
A52264	2218	24	horizontal	horizontal	JJ
A52264	2218	25	,	,	,
A52264	2218	26	lie	lie	VBP
A52264	2218	27	in	in	IN
A52264	2218	28	the	the	DT
A52264	2218	29	plane	plane	NN
A52264	2218	30	of	of	IN
A52264	2218	31	some	some	DT
A52264	2218	32	azimuth	azimuth	NN
A52264	2218	33	or	or	CC
A52264	2218	34	other	other	JJ
A52264	2218	35	.	.	.
A52264	2219	1	The	the	DT
A52264	2219	2	rest	rest	NN
A52264	2219	3	that	that	WDT
A52264	2219	4	follow	follow	NN
A52264	2219	5	are	be	VBP
A52264	2219	6	reclining	recline	VBG
A52264	2219	7	or	or	CC
A52264	2219	8	inclining	incline	VBG
A52264	2219	9	planes	plane	NNS
A52264	2219	10	,	,	,
A52264	2219	11	according	accord	VBG
A52264	2219	12	to	to	IN
A52264	2219	13	the	the	DT
A52264	2219	14	respect	respect	NN
A52264	2219	15	of	of	IN
A52264	2219	16	the	the	DT
A52264	2219	17	upper	upper	JJ
A52264	2219	18	or	or	CC
A52264	2219	19	nether	nether	JJ
A52264	2219	20	faces	face	NNS
A52264	2219	21	of	of	IN
A52264	2219	22	the	the	DT
A52264	2219	23	planes	plane	NNS
A52264	2219	24	,	,	,
A52264	2219	25	in	in	IN
A52264	2219	26	those	those	DT
A52264	2219	27	that	that	DT
A52264	2219	28	recline	recline	JJS
A52264	2219	29	,	,	,
A52264	2219	30	the	the	DT
A52264	2219	31	base	base	NN
A52264	2219	32	is	be	VBZ
A52264	2219	33	a	a	DT
A52264	2219	34	line	line	NN
A52264	2219	35	in	in	IN
A52264	2219	36	the	the	DT
A52264	2219	37	plane	plane	NN
A52264	2219	38	,	,	,
A52264	2219	39	parallel	parallel	JJ
A52264	2219	40	to	to	IN
A52264	2219	41	the	the	DT
A52264	2219	42	Horizon	Horizon	NNP
A52264	2219	43	or	or	CC
A52264	2219	44	Meridian	Meridian	NNP
A52264	2219	45	,	,	,
A52264	2219	46	and	and	CC
A52264	2219	47	alwayes	alwayes	NNP
A52264	2219	48	scituate	scituate	NNP
A52264	2219	49	in	in	IN
A52264	2219	50	some	some	DT
A52264	2219	51	azimuth	azimuth	NN
A52264	2219	52	or	or	CC
A52264	2219	53	other	other	JJ
A52264	2219	54	:	:	:
A52264	2219	55	thus	thus	RB
A52264	2219	56	the	the	DT
A52264	2219	57	base	base	NN
A52264	2219	58	of	of	IN
A52264	2219	59	the	the	DT
A52264	2219	60	East	East	NNP
A52264	2219	61	and	and	CC
A52264	2219	62	West	West	NNP
A52264	2219	63	reclining	recline	VBG
A52264	2219	64	planes	plane	NNS
A52264	2219	65	lie	lie	VBP
A52264	2219	66	in	in	IN
A52264	2219	67	the	the	DT
A52264	2219	68	Meridian	Meridian	NNP
A52264	2219	69	,	,	,
A52264	2219	70	or	or	CC
A52264	2219	71	South	South	NNP
A52264	2219	72	and	and	CC
A52264	2219	73	North	North	NNP
A52264	2219	74	azimuth	azimuth	NN
A52264	2219	75	,	,	,
A52264	2219	76	and	and	CC
A52264	2219	77	the	the	DT
A52264	2219	78	poles	pole	NNS
A52264	2219	79	thereof	thereof	RB
A52264	2219	80	in	in	IN
A52264	2219	81	the	the	DT
A52264	2219	82	prime	prime	JJ
A52264	2219	83	vertical	vertical	NN
A52264	2219	84	,	,	,
A52264	2219	85	but	but	CC
A52264	2219	86	the	the	DT
A52264	2219	87	plane	plane	NN
A52264	2219	88	it	-PRON-	PRP
A52264	2219	89	self	self	VBP
A52264	2219	90	in	in	IN
A52264	2219	91	some	some	DT
A52264	2219	92	circle	circle	NN
A52264	2219	93	of	of	IN
A52264	2219	94	position	position	NN
A52264	2219	95	(	(	-LRB-
A52264	2219	96	as	as	IN
A52264	2219	97	it	-PRON-	PRP
A52264	2219	98	is	be	VBZ
A52264	2219	99	Astrologically	astrologically	RB
A52264	2219	100	taken	take	VBN
A52264	2219	101	)	)	-RRB-
A52264	2219	102	which	which	WDT
A52264	2219	103	is	be	VBZ
A52264	2219	104	a	a	DT
A52264	2219	105	great	great	JJ
A52264	2219	106	circle	circle	NN
A52264	2219	107	of	of	IN
A52264	2219	108	the	the	DT
A52264	2219	109	Sphere	Sphere	NNP
A52264	2219	110	,	,	,
A52264	2219	111	passing	pass	VBG
A52264	2219	112	by	by	IN
A52264	2219	113	the	the	DT
A52264	2219	114	North	North	NNP
A52264	2219	115	or	or	CC
A52264	2219	116	South	South	NNP
A52264	2219	117	intersections	intersection	NNS
A52264	2219	118	of	of	IN
A52264	2219	119	the	the	DT
A52264	2219	120	meridian	meridian	NNP
A52264	2219	121	and	and	CC
A52264	2219	122	horizon	horizon	NN
A52264	2219	123	,	,	,
A52264	2219	124	and	and	CC
A52264	2219	125	falling	fall	VBG
A52264	2219	126	East	East	NNP
A52264	2219	127	or	or	CC
A52264	2219	128	West	West	NNP
A52264	2219	129	from	from	IN
A52264	2219	130	the	the	DT
A52264	2219	131	Zenith	Zenith	NNP
A52264	2219	132	upon	upon	IN
A52264	2219	133	the	the	DT
A52264	2219	134	prime	prime	JJ
A52264	2219	135	vertical	vertical	NN
A52264	2219	136	,	,	,
A52264	2219	137	as	as	RB
A52264	2219	138	much	much	RB
A52264	2219	139	as	as	IN
A52264	2219	140	the	the	DT
A52264	2219	141	poles	pole	NNS
A52264	2219	142	of	of	IN
A52264	2219	143	the	the	DT
A52264	2219	144	plane	plane	NN
A52264	2219	145	are	be	VBP
A52264	2219	146	elevated	elevate	VBN
A52264	2219	147	and	and	CC
A52264	2219	148	depressed	depress	VBN
A52264	2219	149	above	above	IN
A52264	2219	150	and	and	CC
A52264	2219	151	under	under	IN
A52264	2219	152	the	the	DT
A52264	2219	153	horizon	horizon	NN
A52264	2219	154	.	.	.
A52264	2220	1	And	and	CC
A52264	2220	2	this	this	DT
A52264	2220	3	kinde	kinde	NNP
A52264	2220	4	of	of	IN
A52264	2220	5	plane	plane	NN
A52264	2220	6	rightly	rightly	RB
A52264	2220	7	conceived	conceive	VBD
A52264	2220	8	and	and	CC
A52264	2220	9	represented	represent	VBN
A52264	2220	10	in	in	IN
A52264	2220	11	the	the	DT
A52264	2220	12	fundamental	fundamental	JJ
A52264	2220	13	Scheme	Scheme	NNP
A52264	2220	14	by	by	IN
A52264	2220	15	NOS	NOS	NNP
A52264	2220	16	,	,	,
A52264	2220	17	is	be	VBZ
A52264	2220	18	no	no	DT
A52264	2220	19	other	other	JJ
A52264	2220	20	but	but	CC
A52264	2220	21	an	an	DT
A52264	2220	22	erect	erect	NN
A52264	2220	23	declining	decline	VBG
A52264	2220	24	plane	plane	NN
A52264	2220	25	in	in	IN
A52264	2220	26	any	any	DT
A52264	2220	27	Countrey	Countrey	NNP
A52264	2220	28	,	,	,
A52264	2220	29	where	where	WRB
A52264	2220	30	the	the	DT
A52264	2220	31	pole	pole	NN
A52264	2220	32	is	be	VBZ
A52264	2220	33	elevated	elevate	VBN
A52264	2220	34	the	the	DT
A52264	2220	35	complement	complement	NN
A52264	2220	36	of	of	IN
A52264	2220	37	ours	-PRON-	PRP
A52264	2220	38	:	:	:
A52264	2220	39	for	for	IN
A52264	2220	40	if	if	IN
A52264	2220	41	you	-PRON-	PRP
A52264	2220	42	consider	consider	VBP
A52264	2220	43	the	the	DT
A52264	2220	44	Sphere	Sphere	NNP
A52264	2220	45	,	,	,
A52264	2220	46	it	-PRON-	PRP
A52264	2220	47	is	be	VBZ
A52264	2220	48	apparent	apparent	JJ
A52264	2220	49	,	,	,
A52264	2220	50	that	that	IN
A52264	2220	51	as	as	IN
A52264	2220	52	all	all	PDT
A52264	2220	53	the	the	DT
A52264	2220	54	azimuths	azimuth	NNS
A52264	2220	55	,	,	,
A52264	2220	56	representing	represent	VBG
A52264	2220	57	the	the	DT
A52264	2220	58	decliners	decliner	NNS
A52264	2220	59	,	,	,
A52264	2220	60	do	do	VBP
A52264	2220	61	crosse	crosse	VB
A52264	2220	62	the	the	DT
A52264	2220	63	prime	prime	JJ
A52264	2220	64	vertical	vertical	NN
A52264	2220	65	in	in	IN
A52264	2220	66	the	the	DT
A52264	2220	67	Zenith	Zenith	NNP
A52264	2220	68	,	,	,
A52264	2220	69	and	and	CC
A52264	2220	70	fall	fall	VB
A52264	2220	71	at	at	IN
A52264	2220	72	right	right	JJ
A52264	2220	73	angles	angle	NNS
A52264	2220	74	upon	upon	IN
A52264	2220	75	the	the	DT
A52264	2220	76	horizon	horizon	NN
A52264	2220	77	,	,	,
A52264	2220	78	so	so	RB
A52264	2220	79	do	do	VB
A52264	2220	80	all	all	PDT
A52264	2220	81	the	the	DT
A52264	2220	82	circles	circle	NNS
A52264	2220	83	of	of	IN
A52264	2220	84	position	position	NN
A52264	2220	85	,	,	,
A52264	2220	86	representing	represent	VBG
A52264	2220	87	the	the	DT
A52264	2220	88	reclining	reclining	NN
A52264	2220	89	and	and	CC
A52264	2220	90	inclining	incline	VBG
A52264	2220	91	East	East	NNP
A52264	2220	92	or	or	CC
A52264	2220	93	West	West	NNP
A52264	2220	94	planes	plane	NNS
A52264	2220	95	crosse	crosse	VBP
A52264	2220	96	the	the	DT
A52264	2220	97	horizon	horizon	NN
A52264	2220	98	in	in	IN
A52264	2220	99	the	the	DT
A52264	2220	100	North	North	NNP
A52264	2220	101	and	and	CC
A52264	2220	102	South	South	NNP
A52264	2220	103	points	point	NNS
A52264	2220	104	of	of	IN
A52264	2220	105	the	the	DT
A52264	2220	106	Meridian	Meridian	NNP
A52264	2220	107	,	,	,
A52264	2220	108	and	and	CC
A52264	2220	109	fall	fall	VB
A52264	2220	110	at	at	IN
A52264	2220	111	right	right	JJ
A52264	2220	112	angles	angle	NNS
A52264	2220	113	upon	upon	IN
A52264	2220	114	the	the	DT
A52264	2220	115	prime	prime	JJ
A52264	2220	116	vertical	vertical	NN
A52264	2220	117	.	.	.
A52264	2221	1	From	from	IN
A52264	2221	2	which	which	WDT
A52264	2221	3	analogie	analogie	VBG
A52264	2221	4	it	-PRON-	PRP
A52264	2221	5	commeth	commeth	JJ
A52264	2221	6	to	to	TO
A52264	2221	7	passe	passe	NNP
A52264	2221	8	,	,	,
A52264	2221	9	that	that	IN
A52264	2221	10	making	make	VBG
A52264	2221	11	a	a	DT
A52264	2221	12	Diall	Diall	NNP
A52264	2221	13	declining	decline	VBG
A52264	2221	14	30	30	CD
A52264	2221	15	degr	degr	NN
A52264	2221	16	.	.	.
A52264	2222	1	from	from	IN
A52264	2222	2	the	the	DT
A52264	2222	3	Meridian	Meridian	NNP
A52264	2222	4	,	,	,
A52264	2222	5	it	-PRON-	PRP
A52264	2222	6	shall	shall	MD
A52264	2222	7	be	be	VB
A52264	2222	8	the	the	DT
A52264	2222	9	same	same	JJ
A52264	2222	10	that	that	IN
A52264	2222	11	a	a	DT
A52264	2222	12	reclining	recline	VBG
A52264	2222	13	30	30	CD
A52264	2222	14	degr	degr	NN
A52264	2222	15	.	.	.
A52264	2223	1	from	from	IN
A52264	2223	2	the	the	DT
A52264	2223	3	Zenith	Zenith	NNP
A52264	2223	4	,	,	,
A52264	2223	5	and	and	CC
A52264	2223	6	contrary	contrary	RB
A52264	2223	7	,	,	,
A52264	2223	8	onely	onely	RB
A52264	2223	9	changing	change	VBG
A52264	2223	10	the	the	DT
A52264	2223	11	poles	pole	NNS
A52264	2223	12	elevation	elevation	VBP
A52264	2223	13	into	into	IN
A52264	2223	14	the	the	DT
A52264	2223	15	complement	complement	NN
A52264	2223	16	thereof	thereof	RB
A52264	2223	17	,	,	,
A52264	2223	18	because	because	IN
A52264	2223	19	the	the	DT
A52264	2223	20	prime	prime	JJ
A52264	2223	21	vertical	vertical	NN
A52264	2223	22	in	in	IN
A52264	2223	23	this	this	DT
A52264	2223	24	case	case	NN
A52264	2223	25	is	be	VBZ
A52264	2223	26	supposed	suppose	VBN
A52264	2223	27	to	to	TO
A52264	2223	28	be	be	VB
A52264	2223	29	the	the	DT
A52264	2223	30	horizon	horizon	NN
A52264	2223	31	,	,	,
A52264	2223	32	above	above	IN
A52264	2223	33	which	which	WDT
A52264	2223	34	the	the	DT
A52264	2223	35	pole	pole	NN
A52264	2223	36	is	be	VBZ
A52264	2223	37	alwayes	alwayes	NNP
A52264	2223	38	elevated	elevate	VBD
A52264	2223	39	the	the	DT
A52264	2223	40	complement	complement	NN
A52264	2223	41	of	of	IN
A52264	2223	42	the	the	DT
A52264	2223	43	height	height	NN
A52264	2223	44	thereof	thereof	RB
A52264	2223	45	above	above	IN
A52264	2223	46	the	the	DT
A52264	2223	47	horizon	horizon	NN
A52264	2223	48	.	.	.
A52264	2224	1	And	and	CC
A52264	2224	2	therefore	therefore	RB
A52264	2224	3	the	the	DT
A52264	2224	4	poles	pole	NNS
A52264	2224	5	elevation	elevation	NN
A52264	2224	6	and	and	CC
A52264	2224	7	the	the	DT
A52264	2224	8	planes	plane	NNS
A52264	2224	9	reclination	reclination	NN
A52264	2224	10	being	be	VBG
A52264	2224	11	given	give	VBN
A52264	2224	12	,	,	,
A52264	2224	13	which	which	WDT
A52264	2224	14	for	for	IN
A52264	2224	15	the	the	DT
A52264	2224	16	one	one	NN
A52264	2224	17	suppose	suppose	NN
A52264	2224	18	to	to	TO
A52264	2224	19	be	be	VB
A52264	2224	20	,	,	,
A52264	2224	21	as	as	IN
A52264	2224	22	before	before	RB
A52264	2224	23	,	,	,
A52264	2224	24	51	51	CD
A52264	2224	25	deg	deg	NN
A52264	2224	26	.	.	.
A52264	2225	1	53	53	CD
A52264	2225	2	min	min	NN
A52264	2225	3	.	.	.
A52264	2226	1	and	and	CC
A52264	2226	2	the	the	DT
A52264	2226	3	other	other	JJ
A52264	2226	4	,	,	,
A52264	2226	5	that	that	RB
A52264	2226	6	is	is	RB
A52264	2226	7	,	,	,
A52264	2226	8	the	the	DT
A52264	2226	9	reclination	reclination	NN
A52264	2226	10	35	35	CD
A52264	2226	11	degrees	degree	NNS
A52264	2226	12	towards	towards	IN
A52264	2226	13	the	the	DT
A52264	2226	14	West	West	NNP
A52264	2226	15	,	,	,
A52264	2226	16	we	-PRON-	PRP
A52264	2226	17	must	must	MD
A52264	2226	18	finde	finde	VB
A52264	2226	19	(	(	-LRB-
A52264	2226	20	as	as	IN
A52264	2226	21	in	in	IN
A52264	2226	22	all	all	DT
A52264	2226	23	decliners	decliner	NNS
A52264	2226	24	)	)	-RRB-
A52264	2226	25	first	first	RB
A52264	2226	26	the	the	DT
A52264	2226	27	height	height	NN
A52264	2226	28	of	of	IN
A52264	2226	29	the	the	DT
A52264	2226	30	pole	pole	NN
A52264	2226	31	above	above	IN
A52264	2226	32	the	the	DT
A52264	2226	33	plane	plane	NN
A52264	2226	34	,	,	,
A52264	2226	35	which	which	WDT
A52264	2226	36	in	in	IN
A52264	2226	37	the	the	DT
A52264	2226	38	fundamental	fundamental	JJ
A52264	2226	39	diagram	diagram	NN
A52264	2226	40	is	be	VBZ
A52264	2226	41	PR	pr	NN
A52264	2226	42	,	,	,
A52264	2226	43	part	part	NN
A52264	2226	44	of	of	IN
A52264	2226	45	the	the	DT
A52264	2226	46	meridian	meridian	NN
A52264	2226	47	of	of	IN
A52264	2226	48	the	the	DT
A52264	2226	49	plane	plane	NN
A52264	2226	50	between	between	IN
A52264	2226	51	the	the	DT
A52264	2226	52	Pole	Pole	NNP
A52264	2226	53	of	of	IN
A52264	2226	54	the	the	DT
A52264	2226	55	world	world	NN
A52264	2226	56	and	and	CC
A52264	2226	57	the	the	DT
A52264	2226	58	plane	plane	NN
A52264	2226	59	.	.	.
A52264	2227	1	2	2	LS
A52264	2227	2	.	.	.
A52264	2228	1	The	the	DT
A52264	2228	2	distance	distance	NN
A52264	2228	3	thereof	thereof	RB
A52264	2228	4	from	from	IN
A52264	2228	5	the	the	DT
A52264	2228	6	meridian	meridian	NN
A52264	2228	7	of	of	IN
A52264	2228	8	the	the	DT
A52264	2228	9	place	place	NN
A52264	2228	10	,	,	,
A52264	2228	11	which	which	WDT
A52264	2228	12	is	be	VBZ
A52264	2228	13	NR	NR	NNP
A52264	2228	14	part	part	NN
A52264	2228	15	of	of	IN
A52264	2228	16	the	the	DT
A52264	2228	17	plane	plane	NN
A52264	2228	18	betwixt	betwixt	VBP
A52264	2228	19	the	the	DT
A52264	2228	20	substile	substile	NN
A52264	2228	21	and	and	CC
A52264	2228	22	the	the	DT
A52264	2228	23	meridian	meridian	NNP
A52264	2228	24	.	.	.
A52264	2229	1	3	3	LS
A52264	2229	2	.	.	.
A52264	2230	1	The	the	DT
A52264	2230	2	angle	angle	NN
A52264	2230	3	betwixt	betwixt	VBP
A52264	2230	4	the	the	DT
A52264	2230	5	two	two	CD
A52264	2230	6	meridians	meridian	NNS
A52264	2230	7	NPR	NPR	NNP
A52264	2230	8	,	,	,
A52264	2230	9	by	by	IN
A52264	2230	10	which	which	WDT
A52264	2230	11	you	-PRON-	PRP
A52264	2230	12	may	may	MD
A52264	2230	13	calculate	calculate	VB
A52264	2230	14	the	the	DT
A52264	2230	15	hour	hour	NN
A52264	2230	16	distances	distance	NNS
A52264	2230	17	,	,	,
A52264	2230	18	as	as	IN
A52264	2230	19	in	in	IN
A52264	2230	20	the	the	DT
A52264	2230	21	decliners	decliner	NNS
A52264	2230	22	.	.	.
A52264	2231	1	First	first	RB
A52264	2231	2	,	,	,
A52264	2231	3	therefore	therefore	RB
A52264	2231	4	in	in	IN
A52264	2231	5	the	the	DT
A52264	2231	6	supposed	suppose	VBN
A52264	2231	7	triangle	triangle	NN
A52264	2231	8	NPR	NPR	NNP
A52264	2231	9	(	(	-LRB-
A52264	2231	10	because	because	IN
A52264	2231	11	you	-PRON-	PRP
A52264	2231	12	know	know	VBP
A52264	2231	13	not	not	RB
A52264	2231	14	yet	yet	RB
A52264	2231	15	where	where	WRB
A52264	2231	16	R	r	NN
A52264	2231	17	shall	shall	MD
A52264	2231	18	fall	fall	VB
A52264	2231	19	)	)	-RRB-
A52264	2231	20	you	-PRON-	PRP
A52264	2231	21	have	have	VBP
A52264	2231	22	the	the	DT
A52264	2231	23	right	right	JJ
A52264	2231	24	angle	angle	NN
A52264	2231	25	at	at	IN
A52264	2231	26	R	r	NN
A52264	2231	27	the	the	DT
A52264	2231	28	side	side	NN
A52264	2231	29	opposite	opposite	IN
A52264	2231	30	PN	PN	NNP
A52264	2231	31	51	51	CD
A52264	2231	32	degr	degr	NN
A52264	2231	33	.	.	.
A52264	2232	1	53	53	CD
A52264	2232	2	min	min	NN
A52264	2232	3	.	.	.
A52264	2233	1	and	and	CC
A52264	2233	2	the	the	DT
A52264	2233	3	angle	angle	NN
A52264	2233	4	at	at	IN
A52264	2233	5	N	N	NNP
A52264	2233	6	,	,	,
A52264	2233	7	whose	whose	WP$
A52264	2233	8	measure	measure	NN
A52264	2233	9	is	be	VBZ
A52264	2233	10	the	the	DT
A52264	2233	11	reclination	reclination	NN
A52264	2233	12	ZO	ZO	NNP
A52264	2233	13	35	35	CD
A52264	2233	14	degr	degr	NN
A52264	2233	15	.	.	.
A52264	2234	1	to	to	TO
A52264	2234	2	finde	finde	NNP
A52264	2234	3	the	the	DT
A52264	2234	4	side	side	NN
A52264	2234	5	PR	PR	NNP
A52264	2234	6	,	,	,
A52264	2234	7	the	the	DT
A52264	2234	8	height	height	NN
A52264	2234	9	of	of	IN
A52264	2234	10	the	the	DT
A52264	2234	11	stile	stile	NN
A52264	2234	12	,	,	,
A52264	2234	13	or	or	CC
A52264	2234	14	poles	pole	NNS
A52264	2234	15	elevation	elevation	VB
A52264	2234	16	above	above	IN
A52264	2234	17	the	the	DT
A52264	2234	18	plane	plane	NN
A52264	2234	19	,	,	,
A52264	2234	20	wherefore	wherefore	VBD
A52264	2234	21	,	,	,
A52264	2234	22	by	by	IN
A52264	2234	23	the	the	DT
A52264	2234	24	eighth	eighth	JJ
A52264	2234	25	case	case	NN
A52264	2234	26	of	of	IN
A52264	2234	27	right	right	JJ
A52264	2234	28	angled	angle	VBN
A52264	2234	29	spherical	spherical	JJ
A52264	2234	30	triangles	triangle	NNS
A52264	2234	31	,	,	,
A52264	2234	32	the	the	DT
A52264	2234	33	analogie	analogie	NN
A52264	2234	34	is	be	VBZ
A52264	2234	35	As	as	IN
A52264	2234	36	the	the	DT
A52264	2234	37	Radius	Radius	NNP
A52264	2234	38	90	90	CD
A52264	2234	39	,	,	,
A52264	2234	40	10.000000	10.000000	CD
A52264	2234	41	Is	be	VBZ
A52264	2234	42	to	to	IN
A52264	2234	43	the	the	DT
A52264	2234	44	sine	sine	NN
A52264	2234	45	of	of	IN
A52264	2234	46	PN	PN	NNP
A52264	2234	47	51.53	51.53	CD
A52264	2234	48	.	.	.
A52264	2235	1	9.893725	9.893725	CD
A52264	2235	2	So	so	RB
A52264	2235	3	is	be	VBZ
A52264	2235	4	the	the	DT
A52264	2235	5	sine	sine	JJ
A52264	2235	6	PNR	PNR	NNP
A52264	2235	7	35	35	CD
A52264	2235	8	.	.	.
A52264	2236	1	9.758591	9.758591	CD
A52264	2236	2	    	    	_SP
A52264	2236	3	To	to	IN
A52264	2236	4	the	the	DT
A52264	2236	5	sine	sine	NN
A52264	2236	6	of	of	IN
A52264	2236	7	the	the	DT
A52264	2236	8	side	side	NN
A52264	2236	9	PR	PR	NNP
A52264	2236	10	26.69	26.69	CD
A52264	2236	11	.	.	.
A52264	2237	1	9.652316	9.652316	CD
A52264	2237	2	Secondly	secondly	RB
A52264	2237	3	,	,	,
A52264	2237	4	you	-PRON-	PRP
A52264	2237	5	may	may	MD
A52264	2237	6	finde	finde	VB
A52264	2237	7	the	the	DT
A52264	2237	8	side	side	NN
A52264	2237	9	NR	NR	NNP
A52264	2237	10	,	,	,
A52264	2237	11	which	which	WDT
A52264	2237	12	is	be	VBZ
A52264	2237	13	the	the	DT
A52264	2237	14	distance	distance	NN
A52264	2237	15	of	of	IN
A52264	2237	16	the	the	DT
A52264	2237	17	substile	substile	NN
A52264	2237	18	from	from	IN
A52264	2237	19	the	the	DT
A52264	2237	20	meridian	meridian	NN
A52264	2237	21	,	,	,
A52264	2237	22	by	by	IN
A52264	2237	23	the	the	DT
A52264	2237	24	seventh	seventh	JJ
A52264	2237	25	case	case	NN
A52264	2237	26	of	of	IN
A52264	2237	27	right	right	JJ
A52264	2237	28	angled	angle	VBN
A52264	2237	29	spherical	spherical	JJ
A52264	2237	30	triangles	triangle	NNS
A52264	2237	31	;	;	:
A52264	2237	32	for	for	CC
A52264	2237	33	As	as	IN
A52264	2237	34	the	the	DT
A52264	2237	35	Radius	Radius	NNP
A52264	2237	36	90	90	CD
A52264	2237	37	,	,	,
A52264	2237	38	10.000000	10.000000	CD
A52264	2237	39	Is	be	VBZ
A52264	2237	40	to	to	IN
A52264	2237	41	the	the	DT
A52264	2237	42	●	●	XX
A52264	2237	43	●	●	.
A52264	2237	44	sine	sine	NN
A52264	2237	45	of	of	IN
A52264	2237	46	PNR	PNR	NNP
A52264	2237	47	35	35	CD
A52264	2237	48	.	.	.
A52264	2238	1	9.913364	9.913364	CD
A52264	2238	2	So	so	RB
A52264	2238	3	is	be	VBZ
A52264	2238	4	the	the	DT
A52264	2238	5	tangent	tangent	NN
A52264	2238	6	of	of	IN
A52264	2238	7	PN	PN	NNP
A52264	2238	8	51.53	51.53	CD
A52264	2238	9	.	.	.
A52264	2239	1	10.099861	10.099861	CD
A52264	2239	2	    	    	_SP
A52264	2239	3	To	to	IN
A52264	2239	4	the	the	DT
A52264	2239	5	tangent	tangent	NN
A52264	2239	6	of	of	IN
A52264	2239	7	NR	NR	NNP
A52264	2239	8	45.87	45.87	CD
A52264	2239	9	.	.	.
A52264	2240	1	10.013225	10.013225	CD
A52264	2240	2	Thirdly	thirdly	RB
A52264	2240	3	,	,	,
A52264	2240	4	the	the	DT
A52264	2240	5	angle	angle	NN
A52264	2240	6	at	at	IN
A52264	2240	7	P	p	NN
A52264	2240	8	between	between	IN
A52264	2240	9	the	the	DT
A52264	2240	10	two	two	CD
A52264	2240	11	meridians	meridian	NNS
A52264	2240	12	m	m	NN
A52264	2240	13	●	●	NFP
A52264	2240	14	●	●	NFP
A52264	2240	15	be	be	VB
A52264	2240	16	found	find	VBN
A52264	2240	17	by	by	IN
A52264	2240	18	the	the	DT
A52264	2240	19	ninth	ninth	JJ
A52264	2240	20	case	case	NN
A52264	2240	21	of	of	IN
A52264	2240	22	right	right	JJ
A52264	2240	23	angle	angle	NN
A52264	2240	24	●	●	DT
A52264	2240	25	spherical	spherical	JJ
A52264	2240	26	triangles	triangle	NNS
A52264	2240	27	.	.	.
A52264	2241	1	As	as	IN
A52264	2241	2	the	the	DT
A52264	2241	3	Radius	Radius	NNP
A52264	2241	4	●	●	.
A52264	2241	5	●	●	NFP
A52264	2241	6	10.000000	10.000000	CD
A52264	2241	7	Is	be	VBZ
A52264	2241	8	to	to	IN
A52264	2241	9	the	the	DT
A52264	2241	10	co	co	NN
A52264	2241	11	-	-	NN
A52264	2241	12	sine	sine	NN
A52264	2241	13	●	●	NFP
A52264	2241	14	●	●	NFP
A52264	2241	15	N	n	CD
A52264	2241	16	,	,	,
A52264	2241	17	51.53	51.53	CD
A52264	2241	18	.	.	.
A52264	2242	1	9.793864	9.793864	ADD
A52264	2242	2	So	so	RB
A52264	2242	3	is	be	VBZ
A52264	2242	4	the	the	DT
A52264	2242	5	tangent	tangent	NN
A52264	2242	6	●	●	.
A52264	2242	7	f	f	XX
A52264	2242	8	●	●	NFP
A52264	2242	9	NR	NR	NNP
A52264	2242	10	35	35	CD
A52264	2242	11	.	.	.
A52264	2243	1	9.845227	9.845227	CD
A52264	2243	2	    	    	_SP
A52264	2243	3	To	to	IN
A52264	2243	4	the	the	DT
A52264	2243	5	co	co	NN
A52264	2243	6	-	-	NN
A52264	2243	7	tangent	tangent	NN
A52264	2243	8	of	of	IN
A52264	2243	9	RPN	RPN	NNP
A52264	2243	10	66.46	66.46	CD
A52264	2243	11	.	.	.
A52264	2244	1	9.639091	9.639091	CD
A52264	2244	2	The	the	DT
A52264	2244	3	angle	angle	NN
A52264	2244	4	at	at	IN
A52264	2244	5	P	p	NN
A52264	2244	6	being	be	VBG
A52264	2244	7	66	66	CD
A52264	2244	8	deg	deg	NN
A52264	2244	9	.	.	.
A52264	2245	1	46	46	CD
A52264	2245	2	min	min	NN
A52264	2245	3	.	.	.
A52264	2246	1	the	the	DT
A52264	2246	2	perpendicular	perpendicular	JJ
A52264	2246	3	PR	PR	NNP
A52264	2246	4	must	must	MD
A52264	2246	5	needs	needs	VB
A52264	2246	6	fall	fall	VB
A52264	2246	7	somewhat	somewhat	RB
A52264	2246	8	neer	neer	JJ
A52264	2246	9	the	the	DT
A52264	2246	10	middle	middle	NN
A52264	2246	11	between	between	IN
A52264	2246	12	7	7	CD
A52264	2246	13	and	and	CC
A52264	2246	14	8	8	CD
A52264	2246	15	of	of	IN
A52264	2246	16	the	the	DT
A52264	2246	17	clock	clock	NN
A52264	2246	18	;	;	:
A52264	2246	19	if	if	IN
A52264	2246	20	then	then	RB
A52264	2246	21	you	-PRON-	PRP
A52264	2246	22	deduct	deduct	VBP
A52264	2246	23	the	the	DT
A52264	2246	24	Equinoctial	equinoctial	JJ
A52264	2246	25	distance	distance	NN
A52264	2246	26	of	of	IN
A52264	2246	27	8	8	CD
A52264	2246	28	,	,	,
A52264	2246	29	which	which	WDT
A52264	2246	30	is	be	VBZ
A52264	2246	31	60	60	CD
A52264	2246	32	,	,	,
A52264	2246	33	from	from	IN
A52264	2246	34	66	66	CD
A52264	2246	35	deg	deg	NN
A52264	2246	36	.	.	.
A52264	2247	1	46	46	CD
A52264	2247	2	min	min	NN
A52264	2247	3	.	.	.
A52264	2248	1	the	the	DT
A52264	2248	2	Equinoctial	equinoctial	JJ
A52264	2248	3	distance	distance	NN
A52264	2248	4	of	of	IN
A52264	2248	5	8	8	CD
A52264	2248	6	of	of	IN
A52264	2248	7	the	the	DT
A52264	2248	8	clock	clock	NN
A52264	2248	9	from	from	IN
A52264	2248	10	the	the	DT
A52264	2248	11	substile	substile	NN
A52264	2248	12	will	will	MD
A52264	2248	13	be	be	VB
A52264	2248	14	6	6	CD
A52264	2248	15	deg	deg	NN
A52264	2248	16	.	.	.
A52264	2249	1	46	46	CD
A52264	2249	2	min	min	NN
A52264	2249	3	.	.	.
A52264	2250	1	again	again	RB
A52264	2250	2	,	,	,
A52264	2250	3	if	if	IN
A52264	2250	4	you	-PRON-	PRP
A52264	2250	5	deduct	deduct	VBP
A52264	2250	6	66	66	CD
A52264	2250	7	degr	degr	NN
A52264	2250	8	.	.	.
A52264	2251	1	47	47	CD
A52264	2251	2	min	min	NN
A52264	2251	3	.	.	.
A52264	2252	1	from	from	IN
A52264	2252	2	75	75	CD
A52264	2252	3	deg	deg	NN
A52264	2252	4	.	.	.
A52264	2253	1	the	the	DT
A52264	2253	2	distance	distance	NN
A52264	2253	3	of	of	IN
A52264	2253	4	7	7	CD
A52264	2253	5	from	from	IN
A52264	2253	6	the	the	DT
A52264	2253	7	Meridian	Meridian	NNP
A52264	2253	8	,	,	,
A52264	2253	9	the	the	DT
A52264	2253	10	Equinoctiall	Equinoctiall	NNP
A52264	2253	11	distance	distance	NN
A52264	2253	12	of	of	IN
A52264	2253	13	7	7	CD
A52264	2253	14	from	from	IN
A52264	2253	15	the	the	DT
A52264	2253	16	substile	substile	NN
A52264	2253	17	will	will	MD
A52264	2253	18	be	be	VB
A52264	2253	19	08	08	CD
A52264	2253	20	.	.	.
A52264	2253	21	deg	deg	NNP
A52264	2253	22	.	.	.
A52264	2254	1	53	53	CD
A52264	2254	2	min	min	NN
A52264	2254	3	.	.	.
A52264	2255	1	the	the	DT
A52264	2255	2	rest	rest	NN
A52264	2255	3	are	be	VBP
A52264	2255	4	found	find	VBN
A52264	2255	5	by	by	IN
A52264	2255	6	the	the	DT
A52264	2255	7	continual	continual	JJ
A52264	2255	8	addition	addition	NN
A52264	2255	9	of	of	IN
A52264	2255	10	15	15	CD
A52264	2255	11	deg	deg	NN
A52264	2255	12	.	.	.
A52264	2256	1	for	for	IN
A52264	2256	2	an	an	DT
A52264	2256	3	hour	hour	NN
A52264	2256	4	:	:	:
A52264	2256	5	thus	thus	RB
A52264	2256	6	,	,	,
A52264	2256	7	15	15	CD
A52264	2256	8	degr	degr	NN
A52264	2256	9	.	.	.
A52264	2257	1	and	and	CC
A52264	2257	2	6	6	CD
A52264	2257	3	degr	degr	NN
A52264	2257	4	.	.	.
A52264	2258	1	47	47	CD
A52264	2258	2	min	min	NN
A52264	2258	3	.	.	.
A52264	2259	1	do	do	VBP
A52264	2259	2	make	make	VB
A52264	2259	3	21	21	CD
A52264	2259	4	deg	deg	NN
A52264	2259	5	.	.	.
A52264	2260	1	47	47	CD
A52264	2260	2	min	min	NN
A52264	2260	3	.	.	.
A52264	2261	1	for	for	IN
A52264	2261	2	9	9	CD
A52264	2261	3	of	of	IN
A52264	2261	4	the	the	DT
A52264	2261	5	clock	clock	NN
A52264	2261	6	;	;	:
A52264	2261	7	and	and	CC
A52264	2261	8	so	so	RB
A52264	2261	9	of	of	IN
A52264	2261	10	the	the	DT
A52264	2261	11	rest	rest	NN
A52264	2261	12	.	.	.
A52264	2262	1	And	and	CC
A52264	2262	2	now	now	RB
A52264	2262	3	the	the	DT
A52264	2262	4	hour	hour	NN
A52264	2262	5	distances	distance	VBZ
A52264	2262	6	upon	upon	IN
A52264	2262	7	the	the	DT
A52264	2262	8	plane	plane	NN
A52264	2262	9	may	may	MD
A52264	2262	10	be	be	VB
A52264	2262	11	found	find	VBN
A52264	2262	12	by	by	IN
A52264	2262	13	the	the	DT
A52264	2262	14	first	first	JJ
A52264	2262	15	case	case	NN
A52264	2262	16	of	of	IN
A52264	2262	17	right	right	JJ
A52264	2262	18	angled	angle	VBN
A52264	2262	19	spherical	spherical	JJ
A52264	2262	20	triangles	triangle	NNS
A52264	2262	21	:	:	:
A52264	2262	22	for	for	CC
A52264	2262	23	As	as	IN
A52264	2262	24	the	the	DT
A52264	2262	25	Radius	Radius	NNP
A52264	2262	26	90	90	CD
A52264	2262	27	10.000000	10.000000	CD
A52264	2262	28	Is	be	VBZ
A52264	2262	29	to	to	IN
A52264	2262	30	the	the	DT
A52264	2262	31	sine	sine	NN
A52264	2262	32	of	of	IN
A52264	2262	33	PR	PR	NNP
A52264	2262	34	26.69	26.69	CD
A52264	2262	35	.	.	.
A52264	2263	1	9.652404	9.652404	CD
A52264	2263	2	So	so	RB
A52264	2263	3	is	be	VBZ
A52264	2263	4	the	the	DT
A52264	2263	5	tangent	tangent	NN
A52264	2263	6	of	of	IN
A52264	2263	7	RP	RP	NNP
A52264	2263	8	.	.	.
A52264	2264	1	8	8	CD
A52264	2264	2	,	,	,
A52264	2264	3	6.46	6.46	CD
A52264	2264	4	.	.	.
A52264	2265	1	9.053956	9.053956	CD
A52264	2265	2	    	    	_SP
A52264	2265	3	To	to	IN
A52264	2265	4	the	the	DT
A52264	2265	5	tangent	tangent	NN
A52264	2265	6	of	of	IN
A52264	2265	7	R	r	NN
A52264	2265	8	8	8	CD
A52264	2265	9	,	,	,
A52264	2265	10	2.91	2.91	CD
A52264	2265	11	.	.	.
A52264	2266	1	8.706360	8.706360	CD
A52264	2266	2	These	these	DT
A52264	2266	3	2	2	CD
A52264	2266	4	deg	deg	NN
A52264	2266	5	.	.	.
A52264	2267	1	91	91	CD
A52264	2267	2	min	min	NN
A52264	2267	3	.	.	.
A52264	2268	1	are	be	VBP
A52264	2268	2	the	the	DT
A52264	2268	3	true	true	JJ
A52264	2268	4	distance	distance	NN
A52264	2268	5	of	of	IN
A52264	2268	6	8	8	CD
A52264	2268	7	of	of	IN
A52264	2268	8	the	the	DT
A52264	2268	9	clock	clock	NN
A52264	2268	10	from	from	IN
A52264	2268	11	the	the	DT
A52264	2268	12	substile	substile	NN
A52264	2268	13	.	.	.
A52264	2269	1	And	and	CC
A52264	2269	2	there	there	EX
A52264	2269	3	is	be	VBZ
A52264	2269	4	no	no	DT
A52264	2269	5	other	other	JJ
A52264	2269	6	difference	difference	NN
A52264	2269	7	at	at	RB
A52264	2269	8	all	all	RB
A52264	2269	9	in	in	IN
A52264	2269	10	calculating	calculate	VBG
A52264	2269	11	the	the	DT
A52264	2269	12	rest	rest	NN
A52264	2269	13	of	of	IN
A52264	2269	14	the	the	DT
A52264	2269	15	hours	hour	NNS
A52264	2269	16	,	,	,
A52264	2269	17	but	but	CC
A52264	2269	18	increasing	increase	VBG
A52264	2269	19	the	the	DT
A52264	2269	20	angle	angle	NN
A52264	2269	21	at	at	IN
A52264	2269	22	●	●	CD
A52264	2269	23	,	,	,
A52264	2269	24	acccording	acccorde	VBG
A52264	2269	25	to	to	IN
A52264	2269	26	each	each	DT
A52264	2269	27	hours	hour	NNS
A52264	2269	28	Equinoctial	equinoctial	JJ
A52264	2269	29	distance	distance	NN
A52264	2269	30	from	from	IN
A52264	2269	31	the	the	DT
A52264	2269	32	substile	substile	NN
A52264	2269	33	.	.	.
A52264	2270	1	The	the	DT
A52264	2270	2	Geometrical	Geometrical	NNP
A52264	2270	3	Projection	Projection	NNP
A52264	2270	4	.	.	.
A52264	2271	1	Having	have	VBG
A52264	2271	2	calculated	calculate	VBN
A52264	2271	3	the	the	DT
A52264	2271	4	hour	hour	NN
A52264	2271	5	distances	distance	NNS
A52264	2271	6	,	,	,
A52264	2271	7	you	-PRON-	PRP
A52264	2271	8	shall	shall	MD
A52264	2271	9	thus	thus	RB
A52264	2271	10	make	make	VB
A52264	2271	11	the	the	DT
A52264	2271	12	Diall	Diall	NNP
A52264	2271	13	;	;	:
A52264	2271	14	let	let	VB
A52264	2271	15	AD	ad	NN
A52264	2271	16	be	be	VB
A52264	2271	17	the	the	DT
A52264	2271	18	base	base	NN
A52264	2271	19	or	or	CC
A52264	2271	20	horizontal	horizontal	JJ
A52264	2271	21	line	line	NN
A52264	2271	22	of	of	IN
A52264	2271	23	the	the	DT
A52264	2271	24	plane	plane	NN
A52264	2271	25	parallel	parallel	NN
A52264	2271	26	to	to	IN
A52264	2271	27	NZS	NZS	NNP
A52264	2271	28	,	,	,
A52264	2271	29	the	the	DT
A52264	2271	30	meridian	meridian	JJ
A52264	2271	31	line	line	NN
A52264	2271	32	of	of	IN
A52264	2271	33	the	the	DT
A52264	2271	34	Scheme	Scheme	NNP
A52264	2271	35	.	.	.
A52264	2272	1	And	and	CC
A52264	2272	2	ADEF	ADEF	VBG
A52264	2272	3	the	the	DT
A52264	2272	4	plane	plane	NN
A52264	2272	5	reclining	recline	VBG
A52264	2272	6	35	35	CD
A52264	2272	7	degr	degr	NN
A52264	2272	8	.	.	.
A52264	2273	1	from	from	IN
A52264	2273	2	the	the	DT
A52264	2273	3	Zenith	Zenith	NNP
A52264	2273	4	,	,	,
A52264	2273	5	as	as	IN
A52264	2273	6	doth	doth	JJ
A52264	2273	7	SON	SON	NNP
A52264	2273	8	of	of	IN
A52264	2273	9	the	the	DT
A52264	2273	10	Scheme	Scheme	NNP
A52264	2273	11	▪	▪	NN
A52264	2273	12	through	through	IN
A52264	2273	13	any	any	DT
A52264	2273	14	part	part	NN
A52264	2273	15	of	of	IN
A52264	2273	16	the	the	DT
A52264	2273	17	plane	plane	NN
A52264	2273	18	,	,	,
A52264	2273	19	but	but	CC
A52264	2273	20	most	most	RBS
A52264	2273	21	convenient	convenient	JJ
A52264	2273	22	for	for	IN
A52264	2273	23	the	the	DT
A52264	2273	24	houres	houre	NNS
A52264	2273	25	,	,	,
A52264	2273	26	draw	draw	VB
A52264	2273	27	a	a	DT
A52264	2273	28	line	line	NN
A52264	2273	29	parallel	parallel	JJ
A52264	2273	30	to	to	IN
A52264	2273	31	the	the	DT
A52264	2273	32	base	base	NN
A52264	2273	33	AD	ad	NN
A52264	2273	34	,	,	,
A52264	2273	35	which	which	WDT
A52264	2273	36	shall	shall	MD
A52264	2273	37	be	be	VB
A52264	2273	38	GO	GO	NNP
A52264	2273	39	12	12	CD
A52264	2273	40	,	,	,
A52264	2273	41	the	the	DT
A52264	2273	42	12	12	CD
A52264	2273	43	of	of	IN
A52264	2273	44	the	the	DT
A52264	2273	45	clock	clock	NN
A52264	2273	46	hour	hour	NN
A52264	2273	47	representing	represent	VBG
A52264	2273	48	NZS	NZS	NNP
A52264	2273	49	of	of	IN
A52264	2273	50	the	the	DT
A52264	2273	51	Scheme	Scheme	NNP
A52264	2273	52	;	;	:
A52264	2273	53	because	because	IN
A52264	2273	54	the	the	DT
A52264	2273	55	base	base	NN
A52264	2273	56	AD	ad	NN
A52264	2273	57	is	be	VBZ
A52264	2273	58	parallel	parallel	NN
A52264	2273	59	to	to	IN
A52264	2273	60	the	the	DT
A52264	2273	61	meridian	meridian	NN
A52264	2273	62	,	,	,
A52264	2273	63	take	take	VB
A52264	2273	64	60	60	CD
A52264	2273	65	degrees	degree	NNS
A52264	2273	66	from	from	IN
A52264	2273	67	a	a	DT
A52264	2273	68	Chord	Chord	NNP
A52264	2273	69	,	,	,
A52264	2273	70	and	and	CC
A52264	2273	71	make	make	VB
A52264	2273	72	G	g	NN
A52264	2273	73	the	the	DT
A52264	2273	74	center	center	NN
A52264	2273	75	,	,	,
A52264	2273	76	and	and	CC
A52264	2273	77	draw	draw	VB
A52264	2273	78	the	the	DT
A52264	2273	79	circle	circle	NN
A52264	2273	80	PRO	pro	RB
A52264	2273	81	,	,	,
A52264	2273	82	representing	represent	VBG
A52264	2273	83	the	the	DT
A52264	2273	84	circle	circle	NN
A52264	2273	85	of	of	IN
A52264	2273	86	position	position	NN
A52264	2273	87	NOS	NOS	NNP
A52264	2273	88	in	in	IN
A52264	2273	89	the	the	DT
A52264	2273	90	Scheme	Scheme	NNP
A52264	2273	91	in	in	IN
A52264	2273	92	which	which	WDT
A52264	2273	93	this	this	DT
A52264	2273	94	plane	plane	NN
A52264	2273	95	lieth	lieth	NNP
A52264	2273	96	;	;	:
A52264	2273	97	from	from	IN
A52264	2273	98	the	the	DT
A52264	2273	99	point	point	NN
A52264	2273	100	O	o	NN
A52264	2273	101	to	to	IN
A52264	2273	102	R	r	NN
A52264	2273	103	Westerly	Westerly	NNP
A52264	2273	104	in	in	IN
A52264	2273	105	the	the	DT
A52264	2273	106	East	East	NNP
A52264	2273	107	reclining	reclining	NN
A52264	2273	108	,	,	,
A52264	2273	109	&	&	CC
A52264	2273	110	Easterly	easterly	RB
A52264	2273	111	in	in	IN
A52264	2273	112	the	the	DT
A52264	2273	113	West	West	NNP
A52264	2273	114	reclining	reclining	NN
A52264	2273	115	,	,	,
A52264	2273	116	set	set	VBD
A52264	2273	117	off	off	RP
A52264	2273	118	the	the	DT
A52264	2273	119	distance	distance	NN
A52264	2273	120	of	of	IN
A52264	2273	121	the	the	DT
A52264	2273	122	substile	substile	NNP
A52264	2273	123	and	and	CC
A52264	2273	124	meridian	meridian	NNP
A52264	2273	125	formerly	formerly	RB
A52264	2273	126	found	find	VBD
A52264	2273	127	to	to	TO
A52264	2273	128	be	be	VB
A52264	2273	129	45	45	CD
A52264	2273	130	degrees	degree	NNS
A52264	2273	131	,	,	,
A52264	2273	132	87	87	CD
A52264	2273	133	min	min	NN
A52264	2273	134	.	.	.
A52264	2274	1	and	and	CC
A52264	2274	2	draw	draw	VB
A52264	2274	3	the	the	DT
A52264	2274	4	prickt	prickt	NNS
A52264	2274	5	line	line	NN
A52264	2274	6	GR	GR	NNP
A52264	2274	7	for	for	IN
A52264	2274	8	the	the	DT
A52264	2274	9	substile	substile	NN
A52264	2274	10	,	,	,
A52264	2274	11	agreeable	agreeable	JJ
A52264	2274	12	to	to	IN
A52264	2274	13	PR	pr	NN
A52264	2274	14	in	in	IN
A52264	2274	15	the	the	DT
A52264	2274	16	Scheme	Scheme	NNP
A52264	2274	17	,	,	,
A52264	2274	18	GO	GO	NNP
A52264	2274	19	in	in	IN
A52264	2274	20	the	the	DT
A52264	2274	21	Diall	Diall	NNP
A52264	2274	22	representing	represent	VBG
A52264	2274	23	the	the	DT
A52264	2274	24	arch	arch	JJ
A52264	2274	25	PN	PN	NNP
A52264	2274	26	,	,	,
A52264	2274	27	and	and	CC
A52264	2274	28	OR	or	CC
A52264	2274	29	in	in	IN
A52264	2274	30	the	the	DT
A52264	2274	31	plane	plane	NN
A52264	2274	32	the	the	DT
A52264	2274	33	arch	arch	JJ
A52264	2274	34	NR	NR	NNP
A52264	2274	35	in	in	IN
A52264	2274	36	the	the	DT
A52264	2274	37	Scheme	Scheme	NNP
A52264	2274	38	.	.	.
A52264	2275	1	From	from	IN
A52264	2275	2	the	the	DT
A52264	2275	3	point	point	NN
A52264	2275	4	R	r	NN
A52264	2275	5	of	of	IN
A52264	2275	6	the	the	DT
A52264	2275	7	substile	substile	NN
A52264	2275	8	both	both	DT
A52264	2275	9	wayes	waye	NNS
A52264	2275	10	set	set	VBD
A52264	2275	11	off	off	RP
A52264	2275	12	the	the	DT
A52264	2275	13	hour	hour	NN
A52264	2275	14	distances	distance	NNS
A52264	2275	15	,	,	,
A52264	2275	16	by	by	IN
A52264	2275	17	help	help	NN
A52264	2275	18	of	of	IN
A52264	2275	19	the	the	DT
A52264	2275	20	Chord	Chord	NNP
A52264	2275	21	,	,	,
A52264	2275	22	for	for	IN
A52264	2275	23	8	8	CD
A52264	2275	24	of	of	IN
A52264	2275	25	the	the	DT
A52264	2275	26	clock	clock	NN
A52264	2275	27	2	2	CD
A52264	2275	28	degr	degr	NN
A52264	2275	29	.	.	.
A52264	2276	1	91	91	CD
A52264	2276	2	min	min	NN
A52264	2276	3	.	.	.
A52264	2277	1	and	and	CC
A52264	2277	2	so	so	RB
A52264	2277	3	of	of	IN
A52264	2277	4	the	the	DT
A52264	2277	5	rest	rest	NN
A52264	2277	6	;	;	:
A52264	2277	7	and	and	CC
A52264	2277	8	draw	draw	VB
A52264	2277	9	streight	streight	JJ
A52264	2277	10	lines	line	NNS
A52264	2277	11	from	from	IN
A52264	2277	12	the	the	DT
A52264	2277	13	center	center	NN
A52264	2277	14	G	g	NN
A52264	2277	15	through	through	IN
A52264	2277	16	those	those	DT
A52264	2277	17	points	point	NNS
A52264	2277	18	,	,	,
A52264	2277	19	which	which	WDT
A52264	2277	20	shall	shall	MD
A52264	2277	21	be	be	VB
A52264	2277	22	the	the	DT
A52264	2277	23	true	true	JJ
A52264	2277	24	hour	hour	NN
A52264	2277	25	lines	line	NNS
A52264	2277	26	desired	desire	VBD
A52264	2277	27	.	.	.
A52264	2278	1	Last	last	JJ
A52264	2278	2	of	of	IN
A52264	2278	3	all	all	DT
A52264	2278	4	,	,	,
A52264	2278	5	the	the	DT
A52264	2278	6	height	height	NN
A52264	2278	7	of	of	IN
A52264	2278	8	the	the	DT
A52264	2278	9	stile	stile	JJ
A52264	2278	10	PR	PR	NNP
A52264	2278	11	26	26	CD
A52264	2278	12	degr	degr	NN
A52264	2278	13	.	.	.
A52264	2279	1	69	69	CD
A52264	2279	2	min	min	NN
A52264	2279	3	.	.	.
A52264	2280	1	being	be	VBG
A52264	2280	2	set	set	VBN
A52264	2280	3	from	from	IN
A52264	2280	4	R	r	NN
A52264	2280	5	to	to	IN
A52264	2280	6	P	p	NN
A52264	2280	7	,	,	,
A52264	2280	8	draw	draw	VB
A52264	2280	9	the	the	DT
A52264	2280	10	streight	streight	JJ
A52264	2280	11	line	line	NN
A52264	2280	12	GP	GP	NNP
A52264	2280	13	for	for	IN
A52264	2280	14	the	the	DT
A52264	2280	15	axis	axi	NNS
A52264	2280	16	of	of	IN
A52264	2280	17	the	the	DT
A52264	2280	18	stile	stile	NN
A52264	2280	19	,	,	,
A52264	2280	20	which	which	WDT
A52264	2280	21	must	must	MD
A52264	2280	22	give	give	VB
A52264	2280	23	the	the	DT
A52264	2280	24	shadow	shadow	NN
A52264	2280	25	on	on	IN
A52264	2280	26	the	the	DT
A52264	2280	27	diall	diall	NN
A52264	2280	28	,	,	,
A52264	2280	29	Erect	erect	NN
A52264	2280	30	GP	gp	NN
A52264	2280	31	at	at	IN
A52264	2280	32	the	the	DT
A52264	2280	33	angle	angle	NN
A52264	2280	34	RGP	rgp	NN
A52264	2280	35	perpendicularly	perpendicularly	RB
A52264	2280	36	over	over	IN
A52264	2280	37	the	the	DT
A52264	2280	38	substile	substile	JJ
A52264	2280	39	line	line	NN
A52264	2280	40	GR	GR	NNP
A52264	2280	41	,	,	,
A52264	2280	42	and	and	CC
A52264	2280	43	let	let	VB
A52264	2280	44	the	the	DT
A52264	2280	45	point	point	NN
A52264	2280	46	P	p	NN
A52264	2280	47	be	be	VB
A52264	2280	48	directed	direct	VBN
A52264	2280	49	to	to	IN
A52264	2280	50	the	the	DT
A52264	2280	51	North	North	NNP
A52264	2280	52	pole	pole	NN
A52264	2280	53	,	,	,
A52264	2280	54	GO12	GO12	NNP
A52264	2280	55	placed	place	VBD
A52264	2280	56	in	in	IN
A52264	2280	57	the	the	DT
A52264	2280	58	Meridian	Meridian	NNP
A52264	2280	59	,	,	,
A52264	2280	60	the	the	DT
A52264	2280	61	center	center	NN
A52264	2280	62	G	g	NN
A52264	2280	63	representing	represent	VBG
A52264	2280	64	the	the	DT
A52264	2280	65	South	South	NNP
A52264	2280	66	,	,	,
A52264	2280	67	and	and	CC
A52264	2280	68	the	the	DT
A52264	2280	69	plane	plane	NN
A52264	2280	70	at	at	IN
A52264	2280	71	EF	EF	NNP
A52264	2280	72	elevated	elevate	VBN
A52264	2280	73	above	above	IN
A52264	2280	74	the	the	DT
A52264	2280	75	horizon	horizon	NN
A52264	2280	76	55	55	CD
A52264	2280	77	degrees	degree	NNS
A52264	2280	78	;	;	:
A52264	2280	79	so	so	RB
A52264	2280	80	have	have	VBP
A52264	2280	81	you	-PRON-	PRP
A52264	2280	82	finished	finish	VBN
A52264	2280	83	this	this	DT
A52264	2280	84	diall	diall	NN
A52264	2280	85	for	for	IN
A52264	2280	86	use	use	NN
A52264	2280	87	,	,	,
A52264	2280	88	onely	onely	RB
A52264	2280	89	remember	remember	VB
A52264	2280	90	,	,	,
A52264	2280	91	because	because	IN
A52264	2280	92	the	the	DT
A52264	2280	93	Sun	Sun	NNP
A52264	2280	94	riseth	riseth	NN
A52264	2280	95	but	but	CC
A52264	2280	96	a	a	DT
A52264	2280	97	little	little	JJ
A52264	2280	98	before	before	IN
A52264	2280	99	4	4	CD
A52264	2280	100	,	,	,
A52264	2280	101	and	and	CC
A52264	2280	102	setteth	setteth	VB
A52264	2280	103	a	a	DT
A52264	2280	104	little	little	JJ
A52264	2280	105	after	after	IN
A52264	2280	106	8	8	CD
A52264	2280	107	,	,	,
A52264	2280	108	to	to	TO
A52264	2280	109	leave	leave	VB
A52264	2280	110	out	out	RP
A52264	2280	111	the	the	DT
A52264	2280	112	hours	hour	NNS
A52264	2280	113	of	of	IN
A52264	2280	114	3	3	CD
A52264	2280	115	and	and	CC
A52264	2280	116	9	9	CD
A52264	2280	117	,	,	,
A52264	2280	118	and	and	CC
A52264	2280	119	put	put	VBD
A52264	2280	120	on	on	RP
A52264	2280	121	all	all	PDT
A52264	2280	122	the	the	DT
A52264	2280	123	rest	rest	NN
A52264	2280	124	.	.	.
A52264	2281	1	And	and	CC
A52264	2281	2	thus	thus	RB
A52264	2281	3	you	-PRON-	PRP
A52264	2281	4	have	have	VBP
A52264	2281	5	the	the	DT
A52264	2281	6	projection	projection	NN
A52264	2281	7	of	of	IN
A52264	2281	8	four	four	CD
A52264	2281	9	Dials	Dials	NNPS
A52264	2281	10	in	in	IN
A52264	2281	11	one	one	CD
A52264	2281	12	;	;	:
A52264	2281	13	for	for	IN
A52264	2281	14	that	that	DT
A52264	2281	15	which	which	WDT
A52264	2281	16	is	be	VBZ
A52264	2281	17	the	the	DT
A52264	2281	18	West	West	NNP
A52264	2281	19	recliner	recliner	NN
A52264	2281	20	is	be	VBZ
A52264	2281	21	also	also	RB
A52264	2281	22	the	the	DT
A52264	2281	23	East	East	NNP
A52264	2281	24	incliner	incliner	NN
A52264	2281	25	〈	〈	NNP
A52264	2281	26	◊	◊	NNP
A52264	2281	27	〉	〉	NNP
A52264	2281	28	you	-PRON-	PRP
A52264	2281	29	take	take	VBP
A52264	2281	30	the	the	DT
A52264	2281	31	complements	complement	NNS
A52264	2281	32	of	of	IN
A52264	2281	33	the	the	DT
A52264	2281	34	recliners	recliner	NNS
A52264	2281	35	●	●	NFP
A52264	2281	36	ours	our	NNS
A52264	2281	37	unto	unto	IN
A52264	2281	38	12	12	CD
A52264	2281	39	,	,	,
A52264	2281	40	and	and	CC
A52264	2281	41	that	that	IN
A52264	2281	42	but	but	CC
A52264	2281	43	from	from	IN
A52264	2281	44	3	3	CD
A52264	2281	45	in	in	IN
A52264	2281	46	the	the	DT
A52264	2281	47	afternoon	afternoon	NN
A52264	2281	48	till	till	IN
A52264	2281	49	8	8	CD
A52264	2281	50	at	at	IN
A52264	2281	51	night	night	NN
A52264	2281	52	:	:	:
A52264	2281	53	again	again	RB
A52264	2281	54	,	,	,
A52264	2281	55	if	if	IN
A52264	2281	56	you	-PRON-	PRP
A52264	2281	57	draw	draw	VBP
A52264	2281	58	the	the	DT
A52264	2281	59	same	same	JJ
A52264	2281	60	lines	line	NNS
A52264	2281	61	on	on	IN
A52264	2281	62	the	the	DT
A52264	2281	63	other	other	JJ
A52264	2281	64	side	side	NN
A52264	2281	65	of	of	IN
A52264	2281	66	your	-PRON-	PRP$
A52264	2281	67	●	●	NFP
A52264	2281	68	●	●	NFP
A52264	2281	69	per	per	IN
A52264	2281	70	,	,	,
A52264	2281	71	and	and	CC
A52264	2281	72	change	change	VB
A52264	2281	73	the	the	DT
A52264	2281	74	houres	houre	NNS
A52264	2281	75	of	of	IN
A52264	2281	76	8	8	CD
A52264	2281	77	,	,	,
A52264	2281	78	7	7	CD
A52264	2281	79	,	,	,
A52264	2281	80	6	6	CD
A52264	2281	81	,	,	,
A52264	2281	82	&	&	CC
A52264	2281	83	c.	c.	NNP
A52264	2281	84	into	into	IN
A52264	2281	85	4	4	CD
A52264	2281	86	,	,	,
A52264	2281	87	5	5	CD
A52264	2281	88	,	,	,
A52264	2281	89	6	6	CD
A52264	2281	90	,	,	,
A52264	2281	91	&	&	CC
A52264	2281	92	c.	c.	NNP
A52264	2281	93	you	-PRON-	PRP
A52264	2281	94	have	have	VBP
A52264	2281	95	the	the	DT
A52264	2281	96	East	East	NNP
A52264	2281	97	recliner	recliner	NN
A52264	2281	98	,	,	,
A52264	2281	99	and	and	CC
A52264	2281	100	the	the	DT
A52264	2281	101	complement	complement	NN
A52264	2281	102	of	of	IN
A52264	2281	103	the	the	DT
A52264	2281	104	East	East	NNP
A52264	2281	105	recliners	recliner	NNS
A52264	2281	106	hours	hour	NNS
A52264	2281	107	from	from	IN
A52264	2281	108	3	3	CD
A52264	2281	109	to	to	TO
A52264	2281	110	8	8	CD
A52264	2281	111	is	be	VBZ
A52264	2281	112	the	the	DT
A52264	2281	113	West	West	NNP
A52264	2281	114	incliner	incliner	NN
A52264	2281	115	:	:	:
A52264	2281	116	onely	onely	RB
A52264	2281	117	remember	remember	VB
A52264	2281	118	,	,	,
A52264	2281	119	that	that	IN
A52264	2281	120	as	as	IN
A52264	2281	121	the	the	DT
A52264	2281	122	stile	stile	NN
A52264	2281	123	in	in	IN
A52264	2281	124	the	the	DT
A52264	2281	125	West	West	NNP
A52264	2281	126	recliner	recliner	NN
A52264	2281	127	beholds	behold	VBZ
A52264	2281	128	the	the	DT
A52264	2281	129	North	North	NNP
A52264	2281	130	,	,	,
A52264	2281	131	and	and	CC
A52264	2281	132	the	the	DT
A52264	2281	133	plane	plane	NN
A52264	2281	134	the	the	DT
A52264	2281	135	Zenith	Zenith	NNP
A52264	2281	136	;	;	:
A52264	2281	137	so	so	CC
A52264	2281	138	in	in	IN
A52264	2281	139	the	the	DT
A52264	2281	140	East	East	NNP
A52264	2281	141	incliner	incliner	NN
A52264	2281	142	,	,	,
A52264	2281	143	the	the	DT
A52264	2281	144	stile	stile	NN
A52264	2281	145	must	must	MD
A52264	2281	146	behold	behold	VB
A52264	2281	147	the	the	DT
A52264	2281	148	South	South	NNP
A52264	2281	149	,	,	,
A52264	2281	150	and	and	CC
A52264	2281	151	the	the	DT
A52264	2281	152	plane	plane	NN
A52264	2281	153	the	the	DT
A52264	2281	154	Nadir	Nadir	NNP
A52264	2281	155	.	.	.
A52264	2282	1	Probl	probl	VB
A52264	2282	2	.	.	.
A52264	2283	1	9	9	CD
A52264	2283	2	.	.	.
A52264	2284	1	To	to	TO
A52264	2284	2	draw	draw	VB
A52264	2284	3	the	the	DT
A52264	2284	4	hour	hour	NN
A52264	2284	5	-	-	HYPH
A52264	2284	6	lines	line	NNS
A52264	2284	7	upon	upon	IN
A52264	2284	8	any	any	DT
A52264	2284	9	direct	direct	JJ
A52264	2284	10	South	South	NNP
A52264	2284	11	reclining	recline	VBG
A52264	2284	12	or	or	CC
A52264	2284	13	inclining	incline	VBG
A52264	2284	14	plane	plane	NN
A52264	2284	15	.	.	.
A52264	2285	1	AS	as	IN
A52264	2285	2	the	the	DT
A52264	2285	3	base	base	NN
A52264	2285	4	of	of	IN
A52264	2285	5	East	East	NNP
A52264	2285	6	and	and	CC
A52264	2285	7	West	West	NNP
A52264	2285	8	reclining	recline	VBG
A52264	2285	9	or	or	CC
A52264	2285	10	inclining	incline	VBG
A52264	2285	11	planes	plane	NNS
A52264	2285	12	do	do	VBP
A52264	2285	13	alwayes	alwaye	NNS
A52264	2285	14	lie	lie	VB
A52264	2285	15	in	in	IN
A52264	2285	16	the	the	DT
A52264	2285	17	meridian	meridian	NN
A52264	2285	18	of	of	IN
A52264	2285	19	the	the	DT
A52264	2285	20	place	place	NN
A52264	2285	21	,	,	,
A52264	2285	22	or	or	CC
A52264	2285	23	parallel	parallel	JJ
A52264	2285	24	thereunto	thereunto	NNS
A52264	2285	25	,	,	,
A52264	2285	26	and	and	CC
A52264	2285	27	the	the	DT
A52264	2285	28	poles	pole	NNS
A52264	2285	29	in	in	IN
A52264	2285	30	the	the	DT
A52264	2285	31	prime	prime	JJ
A52264	2285	32	vertical	vertical	NN
A52264	2285	33	;	;	:
A52264	2285	34	so	so	CC
A52264	2285	35	doth	doth	VB
A52264	2285	36	the	the	DT
A52264	2285	37	base	base	NN
A52264	2285	38	of	of	IN
A52264	2285	39	South	South	NNP
A52264	2285	40	and	and	CC
A52264	2285	41	North	North	NNP
A52264	2285	42	reclining	recline	VBG
A52264	2285	43	or	or	CC
A52264	2285	44	inclining	incline	VBG
A52264	2285	45	planes	plane	NNS
A52264	2285	46	lie	lie	VBP
A52264	2285	47	in	in	IN
A52264	2285	48	the	the	DT
A52264	2285	49	prime	prime	JJ
A52264	2285	50	vertical	vertical	NN
A52264	2285	51	or	or	CC
A52264	2285	52	azimuth	azimuth	NN
A52264	2285	53	of	of	IN
A52264	2285	54	East	East	NNP
A52264	2285	55	and	and	CC
A52264	2285	56	West	West	NNP
A52264	2285	57	,	,	,
A52264	2285	58	and	and	CC
A52264	2285	59	their	-PRON-	PRP$
A52264	2285	60	poles	pole	NNS
A52264	2285	61	consequently	consequently	RB
A52264	2285	62	in	in	IN
A52264	2285	63	the	the	DT
A52264	2285	64	Meridian	Meridian	NNP
A52264	2285	65	.	.	.
A52264	2286	1	Now	now	RB
A52264	2286	2	if	if	IN
A52264	2286	3	you	-PRON-	PRP
A52264	2286	4	suppose	suppose	VBP
A52264	2286	5	the	the	DT
A52264	2286	6	circle	circle	NN
A52264	2286	7	of	of	IN
A52264	2286	8	position	position	NN
A52264	2286	9	,	,	,
A52264	2286	10	(	(	-LRB-
A52264	2286	11	which	which	WDT
A52264	2286	12	Astrologically	astrologically	RB
A52264	2286	13	taken	take	VBN
A52264	2286	14	is	be	VBZ
A52264	2286	15	fixed	fix	VBN
A52264	2286	16	in	in	IN
A52264	2286	17	the	the	DT
A52264	2286	18	intersection	intersection	NN
A52264	2286	19	of	of	IN
A52264	2286	20	the	the	DT
A52264	2286	21	meridian	meridian	NNP
A52264	2286	22	and	and	CC
A52264	2286	23	horizon	horizon	NNP
A52264	2286	24	)	)	-RRB-
A52264	2286	25	to	to	TO
A52264	2286	26	move	move	VB
A52264	2286	27	about	about	RB
A52264	2286	28	upon	upon	IN
A52264	2286	29	the	the	DT
A52264	2286	30	horizon	horizon	NN
A52264	2286	31	,	,	,
A52264	2286	32	till	till	IN
A52264	2286	33	it	-PRON-	PRP
A52264	2286	34	comes	come	VBZ
A52264	2286	35	into	into	IN
A52264	2286	36	the	the	DT
A52264	2286	37	plane	plane	NN
A52264	2286	38	of	of	IN
A52264	2286	39	the	the	DT
A52264	2286	40	prime	prime	JJ
A52264	2286	41	vertical	vertical	NN
A52264	2286	42	,	,	,
A52264	2286	43	and	and	CC
A52264	2286	44	being	be	VBG
A52264	2286	45	fixed	fix	VBN
A52264	2286	46	in	in	IN
A52264	2286	47	the	the	DT
A52264	2286	48	intersection	intersection	NN
A52264	2286	49	thereof	thereof	RB
A52264	2286	50	with	with	IN
A52264	2286	51	the	the	DT
A52264	2286	52	horizon	horizon	NN
A52264	2286	53	,	,	,
A52264	2286	54	to	to	TO
A52264	2286	55	be	be	VB
A52264	2286	56	let	let	VBN
A52264	2286	57	fall	fall	VB
A52264	2286	58	either	either	DT
A52264	2286	59	way	way	NN
A52264	2286	60	from	from	IN
A52264	2286	61	the	the	DT
A52264	2286	62	Zenith	Zenith	NNP
A52264	2286	63	upon	upon	IN
A52264	2286	64	the	the	DT
A52264	2286	65	meridian	meridian	NN
A52264	2286	66	,	,	,
A52264	2286	67	it	-PRON-	PRP
A52264	2286	68	shall	shall	MD
A52264	2286	69	truly	truly	RB
A52264	2286	70	represent	represent	VB
A52264	2286	71	all	all	PDT
A52264	2286	72	the	the	DT
A52264	2286	73	South	South	NNP
A52264	2286	74	and	and	CC
A52264	2286	75	North	North	NNP
A52264	2286	76	reclining	recline	VBG
A52264	2286	77	and	and	CC
A52264	2286	78	inclining	incline	VBG
A52264	2286	79	planes	plane	NNS
A52264	2286	80	also	also	RB
A52264	2286	81	,	,	,
A52264	2286	82	of	of	IN
A52264	2286	83	which	which	WDT
A52264	2286	84	there	there	EX
A52264	2286	85	are	be	VBP
A52264	2286	86	six	six	CD
A52264	2286	87	varieties	variety	NNS
A52264	2286	88	three	three	CD
A52264	2286	89	of	of	IN
A52264	2286	90	South	South	NNP
A52264	2286	91	and	and	CC
A52264	2286	92	three	three	CD
A52264	2286	93	of	of	IN
A52264	2286	94	North	North	NNP
A52264	2286	95	reclining	recline	VBG
A52264	2286	96	;	;	:
A52264	2286	97	for	for	IN
A52264	2286	98	either	either	CC
A52264	2286	99	the	the	DT
A52264	2286	100	South	South	NNP
A52264	2286	101	plane	plane	NN
A52264	2286	102	doth	doth	NN
A52264	2286	103	recline	recline	NN
A52264	2286	104	just	just	RB
A52264	2286	105	to	to	IN
A52264	2286	106	the	the	DT
A52264	2286	107	pole	pole	NN
A52264	2286	108	,	,	,
A52264	2286	109	and	and	CC
A52264	2286	110	then	then	RB
A52264	2286	111	it	-PRON-	PRP
A52264	2286	112	becommeth	becommeth	VBP
A52264	2286	113	an	an	DT
A52264	2286	114	Equinoctial	Equinoctial	NNP
A52264	2286	115	,	,	,
A52264	2286	116	because	because	IN
A52264	2286	117	the	the	DT
A52264	2286	118	poles	pole	NNS
A52264	2286	119	of	of	IN
A52264	2286	120	this	this	DT
A52264	2286	121	plane	plane	NN
A52264	2286	122	do	do	VBP
A52264	2286	123	then	then	RB
A52264	2286	124	lie	lie	VB
A52264	2286	125	in	in	IN
A52264	2286	126	the	the	DT
A52264	2286	127	Equinoctiall	Equinoctiall	NNP
A52264	2286	128	;	;	:
A52264	2286	129	some	some	DT
A52264	2286	130	call	call	VBP
A52264	2286	131	it	-PRON-	PRP
A52264	2286	132	a	a	DT
A52264	2286	133	polar	polar	JJ
A52264	2286	134	plane	plane	NN
A52264	2286	135	,	,	,
A52264	2286	136	or	or	CC
A52264	2286	137	else	else	RB
A52264	2286	138	it	-PRON-	PRP
A52264	2286	139	reclineth	reclineth	VBP
A52264	2286	140	more	more	RBR
A52264	2286	141	and	and	CC
A52264	2286	142	less	less	RBR
A52264	2286	143	then	then	RB
A52264	2286	144	the	the	DT
A52264	2286	145	pole	pole	NN
A52264	2286	146	,	,	,
A52264	2286	147	and	and	CC
A52264	2286	148	consequently	consequently	RB
A52264	2286	149	the	the	DT
A52264	2286	150	poles	pole	NNS
A52264	2286	151	of	of	IN
A52264	2286	152	the	the	DT
A52264	2286	153	plane	plane	NN
A52264	2286	154	above	above	RB
A52264	2286	155	and	and	CC
A52264	2286	156	under	under	IN
A52264	2286	157	the	the	DT
A52264	2286	158	Equinoctiall	Equinoctiall	NNP
A52264	2286	159	,	,	,
A52264	2286	160	somewhat	somewhat	RB
A52264	2286	161	differing	differing	JJ
A52264	2286	162	from	from	IN
A52264	2286	163	the	the	DT
A52264	2286	164	former	former	JJ
A52264	2286	165	.	.	.
A52264	2287	1	In	in	IN
A52264	2287	2	like	like	JJ
A52264	2287	3	manner	manner	NN
A52264	2287	4	,	,	,
A52264	2287	5	the	the	DT
A52264	2287	6	North	North	NNP
A52264	2287	7	plane	plane	NN
A52264	2287	8	reclineth	reclineth	NN
A52264	2287	9	just	just	RB
A52264	2287	10	to	to	IN
A52264	2287	11	the	the	DT
A52264	2287	12	Equinoctial	Equinoctial	NNP
A52264	2287	13	,	,	,
A52264	2287	14	and	and	CC
A52264	2287	15	then	then	RB
A52264	2287	16	becometh	becometh	VBZ
A52264	2287	17	a	a	DT
A52264	2287	18	polar	polar	JJ
A52264	2287	19	plane	plane	NN
A52264	2287	20	,	,	,
A52264	2287	21	because	because	IN
A52264	2287	22	the	the	DT
A52264	2287	23	poles	pole	NNS
A52264	2287	24	of	of	IN
A52264	2287	25	that	that	DT
A52264	2287	26	plane	plane	NN
A52264	2287	27	lie	lie	NN
A52264	2287	28	in	in	IN
A52264	2287	29	the	the	DT
A52264	2287	30	poles	pole	NNS
A52264	2287	31	of	of	IN
A52264	2287	32	the	the	DT
A52264	2287	33	world	world	NN
A52264	2287	34	;	;	,
A52264	2287	35	some	some	DT
A52264	2287	36	term	term	NN
A52264	2287	37	it	-PRON-	PRP
A52264	2287	38	an	an	DT
A52264	2287	39	Equinoctiall	Equinoctiall	NNP
A52264	2287	40	plane	plane	NN
A52264	2287	41	.	.	.
A52264	2288	1	Or	or	CC
A52264	2288	2	else	else	RB
A52264	2288	3	it	-PRON-	PRP
A52264	2288	4	reclineth	reclineth	VBP
A52264	2288	5	more	more	RBR
A52264	2288	6	or	or	CC
A52264	2288	7	lesse	lesse	NNP
A52264	2288	8	then	then	RB
A52264	2288	9	the	the	DT
A52264	2288	10	Equinoctial	Equinoctial	NNP
A52264	2288	11	,	,	,
A52264	2288	12	and	and	CC
A52264	2288	13	consequently	consequently	RB
A52264	2288	14	the	the	DT
A52264	2288	15	poles	pole	NNS
A52264	2288	16	of	of	IN
A52264	2288	17	the	the	DT
A52264	2288	18	plane	plane	NN
A52264	2288	19	above	above	RB
A52264	2288	20	and	and	CC
A52264	2288	21	under	under	IN
A52264	2288	22	the	the	DT
A52264	2288	23	poles	pole	NNS
A52264	2288	24	of	of	IN
A52264	2288	25	the	the	DT
A52264	2288	26	world	world	NN
A52264	2288	27	,	,	,
A52264	2288	28	somewhat	somewhat	RB
A52264	2288	29	differing	differing	JJ
A52264	2288	30	from	from	IN
A52264	2288	31	the	the	DT
A52264	2288	32	former	former	JJ
A52264	2288	33	.	.	.
A52264	2289	1	Of	of	IN
A52264	2289	2	the	the	DT
A52264	2289	3	Equinoctiall	Equinoctiall	NNP
A52264	2289	4	plane	plane	NN
A52264	2289	5	.	.	.
A52264	2290	1	And	and	CC
A52264	2290	2	because	because	IN
A52264	2290	3	this	this	DT
A52264	2290	4	Diall	Diall	NNP
A52264	2290	5	is	be	VBZ
A52264	2290	6	no	no	DT
A52264	2290	7	other	other	JJ
A52264	2290	8	but	but	CC
A52264	2290	9	the	the	DT
A52264	2290	10	very	very	JJ
A52264	2290	11	horizontall	horizontall	NN
A52264	2290	12	of	of	IN
A52264	2290	13	a	a	DT
A52264	2290	14	right	right	JJ
A52264	2290	15	Sphere	Sphere	NNP
A52264	2290	16	,	,	,
A52264	2290	17	where	where	WRB
A52264	2290	18	the	the	DT
A52264	2290	19	Equinoctial	Equinoctial	NNP
A52264	2290	20	is	be	VBZ
A52264	2290	21	Zenith	Zenith	NNP
A52264	2290	22	,	,	,
A52264	2290	23	and	and	CC
A52264	2290	24	the	the	DT
A52264	2290	25	Poles	Poles	NNPS
A52264	2290	26	of	of	IN
A52264	2290	27	the	the	DT
A52264	2290	28	world	world	NN
A52264	2290	29	in	in	IN
A52264	2290	30	the	the	DT
A52264	2290	31	Horizon	Horizon	NNP
A52264	2290	32	;	;	:
A52264	2290	33	therefore	therefore	RB
A52264	2290	34	it	-PRON-	PRP
A52264	2290	35	is	be	VBZ
A52264	2290	36	not	not	RB
A52264	2290	37	capable	capable	JJ
A52264	2290	38	of	of	IN
A52264	2290	39	the	the	DT
A52264	2290	40	six	six	CD
A52264	2290	41	of	of	IN
A52264	2290	42	clock	clock	NN
A52264	2290	43	hour	hour	NN
A52264	2290	44	(	(	-LRB-
A52264	2290	45	no	no	RB
A52264	2290	46	more	more	RBR
A52264	2290	47	then	then	RB
A52264	2290	48	the	the	DT
A52264	2290	49	East	East	NNP
A52264	2290	50	and	and	CC
A52264	2290	51	West	West	NNP
A52264	2290	52	are	be	VBP
A52264	2290	53	of	of	IN
A52264	2290	54	the	the	DT
A52264	2290	55	12	12	CD
A52264	2290	56	a	a	DT
A52264	2290	57	clock	clock	NN
A52264	2290	58	hour	hour	NN
A52264	2290	59	)	)	-RRB-
A52264	2290	60	which	which	WDT
A52264	2290	61	vanish	vanish	VBP
A52264	2290	62	upon	upon	IN
A52264	2290	63	the	the	DT
A52264	2290	64	planes	plane	NNS
A52264	2290	65	,	,	,
A52264	2290	66	unto	unto	IN
A52264	2290	67	which	which	WDT
A52264	2290	68	they	-PRON-	PRP
A52264	2290	69	are	be	VBP
A52264	2290	70	parallel	parallel	JJ
A52264	2290	71	:	:	:
A52264	2290	72	and	and	CC
A52264	2290	73	the	the	DT
A52264	2290	74	twelve	twelve	NN
A52264	2290	75	a	a	DT
A52264	2290	76	clock	clock	NN
A52264	2290	77	hour	hour	NN
A52264	2290	78	is	be	VBZ
A52264	2290	79	the	the	DT
A52264	2290	80	middle	middle	JJ
A52264	2290	81	line	line	NN
A52264	2290	82	of	of	IN
A52264	2290	83	this	this	DT
A52264	2290	84	Diall	Diall	NNP
A52264	2290	85	(	(	-LRB-
A52264	2290	86	because	because	IN
A52264	2290	87	the	the	DT
A52264	2290	88	Meridian	Meridian	NNP
A52264	2290	89	cutteth	cutteth	VBP
A52264	2290	90	the	the	DT
A52264	2290	91	plane	plane	NN
A52264	2290	92	of	of	IN
A52264	2290	93	six	six	CD
A52264	2290	94	a	a	DT
A52264	2290	95	clock	clock	NN
A52264	2290	96	at	at	IN
A52264	2290	97	right	right	JJ
A52264	2290	98	angles	angle	NNS
A52264	2290	99	)	)	-RRB-
A52264	2290	100	which	which	WDT
A52264	2290	101	the	the	DT
A52264	2290	102	Sun	Sun	NNP
A52264	2290	103	attaineth	attaineth	RB
A52264	2290	104	not	not	RB
A52264	2290	105	,	,	,
A52264	2290	106	till	till	IN
A52264	2290	107	he	-PRON-	PRP
A52264	2290	108	be	be	VB
A52264	2290	109	perpendicular	perpendicular	JJ
A52264	2290	110	to	to	IN
A52264	2290	111	the	the	DT
A52264	2290	112	plain	plain	NN
A52264	2290	113	.	.	.
A52264	2291	1	And	and	CC
A52264	2291	2	this	this	DT
A52264	2291	3	in	in	IN
A52264	2291	4	my	-PRON-	PRP$
A52264	2291	5	opinion	opinion	NN
A52264	2291	6	,	,	,
A52264	2291	7	besides	besides	IN
A52264	2291	8	the	the	DT
A52264	2291	9	respect	respect	NN
A52264	2291	10	of	of	IN
A52264	2291	11	the	the	DT
A52264	2291	12	poles	pole	NNS
A52264	2291	13	,	,	,
A52264	2291	14	is	be	VBZ
A52264	2291	15	reason	reason	NN
A52264	2291	16	enough	enough	JJ
A52264	2291	17	to	to	TO
A52264	2291	18	call	call	VB
A52264	2291	19	it	-PRON-	PRP
A52264	2291	20	an	an	DT
A52264	2291	21	Equinoctiall	Equinoctiall	NNP
A52264	2291	22	Diall	Diall	NNP
A52264	2291	23	,	,	,
A52264	2291	24	seeing	see	VBG
A52264	2291	25	it	-PRON-	PRP
A52264	2291	26	is	be	VBZ
A52264	2291	27	the	the	DT
A52264	2291	28	Diall	Diall	NNP
A52264	2291	29	proper	proper	JJ
A52264	2291	30	to	to	IN
A52264	2291	31	them	-PRON-	PRP
A52264	2291	32	that	that	WDT
A52264	2291	33	live	live	VBP
A52264	2291	34	under	under	IN
A52264	2291	35	the	the	DT
A52264	2291	36	Equinoctiall	Equinoctiall	NNP
A52264	2291	37	.	.	.
A52264	2292	1	This	this	DT
A52264	2292	2	Diall	Diall	NNP
A52264	2292	3	is	be	VBZ
A52264	2292	4	to	to	TO
A52264	2292	5	be	be	VB
A52264	2292	6	made	make	VBN
A52264	2292	7	in	in	IN
A52264	2292	8	all	all	DT
A52264	2292	9	respects	respect	NNS
A52264	2292	10	as	as	IN
A52264	2292	11	the	the	DT
A52264	2292	12	East	East	NNP
A52264	2292	13	and	and	CC
A52264	2292	14	West	West	NNP
A52264	2292	15	were	be	VBD
A52264	2292	16	,	,	,
A52264	2292	17	being	be	VBG
A52264	2292	18	indeed	indeed	RB
A52264	2292	19	the	the	DT
A52264	2292	20	very	very	RB
A52264	2292	21	same	same	JJ
A52264	2292	22	with	with	IN
A52264	2292	23	them	-PRON-	PRP
A52264	2292	24	,	,	,
A52264	2292	25	onely	onely	RB
A52264	2292	26	changing	change	VBG
A52264	2292	27	the	the	DT
A52264	2292	28	numbers	number	NNS
A52264	2292	29	of	of	IN
A52264	2292	30	the	the	DT
A52264	2292	31	hours	hour	NNS
A52264	2292	32	:	:	:
A52264	2292	33	for	for	IN
A52264	2292	34	seeing	see	VBG
A52264	2292	35	the	the	DT
A52264	2292	36	six	six	CD
A52264	2292	37	of	of	IN
A52264	2292	38	clock	clock	NN
A52264	2292	39	hour	hour	NN
A52264	2292	40	in	in	IN
A52264	2292	41	which	which	WDT
A52264	2292	42	this	this	DT
A52264	2292	43	plane	plane	NN
A52264	2292	44	lieth	lieth	NNP
A52264	2292	45	crosseth	crosseth	NNP
A52264	2292	46	the	the	DT
A52264	2292	47	twelve	twelve	CD
A52264	2292	48	of	of	IN
A52264	2292	49	clock	clock	NN
A52264	2292	50	hour	hour	NN
A52264	2292	51	at	at	IN
A52264	2292	52	right	right	JJ
A52264	2292	53	angles	angle	NNS
A52264	2292	54	,	,	,
A52264	2292	55	in	in	IN
A52264	2292	56	which	which	WDT
A52264	2292	57	the	the	DT
A52264	2292	58	East	East	NNP
A52264	2292	59	and	and	CC
A52264	2292	60	West	West	NNP
A52264	2292	61	plane	plane	NN
A52264	2292	62	lieth	lieth	NNP
A52264	2292	63	,	,	,
A52264	2292	64	the	the	DT
A52264	2292	65	rest	rest	NN
A52264	2292	66	of	of	IN
A52264	2292	67	the	the	DT
A52264	2292	68	hour	hour	NN
A52264	2292	69	-	-	HYPH
A52264	2292	70	lines	line	NNS
A52264	2292	71	will	will	MD
A52264	2292	72	have	have	VB
A52264	2292	73	equall	equall	JJ
A52264	2292	74	respect	respect	NN
A52264	2292	75	unto	unto	IN
A52264	2292	76	them	-PRON-	PRP
A52264	2292	77	both	both	DT
A52264	2292	78	:	:	:
A52264	2292	79	so	so	IN
A52264	2292	80	that	that	IN
A52264	2292	81	the	the	DT
A52264	2292	82	fifth	fifth	JJ
A52264	2292	83	hour	hour	NN
A52264	2292	84	from	from	IN
A52264	2292	85	six	six	CD
A52264	2292	86	of	of	IN
A52264	2292	87	the	the	DT
A52264	2292	88	clock	clock	NN
A52264	2292	89	is	be	VBZ
A52264	2292	90	equal	equal	JJ
A52264	2292	91	to	to	IN
A52264	2292	92	the	the	DT
A52264	2292	93	fift	fift	JJ
A52264	2292	94	hour	hour	NN
A52264	2292	95	from	from	IN
A52264	2292	96	twelve	twelve	CD
A52264	2292	97	;	;	:
A52264	2292	98	the	the	DT
A52264	2292	99	four	four	CD
A52264	2292	100	to	to	IN
A52264	2292	101	the	the	DT
A52264	2292	102	four	four	CD
A52264	2292	103	;	;	:
A52264	2292	104	and	and	CC
A52264	2292	105	so	so	RB
A52264	2292	106	of	of	IN
A52264	2292	107	the	the	DT
A52264	2292	108	●	●	NFP
A52264	2292	109	est	e	JJS
A52264	2292	110	.	.	.
A52264	2293	1	These	these	DT
A52264	2293	2	analogies	analogy	NNS
A52264	2293	3	holding	hold	VBG
A52264	2293	4	,	,	,
A52264	2293	5	the	the	DT
A52264	2293	6	hour	hour	NN
A52264	2293	7	distances	distance	VBZ
A52264	2293	8	from	from	IN
A52264	2293	9	six	six	CD
A52264	2293	10	are	be	VBP
A52264	2293	11	to	to	TO
A52264	2293	12	be	be	VB
A52264	2293	13	set	set	VBN
A52264	2293	14	off	off	RP
A52264	2293	15	by	by	IN
A52264	2293	16	the	the	DT
A52264	2293	17	natural	natural	JJ
A52264	2293	18	tangents	tangent	NNS
A52264	2293	19	in	in	IN
A52264	2293	20	these	these	DT
A52264	2293	21	Dials	Dials	NNPS
A52264	2293	22	,	,	,
A52264	2293	23	as	as	IN
A52264	2293	24	they	-PRON-	PRP
A52264	2293	25	were	be	VBD
A52264	2293	26	from	from	IN
A52264	2293	27	twelve	twelve	CD
A52264	2293	28	in	in	IN
A52264	2293	29	the	the	DT
A52264	2293	30	East	East	NNP
A52264	2293	31	and	and	CC
A52264	2293	32	West	West	NNP
A52264	2293	33	Dials	Dials	NNP
A52264	2293	34	.	.	.
A52264	2294	1	The	the	DT
A52264	2294	2	Geometricall	Geometricall	NNP
A52264	2294	3	Projection	Projection	NNP
A52264	2294	4	.	.	.
A52264	2295	1	Draw	draw	VB
A52264	2295	2	the	the	DT
A52264	2295	3	tangent	tangent	NN
A52264	2295	4	line	line	NN
A52264	2295	5	DSK	DSK	NNP
A52264	2295	6	,	,	,
A52264	2295	7	parallel	parallel	NN
A52264	2295	8	to	to	IN
A52264	2295	9	the	the	DT
A52264	2295	10	line	line	NN
A52264	2295	11	EZW	EZW	NNP
A52264	2295	12	in	in	IN
A52264	2295	13	the	the	DT
A52264	2295	14	Scheme	Scheme	NNP
A52264	2295	15	,	,	,
A52264	2295	16	crosse	crosse	VB
A52264	2295	17	it	-PRON-	PRP
A52264	2295	18	at	at	IN
A52264	2295	19	right	right	JJ
A52264	2295	20	angles	angle	NNS
A52264	2295	21	with	with	IN
A52264	2295	22	MSA	MSA	NNP
A52264	2295	23	the	the	DT
A52264	2295	24	Meridian	meridian	JJ
A52264	2295	25	line	line	NN
A52264	2295	26	,	,	,
A52264	2295	27	make	make	VB
A52264	2295	28	SA	SA	NNP
A52264	2295	29	the	the	DT
A52264	2295	30	Radius	radius	NN
A52264	2295	31	to	to	IN
A52264	2295	32	that	that	DT
A52264	2295	33	tangent	tangent	NN
A52264	2295	34	line	line	NN
A52264	2295	35	,	,	,
A52264	2295	36	on	on	IN
A52264	2295	37	which	which	WDT
A52264	2295	38	prick	prick	VBP
A52264	2295	39	down	down	RP
A52264	2295	40	the	the	DT
A52264	2295	41	hours	hour	NNS
A52264	2295	42	;	;	:
A52264	2295	43	and	and	CC
A52264	2295	44	that	that	IN
A52264	2295	45	there	there	EX
A52264	2295	46	may	may	MD
A52264	2295	47	be	be	VB
A52264	2295	48	as	as	RB
A52264	2295	49	many	many	JJ
A52264	2295	50	hours	hour	NNS
A52264	2295	51	upon	upon	IN
A52264	2295	52	the	the	DT
A52264	2295	53	plane	plane	NN
A52264	2295	54	as	as	IN
A52264	2295	55	it	-PRON-	PRP
A52264	2295	56	is	be	VBZ
A52264	2295	57	capable	capable	JJ
A52264	2295	58	of	of	IN
A52264	2295	59	,	,	,
A52264	2295	60	you	-PRON-	PRP
A52264	2295	61	must	must	MD
A52264	2295	62	proportion	proportion	VB
A52264	2295	63	the	the	DT
A52264	2295	64	stile	stile	NN
A52264	2295	65	to	to	IN
A52264	2295	66	the	the	DT
A52264	2295	67	plane	plane	NN
A52264	2295	68	(	(	-LRB-
A52264	2295	69	as	as	IN
A52264	2295	70	in	in	IN
A52264	2295	71	the	the	DT
A52264	2295	72	fifth	fifth	JJ
A52264	2295	73	Problem	Problem	NNP
A52264	2295	74	)	)	-RRB-
A52264	2295	75	after	after	IN
A52264	2295	76	this	this	DT
A52264	2295	77	manner	manner	NN
A52264	2295	78	:	:	:
A52264	2295	79	let	let	VB
A52264	2295	80	the	the	DT
A52264	2295	81	length	length	NN
A52264	2295	82	of	of	IN
A52264	2295	83	the	the	DT
A52264	2295	84	plane	plane	NN
A52264	2295	85	from	from	IN
A52264	2295	86	A	a	DT
A52264	2295	87	be	be	NN
A52264	2295	88	given	give	VBN
A52264	2295	89	in	in	IN
A52264	2295	90	known	know	VBN
A52264	2295	91	parts	part	NNS
A52264	2295	92	,	,	,
A52264	2295	93	then	then	RB
A52264	2295	94	because	because	IN
A52264	2295	95	the	the	DT
A52264	2295	96	extream	extream	JJ
A52264	2295	97	hours	hour	NNS
A52264	2295	98	upon	upon	IN
A52264	2295	99	this	this	DT
A52264	2295	100	plane	plane	NN
A52264	2295	101	are	be	VBP
A52264	2295	102	5	5	CD
A52264	2295	103	or	or	CC
A52264	2295	104	7	7	CD
A52264	2295	105	,	,	,
A52264	2295	106	reckoning	reckon	VBG
A52264	2295	107	15	15	CD
A52264	2295	108	degrees	degree	NNS
A52264	2295	109	to	to	IN
A52264	2295	110	every	every	DT
A52264	2295	111	hour	hour	NN
A52264	2295	112	from	from	IN
A52264	2295	113	12	12	CD
A52264	2295	114	,	,	,
A52264	2295	115	the	the	DT
A52264	2295	116	arch	arch	NN
A52264	2295	117	of	of	IN
A52264	2295	118	the	the	DT
A52264	2295	119	Equator	equator	NN
A52264	2295	120	will	will	MD
A52264	2295	121	be	be	VB
A52264	2295	122	75	75	CD
A52264	2295	123	degrees	degree	NNS
A52264	2295	124	:	:	:
A52264	2295	125	and	and	CC
A52264	2295	126	therefore	therefore	RB
A52264	2295	127	in	in	IN
A52264	2295	128	the	the	DT
A52264	2295	129	right	right	NN
A52264	2295	130	angled	angle	VBN
A52264	2295	131	plain	plain	JJ
A52264	2295	132	triangle	triangle	NN
A52264	2295	133	SA	SA	NNP
A52264	2295	134	♎	♎	NN
A52264	2295	135	,	,	,
A52264	2295	136	we	-PRON-	PRP
A52264	2295	137	have	have	VBP
A52264	2295	138	given	give	VBN
A52264	2295	139	the	the	DT
A52264	2295	140	base	base	NN
A52264	2295	141	A	a	DT
A52264	2295	142	♎	♎	NN
A52264	2295	143	,	,	,
A52264	2295	144	the	the	DT
A52264	2295	145	length	length	NN
A52264	2295	146	of	of	IN
A52264	2295	147	the	the	DT
A52264	2295	148	plane	plane	NN
A52264	2295	149	from	from	IN
A52264	2295	150	A	a	NN
A52264	2295	151	,	,	,
A52264	2295	152	and	and	CC
A52264	2295	153	the	the	DT
A52264	2295	154	angle	angle	NN
A52264	2295	155	AS	as	IN
A52264	2295	156	♎	♎	NN
A52264	2295	157	75	75	CD
A52264	2295	158	degrees	degree	NNS
A52264	2295	159	,	,	,
A52264	2295	160	to	to	TO
A52264	2295	161	finde	finde	VB
A52264	2295	162	the	the	DT
A52264	2295	163	perpendicular	perpendicular	JJ
A52264	2295	164	SA	SA	NNP
A52264	2295	165	;	;	:
A52264	2295	166	for	for	IN
A52264	2295	167	which	which	WDT
A52264	2295	168	,	,	,
A52264	2295	169	as	as	IN
A52264	2295	170	in	in	IN
A52264	2295	171	the	the	DT
A52264	2295	172	fifth	fifth	JJ
A52264	2295	173	Chapter	chapter	NN
A52264	2295	174	,	,	,
A52264	2295	175	I	-PRON-	PRP
A52264	2295	176	say	say	VBP
A52264	2295	177	;	;	:
A52264	2295	178	As	as	IN
A52264	2295	179	the	the	DT
A52264	2295	180	Radius	Radius	NNP
A52264	2295	181	90	90	CD
A52264	2295	182	,	,	,
A52264	2295	183	10.000000	10.000000	CD
A52264	2295	184	Is	be	VBZ
A52264	2295	185	to	to	IN
A52264	2295	186	the	the	DT
A52264	2295	187	base	base	NN
A52264	2295	188	A	a	DT
A52264	2295	189	♎	♎	NN
A52264	2295	190	3.50	3.50	CD
A52264	2295	191	.	.	.
A52264	2296	1	2.544068	2.544068	CD
A52264	2296	2	So	so	RB
A52264	2296	3	is	be	VBZ
A52264	2296	4	the	the	DT
A52264	2296	5	tangent	tangent	NN
A52264	2296	6	of	of	IN
A52264	2296	7	A	a	DT
A52264	2296	8	♎	♎	NN
A52264	2296	9	S	S	NNP
A52264	2296	10	15	15	CD
A52264	2296	11	9,428052	9,428052	NN
A52264	2296	12	    	    	_SP
A52264	2296	13	To	to	IN
A52264	2296	14	the	the	DT
A52264	2296	15	perpendicular	perpendicular	JJ
A52264	2296	16	AS	AS	NNP
A52264	2296	17	94	94	CD
A52264	2296	18	1.972120	1.972120	CD
A52264	2296	19	At	at	IN
A52264	2296	20	which	which	WDT
A52264	2296	21	height	height	NN
A52264	2296	22	a	a	DT
A52264	2296	23	stile	stile	NN
A52264	2296	24	being	be	VBG
A52264	2296	25	erected	erect	VBN
A52264	2296	26	over	over	IN
A52264	2296	27	the	the	DT
A52264	2296	28	12	12	CD
A52264	2296	29	a	a	DT
A52264	2296	30	clock	clock	NN
A52264	2296	31	hour	hour	NN
A52264	2296	32	line	line	NN
A52264	2296	33	,	,	,
A52264	2296	34	and	and	CC
A52264	2296	35	the	the	DT
A52264	2296	36	hours	hour	NNS
A52264	2296	37	from	from	IN
A52264	2296	38	12	12	CD
A52264	2296	39	drawn	drawn	NN
A52264	2296	40	parallel	parallel	JJ
A52264	2296	41	thereunto	thereunto	NNS
A52264	2296	42	through	through	IN
A52264	2296	43	the	the	DT
A52264	2296	44	points	point	NNS
A52264	2296	45	made	make	VBN
A52264	2296	46	in	in	IN
A52264	2296	47	the	the	DT
A52264	2296	48	tangent	tangent	NN
A52264	2296	49	line	line	NN
A52264	2296	50	,	,	,
A52264	2296	51	by	by	IN
A52264	2296	52	setting	set	VBG
A52264	2296	53	off	off	RP
A52264	2296	54	the	the	DT
A52264	2296	55	natural	natural	JJ
A52264	2296	56	tangents	tangent	NNS
A52264	2296	57	thereon	thereon	NN
A52264	2296	58	,	,	,
A52264	2296	59	and	and	CC
A52264	2296	60	then	then	RB
A52264	2296	61	the	the	DT
A52264	2296	62	Diall	Diall	NNP
A52264	2296	63	is	be	VBZ
A52264	2296	64	finished	finish	VBN
A52264	2296	65	.	.	.
A52264	2297	1	Let	let	VB
A52264	2297	2	SA	SA	NNP
A52264	2297	3	12	12	CD
A52264	2297	4	be	be	VB
A52264	2297	5	placed	place	VBN
A52264	2297	6	in	in	IN
A52264	2297	7	the	the	DT
A52264	2297	8	meridian	meridian	NN
A52264	2297	9	,	,	,
A52264	2297	10	and	and	CC
A52264	2297	11	the	the	DT
A52264	2297	12	whole	whole	JJ
A52264	2297	13	plane	plane	NN
A52264	2297	14	at	at	IN
A52264	2297	15	S	S	NNP
A52264	2297	16	raised	raise	VBD
A52264	2297	17	to	to	IN
A52264	2297	18	the	the	DT
A52264	2297	19	height	height	NN
A52264	2297	20	of	of	IN
A52264	2297	21	the	the	DT
A52264	2297	22	pole	pole	NNP
A52264	2297	23	51	51	CD
A52264	2297	24	degr	degr	NN
A52264	2297	25	.	.	.
A52264	2298	1	53	53	CD
A52264	2298	2	min	min	NN
A52264	2298	3	.	.	.
A52264	2299	1	then	then	RB
A52264	2299	2	will	will	MD
A52264	2299	3	the	the	DT
A52264	2299	4	stile	stile	NN
A52264	2299	5	shew	shew	VB
A52264	2299	6	the	the	DT
A52264	2299	7	hours	hour	NNS
A52264	2299	8	truly	truly	RB
A52264	2299	9	,	,	,
A52264	2299	10	and	and	CC
A52264	2299	11	the	the	DT
A52264	2299	12	Diall	Diall	NNP
A52264	2299	13	stand	stand	NN
A52264	2299	14	in	in	IN
A52264	2299	15	its	-PRON-	PRP$
A52264	2299	16	due	due	JJ
A52264	2299	17	position	position	NN
A52264	2299	18	.	.	.
A52264	2300	1	2	2	LS
A52264	2300	2	.	.	.
A52264	2301	1	Of	of	IN
A52264	2301	2	South	South	NNP
A52264	2301	3	reclining	recline	VBG
A52264	2301	4	lesse	lesse	NN
A52264	2301	5	then	then	RB
A52264	2301	6	the	the	DT
A52264	2301	7	pole	pole	NN
A52264	2301	8	.	.	.
A52264	2302	1	This	this	DT
A52264	2302	2	plane	plane	NN
A52264	2302	3	is	be	VBZ
A52264	2302	4	represented	represent	VBN
A52264	2302	5	by	by	IN
A52264	2302	6	the	the	DT
A52264	2302	7	prickt	prickt	NNS
A52264	2302	8	circle	circle	NN
A52264	2302	9	in	in	IN
A52264	2302	10	the	the	DT
A52264	2302	11	fundamental	fundamental	JJ
A52264	2302	12	Diagram	Diagram	NNP
A52264	2302	13	ECW	ECW	NNP
A52264	2302	14	,	,	,
A52264	2302	15	and	and	CC
A52264	2302	16	is	be	VBZ
A52264	2302	17	intersected	intersect	VBN
A52264	2302	18	by	by	IN
A52264	2302	19	the	the	DT
A52264	2302	20	hour	hour	NN
A52264	2302	21	circles	circle	NNS
A52264	2302	22	from	from	IN
A52264	2302	23	the	the	DT
A52264	2302	24	pole	pole	NN
A52264	2302	25	P	P	NNP
A52264	2302	26	,	,	,
A52264	2302	27	as	as	IN
A52264	2302	28	by	by	IN
A52264	2302	29	the	the	DT
A52264	2302	30	Scheme	Scheme	NNP
A52264	2302	31	appeareth	appeareth	NN
A52264	2302	32	,	,	,
A52264	2302	33	and	and	CC
A52264	2302	34	therefore	therefore	RB
A52264	2302	35	the	the	DT
A52264	2302	36	Diall	Diall	NNP
A52264	2302	37	proper	proper	JJ
A52264	2302	38	to	to	IN
A52264	2302	39	this	this	DT
A52264	2302	40	plane	plane	NN
A52264	2302	41	must	must	MD
A52264	2302	42	have	have	VB
A52264	2302	43	a	a	DT
A52264	2302	44	center	center	NN
A52264	2302	45	,	,	,
A52264	2302	46	above	above	IN
A52264	2302	47	which	which	WDT
A52264	2302	48	the	the	DT
A52264	2302	49	South	South	NNP
A52264	2302	50	pole	pole	NN
A52264	2302	51	is	be	VBZ
A52264	2302	52	elevated	elevated	JJ
A52264	2302	53	;	;	:
A52264	2302	54	and	and	CC
A52264	2302	55	therefore	therefore	RB
A52264	2302	56	the	the	DT
A52264	2302	57	stile	stile	NN
A52264	2302	58	must	must	MD
A52264	2302	59	look	look	VB
A52264	2302	60	downwards	downwards	RB
A52264	2302	61	,	,	,
A52264	2302	62	as	as	IN
A52264	2302	63	in	in	IN
A52264	2302	64	South	south	JJ
A52264	2302	65	direct	direct	JJ
A52264	2302	66	planes	plane	NNS
A52264	2302	67	;	;	:
A52264	2302	68	to	to	TO
A52264	2302	69	calculate	calculate	VB
A52264	2302	70	which	which	WDT
A52264	2302	71	Dials	Dials	NNPS
A52264	2302	72	there	there	EX
A52264	2302	73	must	must	MD
A52264	2302	74	be	be	VB
A52264	2302	75	given	give	VBN
A52264	2302	76	the	the	DT
A52264	2302	77	Poles	Poles	NNPS
A52264	2302	78	elevation	elevation	NN
A52264	2302	79	,	,	,
A52264	2302	80	and	and	CC
A52264	2302	81	the	the	DT
A52264	2302	82	quantity	quantity	NN
A52264	2302	83	of	of	IN
A52264	2302	84	reclination	reclination	NN
A52264	2302	85	,	,	,
A52264	2302	86	by	by	IN
A52264	2302	87	which	which	WDT
A52264	2302	88	to	to	TO
A52264	2302	89	finde	finde	VB
A52264	2302	90	the	the	DT
A52264	2302	91	hour	hour	NN
A52264	2302	92	distances	distance	NNS
A52264	2302	93	from	from	IN
A52264	2302	94	the	the	DT
A52264	2302	95	meridian	meridian	NN
A52264	2302	96	,	,	,
A52264	2302	97	and	and	CC
A52264	2302	98	thus	thus	RB
A52264	2302	99	in	in	IN
A52264	2302	100	the	the	DT
A52264	2302	101	triangle	triangle	NN
A52264	2302	102	PC	PC	NNP
A52264	2302	103	1	1	CD
A52264	2302	104	,	,	,
A52264	2302	105	having	have	VBG
A52264	2302	106	the	the	DT
A52264	2302	107	poles	pole	NNS
A52264	2302	108	elevation	elevation	NN
A52264	2302	109	51	51	CD
A52264	2302	110	degr	degr	NN
A52264	2302	111	.	.	.
A52264	2303	1	53	53	CD
A52264	2303	2	min	min	NN
A52264	2303	3	.	.	.
A52264	2304	1	and	and	CC
A52264	2304	2	the	the	DT
A52264	2304	3	reclination	reclination	NN
A52264	2304	4	25	25	CD
A52264	2304	5	degr	degr	NN
A52264	2304	6	.	.	.
A52264	2305	1	PC	PC	NNP
A52264	2305	2	is	be	VBZ
A52264	2305	3	given	give	VBN
A52264	2305	4	,	,	,
A52264	2305	5	by	by	IN
A52264	2305	6	substracting	substracte	VBG
A52264	2305	7	25	25	CD
A52264	2305	8	degr	degr	NN
A52264	2305	9	.	.	.
A52264	2306	1	from	from	IN
A52264	2306	2	PZ	PZ	NNP
A52264	2306	3	38	38	CD
A52264	2306	4	degr	degr	NN
A52264	2306	5	.	.	.
A52264	2307	1	47	47	CD
A52264	2307	2	min	min	NN
A52264	2307	3	.	.	.
A52264	2308	1	the	the	DT
A52264	2308	2	complement	complement	NN
A52264	2308	3	of	of	IN
A52264	2308	4	the	the	DT
A52264	2308	5	poles	pole	NNS
A52264	2308	6	height	height	NN
A52264	2308	7	,	,	,
A52264	2308	8	the	the	DT
A52264	2308	9	angle	angle	NN
A52264	2308	10	CP	CP	NNP
A52264	2308	11	1	1	CD
A52264	2308	12	is	be	VBZ
A52264	2308	13	15	15	CD
A52264	2308	14	degrees	degree	NNS
A52264	2308	15	,	,	,
A52264	2308	16	one	one	CD
A52264	2308	17	hours	hour	NNS
A52264	2308	18	distance	distance	NN
A52264	2308	19	,	,	,
A52264	2308	20	and	and	CC
A52264	2308	21	the	the	DT
A52264	2308	22	angle	angle	NN
A52264	2308	23	at	at	IN
A52264	2308	24	C	c	NN
A52264	2308	25	right	right	UH
A52264	2308	26	,	,	,
A52264	2308	27	we	-PRON-	PRP
A52264	2308	28	may	may	MD
A52264	2308	29	finde	finde	VB
A52264	2308	30	C	C	NNP
A52264	2308	31	1	1	CD
A52264	2308	32	,	,	,
A52264	2308	33	by	by	IN
A52264	2308	34	the	the	DT
A52264	2308	35	first	first	JJ
A52264	2308	36	case	case	NN
A52264	2308	37	of	of	IN
A52264	2308	38	right	right	JJ
A52264	2308	39	angled	angle	VBN
A52264	2308	40	spherical	spherical	JJ
A52264	2308	41	triangles	triangle	NNS
A52264	2308	42	:	:	:
A52264	2308	43	for	for	IN
A52264	2308	44	,	,	,
A52264	2308	45	As	as	IN
A52264	2308	46	the	the	DT
A52264	2308	47	Radius	Radius	NNP
A52264	2308	48	90	90	CD
A52264	2308	49	,	,	,
A52264	2308	50	10.000000	10.000000	CD
A52264	2308	51	Is	be	VBZ
A52264	2308	52	to	to	IN
A52264	2308	53	the	the	DT
A52264	2308	54	sine	sine	NN
A52264	2308	55	of	of	IN
A52264	2308	56	PC	PC	NNP
A52264	2308	57	13.47	13.47	CD
A52264	2308	58	.	.	.
A52264	2309	1	9.367237	9.367237	CD
A52264	2309	2	So	so	RB
A52264	2309	3	is	be	VBZ
A52264	2309	4	the	the	DT
A52264	2309	5	tangent	tangent	NN
A52264	2309	6	of	of	IN
A52264	2309	7	CP	CP	NNP
A52264	2309	8	1	1	CD
A52264	2309	9	.	.	.
A52264	2310	1	15	15	CD
A52264	2310	2	.	.	.
A52264	2311	1	9.428052	9.428052	CD
A52264	2311	2	To	to	IN
A52264	2311	3	the	the	DT
A52264	2311	4	tangent	tangent	NN
A52264	2311	5	of	of	IN
A52264	2311	6	C	C	NNP
A52264	2311	7	1	1	CD
A52264	2311	8	3.57	3.57	CD
A52264	2311	9	.	.	.
A52264	2312	1	8.795289	8.795289	CD
A52264	2312	2	And	and	CC
A52264	2312	3	this	this	DT
A52264	2312	4	being	be	VBG
A52264	2312	5	all	all	PDT
A52264	2312	6	the	the	DT
A52264	2312	7	varieties	variety	NNS
A52264	2312	8	,	,	,
A52264	2312	9	save	save	VB
A52264	2312	10	onely	onely	RB
A52264	2312	11	increasing	increase	VBG
A52264	2312	12	the	the	DT
A52264	2312	13	angle	angle	NN
A52264	2312	14	at	at	IN
A52264	2312	15	P	p	NN
A52264	2312	16	,	,	,
A52264	2312	17	I	-PRON-	PRP
A52264	2312	18	need	need	VBP
A52264	2312	19	not	not	RB
A52264	2312	20	reiterate	reiterate	VB
A52264	2312	21	the	the	DT
A52264	2312	22	work	work	NN
A52264	2312	23	.	.	.
A52264	2313	1	3	3	LS
A52264	2313	2	.	.	.
A52264	2314	1	Of	of	IN
A52264	2314	2	South	South	NNP
A52264	2314	3	reclining	recline	VBG
A52264	2314	4	more	more	RBR
A52264	2314	5	then	then	RB
A52264	2314	6	the	the	DT
A52264	2314	7	pole	pole	NN
A52264	2314	8	.	.	.
A52264	2315	1	This	this	DT
A52264	2315	2	plane	plane	NN
A52264	2315	3	in	in	IN
A52264	2315	4	the	the	DT
A52264	2315	5	fundamental	fundamental	JJ
A52264	2315	6	Scheme	Scheme	NNP
A52264	2315	7	is	be	VBZ
A52264	2315	8	represented	represent	VBN
A52264	2315	9	by	by	IN
A52264	2315	10	the	the	DT
A52264	2315	11	prickt	prickt	NNS
A52264	2315	12	circle	circle	NN
A52264	2315	13	EAW	EAW	NNP
A52264	2315	14	,	,	,
A52264	2315	15	of	of	IN
A52264	2315	16	which	which	WDT
A52264	2315	17	in	in	IN
A52264	2315	18	the	the	DT
A52264	2315	19	same	same	JJ
A52264	2315	20	latitude	latitude	NN
A52264	2315	21	let	let	VBD
A52264	2315	22	the	the	DT
A52264	2315	23	reclination	reclination	NN
A52264	2315	24	be	be	VB
A52264	2315	25	55	55	CD
A52264	2315	26	degrees	degree	NNS
A52264	2315	27	,	,	,
A52264	2315	28	from	from	IN
A52264	2315	29	which	which	WDT
A52264	2315	30	if	if	IN
A52264	2315	31	you	-PRON-	PRP
A52264	2315	32	deduct	deduct	VBP
A52264	2315	33	PZ	PZ	NNP
A52264	2315	34	38	38	CD
A52264	2315	35	deg	deg	NN
A52264	2315	36	.	.	.
A52264	2316	1	47	47	CD
A52264	2316	2	min	min	NN
A52264	2316	3	.	.	.
A52264	2317	1	the	the	DT
A52264	2317	2	complement	complement	NN
A52264	2317	3	of	of	IN
A52264	2317	4	the	the	DT
A52264	2317	5	poles	pole	NNS
A52264	2317	6	height	height	NN
A52264	2317	7	,	,	,
A52264	2317	8	there	there	EX
A52264	2317	9	will	will	MD
A52264	2317	10	remain	remain	VB
A52264	2317	11	PA	PA	NNP
A52264	2317	12	16	16	CD
A52264	2317	13	deg	deg	NN
A52264	2317	14	.	.	.
A52264	2318	1	53	53	CD
A52264	2318	2	min	min	NN
A52264	2318	3	.	.	.
A52264	2319	1	the	the	DT
A52264	2319	2	height	height	NN
A52264	2319	3	of	of	IN
A52264	2319	4	the	the	DT
A52264	2319	5	north	north	NNP
A52264	2319	6	pole	pole	NNP
A52264	2319	7	above	above	IN
A52264	2319	8	the	the	DT
A52264	2319	9	plane	plane	NN
A52264	2319	10	,	,	,
A52264	2319	11	and	and	CC
A52264	2319	12	instead	instead	RB
A52264	2319	13	of	of	IN
A52264	2319	14	the	the	DT
A52264	2319	15	triangle	triangle	NN
A52264	2319	16	PC	PC	NNP
A52264	2319	17	1	1	CD
A52264	2319	18	,	,	,
A52264	2319	19	in	in	IN
A52264	2319	20	the	the	DT
A52264	2319	21	former	former	JJ
A52264	2319	22	plane	plane	NN
A52264	2319	23	we	-PRON-	PRP
A52264	2319	24	have	have	VBP
A52264	2319	25	the	the	DT
A52264	2319	26	triangle	triangle	NN
A52264	2319	27	PA	PA	NNP
A52264	2319	28	1	1	CD
A52264	2319	29	,	,	,
A52264	2319	30	in	in	IN
A52264	2319	31	which	which	WDT
A52264	2319	32	there	there	EX
A52264	2319	33	is	be	VBZ
A52264	2319	34	given	give	VBN
A52264	2319	35	as	as	IN
A52264	2319	36	before	before	IN
A52264	2319	37	the	the	DT
A52264	2319	38	angle	angle	NN
A52264	2319	39	at	at	IN
A52264	2319	40	P	p	NN
A52264	2319	41	15	15	CD
A52264	2319	42	deg	deg	NN
A52264	2319	43	.	.	.
A52264	2320	1	&	&	CC
A52264	2320	2	the	the	DT
A52264	2320	3	height	height	NN
A52264	2320	4	of	of	IN
A52264	2320	5	the	the	DT
A52264	2320	6	pole	pole	NN
A52264	2320	7	PA	PA	NNP
A52264	2320	8	16	16	CD
A52264	2320	9	deg	deg	NN
A52264	2320	10	.	.	.
A52264	2321	1	53	53	CD
A52264	2321	2	min	min	NN
A52264	2321	3	.	.	.
A52264	2322	1	and	and	CC
A52264	2322	2	therefore	therefore	RB
A52264	2322	3	the	the	DT
A52264	2322	4	same	same	JJ
A52264	2322	5	proportion	proportion	NN
A52264	2322	6	holds	hold	VBZ
A52264	2322	7	:	:	:
A52264	2322	8	for	for	IN
A52264	2322	9	,	,	,
A52264	2322	10	As	as	IN
A52264	2322	11	the	the	DT
A52264	2322	12	Radius	Radius	NNP
A52264	2322	13	90	90	CD
A52264	2322	14	,	,	,
A52264	2322	15	10.000000	10.000000	CD
A52264	2322	16	Is	be	VBZ
A52264	2322	17	to	to	IN
A52264	2322	18	the	the	DT
A52264	2322	19	sine	sine	NN
A52264	2322	20	of	of	IN
A52264	2322	21	PA	PA	NNP
A52264	2322	22	16.53	16.53	CD
A52264	2322	23	.	.	.
A52264	2323	1	9.454108	9.454108	CD
A52264	2323	2	So	so	RB
A52264	2323	3	is	be	VBZ
A52264	2323	4	the	the	DT
A52264	2323	5	tangent	tangent	NN
A52264	2323	6	of	of	IN
A52264	2323	7	A	a	DT
A52264	2323	8	15	15	CD
A52264	2323	9	.	.	.
A52264	2324	1	9.428052	9.428052	CD
A52264	2324	2	To	to	IN
A52264	2324	3	the	the	DT
A52264	2324	4	tangent	tangent	NN
A52264	2324	5	of	of	IN
A52264	2324	6	A	a	DT
A52264	2324	7	1	1	CD
A52264	2324	8	.	.	.
A52264	2325	1	4.36	4.36	CD
A52264	2325	2	.	.	.
A52264	2326	1	8.882160	8.882160	CD
A52264	2326	2	The	the	DT
A52264	2326	3	rest	rest	NN
A52264	2326	4	of	of	IN
A52264	2326	5	the	the	DT
A52264	2326	6	hours	hour	NNS
A52264	2326	7	,	,	,
A52264	2326	8	as	as	IN
A52264	2326	9	in	in	IN
A52264	2326	10	the	the	DT
A52264	2326	11	former	former	JJ
A52264	2326	12	,	,	,
A52264	2326	13	are	be	VBP
A52264	2326	14	thus	thus	RB
A52264	2326	15	computed	compute	VBN
A52264	2326	16	,	,	,
A52264	2326	17	varying	vary	VBG
A52264	2326	18	onely	onely	RB
A52264	2326	19	the	the	DT
A52264	2326	20	angle	angle	NN
A52264	2326	21	at	at	IN
A52264	2326	22	P.	P.	NNP
A52264	2326	23	The	the	DT
A52264	2326	24	Geometricall	Geometricall	NNP
A52264	2326	25	Projection	Projection	NNP
A52264	2326	26	.	.	.
A52264	2327	1	These	these	DT
A52264	2327	2	arches	arch	NNS
A52264	2327	3	being	be	VBG
A52264	2327	4	thus	thus	RB
A52264	2327	5	found	find	VBN
A52264	2327	6	,	,	,
A52264	2327	7	to	to	TO
A52264	2327	8	draw	draw	VB
A52264	2327	9	the	the	DT
A52264	2327	10	Dials	Dials	NNPS
A52264	2327	11	true	true	JJ
A52264	2327	12	,	,	,
A52264	2327	13	consider	consider	VB
A52264	2327	14	the	the	DT
A52264	2327	15	Scheme	Scheme	NNP
A52264	2327	16	,	,	,
A52264	2327	17	wherein	wherein	WRB
A52264	2327	18	so	so	RB
A52264	2327	19	oft	oft	RB
A52264	2327	20	as	as	IN
A52264	2327	21	the	the	DT
A52264	2327	22	plane	plane	NN
A52264	2327	23	falleth	falleth	JJ
A52264	2327	24	between	between	IN
A52264	2327	25	Z	Z	NNP
A52264	2327	26	and	and	CC
A52264	2327	27	P	p	NN
A52264	2327	28	,	,	,
A52264	2327	29	the	the	DT
A52264	2327	30	Zenith	Zenith	NNP
A52264	2327	31	and	and	CC
A52264	2327	32	the	the	DT
A52264	2327	33	North	North	NNP
A52264	2327	34	pole	pole	NN
A52264	2327	35	,	,	,
A52264	2327	36	the	the	DT
A52264	2327	37	South	South	NNP
A52264	2327	38	pole	pole	NN
A52264	2327	39	is	be	VBZ
A52264	2327	40	elevated	elevate	VBN
A52264	2327	41	;	;	:
A52264	2327	42	in	in	IN
A52264	2327	43	all	all	PDT
A52264	2327	44	the	the	DT
A52264	2327	45	rest	rest	NN
A52264	2327	46	the	the	DT
A52264	2327	47	North	North	NNP
A52264	2327	48	;	;	:
A52264	2327	49	the	the	DT
A52264	2327	50	substile	substile	NN
A52264	2327	51	is	be	VBZ
A52264	2327	52	in	in	IN
A52264	2327	53	them	-PRON-	PRP
A52264	2327	54	all	all	PDT
A52264	2327	55	the	the	DT
A52264	2327	56	meridian	meridian	NN
A52264	2327	57	,	,	,
A52264	2327	58	as	as	IN
A52264	2327	59	in	in	IN
A52264	2327	60	the	the	DT
A52264	2327	61	direct	direct	JJ
A52264	2327	62	North	North	NNP
A52264	2327	63	and	and	CC
A52264	2327	64	South	South	NNP
A52264	2327	65	Dials	Dials	NNPS
A52264	2327	66	;	;	:
A52264	2327	67	in	in	IN
A52264	2327	68	which	which	WDT
A52264	2327	69	the	the	DT
A52264	2327	70	stile	stile	NN
A52264	2327	71	and	and	CC
A52264	2327	72	hours	hour	NNS
A52264	2327	73	are	be	VBP
A52264	2327	74	to	to	TO
A52264	2327	75	be	be	VB
A52264	2327	76	placed	place	VBN
A52264	2327	77	,	,	,
A52264	2327	78	as	as	IN
A52264	2327	79	was	be	VBD
A52264	2327	80	for	for	IN
A52264	2327	81	them	-PRON-	PRP
A52264	2327	82	directed	direct	VBN
A52264	2327	83	:	:	:
A52264	2327	84	which	which	WDT
A52264	2327	85	being	be	VBG
A52264	2327	86	done	do	VBN
A52264	2327	87	let	let	VB
A52264	2327	88	the	the	DT
A52264	2327	89	plane	plane	NN
A52264	2327	90	reclining	recline	VBG
A52264	2327	91	lesse	lesse	NN
A52264	2327	92	then	then	RB
A52264	2327	93	the	the	DT
A52264	2327	94	pole	pole	NN
A52264	2327	95	,	,	,
A52264	2327	96	be	be	VB
A52264	2327	97	raised	raise	VBN
A52264	2327	98	above	above	IN
A52264	2327	99	the	the	DT
A52264	2327	100	horizon	horizon	NN
A52264	2327	101	to	to	IN
A52264	2327	102	an	an	DT
A52264	2327	103	angle	angle	NN
A52264	2327	104	equal	equal	JJ
A52264	2327	105	to	to	IN
A52264	2327	106	the	the	DT
A52264	2327	107	complement	complement	NN
A52264	2327	108	of	of	IN
A52264	2327	109	reclination	reclination	NN
A52264	2327	110	,	,	,
A52264	2327	111	which	which	WDT
A52264	2327	112	in	in	IN
A52264	2327	113	our	-PRON-	PRP$
A52264	2327	114	example	example	NN
A52264	2327	115	is	be	VBZ
A52264	2327	116	to	to	IN
A52264	2327	117	65	65	CD
A52264	2327	118	degr	degr	NN
A52264	2327	119	.	.	.
A52264	2328	1	and	and	CC
A52264	2328	2	the	the	DT
A52264	2328	3	axis	axi	NNS
A52264	2328	4	of	of	IN
A52264	2328	5	the	the	DT
A52264	2328	6	plane	plane	NN
A52264	2328	7	point	point	NN
A52264	2328	8	downwards	downwards	RB
A52264	2328	9	;	;	:
A52264	2328	10	and	and	CC
A52264	2328	11	let	let	VB
A52264	2328	12	all	all	DT
A52264	2328	13	planes	plane	NNS
A52264	2328	14	reclining	recline	VBG
A52264	2328	15	more	more	RBR
A52264	2328	16	then	then	RB
A52264	2328	17	the	the	DT
A52264	2328	18	pole	pole	NN
A52264	2328	19	have	have	VBP
A52264	2328	20	the	the	DT
A52264	2328	21	hour	hour	NN
A52264	2328	22	of	of	IN
A52264	2328	23	12	12	CD
A52264	2328	24	elevated	elevate	VBN
A52264	2328	25	above	above	IN
A52264	2328	26	the	the	DT
A52264	2328	27	horizon	horizon	NN
A52264	2328	28	to	to	IN
A52264	2328	29	an	an	DT
A52264	2328	30	angle	angle	NN
A52264	2328	31	equal	equal	JJ
A52264	2328	32	to	to	IN
A52264	2328	33	the	the	DT
A52264	2328	34	complement	complement	NN
A52264	2328	35	of	of	IN
A52264	2328	36	the	the	DT
A52264	2328	37	reclination	reclination	NN
A52264	2328	38	also	also	RB
A52264	2328	39	,	,	,
A52264	2328	40	that	that	DT
A52264	2328	41	is	be	VBZ
A52264	2328	42	in	in	IN
A52264	2328	43	our	-PRON-	PRP$
A52264	2328	44	example	example	NN
A52264	2328	45	,	,	,
A52264	2328	46	to	to	IN
A52264	2328	47	35	35	CD
A52264	2328	48	deg	deg	NN
A52264	2328	49	.	.	.
A52264	2329	1	then	then	RB
A52264	2329	2	shall	shall	MD
A52264	2329	3	the	the	DT
A52264	2329	4	axis	axi	NNS
A52264	2329	5	point	point	VB
A52264	2329	6	up	up	IN
A52264	2329	7	to	to	IN
A52264	2329	8	the	the	DT
A52264	2329	9	North	North	NNP
A52264	2329	10	pole	pole	NN
A52264	2329	11	,	,	,
A52264	2329	12	and	and	CC
A52264	2329	13	the	the	DT
A52264	2329	14	Diall	Diall	NNP
A52264	2329	15	-	-	HYPH
A52264	2329	16	fitted	fit	VBN
A52264	2329	17	to	to	IN
A52264	2329	18	the	the	DT
A52264	2329	19	plane	plane	NN
A52264	2329	20	.	.	.
A52264	2330	1	Probl	probl	VB
A52264	2330	2	.	.	.
A52264	2331	1	10	10	CD
A52264	2331	2	.	.	.
A52264	2332	1	To	to	TO
A52264	2332	2	draw	draw	VB
A52264	2332	3	the	the	DT
A52264	2332	4	hour	hour	NN
A52264	2332	5	-	-	HYPH
A52264	2332	6	lines	line	NNS
A52264	2332	7	upon	upon	IN
A52264	2332	8	any	any	DT
A52264	2332	9	direct	direct	JJ
A52264	2332	10	North	North	NNP
A52264	2332	11	reclining	recline	VBG
A52264	2332	12	or	or	CC
A52264	2332	13	inclining	incline	VBG
A52264	2332	14	plane	plane	NN
A52264	2332	15	.	.	.
A52264	2333	1	THe	the	DT
A52264	2333	2	direct	direct	JJ
A52264	2333	3	north	north	JJ
A52264	2333	4	reclining	recline	VBG
A52264	2333	5	planes	plane	NNS
A52264	2333	6	have	have	VBP
A52264	2333	7	the	the	DT
A52264	2333	8	same	same	JJ
A52264	2333	9	variety	variety	NN
A52264	2333	10	that	that	WDT
A52264	2333	11	the	the	DT
A52264	2333	12	South	South	NNP
A52264	2333	13	had	have	VBD
A52264	2333	14	;	;	:
A52264	2333	15	for	for	IN
A52264	2333	16	either	either	CC
A52264	2333	17	the	the	DT
A52264	2333	18	plane	plane	NN
A52264	2333	19	may	may	MD
A52264	2333	20	recline	recline	VB
A52264	2333	21	from	from	IN
A52264	2333	22	the	the	DT
A52264	2333	23	Zenith	Zenith	NNP
A52264	2333	24	just	just	RB
A52264	2333	25	to	to	IN
A52264	2333	26	the	the	DT
A52264	2333	27	Equinoctial	Equinoctial	NNP
A52264	2333	28	,	,	,
A52264	2333	29	and	and	CC
A52264	2333	30	then	then	RB
A52264	2333	31	it	-PRON-	PRP
A52264	2333	32	is	be	VBZ
A52264	2333	33	a	a	DT
A52264	2333	34	Polar	Polar	NNP
A52264	2333	35	plane	plane	NN
A52264	2333	36	,	,	,
A52264	2333	37	as	as	IN
A52264	2333	38	I	-PRON-	PRP
A52264	2333	39	called	call	VBD
A52264	2333	40	it	-PRON-	PRP
A52264	2333	41	before	before	RB
A52264	2333	42	,	,	,
A52264	2333	43	because	because	IN
A52264	2333	44	the	the	DT
A52264	2333	45	poles	pole	NNS
A52264	2333	46	of	of	IN
A52264	2333	47	the	the	DT
A52264	2333	48	plane	plane	NN
A52264	2333	49	lie	lie	NN
A52264	2333	50	in	in	IN
A52264	2333	51	the	the	DT
A52264	2333	52	poles	pole	NNS
A52264	2333	53	of	of	IN
A52264	2333	54	the	the	DT
A52264	2333	55	world	world	NN
A52264	2333	56	;	;	,
A52264	2333	57	or	or	CC
A52264	2333	58	else	else	RB
A52264	2333	59	the	the	DT
A52264	2333	60	plane	plane	NN
A52264	2333	61	may	may	MD
A52264	2333	62	recline	recline	VB
A52264	2333	63	more	more	RBR
A52264	2333	64	or	or	CC
A52264	2333	65	lesse	lesse	NNP
A52264	2333	66	then	then	RB
A52264	2333	67	the	the	DT
A52264	2333	68	Equinoctial	Equinoctial	NNP
A52264	2333	69	,	,	,
A52264	2333	70	and	and	CC
A52264	2333	71	consequently	consequently	RB
A52264	2333	72	their	-PRON-	PRP$
A52264	2333	73	poles	pole	NNS
A52264	2333	74	do	do	VBP
A52264	2333	75	fall	fall	VB
A52264	2333	76	above	above	IN
A52264	2333	77	or	or	CC
A52264	2333	78	under	under	IN
A52264	2333	79	the	the	DT
A52264	2333	80	poles	pole	NNS
A52264	2333	81	of	of	IN
A52264	2333	82	the	the	DT
A52264	2333	83	world	world	NN
A52264	2333	84	,	,	,
A52264	2333	85	and	and	CC
A52264	2333	86	the	the	DT
A52264	2333	87	houre	houre	NN
A52264	2333	88	lines	line	NNS
A52264	2333	89	do	do	VBP
A52264	2333	90	likewise	likewise	RB
A52264	2333	91	differ	differ	VB
A52264	2333	92	from	from	IN
A52264	2333	93	the	the	DT
A52264	2333	94	former	former	JJ
A52264	2333	95	.	.	.
A52264	2334	1	Of	of	IN
A52264	2334	2	the	the	DT
A52264	2334	3	Polar	Polar	NNP
A52264	2334	4	plain	plain	NN
A52264	2334	5	.	.	.
A52264	2335	1	This	this	DT
A52264	2335	2	place	place	NN
A52264	2335	3	is	be	VBZ
A52264	2335	4	well	well	RB
A52264	2335	5	known	known	JJ
A52264	2335	6	to	to	TO
A52264	2335	7	be	be	VB
A52264	2335	8	a	a	DT
A52264	2335	9	Circle	Circle	NNP
A52264	2335	10	divided	divide	VBN
A52264	2335	11	into	into	IN
A52264	2335	12	24	24	CD
A52264	2335	13	equall	equall	NN
A52264	2335	14	parts	part	NNS
A52264	2335	15	,	,	,
A52264	2335	16	which	which	WDT
A52264	2335	17	may	may	MD
A52264	2335	18	be	be	VB
A52264	2335	19	done	do	VBN
A52264	2335	20	by	by	IN
A52264	2335	21	drawing	draw	VBG
A52264	2335	22	a	a	DT
A52264	2335	23	circle	circle	NN
A52264	2335	24	with	with	IN
A52264	2335	25	the	the	DT
A52264	2335	26	line	line	NN
A52264	2335	27	of	of	IN
A52264	2335	28	Chords	Chords	NNPS
A52264	2335	29	,	,	,
A52264	2335	30	and	and	CC
A52264	2335	31	then	then	RB
A52264	2335	32	taking	take	VBG
A52264	2335	33	the	the	DT
A52264	2335	34	distance	distance	NN
A52264	2335	35	of	of	IN
A52264	2335	36	15	15	CD
A52264	2335	37	degrees	degree	NNS
A52264	2335	38	from	from	IN
A52264	2335	39	the	the	DT
A52264	2335	40	same	same	JJ
A52264	2335	41	Chord	Chord	NNP
A52264	2335	42	,	,	,
A52264	2335	43	drawing	draw	VBG
A52264	2335	44	streight	streight	JJ
A52264	2335	45	lines	line	NNS
A52264	2335	46	from	from	IN
A52264	2335	47	the	the	DT
A52264	2335	48	center	center	NN
A52264	2335	49	through	through	IN
A52264	2335	50	those	those	DT
A52264	2335	51	equall	equall	NN
A52264	2335	52	divisions	division	NNS
A52264	2335	53	,	,	,
A52264	2335	54	you	-PRON-	PRP
A52264	2335	55	have	have	VBP
A52264	2335	56	the	the	DT
A52264	2335	57	houre	houre	NN
A52264	2335	58	-	-	HYPH
A52264	2335	59	lines	line	NNS
A52264	2335	60	desired	desire	VBD
A52264	2335	61	.	.	.
A52264	2336	1	The	the	DT
A52264	2336	2	houre	houre	NN
A52264	2336	3	-	-	HYPH
A52264	2336	4	lines	line	NNS
A52264	2336	5	being	be	VBG
A52264	2336	6	drawn	draw	VBN
A52264	2336	7	,	,	,
A52264	2336	8	erect	erect	VB
A52264	2336	9	a	a	DT
A52264	2336	10	streight	streight	JJ
A52264	2336	11	pin	pin	NN
A52264	2336	12	of	of	IN
A52264	2336	13	wier	wi	JJR
A52264	2336	14	upon	upon	IN
A52264	2336	15	the	the	DT
A52264	2336	16	center	center	NN
A52264	2336	17	,	,	,
A52264	2336	18	of	of	IN
A52264	2336	19	wh	wh	NN
A52264	2336	20	●	●	NFP
A52264	2336	21	●	●	NFP
A52264	2336	22	length	length	NN
A52264	2336	23	you	-PRON-	PRP
A52264	2336	24	please	please	VBP
A52264	2336	25	,	,	,
A52264	2336	26	and	and	CC
A52264	2336	27	the	the	DT
A52264	2336	28	Diall	Diall	NNP
A52264	2336	29	is	be	VBZ
A52264	2336	30	finished	finish	VBN
A52264	2336	31	:	:	:
A52264	2336	32	yet	yet	CC
A52264	2336	33	seeing	see	VBG
A52264	2336	34	our	-PRON-	PRP$
A52264	2336	35	Latitude	Latitude	NNP
A52264	2336	36	is	be	VBZ
A52264	2336	37	capable	capable	JJ
A52264	2336	38	of	of	IN
A52264	2336	39	no	no	DT
A52264	2336	40	more	more	JJR
A52264	2336	41	then	then	RB
A52264	2336	42	16	16	CD
A52264	2336	43	houres	houre	NNS
A52264	2336	44	and	and	CC
A52264	2336	45	a	a	DT
A52264	2336	46	halfe	halfe	NN
A52264	2336	47	,	,	,
A52264	2336	48	the	the	DT
A52264	2336	49	six	six	CD
A52264	2336	50	houres	houre	NNS
A52264	2336	51	next	next	IN
A52264	2336	52	the	the	DT
A52264	2336	53	South	South	NNP
A52264	2336	54	part	part	NN
A52264	2336	55	of	of	IN
A52264	2336	56	the	the	DT
A52264	2336	57	Meridian	Meridian	NNP
A52264	2336	58	,	,	,
A52264	2336	59	11	11	CD
A52264	2336	60	,	,	,
A52264	2336	61	10	10	CD
A52264	2336	62	,	,	,
A52264	2336	63	9	9	CD
A52264	2336	64	,	,	,
A52264	2336	65	1	1	CD
A52264	2336	66	,	,	,
A52264	2336	67	2	2	CD
A52264	2336	68	,	,	,
A52264	2336	69	and	and	CC
A52264	2336	70	3	3	CD
A52264	2336	71	,	,	,
A52264	2336	72	may	may	MD
A52264	2336	73	be	be	VB
A52264	2336	74	left	leave	VBN
A52264	2336	75	out	out	RP
A52264	2336	76	as	as	IN
A52264	2336	77	uselesse	uselesse	NNP
A52264	2336	78	.	.	.
A52264	2337	1	Nor	nor	CC
A52264	2337	2	can	can	MD
A52264	2337	3	the	the	DT
A52264	2337	4	reclining	recline	VBG
A52264	2337	5	face	face	NN
A52264	2337	6	serve	serve	VB
A52264	2337	7	any	any	RB
A52264	2337	8	longer	long	RBR
A52264	2337	9	then	then	RB
A52264	2337	10	during	during	IN
A52264	2337	11	the	the	DT
A52264	2337	12	Suns	Suns	NNP
A52264	2337	13	aboad	aboad	NN
A52264	2337	14	in	in	IN
A52264	2337	15	the	the	DT
A52264	2337	16	North	North	NNP
A52264	2337	17	part	part	NN
A52264	2337	18	of	of	IN
A52264	2337	19	the	the	DT
A52264	2337	20	Zodiac	Zodiac	NNP
A52264	2337	21	,	,	,
A52264	2337	22	and	and	CC
A52264	2337	23	the	the	DT
A52264	2337	24	inclining	incline	VBG
A52264	2337	25	face	face	VBP
A52264	2337	26	the	the	DT
A52264	2337	27	rest	rest	NN
A52264	2337	28	of	of	IN
A52264	2337	29	the	the	DT
A52264	2337	30	year	year	NN
A52264	2337	31	,	,	,
A52264	2337	32	because	because	IN
A52264	2337	33	this	this	DT
A52264	2337	34	plain	plain	NN
A52264	2337	35	is	be	VBZ
A52264	2337	36	parallel	parallel	JJ
A52264	2337	37	to	to	IN
A52264	2337	38	the	the	DT
A52264	2337	39	Equinoctial	Equinoctial	NNP
A52264	2337	40	,	,	,
A52264	2337	41	which	which	WDT
A52264	2337	42	the	the	DT
A52264	2337	43	Sun	Sun	NNP
A52264	2337	44	crosseth	crosseth	NN
A52264	2337	45	twice	twice	RB
A52264	2337	46	in	in	IN
A52264	2337	47	a	a	DT
A52264	2337	48	year	year	NN
A52264	2337	49	.	.	.
A52264	2338	1	These	these	DT
A52264	2338	2	things	thing	NNS
A52264	2338	3	performed	perform	VBD
A52264	2338	4	to	to	IN
A52264	2338	5	your	-PRON-	PRP$
A52264	2338	6	liking	liking	NN
A52264	2338	7	,	,	,
A52264	2338	8	let	let	VB
A52264	2338	9	the	the	DT
A52264	2338	10	houre	houre	NN
A52264	2338	11	of	of	IN
A52264	2338	12	12	12	CD
A52264	2338	13	be	be	VB
A52264	2338	14	placed	place	VBN
A52264	2338	15	upon	upon	IN
A52264	2338	16	the	the	DT
A52264	2338	17	Meridian	Meridian	NNP
A52264	2338	18	,	,	,
A52264	2338	19	and	and	CC
A52264	2338	20	the	the	DT
A52264	2338	21	whole	whole	JJ
A52264	2338	22	plain	plain	NN
A52264	2338	23	raised	raise	VBD
A52264	2338	24	to	to	IN
A52264	2338	25	an	an	DT
A52264	2338	26	angle	angle	NN
A52264	2338	27	equall	equall	NN
A52264	2338	28	to	to	IN
A52264	2338	29	the	the	DT
A52264	2338	30	complement	complement	NN
A52264	2338	31	of	of	IN
A52264	2338	32	your	-PRON-	PRP$
A52264	2338	33	Latitude	Latitude	NNP
A52264	2338	34	,	,	,
A52264	2338	35	the	the	DT
A52264	2338	36	which	which	WDT
A52264	2338	37	in	in	IN
A52264	2338	38	this	this	DT
A52264	2338	39	example	example	NN
A52264	2338	40	is	be	VBZ
A52264	2338	41	38	38	CD
A52264	2338	42	deg	deg	NN
A52264	2338	43	.	.	.
A52264	2339	1	47	47	CD
A52264	2339	2	min	min	NN
A52264	2339	3	.	.	.
A52264	2340	1	so	so	RB
A52264	2340	2	is	be	VBZ
A52264	2340	3	this	this	DT
A52264	2340	4	Polar	Polar	NNP
A52264	2340	5	plain	plain	NN
A52264	2340	6	and	and	CC
A52264	2340	7	Diall	Diall	NNP
A52264	2340	8	rectified	rectify	VBD
A52264	2340	9	to	to	TO
A52264	2340	10	shew	shew	VB
A52264	2340	11	the	the	DT
A52264	2340	12	true	true	JJ
A52264	2340	13	houre	houre	NN
A52264	2340	14	of	of	IN
A52264	2340	15	the	the	DT
A52264	2340	16	day	day	NN
A52264	2340	17	.	.	.
A52264	2341	1	2	2	LS
A52264	2341	2	.	.	.
A52264	2342	1	Of	of	IN
A52264	2342	2	North	North	NNP
A52264	2342	3	reclining	recline	VBG
A52264	2342	4	less	less	RBR
A52264	2342	5	then	then	RB
A52264	2342	6	the	the	DT
A52264	2342	7	Equator	Equator	NNP
A52264	2342	8	.	.	.
A52264	2343	1	The	the	DT
A52264	2343	2	next	next	JJ
A52264	2343	3	sort	sort	NN
A52264	2343	4	is	be	VBZ
A52264	2343	5	of	of	IN
A52264	2343	6	such	such	JJ
A52264	2343	7	reclining	recline	VBG
A52264	2343	8	plains	plain	NNS
A52264	2343	9	as	as	IN
A52264	2343	10	fall	fall	NN
A52264	2343	11	between	between	IN
A52264	2343	12	the	the	DT
A52264	2343	13	Zenith	Zenith	NNP
A52264	2343	14	and	and	CC
A52264	2343	15	the	the	DT
A52264	2343	16	Equator	equator	NN
A52264	2343	17	,	,	,
A52264	2343	18	and	and	CC
A52264	2343	19	in	in	IN
A52264	2343	20	the	the	DT
A52264	2343	21	Scheme	Scheme	NNP
A52264	2343	22	is	be	VBZ
A52264	2343	23	represented	represent	VBN
A52264	2343	24	by	by	IN
A52264	2343	25	the	the	DT
A52264	2343	26	pricked	pricked	JJ
A52264	2343	27	circle	circle	NN
A52264	2343	28	EFW	EFW	NNP
A52264	2343	29	,	,	,
A52264	2343	30	supposed	suppose	VBN
A52264	2343	31	to	to	TO
A52264	2343	32	recline	recline	VB
A52264	2343	33	25	25	CD
A52264	2343	34	degrees	degree	NNS
A52264	2343	35	from	from	IN
A52264	2343	36	the	the	DT
A52264	2343	37	Zenith	Zenith	NNP
A52264	2343	38	,	,	,
A52264	2343	39	which	which	WDT
A52264	2343	40	being	be	VBG
A52264	2343	41	added	add	VBN
A52264	2343	42	to	to	IN
A52264	2343	43	PZ	PZ	NNP
A52264	2343	44	38	38	CD
A52264	2343	45	deg	deg	NN
A52264	2343	46	.	.	.
A52264	2344	1	47	47	CD
A52264	2344	2	min	min	NN
A52264	2344	3	.	.	.
A52264	2345	1	the	the	DT
A52264	2345	2	complement	complement	NN
A52264	2345	3	of	of	IN
A52264	2345	4	the	the	DT
A52264	2345	5	poles	pole	NNS
A52264	2345	6	elevation	elevation	NN
A52264	2345	7	,	,	,
A52264	2345	8	the	the	DT
A52264	2345	9	aggregate	aggregate	NN
A52264	2345	10	is	be	VBZ
A52264	2345	11	PF	PF	NNP
A52264	2345	12	,	,	,
A52264	2345	13	63	63	CD
A52264	2345	14	deg	deg	NN
A52264	2345	15	.	.	.
A52264	2346	1	47	47	CD
A52264	2346	2	min	min	NN
A52264	2346	3	.	.	.
A52264	2347	1	the	the	DT
A52264	2347	2	height	height	NN
A52264	2347	3	of	of	IN
A52264	2347	4	the	the	DT
A52264	2347	5	Pole	Pole	NNP
A52264	2347	6	or	or	CC
A52264	2347	7	stile	stile	NN
A52264	2347	8	above	above	IN
A52264	2347	9	the	the	DT
A52264	2347	10	plane	plane	NN
A52264	2347	11	.	.	.
A52264	2348	1	And	and	CC
A52264	2348	2	therefore	therefore	RB
A52264	2348	3	in	in	IN
A52264	2348	4	the	the	DT
A52264	2348	5	triangle	triangle	NN
A52264	2348	6	PF1	PF1	NNP
A52264	2348	7	,	,	,
A52264	2348	8	we	-PRON-	PRP
A52264	2348	9	have	have	VBP
A52264	2348	10	given	give	VBN
A52264	2348	11	PF	PF	NNP
A52264	2348	12	,	,	,
A52264	2348	13	and	and	CC
A52264	2348	14	the	the	DT
A52264	2348	15	angle	angle	NN
A52264	2348	16	at	at	IN
A52264	2348	17	P	p	NN
A52264	2348	18	,	,	,
A52264	2348	19	to	to	IN
A52264	2348	20	finde	finde	NNP
A52264	2348	21	F1	F1	NNP
A52264	2348	22	,	,	,
A52264	2348	23	the	the	DT
A52264	2348	24	first	first	JJ
A52264	2348	25	houres	houre	NNS
A52264	2348	26	distance	distance	NN
A52264	2348	27	from	from	IN
A52264	2348	28	the	the	DT
A52264	2348	29	Meridian	Meridian	NNP
A52264	2348	30	upon	upon	IN
A52264	2348	31	the	the	DT
A52264	2348	32	plain	plain	NN
A52264	2348	33	,	,	,
A52264	2348	34	for	for	IN
A52264	2348	35	which	which	WDT
A52264	2348	36	the	the	DT
A52264	2348	37	proportion	proportion	NN
A52264	2348	38	is	be	VBZ
A52264	2348	39	,	,	,
A52264	2348	40	As	as	IN
A52264	2348	41	the	the	DT
A52264	2348	42	Radius	Radius	NNP
A52264	2348	43	,	,	,
A52264	2348	44	90	90	CD
A52264	2348	45	,	,	,
A52264	2348	46	10.000000	10.000000	CD
A52264	2348	47	Is	be	VBZ
A52264	2348	48	to	to	IN
A52264	2348	49	the	the	DT
A52264	2348	50	sine	sine	NN
A52264	2348	51	of	of	IN
A52264	2348	52	PF	PF	NNP
A52264	2348	53	,	,	,
A52264	2348	54	63.47	63.47	CD
A52264	2348	55	9.951677	9.951677	CD
A52264	2348	56	So	so	RB
A52264	2348	57	is	be	VBZ
A52264	2348	58	the	the	DT
A52264	2348	59	tangent	tangent	NN
A52264	2348	60	of	of	IN
A52264	2348	61	FP1	FP1	NNP
A52264	2348	62	,	,	,
A52264	2348	63	15	15	CD
A52264	2348	64	9.428052	9.428052	CD
A52264	2348	65	To	to	IN
A52264	2348	66	the	the	DT
A52264	2348	67	Tangent	Tangent	NNP
A52264	2348	68	of	of	IN
A52264	2348	69	F1	F1	NNP
A52264	2348	70	,	,	,
A52264	2348	71	13.48	13.48	CD
A52264	2348	72	9.379729	9.379729	CD
A52264	2348	73	In	in	IN
A52264	2348	74	computing	compute	VBG
A52264	2348	75	the	the	DT
A52264	2348	76	other	other	JJ
A52264	2348	77	houre	houre	NN
A52264	2348	78	distances	distance	NNS
A52264	2348	79	there	there	EX
A52264	2348	80	is	be	VBZ
A52264	2348	81	no	no	DT
A52264	2348	82	other	other	JJ
A52264	2348	83	variety	variety	NN
A52264	2348	84	but	but	CC
A52264	2348	85	increasing	increase	VBG
A52264	2348	86	the	the	DT
A52264	2348	87	angle	angle	NN
A52264	2348	88	at	at	IN
A52264	2348	89	P	p	NN
A52264	2348	90	as	as	IN
A52264	2348	91	before	before	IN
A52264	2348	92	we	-PRON-	PRP
A52264	2348	93	shewed	shew	VBD
A52264	2348	94	.	.	.
A52264	2349	1	3	3	LS
A52264	2349	2	.	.	.
A52264	2350	1	Of	of	IN
A52264	2350	2	North	North	NNP
A52264	2350	3	reclining	recline	VBG
A52264	2350	4	more	more	JJR
A52264	2350	5	then	then	RB
A52264	2350	6	the	the	DT
A52264	2350	7	Equator	Equator	NNP
A52264	2350	8	.	.	.
A52264	2351	1	The	the	DT
A52264	2351	2	last	last	JJ
A52264	2351	3	sort	sort	NN
A52264	2351	4	is	be	VBZ
A52264	2351	5	of	of	IN
A52264	2351	6	such	such	JJ
A52264	2351	7	reclining	recline	VBG
A52264	2351	8	plain	plain	JJ
A52264	2351	9	;	;	:
A52264	2351	10	as	as	IN
A52264	2351	11	fall	fall	NN
A52264	2351	12	between	between	IN
A52264	2351	13	the	the	DT
A52264	2351	14	Horizon	Horizon	NNP
A52264	2351	15	and	and	CC
A52264	2351	16	Equator	Equator	NNP
A52264	2351	17	,	,	,
A52264	2351	18	represented	represent	VBN
A52264	2351	19	in	in	IN
A52264	2351	20	the	the	DT
A52264	2351	21	fundamental	fundamental	JJ
A52264	2351	22	Scheme	Scheme	NNP
A52264	2351	23	by	by	IN
A52264	2351	24	the	the	DT
A52264	2351	25	prickt	prickt	NNS
A52264	2351	26	circle	circle	NNP
A52264	2351	27	EBW	EBW	NNP
A52264	2351	28	,	,	,
A52264	2351	29	supposed	suppose	VBN
A52264	2351	30	to	to	TO
A52264	2351	31	recline	recline	VB
A52264	2351	32	70	70	CD
A52264	2351	33	deg	deg	NN
A52264	2351	34	.	.	.
A52264	2352	1	And	and	CC
A52264	2352	2	because	because	IN
A52264	2352	3	the	the	DT
A52264	2352	4	Equator	equator	NN
A52264	2352	5	cutteth	cutteth	VBP
A52264	2352	6	the	the	DT
A52264	2352	7	Axis	Axis	NNP
A52264	2352	8	of	of	IN
A52264	2352	9	the	the	DT
A52264	2352	10	world	world	NN
A52264	2352	11	at	at	IN
A52264	2352	12	right	right	JJ
A52264	2352	13	angles	angle	NNS
A52264	2352	14	,	,	,
A52264	2352	15	all	all	DT
A52264	2352	16	planes	plane	NNS
A52264	2352	17	that	that	WDT
A52264	2352	18	are	be	VBP
A52264	2352	19	parallel	parallel	JJ
A52264	2352	20	thereunto	thereunto	NNS
A52264	2352	21	have	have	VBP
A52264	2352	22	the	the	DT
A52264	2352	23	height	height	NN
A52264	2352	24	of	of	IN
A52264	2352	25	their	-PRON-	PRP$
A52264	2352	26	stiles	stile	NNS
A52264	2352	27	full	full	JJ
A52264	2352	28	90	90	CD
A52264	2352	29	deg	deg	NN
A52264	2352	30	.	.	.
A52264	2353	1	above	above	IN
A52264	2353	2	the	the	DT
A52264	2353	3	plane	plane	NN
A52264	2353	4	:	:	:
A52264	2353	5	and	and	CC
A52264	2353	6	by	by	IN
A52264	2353	7	how	how	WRB
A52264	2353	8	much	much	JJ
A52264	2353	9	any	any	DT
A52264	2353	10	plane	plane	NN
A52264	2353	11	reclineth	reclineth	NN
A52264	2353	12	from	from	IN
A52264	2353	13	the	the	DT
A52264	2353	14	Zenith	Zenith	NNP
A52264	2353	15	,	,	,
A52264	2353	16	more	more	JJR
A52264	2353	17	then	then	RB
A52264	2353	18	the	the	DT
A52264	2353	19	Equator	Equator	NNP
A52264	2353	20	,	,	,
A52264	2353	21	by	by	IN
A52264	2353	22	so	so	RB
A52264	2353	23	much	much	RB
A52264	2353	24	less	less	JJR
A52264	2353	25	then	then	RB
A52264	2353	26	90	90	CD
A52264	2353	27	is	be	VBZ
A52264	2353	28	the	the	DT
A52264	2353	29	height	height	NN
A52264	2353	30	of	of	IN
A52264	2353	31	the	the	DT
A52264	2353	32	stile	stile	NN
A52264	2353	33	proper	proper	JJ
A52264	2353	34	to	to	IN
A52264	2353	35	it	-PRON-	PRP
A52264	2353	36	,	,	,
A52264	2353	37	and	and	CC
A52264	2353	38	therefore	therefore	RB
A52264	2353	39	if	if	IN
A52264	2353	40	you	-PRON-	PRP
A52264	2353	41	adde	adde	VBP
A52264	2353	42	PZ	PZ	NNP
A52264	2353	43	38	38	CD
A52264	2353	44	deg	deg	NN
A52264	2353	45	.	.	.
A52264	2354	1	47	47	CD
A52264	2354	2	min	min	NN
A52264	2354	3	.	.	.
A52264	2355	1	the	the	DT
A52264	2355	2	height	height	NN
A52264	2355	3	of	of	IN
A52264	2355	4	the	the	DT
A52264	2355	5	Equator	Equator	NNP
A52264	2355	6	,	,	,
A52264	2355	7	unto	unto	IN
A52264	2355	8	ZB	ZB	NNP
A52264	2355	9	70	70	CD
A52264	2355	10	deg	deg	NN
A52264	2355	11	.	.	.
A52264	2356	1	the	the	DT
A52264	2356	2	reclination	reclination	NN
A52264	2356	3	of	of	IN
A52264	2356	4	the	the	DT
A52264	2356	5	plain	plain	NN
A52264	2356	6	,	,	,
A52264	2356	7	the	the	DT
A52264	2356	8	totall	totall	NN
A52264	2356	9	is	be	VBZ
A52264	2356	10	PB	PB	NNP
A52264	2356	11	108	108	CD
A52264	2356	12	deg	deg	NNP
A52264	2356	13	.	.	.
A52264	2357	1	47	47	CD
A52264	2357	2	mi	mi	NNP
A52264	2357	3	.	.	.
A52264	2358	1	whose	whose	WP$
A52264	2358	2	complemenc	complemenc	NN
A52264	2358	3	to	to	IN
A52264	2358	4	180	180	CD
A52264	2358	5	is	be	VBZ
A52264	2358	6	the	the	DT
A52264	2358	7	arch	arch	JJ
A52264	2358	8	BS	BS	NNP
A52264	2358	9	,	,	,
A52264	2358	10	71	71	CD
A52264	2358	11	deg	deg	NN
A52264	2358	12	.	.	.
A52264	2359	1	53	53	CD
A52264	2359	2	min	min	NN
A52264	2359	3	.	.	.
A52264	2360	1	the	the	DT
A52264	2360	2	height	height	NN
A52264	2360	3	of	of	IN
A52264	2360	4	the	the	DT
A52264	2360	5	pole	pole	NN
A52264	2360	6	above	above	IN
A52264	2360	7	the	the	DT
A52264	2360	8	plain	plain	NN
A52264	2360	9	.	.	.
A52264	2361	1	To	to	TO
A52264	2361	2	calculate	calculate	VB
A52264	2361	3	the	the	DT
A52264	2361	4	houre	houre	NN
A52264	2361	5	lines	line	NNS
A52264	2361	6	thereof	thereof	RB
A52264	2361	7	,	,	,
A52264	2361	8	we	-PRON-	PRP
A52264	2361	9	must	must	MD
A52264	2361	10	suppose	suppose	VB
A52264	2361	11	the	the	DT
A52264	2361	12	Meridian	Meridian	NNP
A52264	2361	13	PFB	PFB	NNP
A52264	2361	14	and	and	CC
A52264	2361	15	the	the	DT
A52264	2361	16	houre	houre	NN
A52264	2361	17	circles	circle	NNS
A52264	2361	18	P1	p1	NN
A52264	2361	19	,	,	,
A52264	2361	20	P2	P2	NNP
A52264	2361	21	,	,	,
A52264	2361	22	P3	P3	NNP
A52264	2361	23	,	,	,
A52264	2361	24	&	&	CC
A52264	2361	25	c.	c.	NNP
A52264	2361	26	to	to	TO
A52264	2361	27	be	be	VB
A52264	2361	28	continued	continue	VBN
A52264	2361	29	till	till	IN
A52264	2361	30	they	-PRON-	PRP
A52264	2361	31	meet	meet	VBP
A52264	2361	32	in	in	IN
A52264	2361	33	the	the	DT
A52264	2361	34	South	South	NNP
A52264	2361	35	pole	pole	NN
A52264	2361	36	,	,	,
A52264	2361	37	then	then	RB
A52264	2361	38	will	will	MD
A52264	2361	39	the	the	DT
A52264	2361	40	proportion	proportion	NN
A52264	2361	41	be	be	VB
A52264	2361	42	the	the	DT
A52264	2361	43	same	same	JJ
A52264	2361	44	as	as	IN
A52264	2361	45	before	before	RB
A52264	2361	46	.	.	.
A52264	2362	1	As	as	IN
A52264	2362	2	the	the	DT
A52264	2362	3	Radius	Radius	NNP
A52264	2362	4	,	,	,
A52264	2362	5	90	90	CD
A52264	2362	6	,	,	,
A52264	2362	7	10.000000	10.000000	CD
A52264	2362	8	To	to	IN
A52264	2362	9	the	the	DT
A52264	2362	10	sine	sine	NN
A52264	2362	11	of	of	IN
A52264	2362	12	PB	PB	NNP
A52264	2362	13	,	,	,
A52264	2362	14	71.53	71.53	CD
A52264	2362	15	9.977033	9.977033	CD
A52264	2362	16	So	so	RB
A52264	2362	17	is	be	VBZ
A52264	2362	18	the	the	DT
A52264	2362	19	tangent	tangent	NN
A52264	2362	20	of	of	IN
A52264	2362	21	1PB	1pb	CD
A52264	2362	22	,	,	,
A52264	2362	23	15	15	CD
A52264	2362	24	9.428052	9.428052	CD
A52264	2362	25	To	to	IN
A52264	2362	26	the	the	DT
A52264	2362	27	tangent	tangent	NN
A52264	2362	28	of	of	IN
A52264	2362	29	B1	b1	NN
A52264	2362	30	,	,	,
A52264	2362	31	14.27	14.27	CD
A52264	2362	32	9.405085	9.405085	CD
A52264	2362	33	And	and	CC
A52264	2362	34	so	so	RB
A52264	2362	35	are	be	VBP
A52264	2362	36	the	the	DT
A52264	2362	37	other	other	JJ
A52264	2362	38	houre	houre	NN
A52264	2362	39	distances	distance	NNS
A52264	2362	40	to	to	TO
A52264	2362	41	be	be	VB
A52264	2362	42	computed	compute	VBN
A52264	2362	43	,	,	,
A52264	2362	44	as	as	IN
A52264	2362	45	in	in	IN
A52264	2362	46	all	all	PDT
A52264	2362	47	the	the	DT
A52264	2362	48	other	other	JJ
A52264	2362	49	planes	plane	NNS
A52264	2362	50	.	.	.
A52264	2363	1	The	the	DT
A52264	2363	2	Geometricall	Geometricall	NNP
A52264	2363	3	Projection	Projection	NNP
A52264	2363	4	.	.	.
A52264	2364	1	The	the	DT
A52264	2364	2	projection	projection	NN
A52264	2364	3	of	of	IN
A52264	2364	4	these	these	DT
A52264	2364	5	planes	plane	NNS
A52264	2364	6	is	be	VBZ
A52264	2364	7	but	but	CC
A52264	2364	8	little	little	JJ
A52264	2364	9	differing	differing	JJ
A52264	2364	10	from	from	IN
A52264	2364	11	those	those	DT
A52264	2364	12	in	in	IN
A52264	2364	13	the	the	DT
A52264	2364	14	last	last	JJ
A52264	2364	15	Probl	Probl	NNP
A52264	2364	16	.	.	.
A52264	2365	1	for	for	IN
A52264	2365	2	the	the	DT
A52264	2365	3	placing	place	VBG
A52264	2365	4	the	the	DT
A52264	2365	5	hours	hour	NNS
A52264	2365	6	and	and	CC
A52264	2365	7	erecting	erect	VBG
A52264	2365	8	the	the	DT
A52264	2365	9	stile	stile	NN
A52264	2365	10	,	,	,
A52264	2365	11	they	-PRON-	PRP
A52264	2365	12	are	be	VBP
A52264	2365	13	the	the	DT
A52264	2365	14	same	same	JJ
A52264	2365	15	,	,	,
A52264	2365	16	and	and	CC
A52264	2365	17	must	must	MD
A52264	2365	18	be	be	VB
A52264	2365	19	elevated	elevate	VBN
A52264	2365	20	to	to	IN
A52264	2365	21	an	an	DT
A52264	2365	22	angle	angle	NN
A52264	2365	23	above	above	IN
A52264	2365	24	the	the	DT
A52264	2365	25	horizon	horizon	NN
A52264	2365	26	equall	equall	NN
A52264	2365	27	to	to	IN
A52264	2365	28	the	the	DT
A52264	2365	29	complement	complement	NN
A52264	2365	30	of	of	IN
A52264	2365	31	their	-PRON-	PRP$
A52264	2365	32	reclinations	reclination	NNS
A52264	2365	33	,	,	,
A52264	2365	34	which	which	WDT
A52264	2365	35	in	in	IN
A52264	2365	36	the	the	DT
A52264	2365	37	North	North	NNP
A52264	2365	38	reclining	recline	VBG
A52264	2365	39	lesse	lesse	NN
A52264	2365	40	then	then	RB
A52264	2365	41	the	the	DT
A52264	2365	42	Equator	equator	NN
A52264	2365	43	is	be	VBZ
A52264	2365	44	in	in	IN
A52264	2365	45	our	-PRON-	PRP$
A52264	2365	46	example	example	NN
A52264	2365	47	65	65	CD
A52264	2365	48	degrees	degree	NNS
A52264	2365	49	,	,	,
A52264	2365	50	and	and	CC
A52264	2365	51	in	in	IN
A52264	2365	52	this	this	DT
A52264	2365	53	plane	plane	NN
A52264	2365	54	the	the	DT
A52264	2365	55	houres	houre	NNS
A52264	2365	56	about	about	IN
A52264	2365	57	the	the	DT
A52264	2365	58	meridian	meridian	NN
A52264	2365	59	,	,	,
A52264	2365	60	that	that	RB
A52264	2365	61	is	is	RB
A52264	2365	62	,	,	,
A52264	2365	63	from	from	IN
A52264	2365	64	10	10	CD
A52264	2365	65	in	in	IN
A52264	2365	66	the	the	DT
A52264	2365	67	morning	morning	NN
A52264	2365	68	till	till	IN
A52264	2365	69	2	2	CD
A52264	2365	70	in	in	IN
A52264	2365	71	the	the	DT
A52264	2365	72	afternoon	afternoon	NN
A52264	2365	73	,	,	,
A52264	2365	74	can	can	MD
A52264	2365	75	never	never	RB
A52264	2365	76	receive	receive	VB
A52264	2365	77	any	any	DT
A52264	2365	78	shadow	shadow	NN
A52264	2365	79	,	,	,
A52264	2365	80	by	by	IN
A52264	2365	81	reason	reason	NN
A52264	2365	82	of	of	IN
A52264	2365	83	the	the	DT
A52264	2365	84	planes	plane	NNS
A52264	2365	85	small	small	JJ
A52264	2365	86	reclination	reclination	NN
A52264	2365	87	from	from	IN
A52264	2365	88	the	the	DT
A52264	2365	89	Zenith	Zenith	NNP
A52264	2365	90	,	,	,
A52264	2365	91	and	and	CC
A52264	2365	92	therefore	therefore	RB
A52264	2365	93	needlesse	needlesse	NNP
A52264	2365	94	to	to	TO
A52264	2365	95	put	put	VB
A52264	2365	96	them	-PRON-	PRP
A52264	2365	97	on	on	RP
A52264	2365	98	.	.	.
A52264	2366	1	In	in	IN
A52264	2366	2	the	the	DT
A52264	2366	3	North	North	NNP
A52264	2366	4	reclining	recline	VBG
A52264	2366	5	more	more	JJR
A52264	2366	6	then	then	RB
A52264	2366	7	the	the	DT
A52264	2366	8	Equator	Equator	NNP
A52264	2366	9	,	,	,
A52264	2366	10	the	the	DT
A52264	2366	11	plane	plane	NN
A52264	2366	12	in	in	IN
A52264	2366	13	our	-PRON-	PRP$
A52264	2366	14	example	example	NN
A52264	2366	15	must	must	MD
A52264	2366	16	be	be	VB
A52264	2366	17	elevated	elevate	VBN
A52264	2366	18	120	120	CD
A52264	2366	19	degr	degr	NN
A52264	2366	20	.	.	.
A52264	2367	1	above	above	IN
A52264	2367	2	the	the	DT
A52264	2367	3	horizon	horizon	NN
A52264	2367	4	,	,	,
A52264	2367	5	and	and	CC
A52264	2367	6	the	the	DT
A52264	2367	7	stiles	stile	NNS
A52264	2367	8	of	of	IN
A52264	2367	9	both	both	DT
A52264	2367	10	must	must	MD
A52264	2367	11	point	point	VB
A52264	2367	12	to	to	IN
A52264	2367	13	the	the	DT
A52264	2367	14	North	North	NNP
A52264	2367	15	pole	pole	NN
A52264	2367	16	.	.	.
A52264	2368	1	Lastly	lastly	RB
A52264	2368	2	,	,	,
A52264	2368	3	as	as	IN
A52264	2368	4	all	all	DT
A52264	2368	5	other	other	JJ
A52264	2368	6	planes	plane	NNS
A52264	2368	7	have	have	VBP
A52264	2368	8	two	two	CD
A52264	2368	9	faces	face	NNS
A52264	2368	10	respecting	respect	VBG
A52264	2368	11	the	the	DT
A52264	2368	12	contrary	contrary	JJ
A52264	2368	13	parts	part	NNS
A52264	2368	14	of	of	IN
A52264	2368	15	the	the	DT
A52264	2368	16	heavens	heavens	NNPS
A52264	2368	17	;	;	:
A52264	2368	18	so	so	CC
A52264	2368	19	these	these	DT
A52264	2368	20	recliners	recliner	NNS
A52264	2368	21	have	have	VBP
A52264	2368	22	opposite	opposite	JJ
A52264	2368	23	sides	side	NNS
A52264	2368	24	,	,	,
A52264	2368	25	look	look	VBP
A52264	2368	26	downwards	downwards	RB
A52264	2368	27	the	the	DT
A52264	2368	28	Nadir	Nadir	NNP
A52264	2368	29	,	,	,
A52264	2368	30	as	as	IN
A52264	2368	31	those	those	DT
A52264	2368	32	do	do	VBP
A52264	2368	33	towards	towards	IN
A52264	2368	34	the	the	DT
A52264	2368	35	Zenith	Zenith	NNP
A52264	2368	36	,	,	,
A52264	2368	37	and	and	CC
A52264	2368	38	may	may	MD
A52264	2368	39	be	be	VB
A52264	2368	40	therefore	therefore	RB
A52264	2368	41	made	make	VBN
A52264	2368	42	by	by	IN
A52264	2368	43	the	the	DT
A52264	2368	44	same	same	JJ
A52264	2368	45	rules	rule	NNS
A52264	2368	46	;	;	:
A52264	2368	47	or	or	CC
A52264	2368	48	if	if	IN
A52264	2368	49	you	-PRON-	PRP
A52264	2368	50	will	will	MD
A52264	2368	51	spare	spare	VB
A52264	2368	52	that	that	DT
A52264	2368	53	labour	labour	NN
A52264	2368	54	,	,	,
A52264	2368	55	and	and	CC
A52264	2368	56	make	make	VB
A52264	2368	57	the	the	DT
A52264	2368	58	same	same	JJ
A52264	2368	59	Dials	dial	NNS
A52264	2368	60	serve	serve	VB
A52264	2368	61	for	for	IN
A52264	2368	62	the	the	DT
A52264	2368	63	opposite	opposite	JJ
A52264	2368	64	sides	side	NNS
A52264	2368	65	,	,	,
A52264	2368	66	turn	turn	VB
A52264	2368	67	the	the	DT
A52264	2368	68	centers	center	NNS
A52264	2368	69	of	of	IN
A52264	2368	70	the	the	DT
A52264	2368	71	incliners	incliner	NNS
A52264	2368	72	downwards	downwards	RB
A52264	2368	73	,	,	,
A52264	2368	74	which	which	WDT
A52264	2368	75	were	be	VBD
A52264	2368	76	upwards	upwards	JJ
A52264	2368	77	in	in	IN
A52264	2368	78	the	the	DT
A52264	2368	79	recliners	recliner	NNS
A52264	2368	80	;	;	:
A52264	2368	81	and	and	CC
A52264	2368	82	those	those	DT
A52264	2368	83	upwards	upwards	JJ
A52264	2368	84	in	in	IN
A52264	2368	85	the	the	DT
A52264	2368	86	incliners	incliner	NNS
A52264	2368	87	which	which	WDT
A52264	2368	88	were	be	VBD
A52264	2368	89	downwards	downwards	RB
A52264	2368	90	in	in	IN
A52264	2368	91	the	the	DT
A52264	2368	92	recliners	recliner	NNS
A52264	2368	93	,	,	,
A52264	2368	94	and	and	CC
A52264	2368	95	after	after	IN
A52264	2368	96	this	this	DT
A52264	2368	97	conversion	conversion	NN
A52264	2368	98	,	,	,
A52264	2368	99	let	let	VB
A52264	2368	100	the	the	DT
A52264	2368	101	hours	hour	NNS
A52264	2368	102	on	on	IN
A52264	2368	103	the	the	DT
A52264	2368	104	right	right	JJ
A52264	2368	105	hand	hand	NN
A52264	2368	106	of	of	IN
A52264	2368	107	the	the	DT
A52264	2368	108	meridian	meridian	NN
A52264	2368	109	in	in	IN
A52264	2368	110	the	the	DT
A52264	2368	111	recliner	recliner	NN
A52264	2368	112	become	become	VBN
A52264	2368	113	on	on	IN
A52264	2368	114	the	the	DT
A52264	2368	115	left	left	JJ
A52264	2368	116	hand	hand	NN
A52264	2368	117	in	in	IN
A52264	2368	118	the	the	DT
A52264	2368	119	incliner	incliner	NN
A52264	2368	120	,	,	,
A52264	2368	121	and	and	CC
A52264	2368	122	contrarily	contrarily	RB
A52264	2368	123	;	;	:
A52264	2368	124	so	so	RB
A52264	2368	125	have	have	VBP
A52264	2368	126	you	-PRON-	PRP
A52264	2368	127	done	do	VBN
A52264	2368	128	what	what	WP
A52264	2368	129	you	-PRON-	PRP
A52264	2368	130	desired	desire	VBD
A52264	2368	131	:	:	:
A52264	2368	132	and	and	CC
A52264	2368	133	this	this	DT
A52264	2368	134	is	be	VBZ
A52264	2368	135	a	a	DT
A52264	2368	136	general	general	JJ
A52264	2368	137	rule	rule	NN
A52264	2368	138	for	for	IN
A52264	2368	139	the	the	DT
A52264	2368	140	opposite	opposite	JJ
A52264	2368	141	sides	side	NNS
A52264	2368	142	of	of	IN
A52264	2368	143	all	all	DT
A52264	2368	144	planes	plane	NNS
A52264	2368	145	.	.	.
A52264	2369	1	Probl	probl	VB
A52264	2369	2	.	.	.
A52264	2370	1	11	11	CD
A52264	2370	2	.	.	.
A52264	2371	1	To	to	TO
A52264	2371	2	draw	draw	VB
A52264	2371	3	the	the	DT
A52264	2371	4	hour	hour	NN
A52264	2371	5	-	-	HYPH
A52264	2371	6	lines	line	NNS
A52264	2371	7	upon	upon	IN
A52264	2371	8	a	a	DT
A52264	2371	9	declining	decline	VBG
A52264	2371	10	reclining	reclining	NN
A52264	2371	11	,	,	,
A52264	2371	12	or	or	CC
A52264	2371	13	declining	decline	VBG
A52264	2371	14	inclining	incline	VBG
A52264	2371	15	plane	plane	NN
A52264	2371	16	.	.	.
A52264	2372	1	DEclining	decline	VBG
A52264	2372	2	reclining	recline	VBG
A52264	2372	3	planes	plane	NNS
A52264	2372	4	have	have	VBP
A52264	2372	5	the	the	DT
A52264	2372	6	same	same	JJ
A52264	2372	7	varieties	variety	NNS
A52264	2372	8	that	that	WDT
A52264	2372	9	were	be	VBD
A52264	2372	10	in	in	IN
A52264	2372	11	the	the	DT
A52264	2372	12	former	former	JJ
A52264	2372	13	reclining	recline	VBG
A52264	2372	14	North	North	NNP
A52264	2372	15	and	and	CC
A52264	2372	16	South	South	NNP
A52264	2372	17	;	;	:
A52264	2372	18	for	for	IN
A52264	2372	19	either	either	CC
A52264	2372	20	the	the	DT
A52264	2372	21	declination	declination	NN
A52264	2372	22	may	may	MD
A52264	2372	23	be	be	VB
A52264	2372	24	such	such	JJ
A52264	2372	25	,	,	,
A52264	2372	26	that	that	IN
A52264	2372	27	the	the	DT
A52264	2372	28	reclining	recline	VBG
A52264	2372	29	plane	plane	NN
A52264	2372	30	will	will	MD
A52264	2372	31	fall	fall	VB
A52264	2372	32	just	just	RB
A52264	2372	33	upon	upon	IN
A52264	2372	34	the	the	DT
A52264	2372	35	pole	pole	NN
A52264	2372	36	,	,	,
A52264	2372	37	and	and	CC
A52264	2372	38	then	then	RB
A52264	2372	39	it	-PRON-	PRP
A52264	2372	40	is	be	VBZ
A52264	2372	41	called	call	VBN
A52264	2372	42	a	a	DT
A52264	2372	43	declining	decline	VBG
A52264	2372	44	Equinoctial	equinoctial	NN
A52264	2372	45	;	;	:
A52264	2372	46	or	or	CC
A52264	2372	47	it	-PRON-	PRP
A52264	2372	48	may	may	MD
A52264	2372	49	fall	fall	VB
A52264	2372	50	above	above	IN
A52264	2372	51	or	or	CC
A52264	2372	52	under	under	IN
A52264	2372	53	the	the	DT
A52264	2372	54	pole	pole	NN
A52264	2372	55	,	,	,
A52264	2372	56	and	and	CC
A52264	2372	57	then	then	RB
A52264	2372	58	it	-PRON-	PRP
A52264	2372	59	is	be	VBZ
A52264	2372	60	called	call	VBN
A52264	2372	61	a	a	DT
A52264	2372	62	South	South	NNP
A52264	2372	63	declining	decline	VBG
A52264	2372	64	cast	cast	NN
A52264	2372	65	and	and	CC
A52264	2372	66	west	west	NNP
A52264	2372	67	recliner	recliner	NNP
A52264	2372	68	:	:	:
A52264	2372	69	on	on	IN
A52264	2372	70	the	the	DT
A52264	2372	71	other	other	JJ
A52264	2372	72	side	side	NN
A52264	2372	73	the	the	DT
A52264	2372	74	declination	declination	NN
A52264	2372	75	may	may	MD
A52264	2372	76	be	be	VB
A52264	2372	77	such	such	JJ
A52264	2372	78	,	,	,
A52264	2372	79	that	that	IN
A52264	2372	80	the	the	DT
A52264	2372	81	reclining	recline	VBG
A52264	2372	82	plane	plane	NN
A52264	2372	83	shall	shall	MD
A52264	2372	84	fall	fall	VB
A52264	2372	85	just	just	RB
A52264	2372	86	upon	upon	IN
A52264	2372	87	the	the	DT
A52264	2372	88	intersection	intersection	NN
A52264	2372	89	of	of	IN
A52264	2372	90	the	the	DT
A52264	2372	91	Meridian	Meridian	NNP
A52264	2372	92	and	and	CC
A52264	2372	93	Equator	Equator	NNP
A52264	2372	94	;	;	:
A52264	2372	95	and	and	CC
A52264	2372	96	then	then	RB
A52264	2372	97	it	-PRON-	PRP
A52264	2372	98	is	be	VBZ
A52264	2372	99	called	call	VBN
A52264	2372	100	a	a	DT
A52264	2372	101	declining	decline	VBG
A52264	2372	102	polar	polar	NN
A52264	2372	103	;	;	:
A52264	2372	104	or	or	CC
A52264	2372	105	it	-PRON-	PRP
A52264	2372	106	may	may	MD
A52264	2372	107	fall	fall	VB
A52264	2372	108	above	above	IN
A52264	2372	109	or	or	CC
A52264	2372	110	under	under	IN
A52264	2372	111	the	the	DT
A52264	2372	112	said	say	VBN
A52264	2372	113	intersection	intersection	NN
A52264	2372	114	,	,	,
A52264	2372	115	and	and	CC
A52264	2372	116	then	then	RB
A52264	2372	117	it	-PRON-	PRP
A52264	2372	118	is	be	VBZ
A52264	2372	119	called	call	VBN
A52264	2372	120	a	a	DT
A52264	2372	121	North	North	NNP
A52264	2372	122	declining	decline	VBG
A52264	2372	123	East	East	NNP
A52264	2372	124	and	and	CC
A52264	2372	125	West	West	NNP
A52264	2372	126	recliner	recliner	NN
A52264	2372	127	.	.	.
A52264	2373	1	The	the	DT
A52264	2373	2	three	three	CD
A52264	2373	3	varieties	variety	NNS
A52264	2373	4	of	of	IN
A52264	2373	5	South	South	NNP
A52264	2373	6	recliners	recliner	NNS
A52264	2373	7	are	be	VBP
A52264	2373	8	represented	represent	VBN
A52264	2373	9	by	by	IN
A52264	2373	10	the	the	DT
A52264	2373	11	three	three	CD
A52264	2373	12	circles	circle	NNS
A52264	2373	13	,	,	,
A52264	2373	14	AHB	AHB	NNP
A52264	2373	15	falling	fall	VBG
A52264	2373	16	between	between	IN
A52264	2373	17	the	the	DT
A52264	2373	18	pole	pole	NN
A52264	2373	19	of	of	IN
A52264	2373	20	the	the	DT
A52264	2373	21	world	world	NN
A52264	2373	22	and	and	CC
A52264	2373	23	the	the	DT
A52264	2373	24	Zenith	Zenith	NNP
A52264	2373	25	:	:	:
A52264	2373	26	AGB	AGB	NNP
A52264	2373	27	just	just	RB
A52264	2373	28	upon	upon	IN
A52264	2373	29	the	the	DT
A52264	2373	30	pole	pole	NN
A52264	2373	31	;	;	:
A52264	2373	32	and	and	CC
A52264	2373	33	AEB	AEB	NNP
A52264	2373	34	between	between	IN
A52264	2373	35	the	the	DT
A52264	2373	36	pole	pole	NN
A52264	2373	37	and	and	CC
A52264	2373	38	the	the	DT
A52264	2373	39	horizon	horizon	NN
A52264	2373	40	:	:	:
A52264	2373	41	and	and	CC
A52264	2373	42	the	the	DT
A52264	2373	43	particular	particular	JJ
A52264	2373	44	pole	pole	NN
A52264	2373	45	of	of	IN
A52264	2373	46	each	each	DT
A52264	2373	47	plane	plane	NN
A52264	2373	48	is	be	VBZ
A52264	2373	49	so	so	RB
A52264	2373	50	much	much	RB
A52264	2373	51	elevated	elevate	VBN
A52264	2373	52	above	above	IN
A52264	2373	53	the	the	DT
A52264	2373	54	horizon	horizon	NN
A52264	2373	55	,	,	,
A52264	2373	56	(	(	-LRB-
A52264	2373	57	upon	upon	IN
A52264	2373	58	the	the	DT
A52264	2373	59	azimuth	azimuth	NN
A52264	2373	60	)	)	-RRB-
A52264	2373	61	DZC	dzc	NN
A52264	2373	62	,	,	,
A52264	2373	63	crossing	cross	VBG
A52264	2373	64	the	the	DT
A52264	2373	65	base	base	NN
A52264	2373	66	at	at	IN
A52264	2373	67	right	right	JJ
A52264	2373	68	angles	angle	NNS
A52264	2373	69	)	)	-RRB-
A52264	2373	70	as	as	IN
A52264	2373	71	the	the	DT
A52264	2373	72	plane	plane	NN
A52264	2373	73	it	-PRON-	PRP
A52264	2373	74	self	self	VBP
A52264	2373	75	reclines	recline	NNS
A52264	2373	76	from	from	IN
A52264	2373	77	the	the	DT
A52264	2373	78	Zenith	Zenith	NNP
A52264	2373	79	,	,	,
A52264	2373	80	noted	note	VBN
A52264	2373	81	in	in	IN
A52264	2373	82	the	the	DT
A52264	2373	83	Scheme	Scheme	NNP
A52264	2373	84	,	,	,
A52264	2373	85	with	with	IN
A52264	2373	86	I	-PRON-	PRP
A52264	2373	87	,	,	,
A52264	2373	88	K	K	NNP
A52264	2373	89	,	,	,
A52264	2373	90	and	and	CC
A52264	2373	91	L.	L.	NNP
A52264	2373	92	1	1	CD
A52264	2373	93	.	.	.
A52264	2374	1	Of	of	IN
A52264	2374	2	the	the	DT
A52264	2374	3	Equinoctiall	Equinoctiall	NNP
A52264	2374	4	declining	decline	VBG
A52264	2374	5	and	and	CC
A52264	2374	6	reclining	recline	VBG
A52264	2374	7	plane	plane	NN
A52264	2374	8	.	.	.
A52264	2375	1	This	this	DT
A52264	2375	2	plane	plane	NN
A52264	2375	3	represented	represent	VBN
A52264	2375	4	by	by	IN
A52264	2375	5	the	the	DT
A52264	2375	6	circle	circle	NN
A52264	2375	7	AGB	AGB	NNP
A52264	2375	8	,	,	,
A52264	2375	9	hath	hath	VB
A52264	2375	10	his	-PRON-	PRP$
A52264	2375	11	base	base	NN
A52264	2375	12	AZB	AZB	NNP
A52264	2375	13	declining	decline	VBG
A52264	2375	14	30	30	CD
A52264	2375	15	degrees	degree	NNS
A52264	2375	16	from	from	IN
A52264	2375	17	the	the	DT
A52264	2375	18	East	East	NNP
A52264	2375	19	and	and	CC
A52264	2375	20	West	West	NNP
A52264	2375	21	line	line	NN
A52264	2375	22	EZW	EZW	NNP
A52264	2375	23	equal	equal	JJ
A52264	2375	24	to	to	IN
A52264	2375	25	the	the	DT
A52264	2375	26	declination	declination	NN
A52264	2375	27	of	of	IN
A52264	2375	28	the	the	DT
A52264	2375	29	South	South	NNP
A52264	2375	30	pole	pole	NN
A52264	2375	31	thereof	thereof	IN
A52264	2375	32	30	30	CD
A52264	2375	33	degrees	degree	NNS
A52264	2375	34	from	from	IN
A52264	2375	35	S	S	NNP
A52264	2375	36	the	the	DT
A52264	2375	37	South	South	NNP
A52264	2375	38	part	part	NN
A52264	2375	39	of	of	IN
A52264	2375	40	the	the	DT
A52264	2375	41	Meridian	Meridian	NNP
A52264	2375	42	Easterly	easterly	RB
A52264	2375	43	unto	unto	IN
A52264	2375	44	D	d	NN
A52264	2375	45	,	,	,
A52264	2375	46	reclining	recline	VBG
A52264	2375	47	from	from	IN
A52264	2375	48	the	the	DT
A52264	2375	49	Zenith	Zenith	NNP
A52264	2375	50	upon	upon	IN
A52264	2375	51	the	the	DT
A52264	2375	52	azimuth	azimuth	NN
A52264	2375	53	CZD	CZD	NNP
A52264	2375	54	the	the	DT
A52264	2375	55	quantity	quantity	NN
A52264	2375	56	ZG	ZG	NNP
A52264	2375	57	34	34	CD
A52264	2375	58	degrees	degree	NNS
A52264	2375	59	,	,	,
A52264	2375	60	53	53	CD
A52264	2375	61	min	min	NN
A52264	2375	62	.	.	.
A52264	2376	1	and	and	CC
A52264	2376	2	Passeth	Passeth	NNP
A52264	2376	3	through	through	IN
A52264	2376	4	the	the	DT
A52264	2376	5	pole	pole	NN
A52264	2376	6	at	at	IN
A52264	2376	7	P.	P.	NNP
A52264	2376	8	Set	Set	NNP
A52264	2376	9	off	off	RP
A52264	2376	10	the	the	DT
A52264	2376	11	reclination	reclination	NN
A52264	2376	12	ZG	ZG	NNP
A52264	2376	13	,	,	,
A52264	2376	14	from	from	IN
A52264	2376	15	D	d	NN
A52264	2376	16	to	to	IN
A52264	2376	17	K	K	NNP
A52264	2376	18	,	,	,
A52264	2376	19	and	and	CC
A52264	2376	20	K	K	NNP
A52264	2376	21	shall	shall	MD
A52264	2376	22	represent	represent	VB
A52264	2376	23	the	the	DT
A52264	2376	24	pole	pole	NN
A52264	2376	25	of	of	IN
A52264	2376	26	the	the	DT
A52264	2376	27	reclining	recline	VBG
A52264	2376	28	plane	plane	NN
A52264	2376	29	so	so	RB
A52264	2376	30	much	much	RB
A52264	2376	31	elevated	elevate	VBN
A52264	2376	32	above	above	IN
A52264	2376	33	the	the	DT
A52264	2376	34	horizon	horizon	NN
A52264	2376	35	at	at	IN
A52264	2376	36	D	D	NNP
A52264	2376	37	,	,	,
A52264	2376	38	as	as	IN
A52264	2376	39	the	the	DT
A52264	2376	40	circle	circle	NN
A52264	2376	41	AGB	AGB	NNP
A52264	2376	42	representing	represent	VBG
A52264	2376	43	the	the	DT
A52264	2376	44	plane	plane	NN
A52264	2376	45	declineth	declineth	NN
A52264	2376	46	from	from	IN
A52264	2376	47	the	the	DT
A52264	2376	48	Zenith	Zenith	NNP
A52264	2376	49	Z	Z	NNP
A52264	2376	50	,	,	,
A52264	2376	51	from	from	IN
A52264	2376	52	P	p	NN
A52264	2376	53	the	the	DT
A52264	2376	54	pole	pole	NN
A52264	2376	55	of	of	IN
A52264	2376	56	the	the	DT
A52264	2376	57	world	world	NN
A52264	2376	58	,	,	,
A52264	2376	59	to	to	IN
A52264	2376	60	K	K	NNP
A52264	2376	61	the	the	DT
A52264	2376	62	pole	pole	NN
A52264	2376	63	of	of	IN
A52264	2376	64	the	the	DT
A52264	2376	65	plane	plane	NN
A52264	2376	66	,	,	,
A52264	2376	67	draw	draw	VB
A52264	2376	68	an	an	DT
A52264	2376	69	arch	arch	NN
A52264	2376	70	of	of	IN
A52264	2376	71	a	a	DT
A52264	2376	72	great	great	JJ
A52264	2376	73	circle	circle	NN
A52264	2376	74	PK	pk	NN
A52264	2376	75	,	,	,
A52264	2376	76	thereby	thereby	RB
A52264	2376	77	the	the	DT
A52264	2376	78	better	well	JJR
A52264	2376	79	to	to	TO
A52264	2376	80	informe	informe	VB
A52264	2376	81	the	the	DT
A52264	2376	82	fancie	fancie	NN
A52264	2376	83	in	in	IN
A52264	2376	84	the	the	DT
A52264	2376	85	rest	rest	NN
A52264	2376	86	of	of	IN
A52264	2376	87	the	the	DT
A52264	2376	88	work	work	NN
A52264	2376	89	.	.	.
A52264	2377	1	And	and	CC
A52264	2377	2	if	if	IN
A52264	2377	3	any	any	DT
A52264	2377	4	be	be	VB
A52264	2377	5	desirous	desirous	JJ
A52264	2377	6	,	,	,
A52264	2377	7	to	to	IN
A52264	2377	8	any	any	DT
A52264	2377	9	declination	declination	NN
A52264	2377	10	given	give	VBN
A52264	2377	11	,	,	,
A52264	2377	12	to	to	TO
A52264	2377	13	fit	fit	VB
A52264	2377	14	a	a	DT
A52264	2377	15	plane	plane	NN
A52264	2377	16	reclining	recline	VBG
A52264	2377	17	just	just	RB
A52264	2377	18	to	to	IN
A52264	2377	19	the	the	DT
A52264	2377	20	pole	pole	NN
A52264	2377	21	:	:	:
A52264	2377	22	or	or	CC
A52264	2377	23	any	any	DT
A52264	2377	24	reclination	reclination	NN
A52264	2377	25	being	be	VBG
A52264	2377	26	given	give	VBN
A52264	2377	27	,	,	,
A52264	2377	28	to	to	TO
A52264	2377	29	finde	finde	VB
A52264	2377	30	the	the	DT
A52264	2377	31	declination	declination	NN
A52264	2377	32	proper	proper	JJ
A52264	2377	33	to	to	IN
A52264	2377	34	it	-PRON-	PRP
A52264	2377	35	,	,	,
A52264	2377	36	this	this	DT
A52264	2377	37	Diagram	Diagram	NNP
A52264	2377	38	will	will	MD
A52264	2377	39	satisfie	satisfie	VB
A52264	2377	40	them	-PRON-	PRP
A52264	2377	41	therein	therein	RB
A52264	2377	42	:	:	:
A52264	2377	43	for	for	IN
A52264	2377	44	in	in	IN
A52264	2377	45	the	the	DT
A52264	2377	46	Triangle	Triangle	NNP
A52264	2377	47	ZGP	ZGP	NNP
A52264	2377	48	,	,	,
A52264	2377	49	we	-PRON-	PRP
A52264	2377	50	have	have	VBP
A52264	2377	51	limited	limit	VBN
A52264	2377	52	,	,	,
A52264	2377	53	First	first	RB
A52264	2377	54	,	,	,
A52264	2377	55	the	the	DT
A52264	2377	56	hypothenusal	hypothenusal	NN
A52264	2377	57	PZ	PZ	NNP
A52264	2377	58	38	38	CD
A52264	2377	59	degrees	degree	NNS
A52264	2377	60	,	,	,
A52264	2377	61	47	47	CD
A52264	2377	62	min	min	NN
A52264	2377	63	.	.	.
A52264	2378	1	Secondly	secondly	RB
A52264	2378	2	,	,	,
A52264	2378	3	the	the	DT
A52264	2378	4	angle	angle	NN
A52264	2378	5	at	at	IN
A52264	2378	6	the	the	DT
A52264	2378	7	base	base	NN
A52264	2378	8	PZG	PZG	NNP
A52264	2378	9	,	,	,
A52264	2378	10	the	the	DT
A52264	2378	11	planes	plane	NNS
A52264	2378	12	declination	declination	NN
A52264	2378	13	30	30	CD
A52264	2378	14	degrees	degree	NNS
A52264	2378	15	.	.	.
A52264	2379	1	Hence	hence	RB
A52264	2379	2	to	to	TO
A52264	2379	3	finde	finde	VB
A52264	2379	4	the	the	DT
A52264	2379	5	base	base	NN
A52264	2379	6	GZ	GZ	NNP
A52264	2379	7	,	,	,
A52264	2379	8	by	by	IN
A52264	2379	9	the	the	DT
A52264	2379	10	seventh	seventh	JJ
A52264	2379	11	case	case	NN
A52264	2379	12	of	of	IN
A52264	2379	13	right	right	JJ
A52264	2379	14	angled	angle	VBN
A52264	2379	15	spherical	spherical	JJ
A52264	2379	16	triangles	triangle	NNS
A52264	2379	17	,	,	,
A52264	2379	18	the	the	DT
A52264	2379	19	proportion	proportion	NN
A52264	2379	20	is	be	VBZ
A52264	2379	21	;	;	:
A52264	2379	22	As	as	IN
A52264	2379	23	the	the	DT
A52264	2379	24	Radius	Radius	NNP
A52264	2379	25	90	90	CD
A52264	2379	26	,	,	,
A52264	2379	27	10.000000	10.000000	CD
A52264	2379	28	To	to	IN
A52264	2379	29	the	the	DT
A52264	2379	30	co	co	NN
A52264	2379	31	-	-	NN
A52264	2379	32	sine	sine	NN
A52264	2379	33	of	of	IN
A52264	2379	34	GZP	GZP	NNP
A52264	2379	35	30	30	CD
A52264	2379	36	;	;	:
A52264	2379	37	9.937531	9.937531	CD
A52264	2379	38	So	so	IN
A52264	2379	39	the	the	DT
A52264	2379	40	tangent	tangent	NN
A52264	2379	41	of	of	IN
A52264	2379	42	PZ	PZ	NNP
A52264	2379	43	38.47	38.47	CD
A52264	2379	44	.	.	.
A52264	2380	1	9.900138	9.900138	CD
A52264	2380	2	To	to	IN
A52264	2380	3	the	the	DT
A52264	2380	4	tangent	tangent	NN
A52264	2380	5	of	of	IN
A52264	2380	6	GZ	GZ	NNP
A52264	2380	7	34.53	34.53	CD
A52264	2380	8	.	.	.
A52264	2381	1	9.837669	9.837669	CD
A52264	2381	2	the	the	DT
A52264	2381	3	reclination	reclination	NN
A52264	2381	4	required	require	VBN
A52264	2381	5	.	.	.
A52264	2382	1	If	if	IN
A52264	2382	2	the	the	DT
A52264	2382	3	declination	declination	NN
A52264	2382	4	be	be	VB
A52264	2382	5	required	require	VBN
A52264	2382	6	to	to	IN
A52264	2382	7	a	a	DT
A52264	2382	8	reclination	reclination	NN
A52264	2382	9	given	give	VBN
A52264	2382	10	,	,	,
A52264	2382	11	then	then	RB
A52264	2382	12	by	by	IN
A52264	2382	13	the	the	DT
A52264	2382	14	13	13	CD
A52264	2382	15	case	case	NN
A52264	2382	16	of	of	IN
A52264	2382	17	right	right	JJ
A52264	2382	18	angled	angle	VBN
A52264	2382	19	spherical	spherical	JJ
A52264	2382	20	triangles	triangle	NNS
A52264	2382	21	,	,	,
A52264	2382	22	the	the	DT
A52264	2382	23	proportion	proportion	NN
A52264	2382	24	is	be	VBZ
A52264	2382	25	As	as	IN
A52264	2382	26	the	the	DT
A52264	2382	27	Radius	Radius	NNP
A52264	2382	28	90	90	CD
A52264	2382	29	,	,	,
A52264	2382	30	10.000000	10.000000	CD
A52264	2382	31	To	to	IN
A52264	2382	32	the	the	DT
A52264	2382	33	tangent	tangent	NN
A52264	2382	34	of	of	IN
A52264	2382	35	ZG	ZG	NNP
A52264	2382	36	34.53	34.53	CD
A52264	2382	37	.	.	.
A52264	2383	1	9.837669	9.837669	CD
A52264	2383	2	So	so	IN
A52264	2383	3	the	the	DT
A52264	2383	4	co	co	JJ
A52264	2383	5	-	-	NN
A52264	2383	6	tangent	tangent	NN
A52264	2383	7	of	of	IN
A52264	2383	8	PZ	PZ	NNP
A52264	2383	9	38.47	38.47	CD
A52264	2383	10	.	.	.
A52264	2384	1	10.099861	10.099861	CD
A52264	2384	2	o	o	IN
A52264	2384	3	the	the	DT
A52264	2384	4	co	co	NN
A52264	2384	5	-	-	NN
A52264	2384	6	sine	sine	NN
A52264	2384	7	of	of	IN
A52264	2384	8	GZP	GZP	NNP
A52264	2384	9	39	39	CD
A52264	2384	10	.	.	.
A52264	2385	1	9.937530	9.937530	CD
A52264	2385	2	And	and	CC
A52264	2385	3	now	now	RB
A52264	2385	4	to	to	TO
A52264	2385	5	calculate	calculate	VB
A52264	2385	6	the	the	DT
A52264	2385	7	hour	hour	NN
A52264	2385	8	-	-	HYPH
A52264	2385	9	lines	line	NNS
A52264	2385	10	of	of	IN
A52264	2385	11	this	this	DT
A52264	2385	12	Diall	Diall	NNP
A52264	2385	13	,	,	,
A52264	2385	14	you	-PRON-	PRP
A52264	2385	15	are	be	VBP
A52264	2385	16	to	to	TO
A52264	2385	17	finde	finde	VB
A52264	2385	18	two	two	CD
A52264	2385	19	things	thing	NNS
A52264	2385	20	:	:	:
A52264	2385	21	first	first	RB
A52264	2385	22	,	,	,
A52264	2385	23	the	the	DT
A52264	2385	24	arch	arch	NN
A52264	2385	25	of	of	IN
A52264	2385	26	the	the	DT
A52264	2385	27	plane	plane	NN
A52264	2385	28	,	,	,
A52264	2385	29	or	or	CC
A52264	2385	30	distance	distance	NN
A52264	2385	31	of	of	IN
A52264	2385	32	the	the	DT
A52264	2385	33	meridian	meridian	NNP
A52264	2385	34	and	and	CC
A52264	2385	35	substile	substile	JJ
A52264	2385	36	from	from	IN
A52264	2385	37	the	the	DT
A52264	2385	38	horizontal	horizontal	JJ
A52264	2385	39	line	line	NN
A52264	2385	40	,	,	,
A52264	2385	41	which	which	WDT
A52264	2385	42	in	in	IN
A52264	2385	43	this	this	DT
A52264	2385	44	Scheme	Scheme	NNP
A52264	2385	45	is	be	VBZ
A52264	2385	46	PB	PB	NNP
A52264	2385	47	,	,	,
A52264	2385	48	the	the	DT
A52264	2385	49	intersection	intersection	NN
A52264	2385	50	of	of	IN
A52264	2385	51	the	the	DT
A52264	2385	52	reclining	recline	VBG
A52264	2385	53	plane	plane	NN
A52264	2385	54	with	with	IN
A52264	2385	55	the	the	DT
A52264	2385	56	horizon	horizon	NN
A52264	2385	57	,	,	,
A52264	2385	58	being	be	VBG
A52264	2385	59	at	at	IN
A52264	2385	60	B.	B.	NNP
A52264	2386	1	And	and	CC
A52264	2386	2	secondly	secondly	RB
A52264	2386	3	,	,	,
A52264	2386	4	the	the	DT
A52264	2386	5	distance	distance	NN
A52264	2386	6	of	of	IN
A52264	2386	7	the	the	DT
A52264	2386	8	meridian	meridian	NN
A52264	2386	9	of	of	IN
A52264	2386	10	the	the	DT
A52264	2386	11	place	place	NN
A52264	2386	12	SZPN	SZPN	VBD
A52264	2386	13	,	,	,
A52264	2386	14	from	from	IN
A52264	2386	15	the	the	DT
A52264	2386	16	meridian	meridian	NN
A52264	2386	17	of	of	IN
A52264	2386	18	the	the	DT
A52264	2386	19	plane	plane	NN
A52264	2386	20	PK	PK	NNP
A52264	2386	21	,	,	,
A52264	2386	22	which	which	WDT
A52264	2386	23	being	be	VBG
A52264	2386	24	had	have	VBN
A52264	2386	25	,	,	,
A52264	2386	26	the	the	DT
A52264	2386	27	Diall	Diall	NNP
A52264	2386	28	is	be	VBZ
A52264	2386	29	easily	easily	RB
A52264	2386	30	made	make	VBN
A52264	2386	31	.	.	.
A52264	2387	1	Wherefore	Wherefore	VBN
A52264	2387	2	in	in	IN
A52264	2387	3	the	the	DT
A52264	2387	4	triangle	triangle	NN
A52264	2387	5	ZGP	ZGP	NNP
A52264	2387	6	,	,	,
A52264	2387	7	right	right	RB
A52264	2387	8	angled	angle	VBD
A52264	2387	9	at	at	IN
A52264	2387	10	G	g	NN
A52264	2387	11	,	,	,
A52264	2387	12	you	-PRON-	PRP
A52264	2387	13	have	have	VBP
A52264	2387	14	the	the	DT
A52264	2387	15	angle	angle	NN
A52264	2387	16	GZP	GZP	NNP
A52264	2387	17	given	give	VBN
A52264	2387	18	30	30	CD
A52264	2387	19	degrees	degree	NNS
A52264	2387	20	,	,	,
A52264	2387	21	the	the	DT
A52264	2387	22	declination	declination	NN
A52264	2387	23	;	;	:
A52264	2387	24	and	and	CC
A52264	2387	25	ZP	ZP	NNP
A52264	2387	26	38	38	CD
A52264	2387	27	degr	degr	NN
A52264	2387	28	.	.	.
A52264	2388	1	47	47	CD
A52264	2388	2	min	min	NN
A52264	2388	3	.	.	.
A52264	2389	1	the	the	DT
A52264	2389	2	complement	complement	NN
A52264	2389	3	of	of	IN
A52264	2389	4	the	the	DT
A52264	2389	5	Pole	Pole	NNP
A52264	2389	6	;	;	:
A52264	2389	7	to	to	TO
A52264	2389	8	finde	finde	NNP
A52264	2389	9	GP	GP	NNP
A52264	2389	10	:	:	:
A52264	2389	11	and	and	CC
A52264	2389	12	therefore	therefore	RB
A52264	2389	13	,	,	,
A52264	2389	14	by	by	IN
A52264	2389	15	the	the	DT
A52264	2389	16	eighth	eighth	JJ
A52264	2389	17	case	case	NN
A52264	2389	18	of	of	IN
A52264	2389	19	right	right	JJ
A52264	2389	20	angled	angle	VBN
A52264	2389	21	spherical	spherical	JJ
A52264	2389	22	triangles	triangle	NNS
A52264	2389	23	,	,	,
A52264	2389	24	the	the	DT
A52264	2389	25	proportion	proportion	NN
A52264	2389	26	is	be	VBZ
A52264	2389	27	:	:	:
A52264	2389	28	As	as	IN
A52264	2389	29	the	the	DT
A52264	2389	30	Radius	Radius	NNP
A52264	2389	31	,	,	,
A52264	2389	32	90	90	CD
A52264	2389	33	10.000000	10.000000	CD
A52264	2389	34	To	to	IN
A52264	2389	35	the	the	DT
A52264	2389	36	sine	sine	NN
A52264	2389	37	of	of	IN
A52264	2389	38	ZP	ZP	NNP
A52264	2389	39	,	,	,
A52264	2389	40	38.47	38.47	CD
A52264	2389	41	9.793863	9.793863	CD
A52264	2389	42	So	so	RB
A52264	2389	43	is	be	VBZ
A52264	2389	44	the	the	DT
A52264	2389	45	sine	sine	NN
A52264	2389	46	of	of	IN
A52264	2389	47	GZP	GZP	NNP
A52264	2389	48	,	,	,
A52264	2389	49	30	30	CD
A52264	2389	50	9.698970	9.698970	CD
A52264	2389	51	To	to	IN
A52264	2389	52	the	the	DT
A52264	2389	53	sine	sine	NN
A52264	2389	54	of	of	IN
A52264	2389	55	GP	GP	NNP
A52264	2389	56	,	,	,
A52264	2389	57	18.12	18.12	CD
A52264	2389	58	9.492833	9.492833	CD
A52264	2389	59	Who	who	WP
A52264	2389	60	s	s	NNPS
A52264	2389	61	's	's	POS
A52264	2389	62	complement	complement	NN
A52264	2389	63	71	71	CD
A52264	2389	64	deg	deg	NN
A52264	2389	65	.	.	.
A52264	2390	1	88	88	CD
A52264	2390	2	min	min	NN
A52264	2390	3	.	.	.
A52264	2391	1	is	be	VBZ
A52264	2391	2	the	the	DT
A52264	2391	3	arch	arch	JJ
A52264	2391	4	PB	PB	NNP
A52264	2391	5	desired	desire	VBD
A52264	2391	6	.	.	.
A52264	2392	1	The	the	DT
A52264	2392	2	second	second	JJ
A52264	2392	3	thing	thing	NN
A52264	2392	4	to	to	TO
A52264	2392	5	be	be	VB
A52264	2392	6	found	find	VBN
A52264	2392	7	is	be	VBZ
A52264	2392	8	the	the	DT
A52264	2392	9	distance	distance	NN
A52264	2392	10	of	of	IN
A52264	2392	11	the	the	DT
A52264	2392	12	Meridian	Meridian	NNP
A52264	2392	13	of	of	IN
A52264	2392	14	the	the	DT
A52264	2392	15	place	place	NN
A52264	2392	16	,	,	,
A52264	2392	17	which	which	WDT
A52264	2392	18	is	be	VBZ
A52264	2392	19	the	the	DT
A52264	2392	20	houre	houre	NN
A52264	2392	21	of	of	IN
A52264	2392	22	12	12	CD
A52264	2392	23	from	from	IN
A52264	2392	24	the	the	DT
A52264	2392	25	substile	substile	NN
A52264	2392	26	or	or	CC
A52264	2392	27	meridian	meridian	NN
A52264	2392	28	of	of	IN
A52264	2392	29	the	the	DT
A52264	2392	30	plane	plane	NN
A52264	2392	31	,	,	,
A52264	2392	32	represented	represent	VBN
A52264	2392	33	by	by	IN
A52264	2392	34	the	the	DT
A52264	2392	35	angle	angle	NN
A52264	2392	36	ZPG	ZPG	NNP
A52264	2392	37	,	,	,
A52264	2392	38	which	which	WDT
A52264	2392	39	may	may	MD
A52264	2392	40	be	be	VB
A52264	2392	41	found	find	VBN
A52264	2392	42	by	by	IN
A52264	2392	43	the	the	DT
A52264	2392	44	11	11	CD
A52264	2392	45	Case	case	NN
A52264	2392	46	of	of	IN
A52264	2392	47	right	right	JJ
A52264	2392	48	angled	angle	VBN
A52264	2392	49	sphericall	sphericall	NN
A52264	2392	50	Triangles	Triangles	NNPS
A52264	2392	51	,	,	,
A52264	2392	52	for	for	CC
A52264	2392	53	As	as	IN
A52264	2392	54	the	the	DT
A52264	2392	55	Radius	Radius	NNP
A52264	2392	56	,	,	,
A52264	2392	57	90	90	CD
A52264	2392	58	10.000000	10.000000	CD
A52264	2392	59	Is	be	VBZ
A52264	2392	60	to	to	IN
A52264	2392	61	the	the	DT
A52264	2392	62	sine	sine	NN
A52264	2392	63	of	of	IN
A52264	2392	64	GP	GP	NNP
A52264	2392	65	,	,	,
A52264	2392	66	18.12	18.12	CD
A52264	2392	67	9.492833	9.492833	CD
A52264	2392	68	So	so	RB
A52264	2392	69	is	be	VBZ
A52264	2392	70	the	the	DT
A52264	2392	71	co	co	JJ
A52264	2392	72	-	-	NN
A52264	2392	73	tang	tang	JJ
A52264	2392	74	.	.	.
A52264	2393	1	of	of	IN
A52264	2393	2	GZ	GZ	NNP
A52264	2393	3	,	,	,
A52264	2393	4	34.53	34.53	CD
A52264	2393	5	10.162379	10.162379	CD
A52264	2393	6	To	to	IN
A52264	2393	7	the	the	DT
A52264	2393	8	co	co	NN
A52264	2393	9	-	-	NN
A52264	2393	10	tang	tang	JJ
A52264	2393	11	.	.	.
A52264	2394	1	of	of	IN
A52264	2394	2	GPZ	GPZ	NNP
A52264	2394	3	,	,	,
A52264	2394	4	65.68	65.68	CD
A52264	2394	5	9.655212	9.655212	CD
A52264	2394	6	Who	who	WP
A52264	2394	7	s	s	POS
A52264	2394	8	's	's	POS
A52264	2394	9	complement	complement	NN
A52264	2394	10	is	be	VBZ
A52264	2394	11	ZPK	ZPK	NNP
A52264	2394	12	24	24	CD
A52264	2394	13	deg	deg	NN
A52264	2394	14	.	.	.
A52264	2395	1	32	32	CD
A52264	2395	2	min	min	NN
A52264	2395	3	.	.	.
A52264	2396	1	the	the	DT
A52264	2396	2	arch	arch	NN
A52264	2396	3	desired	desire	VBD
A52264	2396	4	.	.	.
A52264	2397	1	Now	now	RB
A52264	2397	2	because	because	IN
A52264	2397	3	24	24	CD
A52264	2397	4	deg	deg	NN
A52264	2397	5	.	.	.
A52264	2398	1	32	32	CD
A52264	2398	2	min	min	NN
A52264	2398	3	.	.	.
A52264	2399	1	is	be	VBZ
A52264	2399	2	more	more	JJR
A52264	2399	3	then	then	RB
A52264	2399	4	15	15	CD
A52264	2399	5	deg	deg	NN
A52264	2399	6	.	.	.
A52264	2400	1	one	one	CD
A52264	2400	2	houres	houre	VBZ
A52264	2400	3	distance	distance	NN
A52264	2400	4	from	from	IN
A52264	2400	5	the	the	DT
A52264	2400	6	Meridian	Meridian	NNP
A52264	2400	7	,	,	,
A52264	2400	8	and	and	CC
A52264	2400	9	lesse	lesse	NNP
A52264	2400	10	then	then	RB
A52264	2400	11	30	30	CD
A52264	2400	12	deg	deg	NN
A52264	2400	13	.	.	.
A52264	2401	1	two	two	CD
A52264	2401	2	houres	houre	NNS
A52264	2401	3	distance	distance	NN
A52264	2401	4	,	,	,
A52264	2401	5	I	-PRON-	PRP
A52264	2401	6	conclude	conclude	VBP
A52264	2401	7	that	that	IN
A52264	2401	8	the	the	DT
A52264	2401	9	stile	stile	NN
A52264	2401	10	shall	shall	MD
A52264	2401	11	fall	fall	VB
A52264	2401	12	between	between	IN
A52264	2401	13	10	10	CD
A52264	2401	14	and	and	CC
A52264	2401	15	11	11	CD
A52264	2401	16	of	of	IN
A52264	2401	17	the	the	DT
A52264	2401	18	clock	clock	NN
A52264	2401	19	on	on	IN
A52264	2401	20	the	the	DT
A52264	2401	21	West	West	NNP
A52264	2401	22	side	side	NN
A52264	2401	23	of	of	IN
A52264	2401	24	the	the	DT
A52264	2401	25	Meridian	Meridian	NNP
A52264	2401	26	,	,	,
A52264	2401	27	because	because	IN
A52264	2401	28	the	the	DT
A52264	2401	29	plain	plain	JJ
A52264	2401	30	declineth	declineth	NNP
A52264	2401	31	East	East	NNP
A52264	2401	32	:	:	:
A52264	2401	33	if	if	IN
A52264	2401	34	then	then	RB
A52264	2401	35	you	-PRON-	PRP
A52264	2401	36	take	take	VBP
A52264	2401	37	15	15	CD
A52264	2401	38	deg	deg	NN
A52264	2401	39	,	,	,
A52264	2401	40	from	from	IN
A52264	2401	41	24	24	CD
A52264	2401	42	deg	deg	NN
A52264	2401	43	.	.	.
A52264	2402	1	32	32	CD
A52264	2402	2	min	min	NN
A52264	2402	3	.	.	.
A52264	2403	1	there	there	EX
A52264	2403	2	shall	shall	MD
A52264	2403	3	remain	remain	VB
A52264	2403	4	9	9	CD
A52264	2403	5	deg	deg	NN
A52264	2403	6	.	.	.
A52264	2404	1	32	32	CD
A52264	2404	2	min	min	NN
A52264	2404	3	.	.	.
A52264	2405	1	for	for	IN
A52264	2405	2	the	the	DT
A52264	2405	3	Equinoctiall	Equinoctiall	NNP
A52264	2405	4	distance	distance	NN
A52264	2405	5	of	of	IN
A52264	2405	6	the	the	DT
A52264	2405	7	11	11	CD
A52264	2405	8	a	a	DT
A52264	2405	9	clock	clock	NN
A52264	2405	10	houre	houre	NN
A52264	2405	11	line	line	NN
A52264	2405	12	from	from	IN
A52264	2405	13	the	the	DT
A52264	2405	14	substile	substile	NN
A52264	2405	15	,	,	,
A52264	2405	16	and	and	CC
A52264	2405	17	taking	take	VBG
A52264	2405	18	24	24	CD
A52264	2405	19	deg	deg	NN
A52264	2405	20	.	.	.
A52264	2406	1	32	32	CD
A52264	2406	2	min	min	NN
A52264	2406	3	.	.	.
A52264	2407	1	out	out	IN
A52264	2407	2	of	of	IN
A52264	2407	3	30	30	CD
A52264	2407	4	deg	deg	NN
A52264	2407	5	.	.	.
A52264	2408	1	there	there	EX
A52264	2408	2	shall	shall	MD
A52264	2408	3	remain	remain	VB
A52264	2408	4	5	5	CD
A52264	2408	5	deg	deg	NN
A52264	2408	6	.	.	.
A52264	2409	1	68	68	CD
A52264	2409	2	min	min	NN
A52264	2409	3	.	.	.
A52264	2410	1	for	for	IN
A52264	2410	2	the	the	DT
A52264	2410	3	distance	distance	NN
A52264	2410	4	of	of	IN
A52264	2410	5	the	the	DT
A52264	2410	6	houre	houre	NN
A52264	2410	7	of	of	IN
A52264	2410	8	10	10	CD
A52264	2410	9	from	from	IN
A52264	2410	10	the	the	DT
A52264	2410	11	substile	substile	NN
A52264	2410	12	:	:	:
A52264	2410	13	the	the	DT
A52264	2410	14	rest	rest	NN
A52264	2410	15	of	of	IN
A52264	2410	16	the	the	DT
A52264	2410	17	houre	houre	NN
A52264	2410	18	distances	distance	NNS
A52264	2410	19	are	be	VBP
A52264	2410	20	easily	easily	RB
A52264	2410	21	found	find	VBN
A52264	2410	22	by	by	IN
A52264	2410	23	continual	continual	JJ
A52264	2410	24	addition	addition	NN
A52264	2410	25	of	of	IN
A52264	2410	26	15	15	CD
A52264	2410	27	deg	deg	NN
A52264	2410	28	.	.	.
A52264	2411	1	Unto	unto	IN
A52264	2411	2	these	these	DT
A52264	2411	3	houre	houre	NN
A52264	2411	4	distances	distance	NNS
A52264	2411	5	joyn	joyn	VBP
A52264	2411	6	the	the	DT
A52264	2411	7	naturall	naturall	NN
A52264	2411	8	tangents	tangent	VBZ
A52264	2411	9	as	as	IN
A52264	2411	10	in	in	IN
A52264	2411	11	the	the	DT
A52264	2411	12	East	East	NNP
A52264	2411	13	and	and	CC
A52264	2411	14	West	West	NNP
A52264	2411	15	Dials	Dials	NNPS
A52264	2411	16	,	,	,
A52264	2411	17	which	which	WDT
A52264	2411	18	will	will	MD
A52264	2411	19	give	give	VB
A52264	2411	20	you	-PRON-	PRP
A52264	2411	21	the	the	DT
A52264	2411	22	true	true	JJ
A52264	2411	23	distāces	distāce	NNS
A52264	2411	24	of	of	IN
A52264	2411	25	each	each	DT
A52264	2411	26	houre	houre	NN
A52264	2411	27	from	from	IN
A52264	2411	28	the	the	DT
A52264	2411	29	substile	substile	NN
A52264	2411	30	,	,	,
A52264	2411	31	the	the	DT
A52264	2411	32	plane	plane	NN
A52264	2411	33	being	be	VBG
A52264	2411	34	projected	project	VBN
A52264	2411	35	as	as	IN
A52264	2411	36	in	in	IN
A52264	2411	37	the	the	DT
A52264	2411	38	5	5	CD
A52264	2411	39	Pro	Pro	NNP
A52264	2411	40	.	.	.
A52264	2412	1	for	for	IN
A52264	2412	2	the	the	DT
A52264	2412	3	east	east	NNP
A52264	2412	4	&	&	CC
A52264	2412	5	west	west	NNP
A52264	2412	6	dials	dial	NNS
A52264	2412	7	,	,	,
A52264	2412	8	or	or	CC
A52264	2412	9	as	as	IN
A52264	2412	10	in	in	IN
A52264	2412	11	the	the	DT
A52264	2412	12	8	8	CD
A52264	2412	13	Prob	Prob	NNP
A52264	2412	14	.	.	.
A52264	2413	1	for	for	IN
A52264	2413	2	the	the	DT
A52264	2413	3	Equinoctial	Equinoctial	NNP
A52264	2413	4	,	,	,
A52264	2413	5	according	accord	VBG
A52264	2413	6	to	to	IN
A52264	2413	7	which	which	WDT
A52264	2413	8	rules	rule	NNS
A52264	2413	9	you	-PRON-	PRP
A52264	2413	10	may	may	MD
A52264	2413	11	proportion	proportion	VB
A52264	2413	12	the	the	DT
A52264	2413	13	length	length	NN
A52264	2413	14	of	of	IN
A52264	2413	15	the	the	DT
A52264	2413	16	stile	stile	NN
A52264	2413	17	also	also	RB
A52264	2413	18	,	,	,
A52264	2413	19	which	which	WDT
A52264	2413	20	being	be	VBG
A52264	2413	21	erected	erect	VBN
A52264	2413	22	over	over	IN
A52264	2413	23	the	the	DT
A52264	2413	24	substile	substile	NN
A52264	2413	25	,	,	,
A52264	2413	26	and	and	CC
A52264	2413	27	the	the	DT
A52264	2413	28	Diall	Diall	NNP
A52264	2413	29	placed	place	VBD
A52264	2413	30	according	accord	VBG
A52264	2413	31	to	to	IN
A52264	2413	32	the	the	DT
A52264	2413	33	declination	declination	NN
A52264	2413	34	30	30	CD
A52264	2413	35	deg	deg	NN
A52264	2413	36	.	.	.
A52264	2414	1	easterly	easterly	RB
A52264	2414	2	,	,	,
A52264	2414	3	and	and	CC
A52264	2414	4	the	the	DT
A52264	2414	5	whole	whole	JJ
A52264	2414	6	plain	plain	NN
A52264	2414	7	raised	raise	VBD
A52264	2414	8	to	to	IN
A52264	2414	9	an	an	DT
A52264	2414	10	angle	angle	NN
A52264	2414	11	of	of	IN
A52264	2414	12	55	55	CD
A52264	2414	13	deg	deg	NN
A52264	2414	14	.	.	.
A52264	2415	1	47	47	CD
A52264	2415	2	min	min	NN
A52264	2415	3	.	.	.
A52264	2416	1	the	the	DT
A52264	2416	2	complement	complement	NN
A52264	2416	3	of	of	IN
A52264	2416	4	the	the	DT
A52264	2416	5	reclination	reclination	NN
A52264	2416	6	,	,	,
A52264	2416	7	the	the	DT
A52264	2416	8	shadow	shadow	NN
A52264	2416	9	of	of	IN
A52264	2416	10	the	the	DT
A52264	2416	11	stile	stile	NN
A52264	2416	12	shall	shall	MD
A52264	2416	13	give	give	VB
A52264	2416	14	the	the	DT
A52264	2416	15	houre	houre	NN
A52264	2416	16	of	of	IN
A52264	2416	17	the	the	DT
A52264	2416	18	day	day	NN
A52264	2416	19	desired	desire	VBD
A52264	2416	20	.	.	.
A52264	2417	1	2	2	LS
A52264	2417	2	.	.	.
A52264	2418	1	To	to	TO
A52264	2418	2	draw	draw	VB
A52264	2418	3	the	the	DT
A52264	2418	4	houre	houre	NN
A52264	2418	5	lines	line	NNS
A52264	2418	6	upon	upon	IN
A52264	2418	7	a	a	DT
A52264	2418	8	South	South	NNP
A52264	2418	9	reclining	recline	VBG
A52264	2418	10	plain	plain	JJ
A52264	2418	11	,	,	,
A52264	2418	12	declining	decline	VBG
A52264	2418	13	East	East	NNP
A52264	2418	14	or	or	CC
A52264	2418	15	West	West	NNP
A52264	2418	16	,	,	,
A52264	2418	17	which	which	WDT
A52264	2418	18	passeth	passeth	VBP
A52264	2418	19	between	between	IN
A52264	2418	20	the	the	DT
A52264	2418	21	Zenith	Zenith	NNP
A52264	2418	22	and	and	CC
A52264	2418	23	the	the	DT
A52264	2418	24	Pole	Pole	NNP
A52264	2418	25	.	.	.
A52264	2419	1	In	in	IN
A52264	2419	2	these	these	DT
A52264	2419	3	kinde	kinde	NNP
A52264	2419	4	of	of	IN
A52264	2419	5	declining	decline	VBG
A52264	2419	6	reclining	recline	VBG
A52264	2419	7	plains	plain	NNS
A52264	2419	8	,	,	,
A52264	2419	9	the	the	DT
A52264	2419	10	South	South	NNP
A52264	2419	11	pole	pole	NN
A52264	2419	12	is	be	VBZ
A52264	2419	13	elevated	elevate	VBN
A52264	2419	14	above	above	IN
A52264	2419	15	the	the	DT
A52264	2419	16	plane	plane	NN
A52264	2419	17	,	,	,
A52264	2419	18	as	as	IN
A52264	2419	19	is	be	VBZ
A52264	2419	20	clear	clear	JJ
A52264	2419	21	by	by	IN
A52264	2419	22	the	the	DT
A52264	2419	23	circle	circle	NN
A52264	2419	24	AHB	AHB	NNP
A52264	2419	25	representing	represent	VBG
A52264	2419	26	the	the	DT
A52264	2419	27	same	same	JJ
A52264	2419	28	,	,	,
A52264	2419	29	which	which	WDT
A52264	2419	30	falleth	falleth	JJ
A52264	2419	31	between	between	IN
A52264	2419	32	the	the	DT
A52264	2419	33	Zenith	Zenith	NNP
A52264	2419	34	and	and	CC
A52264	2419	35	the	the	DT
A52264	2419	36	North	North	NNP
A52264	2419	37	pole	pole	NN
A52264	2419	38	,	,	,
A52264	2419	39	and	and	CC
A52264	2419	40	therefore	therefore	RB
A52264	2419	41	hideth	hideth	JJ
A52264	2419	42	that	that	DT
A52264	2419	43	pole	pole	NN
A52264	2419	44	from	from	IN
A52264	2419	45	the	the	DT
A52264	2419	46	eye	eye	NN
A52264	2419	47	,	,	,
A52264	2419	48	and	and	CC
A52264	2419	49	forceth	forceth	VB
A52264	2419	50	you	-PRON-	PRP
A52264	2419	51	to	to	TO
A52264	2419	52	seeke	seeke	VB
A52264	2419	53	the	the	DT
A52264	2419	54	elevation	elevation	NN
A52264	2419	55	of	of	IN
A52264	2419	56	the	the	DT
A52264	2419	57	contrary	contrary	JJ
A52264	2419	58	pole	pole	NN
A52264	2419	59	above	above	IN
A52264	2419	60	the	the	DT
A52264	2419	61	plain	plain	NN
A52264	2419	62	,	,	,
A52264	2419	63	which	which	WDT
A52264	2419	64	notwithstanding	notwithstanding	RB
A52264	2419	65	maketh	maketh	VBP
A52264	2419	66	the	the	DT
A52264	2419	67	like	like	UH
A52264	2419	68	and	and	CC
A52264	2419	69	equall	equall	VB
A52264	2419	70	angles	angle	NNS
A52264	2419	71	upon	upon	IN
A52264	2419	72	the	the	DT
A52264	2419	73	South	south	JJ
A52264	2419	74	side	side	NN
A52264	2419	75	objected	object	VBD
A52264	2419	76	to	to	IN
A52264	2419	77	it	-PRON-	PRP
A52264	2419	78	,	,	,
A52264	2419	79	as	as	IN
A52264	2419	80	the	the	DT
A52264	2419	81	North	North	NNP
A52264	2419	82	pole	pole	NN
A52264	2419	83	doth	doth	NN
A52264	2419	84	upon	upon	IN
A52264	2419	85	the	the	DT
A52264	2419	86	North	North	NNP
A52264	2419	87	side	side	NN
A52264	2419	88	,	,	,
A52264	2419	89	(	(	-LRB-
A52264	2419	90	as	as	IN
A52264	2419	91	was	be	VBD
A52264	2419	92	shewed	shew	VBN
A52264	2419	93	in	in	IN
A52264	2419	94	the	the	DT
A52264	2419	95	7	7	CD
A52264	2419	96	Prop	Prop	NNP
A52264	2419	97	.	.	.
A52264	2419	98	)	)	-RRB-
A52264	2420	1	so	so	RB
A52264	2420	2	that	that	IN
A52264	2420	3	either	either	CC
A52264	2420	4	you	-PRON-	PRP
A52264	2420	5	may	may	MD
A52264	2420	6	imagine	imagine	VB
A52264	2420	7	the	the	DT
A52264	2420	8	Scheme	Scheme	NNP
A52264	2420	9	to	to	TO
A52264	2420	10	be	be	VB
A52264	2420	11	turned	turn	VBN
A52264	2420	12	about	about	IN
A52264	2420	13	,	,	,
A52264	2420	14	and	and	CC
A52264	2420	15	the	the	DT
A52264	2420	16	North	North	NNP
A52264	2420	17	and	and	CC
A52264	2420	18	South	South	NNP
A52264	2420	19	points	point	NNS
A52264	2420	20	changed	change	VBD
A52264	2420	21	,	,	,
A52264	2420	22	or	or	CC
A52264	2420	23	you	-PRON-	PRP
A52264	2420	24	may	may	MD
A52264	2420	25	calculate	calculate	VB
A52264	2420	26	the	the	DT
A52264	2420	27	houres	houre	NNS
A52264	2420	28	as	as	IN
A52264	2420	29	it	-PRON-	PRP
A52264	2420	30	standeth	standeth	RB
A52264	2420	31	,	,	,
A52264	2420	32	remembring	remembre	VBG
A52264	2420	33	to	to	TO
A52264	2420	34	turn	turn	VB
A52264	2420	35	the	the	DT
A52264	2420	36	stile	stile	NN
A52264	2420	37	upwards	upwards	RB
A52264	2420	38	or	or	CC
A52264	2420	39	downwards	downwards	RB
A52264	2420	40	,	,	,
A52264	2420	41	and	and	CC
A52264	2420	42	change	change	VB
A52264	2420	43	the	the	DT
A52264	2420	44	numbers	number	NNS
A52264	2420	45	of	of	IN
A52264	2420	46	the	the	DT
A52264	2420	47	houres	houre	NNS
A52264	2420	48	,	,	,
A52264	2420	49	as	as	IN
A52264	2420	50	the	the	DT
A52264	2420	51	nature	nature	NN
A52264	2420	52	of	of	IN
A52264	2420	53	the	the	DT
A52264	2420	54	Diall	Diall	NNP
A52264	2420	55	wil	wil	VBD
A52264	2420	56	direct	direct	VB
A52264	2420	57	you	-PRON-	PRP
A52264	2420	58	.	.	.
A52264	2421	1	In	in	IN
A52264	2421	2	this	this	DT
A52264	2421	3	sort	sort	NN
A52264	2421	4	of	of	IN
A52264	2421	5	declining	decline	VBG
A52264	2421	6	reclining	recline	VBG
A52264	2421	7	Dials	Dials	NNPS
A52264	2421	8	,	,	,
A52264	2421	9	there	there	EX
A52264	2421	10	are	be	VBP
A52264	2421	11	four	four	CD
A52264	2421	12	things	thing	NNS
A52264	2421	13	to	to	TO
A52264	2421	14	be	be	VB
A52264	2421	15	sought	seek	VBN
A52264	2421	16	before	before	IN
A52264	2421	17	you	-PRON-	PRP
A52264	2421	18	can	can	MD
A52264	2421	19	calculate	calculate	VB
A52264	2421	20	the	the	DT
A52264	2421	21	houres	houre	NNS
A52264	2421	22	.	.	.
A52264	2422	1	1	1	CD
A52264	2422	2	The	the	DT
A52264	2422	3	distance	distance	NN
A52264	2422	4	of	of	IN
A52264	2422	5	the	the	DT
A52264	2422	6	Meridian	Meridian	NNP
A52264	2422	7	from	from	IN
A52264	2422	8	the	the	DT
A52264	2422	9	Horizon	Horizon	NNP
A52264	2422	10	.	.	.
A52264	2423	1	2	2	CD
A52264	2423	2	The	the	DT
A52264	2423	3	height	height	NN
A52264	2423	4	of	of	IN
A52264	2423	5	the	the	DT
A52264	2423	6	pole	pole	NN
A52264	2423	7	above	above	IN
A52264	2423	8	the	the	DT
A52264	2423	9	plain	plain	NN
A52264	2423	10	.	.	.
A52264	2424	1	3	3	CD
A52264	2424	2	The	the	DT
A52264	2424	3	distance	distance	NN
A52264	2424	4	of	of	IN
A52264	2424	5	the	the	DT
A52264	2424	6	substile	substile	NN
A52264	2424	7	from	from	IN
A52264	2424	8	the	the	DT
A52264	2424	9	Meridian	Meridian	NNP
A52264	2424	10	.	.	.
A52264	2425	1	4	4	CD
A52264	2425	2	The	the	DT
A52264	2425	3	angle	angle	NN
A52264	2425	4	of	of	IN
A52264	2425	5	inclination	inclination	NN
A52264	2425	6	between	between	IN
A52264	2425	7	the	the	DT
A52264	2425	8	Meridian	Meridian	NNP
A52264	2425	9	of	of	IN
A52264	2425	10	the	the	DT
A52264	2425	11	plane	plane	NN
A52264	2425	12	,	,	,
A52264	2425	13	and	and	CC
A52264	2425	14	the	the	DT
A52264	2425	15	meridian	meridian	NN
A52264	2425	16	of	of	IN
A52264	2425	17	the	the	DT
A52264	2425	18	place	place	NN
A52264	2425	19	.	.	.
A52264	2426	1	1	1	CD
A52264	2426	2	The	the	DT
A52264	2426	3	distance	distance	NN
A52264	2426	4	of	of	IN
A52264	2426	5	the	the	DT
A52264	2426	6	Meridian	Meridian	NNP
A52264	2426	7	from	from	IN
A52264	2426	8	the	the	DT
A52264	2426	9	Horizon	Horizon	NNP
A52264	2426	10	,	,	,
A52264	2426	11	is	be	VBZ
A52264	2426	12	represented	represent	VBN
A52264	2426	13	by	by	IN
A52264	2426	14	the	the	DT
A52264	2426	15	arch	arch	JJ
A52264	2426	16	OB	OB	NNP
A52264	2426	17	,	,	,
A52264	2426	18	to	to	IN
A52264	2426	19	finde	finde	NNP
A52264	2426	20	which	which	WDT
A52264	2426	21	,	,	,
A52264	2426	22	in	in	IN
A52264	2426	23	the	the	DT
A52264	2426	24	right	right	NN
A52264	2426	25	angled	angle	VBN
A52264	2426	26	Triangle	Triangle	NNP
A52264	2426	27	HOZ	HOZ	NNP
A52264	2426	28	,	,	,
A52264	2426	29	we	-PRON-	PRP
A52264	2426	30	have	have	VBP
A52264	2426	31	HZ	HZ	NNP
A52264	2426	32	the	the	DT
A52264	2426	33	reclination	reclination	NN
A52264	2426	34	20	20	CD
A52264	2426	35	deg	deg	NN
A52264	2426	36	.	.	.
A52264	2427	1	and	and	CC
A52264	2427	2	the	the	DT
A52264	2427	3	angle	angle	NN
A52264	2427	4	HZO	HZO	NNP
A52264	2427	5	the	the	DT
A52264	2427	6	declination	declination	NN
A52264	2427	7	,	,	,
A52264	2427	8	to	to	TO
A52264	2427	9	find	find	VB
A52264	2427	10	HO	HO	NNP
A52264	2427	11	,	,	,
A52264	2427	12	the	the	DT
A52264	2427	13	complement	complement	NN
A52264	2427	14	of	of	IN
A52264	2427	15	OB	OB	NNP
A52264	2427	16	,	,	,
A52264	2427	17	for	for	IN
A52264	2427	18	which	which	WDT
A52264	2427	19	,	,	,
A52264	2427	20	by	by	IN
A52264	2427	21	the	the	DT
A52264	2427	22	first	first	JJ
A52264	2427	23	case	case	NN
A52264	2427	24	of	of	IN
A52264	2427	25	right	right	JJ
A52264	2427	26	angled	angle	VBN
A52264	2427	27	sphericall	sphericall	NN
A52264	2427	28	triangles	triangle	NNS
A52264	2427	29	,	,	,
A52264	2427	30	the	the	DT
A52264	2427	31	analogie	analogie	NN
A52264	2427	32	is	be	VBZ
A52264	2427	33	,	,	,
A52264	2427	34	As	as	IN
A52264	2427	35	the	the	DT
A52264	2427	36	Radius	Radius	NNP
A52264	2427	37	,	,	,
A52264	2427	38	90	90	CD
A52264	2427	39	10.000000	10.000000	CD
A52264	2427	40	o	o	NN
A52264	2427	41	the	the	DT
A52264	2427	42	sine	sine	NN
A52264	2427	43	of	of	IN
A52264	2427	44	HZ	HZ	NNP
A52264	2427	45	,	,	,
A52264	2427	46	20	20	CD
A52264	2427	47	9.534051	9.534051	CD
A52264	2427	48	o	o	NN
A52264	2427	49	is	be	VBZ
A52264	2427	50	the	the	DT
A52264	2427	51	tangent	tangent	NN
A52264	2427	52	of	of	IN
A52264	2427	53	HZO	HZO	NNP
A52264	2427	54	,	,	,
A52264	2427	55	30	30	CD
A52264	2427	56	9.761439	9.761439	CD
A52264	2427	57	o	o	NN
A52264	2427	58	the	the	DT
A52264	2427	59	tangent	tangent	NN
A52264	2427	60	of	of	IN
A52264	2427	61	HO	HO	NNP
A52264	2427	62	,	,	,
A52264	2427	63	11.17	11.17	CD
A52264	2427	64	9.295490	9.295490	CD
A52264	2427	65	Who	who	WP
A52264	2427	66	s	s	VBZ
A52264	2427	67	's	's	POS
A52264	2427	68	complement	complement	NN
A52264	2427	69	78	78	CD
A52264	2427	70	deg	deg	NN
A52264	2427	71	.	.	.
A52264	2428	1	83	83	CD
A52264	2428	2	min	min	NN
A52264	2428	3	.	.	.
A52264	2429	1	is	be	VBZ
A52264	2429	2	OB	OB	NNP
A52264	2429	3	,	,	,
A52264	2429	4	the	the	DT
A52264	2429	5	arch	arch	NN
A52264	2429	6	desired	desire	VBD
A52264	2429	7	.	.	.
A52264	2430	1	2	2	LS
A52264	2430	2	.	.	.
A52264	2431	1	To	to	TO
A52264	2431	2	finde	finde	NNP
A52264	2431	3	the	the	DT
A52264	2431	4	height	height	NN
A52264	2431	5	of	of	IN
A52264	2431	6	the	the	DT
A52264	2431	7	pole	pole	NN
A52264	2431	8	above	above	IN
A52264	2431	9	the	the	DT
A52264	2431	10	plane	plane	NN
A52264	2431	11	,	,	,
A52264	2431	12	there	there	EX
A52264	2431	13	is	be	VBZ
A52264	2431	14	required	require	VBN
A52264	2431	15	two	two	CD
A52264	2431	16	operations	operation	NNS
A52264	2431	17	,	,	,
A52264	2431	18	the	the	DT
A52264	2431	19	first	first	JJ
A52264	2431	20	to	to	IN
A52264	2431	21	finde	finde	NN
A52264	2431	22	OP	OP	NNP
A52264	2431	23	,	,	,
A52264	2431	24	and	and	CC
A52264	2431	25	the	the	DT
A52264	2431	26	second	second	JJ
A52264	2431	27	to	to	IN
A52264	2431	28	finde	finde	NNP
A52264	2431	29	PR	PR	NNP
A52264	2431	30	;	;	:
A52264	2431	31	OP	op	NN
A52264	2431	32	may	may	MD
A52264	2431	33	be	be	VB
A52264	2431	34	found	find	VBN
A52264	2431	35	by	by	IN
A52264	2431	36	the	the	DT
A52264	2431	37	3	3	CD
A52264	2431	38	Case	Case	NNP
A52264	2431	39	of	of	IN
A52264	2431	40	right	right	RB
A52264	2431	41	angled	angle	VBN
A52264	2431	42	Sphericall	Sphericall	NNP
A52264	2431	43	Triangles	Triangles	NNP
A52264	2431	44	,	,	,
A52264	2431	45	for	for	IN
A52264	2431	46	,	,	,
A52264	2431	47	As	as	IN
A52264	2431	48	the	the	DT
A52264	2431	49	Radius	Radius	NNP
A52264	2431	50	,	,	,
A52264	2431	51	90	90	CD
A52264	2431	52	10.000000	10.000000	CD
A52264	2431	53	Is	be	VBZ
A52264	2431	54	to	to	IN
A52264	2431	55	the	the	DT
A52264	2431	56	co	co	NN
A52264	2431	57	-	-	NN
A52264	2431	58	sine	sine	NN
A52264	2431	59	of	of	IN
A52264	2431	60	HZP	HZP	NNP
A52264	2431	61	.	.	.
A52264	2432	1	30	30	CD
A52264	2432	2	9.937531	9.937531	CD
A52264	2432	3	So	so	RB
A52264	2432	4	is	be	VBZ
A52264	2432	5	the	the	DT
A52264	2432	6	co	co	JJ
A52264	2432	7	-	-	NN
A52264	2432	8	tang	tang	JJ
A52264	2432	9	.	.	.
A52264	2433	1	of	of	IN
A52264	2433	2	HZ	HZ	NNP
A52264	2433	3	,	,	,
A52264	2433	4	20	20	CD
A52264	2433	5	.	.	.
A52264	2434	1	10.438934	10.438934	CD
A52264	2434	2	To	to	IN
A52264	2434	3	the	the	DT
A52264	2434	4	co	co	JJ
A52264	2434	5	-	-	NN
A52264	2434	6	tangent	tangent	NN
A52264	2434	7	of	of	IN
A52264	2434	8	ZO	ZO	NNP
A52264	2434	9	,	,	,
A52264	2434	10	22.80	22.80	CD
A52264	2434	11	10.376465	10.376465	CD
A52264	2434	12	Which	which	WDT
A52264	2434	13	arch	arch	NN
A52264	2434	14	being	be	VBG
A52264	2434	15	found	find	VBN
A52264	2434	16	,	,	,
A52264	2434	17	and	and	CC
A52264	2434	18	deducted	deduct	VBD
A52264	2434	19	out	out	IN
A52264	2434	20	of	of	IN
A52264	2434	21	,	,	,
A52264	2434	22	ZP	ZP	NNP
A52264	2434	23	38	38	CD
A52264	2434	24	deg	deg	NN
A52264	2434	25	.	.	.
A52264	2435	1	47	47	CD
A52264	2435	2	min	min	NN
A52264	2435	3	.	.	.
A52264	2436	1	there	there	RB
A52264	2436	2	resteth	resteth	NNP
A52264	2436	3	PO	PO	NNP
A52264	2436	4	15	15	CD
A52264	2436	5	deg	deg	NN
A52264	2436	6	.	.	.
A52264	2437	1	67	67	CD
A52264	2437	2	min	min	NN
A52264	2437	3	.	.	.
A52264	2438	1	Then	then	RB
A52264	2438	2	may	may	MD
A52264	2438	3	you	-PRON-	PRP
A52264	2438	4	finde	finde	VB
A52264	2438	5	PR	PR	NNP
A52264	2438	6	,	,	,
A52264	2438	7	by	by	IN
A52264	2438	8	the	the	DT
A52264	2438	9	triangles	triangle	NNS
A52264	2438	10	HZO	HZO	NNP
A52264	2438	11	,	,	,
A52264	2438	12	and	and	CC
A52264	2438	13	PRO	PRO	NNP
A52264	2438	14	both	both	DT
A52264	2438	15	together	together	RB
A52264	2438	16	,	,	,
A52264	2438	17	because	because	IN
A52264	2438	18	the	the	DT
A52264	2438	19	sines	sine	NNS
A52264	2438	20	of	of	IN
A52264	2438	21	the	the	DT
A52264	2438	22	hypothenusals	hypothenusal	NNS
A52264	2438	23	and	and	CC
A52264	2438	24	the	the	DT
A52264	2438	25	sines	sine	NNS
A52264	2438	26	of	of	IN
A52264	2438	27	the	the	DT
A52264	2438	28	perpendiculars	perpendicular	NNS
A52264	2438	29	are	be	VBP
A52264	2438	30	proportional	proportional	JJ
A52264	2438	31	,	,	,
A52264	2438	32	by	by	IN
A52264	2438	33	the	the	DT
A52264	2438	34	first	first	JJ
A52264	2438	35	of	of	IN
A52264	2438	36	the	the	DT
A52264	2438	37	7	7	CD
A52264	2438	38	Chap	Chap	NNP
A52264	2438	39	.	.	.
A52264	2439	1	of	of	IN
A52264	2439	2	Triangles	triangle	NNS
A52264	2439	3	.	.	.
A52264	2440	1	Therefore	therefore	RB
A52264	2440	2	,	,	,
A52264	2440	3	As	as	IN
A52264	2440	4	the	the	DT
A52264	2440	5	sine	sine	NN
A52264	2440	6	of	of	IN
A52264	2440	7	ZO	ZO	NNP
A52264	2440	8	,	,	,
A52264	2440	9	22.80	22.80	CD
A52264	2440	10	9.588289	9.588289	CD
A52264	2440	11	Is	be	VBZ
A52264	2440	12	to	to	IN
A52264	2440	13	the	the	DT
A52264	2440	14	sine	sine	NN
A52264	2440	15	of	of	IN
A52264	2440	16	ZH	ZH	NNP
A52264	2440	17	,	,	,
A52264	2440	18	20	20	CD
A52264	2440	19	9.534052	9.534052	CD
A52264	2440	20	So	so	RB
A52264	2440	21	is	be	VBZ
A52264	2440	22	the	the	DT
A52264	2440	23	sine	sine	NN
A52264	2440	24	of	of	IN
A52264	2440	25	PO	PO	NNP
A52264	2440	26	,	,	,
A52264	2440	27	15.67	15.67	CD
A52264	2440	28	9.431519	9.431519	CD
A52264	2440	29	To	to	IN
A52264	2440	30	the	the	DT
A52264	2440	31	sine	sine	NN
A52264	2440	32	of	of	IN
A52264	2440	33	PR	PR	NNP
A52264	2440	34	,	,	,
A52264	2440	35	13.79	13.79	CD
A52264	2440	36	9.377282	9.377282	CD
A52264	2440	37	The	the	DT
A52264	2440	38	height	height	NN
A52264	2440	39	of	of	IN
A52264	2440	40	the	the	DT
A52264	2440	41	stile	stile	NN
A52264	2440	42	desired	desire	VBN
A52264	2440	43	.	.	.
A52264	2441	1	3	3	CD
A52264	2441	2	The	the	DT
A52264	2441	3	distance	distance	NN
A52264	2441	4	of	of	IN
A52264	2441	5	the	the	DT
A52264	2441	6	substile	substile	NN
A52264	2441	7	from	from	IN
A52264	2441	8	the	the	DT
A52264	2441	9	Meridian	Meridian	NNP
A52264	2441	10	may	may	MD
A52264	2441	11	be	be	VB
A52264	2441	12	found	find	VBN
A52264	2441	13	by	by	IN
A52264	2441	14	the	the	DT
A52264	2441	15	12	12	CD
A52264	2441	16	Case	case	NN
A52264	2441	17	of	of	IN
A52264	2441	18	right	right	JJ
A52264	2441	19	angled	angle	VBN
A52264	2441	20	sphericall	sphericall	NN
A52264	2441	21	triangles	triangle	NNS
A52264	2441	22	,	,	,
A52264	2441	23	for	for	CC
A52264	2441	24	As	as	IN
A52264	2441	25	the	the	DT
A52264	2441	26	co	co	NN
A52264	2441	27	-	-	NN
A52264	2441	28	sine	sine	NN
A52264	2441	29	of	of	IN
A52264	2441	30	PR	PR	NNP
A52264	2441	31	,	,	,
A52264	2441	32	13	13	CD
A52264	2441	33	78	78	CD
A52264	2441	34	9.987298	9.987298	CD
A52264	2441	35	Is	be	VBZ
A52264	2441	36	to	to	IN
A52264	2441	37	the	the	DT
A52264	2441	38	Radius	Radius	NNP
A52264	2441	39	,	,	,
A52264	2441	40	90	90	CD
A52264	2441	41	10.000000	10.000000	CD
A52264	2441	42	So	so	RB
A52264	2441	43	is	be	VBZ
A52264	2441	44	the	the	DT
A52264	2441	45	co	co	JJ
A52264	2441	46	-	-	NN
A52264	2441	47	sine	sine	NN
A52264	2441	48	of	of	IN
A52264	2441	49	PO	PO	NNP
A52264	2441	50	,	,	,
A52264	2441	51	15.67	15.67	CD
A52264	2441	52	9.983551	9.983551	CD
A52264	2441	53	To	to	IN
A52264	2441	54	the	the	DT
A52264	2441	55	co	co	NN
A52264	2441	56	-	-	NN
A52264	2441	57	sine	sine	NN
A52264	2441	58	of	of	IN
A52264	2441	59	OR	or	CC
A52264	2441	60	,	,	,
A52264	2441	61	7.41	7.41	CD
A52264	2441	62	9.996253	9.996253	CD
A52264	2441	63	The	the	DT
A52264	2441	64	arch	arch	NN
A52264	2441	65	desired	desire	VBD
A52264	2441	66	.	.	.
A52264	2442	1	4	4	LS
A52264	2442	2	.	.	.
A52264	2443	1	The	the	DT
A52264	2443	2	angle	angle	NN
A52264	2443	3	of	of	IN
A52264	2443	4	inclination	inclination	NN
A52264	2443	5	between	between	IN
A52264	2443	6	the	the	DT
A52264	2443	7	Meridians	Meridians	NNPS
A52264	2443	8	,	,	,
A52264	2443	9	may	may	MD
A52264	2443	10	be	be	VB
A52264	2443	11	found	find	VBN
A52264	2443	12	by	by	IN
A52264	2443	13	the	the	DT
A52264	2443	14	11	11	CD
A52264	2443	15	Case	case	NN
A52264	2443	16	of	of	IN
A52264	2443	17	right	right	RB
A52264	2443	18	angled	angle	VBN
A52264	2443	19	Spherical	spherical	JJ
A52264	2443	20	triangles	triangle	NNS
A52264	2443	21	,	,	,
A52264	2443	22	for	for	CC
A52264	2443	23	,	,	,
A52264	2443	24	As	as	IN
A52264	2443	25	the	the	DT
A52264	2443	26	Radius	Radius	NNP
A52264	2443	27	,	,	,
A52264	2443	28	90	90	CD
A52264	2443	29	10.000000	10.000000	CD
A52264	2443	30	Is	be	VBZ
A52264	2443	31	to	to	IN
A52264	2443	32	the	the	DT
A52264	2443	33	sine	sine	NN
A52264	2443	34	of	of	IN
A52264	2443	35	PR	PR	NNP
A52264	2443	36	,	,	,
A52264	2443	37	13.79	13.79	CD
A52264	2443	38	.	.	.
A52264	2444	1	9.377241	9.377241	CD
A52264	2444	2	So	so	RB
A52264	2444	3	is	be	VBZ
A52264	2444	4	the	the	DT
A52264	2444	5	co	co	JJ
A52264	2444	6	-	-	NN
A52264	2444	7	tang	tang	JJ
A52264	2444	8	.	.	.
A52264	2445	1	of	of	IN
A52264	2445	2	OR	OR	NNP
A52264	2445	3	7.51	7.51	CD
A52264	2445	4	10.879985	10.879985	CD
A52264	2445	5	To	to	IN
A52264	2445	6	the	the	DT
A52264	2445	7	co	co	JJ
A52264	2445	8	-	-	NN
A52264	2445	9	tang	tang	JJ
A52264	2445	10	.	.	.
A52264	2446	1	of	of	IN
A52264	2446	2	OPR	OPR	NNP
A52264	2446	3	,	,	,
A52264	2446	4	28.93	28.93	CD
A52264	2446	5	10.257226	10.257226	CD
A52264	2446	6	Now	now	RB
A52264	2446	7	as	as	IN
A52264	2446	8	in	in	IN
A52264	2446	9	all	all	PDT
A52264	2446	10	the	the	DT
A52264	2446	11	former	former	JJ
A52264	2446	12	works	work	NNS
A52264	2446	13	,	,	,
A52264	2446	14	the	the	DT
A52264	2446	15	angle	angle	NN
A52264	2446	16	P	p	NN
A52264	2446	17	between	between	IN
A52264	2446	18	the	the	DT
A52264	2446	19	two	two	CD
A52264	2446	20	Meridians	Meridians	NNPS
A52264	2446	21	being	be	VBG
A52264	2446	22	28	28	CD
A52264	2446	23	deg	deg	NN
A52264	2446	24	.	.	.
A52264	2447	1	93	93	CD
A52264	2447	2	min	min	NN
A52264	2447	3	.	.	.
A52264	2448	1	which	which	WDT
A52264	2448	2	is	be	VBZ
A52264	2448	3	more	more	JJR
A52264	2448	4	then	then	RB
A52264	2448	5	one	one	CD
A52264	2448	6	houres	houre	VBZ
A52264	2448	7	distance	distance	NN
A52264	2448	8	from	from	IN
A52264	2448	9	the	the	DT
A52264	2448	10	Meridian	Meridian	NNP
A52264	2448	11	,	,	,
A52264	2448	12	and	and	CC
A52264	2448	13	lesse	lesse	NNP
A52264	2448	14	then	then	RB
A52264	2448	15	two	two	CD
A52264	2448	16	,	,	,
A52264	2448	17	you	-PRON-	PRP
A52264	2448	18	may	may	MD
A52264	2448	19	conclude	conclude	VB
A52264	2448	20	that	that	IN
A52264	2448	21	the	the	DT
A52264	2448	22	substile	substile	NN
A52264	2448	23	must	must	MD
A52264	2448	24	stand	stand	VB
A52264	2448	25	between	between	IN
A52264	2448	26	the	the	DT
A52264	2448	27	first	first	JJ
A52264	2448	28	&	&	CC
A52264	2448	29	second	second	JJ
A52264	2448	30	hours	hour	NNS
A52264	2448	31	from	from	IN
A52264	2448	32	the	the	DT
A52264	2448	33	Meridian	Meridian	NNP
A52264	2448	34	or	or	CC
A52264	2448	35	12	12	CD
A52264	2448	36	of	of	IN
A52264	2448	37	the	the	DT
A52264	2448	38	clock	clock	NN
A52264	2448	39	Westerly	Westerly	NNP
A52264	2448	40	,	,	,
A52264	2448	41	because	because	IN
A52264	2448	42	the	the	DT
A52264	2448	43	declination	declination	NN
A52264	2448	44	is	be	VBZ
A52264	2448	45	easterly	easterly	RB
A52264	2448	46	:	:	:
A52264	2448	47	and	and	CC
A52264	2448	48	28	28	CD
A52264	2448	49	deg	deg	NN
A52264	2448	50	.	.	.
A52264	2449	1	93	93	CD
A52264	2449	2	min	min	NN
A52264	2449	3	.	.	.
A52264	2450	1	being	be	VBG
A52264	2450	2	deducted	deduct	VBN
A52264	2450	3	out	out	IN
A52264	2450	4	of	of	IN
A52264	2450	5	30	30	CD
A52264	2450	6	deg	deg	NN
A52264	2450	7	.	.	.
A52264	2451	1	there	there	EX
A52264	2451	2	resteth	resteth	NNP
A52264	2451	3	1	1	CD
A52264	2451	4	deg	deg	NNP
A52264	2451	5	.	.	.
A52264	2452	1	7	7	CD
A52264	2452	2	min	min	NN
A52264	2452	3	.	.	.
A52264	2453	1	for	for	IN
A52264	2453	2	the	the	DT
A52264	2453	3	distance	distance	NN
A52264	2453	4	of	of	IN
A52264	2453	5	10	10	CD
A52264	2453	6	of	of	IN
A52264	2453	7	the	the	DT
A52264	2453	8	clock	clock	NN
A52264	2453	9	from	from	IN
A52264	2453	10	the	the	DT
A52264	2453	11	substile	substile	NN
A52264	2453	12	;	;	:
A52264	2453	13	again	again	RB
A52264	2453	14	,	,	,
A52264	2453	15	deducting	deduct	VBG
A52264	2453	16	15	15	CD
A52264	2453	17	deg	deg	NN
A52264	2453	18	.	.	.
A52264	2454	1	from	from	IN
A52264	2454	2	28	28	CD
A52264	2454	3	deg	deg	NN
A52264	2454	4	.	.	.
A52264	2455	1	93	93	CD
A52264	2455	2	min	min	NN
A52264	2455	3	.	.	.
A52264	2456	1	there	there	RB
A52264	2456	2	resteth	resteth	NNP
A52264	2456	3	13	13	CD
A52264	2456	4	deg	deg	NN
A52264	2456	5	.	.	.
A52264	2457	1	73	73	CD
A52264	2457	2	min	min	NN
A52264	2457	3	.	.	.
A52264	2458	1	the	the	DT
A52264	2458	2	distance	distance	NN
A52264	2458	3	of	of	IN
A52264	2458	4	the	the	DT
A52264	2458	5	11	11	CD
A52264	2458	6	a	a	DT
A52264	2458	7	clock	clock	NN
A52264	2458	8	houre	houre	NN
A52264	2458	9	line	line	NN
A52264	2458	10	from	from	IN
A52264	2458	11	the	the	DT
A52264	2458	12	substile	substile	NN
A52264	2458	13	,	,	,
A52264	2458	14	the	the	DT
A52264	2458	15	rest	rest	NN
A52264	2458	16	are	be	VBP
A52264	2458	17	found	find	VBN
A52264	2458	18	by	by	IN
A52264	2458	19	continuall	continuall	NN
A52264	2458	20	addition	addition	NN
A52264	2458	21	of	of	IN
A52264	2458	22	15	15	CD
A52264	2458	23	deg	deg	NN
A52264	2458	24	.	.	.
A52264	2459	1	as	as	IN
A52264	2459	2	before	before	RB
A52264	2459	3	.	.	.
A52264	2460	1	And	and	CC
A52264	2460	2	here	here	RB
A52264	2460	3	the	the	DT
A52264	2460	4	true	true	JJ
A52264	2460	5	houre	houre	NN
A52264	2460	6	distances	distance	NNS
A52264	2460	7	may	may	MD
A52264	2460	8	be	be	VB
A52264	2460	9	found	find	VBN
A52264	2460	10	by	by	IN
A52264	2460	11	the	the	DT
A52264	2460	12	first	first	JJ
A52264	2460	13	case	case	NN
A52264	2460	14	of	of	IN
A52264	2460	15	right	right	JJ
A52264	2460	16	angled	angle	VBN
A52264	2460	17	Sphericall	sphericall	NN
A52264	2460	18	triangles	triangle	NNS
A52264	2460	19	,	,	,
A52264	2460	20	for	for	IN
A52264	2460	21	,	,	,
A52264	2460	22	As	as	IN
A52264	2460	23	the	the	DT
A52264	2460	24	Radius	Radius	NNP
A52264	2460	25	,	,	,
A52264	2460	26	90	90	CD
A52264	2460	27	10.000000	10.000000	CD
A52264	2460	28	Is	be	VBZ
A52264	2460	29	to	to	IN
A52264	2460	30	the	the	DT
A52264	2460	31	sine	sine	NN
A52264	2460	32	of	of	IN
A52264	2460	33	PR	PR	NNP
A52264	2460	34	13.79	13.79	CD
A52264	2460	35	9.377240	9.377240	CD
A52264	2460	36	So	so	RB
A52264	2460	37	is	be	VBZ
A52264	2460	38	the	the	DT
A52264	2460	39	tangent	tangent	NN
A52264	2460	40	of	of	IN
A52264	2460	41	RP	RP	NNP
A52264	2460	42	,	,	,
A52264	2460	43	11.15	11.15	CD
A52264	2460	44	9.428052	9.428052	CD
A52264	2460	45	To	to	IN
A52264	2460	46	the	the	DT
A52264	2460	47	tangent	tangent	NN
A52264	2460	48	of	of	IN
A52264	2460	49	R	r	NN
A52264	2460	50	11	11	CD
A52264	2460	51	,	,	,
A52264	2460	52	3.66	3.66	CD
A52264	2460	53	8.805292	8.805292	CD
A52264	2460	54	And	and	CC
A52264	2460	55	so	so	RB
A52264	2460	56	proceed	proceed	VB
A52264	2460	57	with	with	IN
A52264	2460	58	all	all	PDT
A52264	2460	59	the	the	DT
A52264	2460	60	rest	rest	NN
A52264	2460	61	.	.	.
A52264	2461	1	3	3	LS
A52264	2461	2	.	.	.
A52264	2462	1	To	to	TO
A52264	2462	2	draw	draw	VB
A52264	2462	3	the	the	DT
A52264	2462	4	houre	houre	NN
A52264	2462	5	lines	line	NNS
A52264	2462	6	upon	upon	IN
A52264	2462	7	a	a	DT
A52264	2462	8	South	South	NNP
A52264	2462	9	reclining	recline	VBG
A52264	2462	10	plain	plain	JJ
A52264	2462	11	,	,	,
A52264	2462	12	declining	decline	VBG
A52264	2462	13	East	East	NNP
A52264	2462	14	or	or	CC
A52264	2462	15	west	west	NNP
A52264	2462	16	,	,	,
A52264	2462	17	which	which	WDT
A52264	2462	18	passeth	passeth	VBP
A52264	2462	19	between	between	IN
A52264	2462	20	the	the	DT
A52264	2462	21	Pole	Pole	NNP
A52264	2462	22	and	and	CC
A52264	2462	23	the	the	DT
A52264	2462	24	Horizon	Horizon	NNP
A52264	2462	25	.	.	.
A52264	2463	1	In	in	IN
A52264	2463	2	this	this	DT
A52264	2463	3	plain	plain	NN
A52264	2463	4	represented	represent	VBN
A52264	2463	5	by	by	IN
A52264	2463	6	the	the	DT
A52264	2463	7	circle	circle	NN
A52264	2463	8	of	of	IN
A52264	2463	9	reclination	reclination	NN
A52264	2463	10	AFB	AFB	NNP
A52264	2463	11	,	,	,
A52264	2463	12	the	the	DT
A52264	2463	13	North	North	NNP
A52264	2463	14	pole	pole	NN
A52264	2463	15	is	be	VBZ
A52264	2463	16	elevated	elevate	VBN
A52264	2463	17	above	above	IN
A52264	2463	18	the	the	DT
A52264	2463	19	plane	plane	NN
A52264	2463	20	,	,	,
A52264	2463	21	as	as	IN
A52264	2463	22	the	the	DT
A52264	2463	23	South	South	NNP
A52264	2463	24	pole	pole	NN
A52264	2463	25	was	be	VBD
A52264	2463	26	above	above	IN
A52264	2463	27	the	the	DT
A52264	2463	28	other	other	JJ
A52264	2463	29	,	,	,
A52264	2463	30	and	and	CC
A52264	2463	31	the	the	DT
A52264	2463	32	same	same	JJ
A52264	2463	33	four	four	CD
A52264	2463	34	things	thing	NNS
A52264	2463	35	that	that	WDT
A52264	2463	36	you	-PRON-	PRP
A52264	2463	37	found	find	VBD
A52264	2463	38	for	for	IN
A52264	2463	39	the	the	DT
A52264	2463	40	former	former	JJ
A52264	2463	41	Diall	Diall	NNP
A52264	2463	42	must	must	MD
A52264	2463	43	also	also	RB
A52264	2463	44	be	be	VB
A52264	2463	45	sought	seek	VBN
A52264	2463	46	for	for	IN
A52264	2463	47	this	this	DT
A52264	2463	48	;	;	:
A52264	2463	49	in	in	IN
A52264	2463	50	the	the	DT
A52264	2463	51	finding	finding	NN
A52264	2463	52	whereof	whereof	NN
A52264	2463	53	there	there	EX
A52264	2463	54	being	be	VBG
A52264	2463	55	no	no	DT
A52264	2463	56	difference	difference	NN
A52264	2463	57	,	,	,
A52264	2463	58	save	save	VB
A52264	2463	59	only	only	JJ
A52264	2463	60	deducting	deduct	VBG
A52264	2463	61	ZP	ZP	NNP
A52264	2463	62	from	from	IN
A52264	2463	63	ZO	ZO	NNP
A52264	2463	64	,	,	,
A52264	2463	65	because	because	IN
A52264	2463	66	ZO	ZO	NNP
A52264	2463	67	is	be	VBZ
A52264	2463	68	the	the	DT
A52264	2463	69	greatest	great	JJS
A52264	2463	70	arch	arch	NN
A52264	2463	71	,	,	,
A52264	2463	72	as	as	IN
A52264	2463	73	by	by	IN
A52264	2463	74	the	the	DT
A52264	2463	75	Scheam	Scheam	NNP
A52264	2463	76	appeareth	appeareth	NN
A52264	2463	77	:	:	:
A52264	2463	78	to	to	TO
A52264	2463	79	calculate	calculate	VB
A52264	2463	80	the	the	DT
A52264	2463	81	houres	houre	NNS
A52264	2463	82	of	of	IN
A52264	2463	83	this	this	DT
A52264	2463	84	plane	plane	NN
A52264	2463	85	needeth	needeth	NN
A52264	2463	86	no	no	DT
A52264	2463	87	further	further	JJ
A52264	2463	88	instruction	instruction	NN
A52264	2463	89	.	.	.
A52264	2464	1	Probl	probl	VB
A52264	2464	2	.	.	.
A52264	2465	1	12	12	CD
A52264	2465	2	.	.	.
A52264	2466	1	To	to	TO
A52264	2466	2	draw	draw	VB
A52264	2466	3	the	the	DT
A52264	2466	4	houre	houre	NN
A52264	2466	5	lines	line	NNS
A52264	2466	6	upon	upon	IN
A52264	2466	7	a	a	DT
A52264	2466	8	polar	polar	JJ
A52264	2466	9	plain	plain	NN
A52264	2466	10	,	,	,
A52264	2466	11	declining	decline	VBG
A52264	2466	12	East	East	NNP
A52264	2466	13	or	or	CC
A52264	2466	14	west	west	NNP
A52264	2466	15	,	,	,
A52264	2466	16	being	be	VBG
A52264	2466	17	the	the	DT
A52264	2466	18	first	first	JJ
A52264	2466	19	variety	variety	NN
A52264	2466	20	of	of	IN
A52264	2466	21	North	North	NNP
A52264	2466	22	declining	decline	VBG
A52264	2466	23	reclining	recline	VBG
A52264	2466	24	planes	plane	NNS
A52264	2466	25	AS	as	IN
A52264	2466	26	in	in	IN
A52264	2466	27	the	the	DT
A52264	2466	28	South	South	NNP
A52264	2466	29	declining	decline	VBG
A52264	2466	30	recliners	recliner	NNS
A52264	2466	31	,	,	,
A52264	2466	32	there	there	EX
A52264	2466	33	are	be	VBP
A52264	2466	34	three	three	CD
A52264	2466	35	varieties	variety	NNS
A52264	2466	36	,	,	,
A52264	2466	37	so	so	RB
A52264	2466	38	are	be	VBP
A52264	2466	39	there	there	RB
A52264	2466	40	in	in	IN
A52264	2466	41	the	the	DT
A52264	2466	42	North	North	NNP
A52264	2466	43	as	as	IN
A52264	2466	44	many	many	JJ
A52264	2466	45	:	:	:
A52264	2466	46	for	for	IN
A52264	2466	47	either	either	CC
A52264	2466	48	the	the	DT
A52264	2466	49	plane	plane	NN
A52264	2466	50	reclining	recline	VBG
A52264	2466	51	doth	doth	JJ
A52264	2466	52	passe	passe	NN
A52264	2466	53	by	by	IN
A52264	2466	54	the	the	DT
A52264	2466	55	intersection	intersection	NN
A52264	2466	56	of	of	IN
A52264	2466	57	the	the	DT
A52264	2466	58	Meridian	Meridian	NNP
A52264	2466	59	and	and	CC
A52264	2466	60	Equator	Equator	NNP
A52264	2466	61	,	,	,
A52264	2466	62	and	and	CC
A52264	2466	63	then	then	RB
A52264	2466	64	it	-PRON-	PRP
A52264	2466	65	is	be	VBZ
A52264	2466	66	called	call	VBN
A52264	2466	67	a	a	DT
A52264	2466	68	declining	decline	VBG
A52264	2466	69	Polar	Polar	NNP
A52264	2466	70	,	,	,
A52264	2466	71	which	which	WDT
A52264	2466	72	hath	hath	VBP
A52264	2466	73	the	the	DT
A52264	2466	74	substile	substile	NNP
A52264	2466	75	alwayes	alwayes	NNP
A52264	2466	76	perpendicular	perpendicular	JJ
A52264	2466	77	to	to	IN
A52264	2466	78	the	the	DT
A52264	2466	79	Meridian	Meridian	NNP
A52264	2466	80	;	;	:
A52264	2466	81	or	or	CC
A52264	2466	82	else	else	RB
A52264	2466	83	it	-PRON-	PRP
A52264	2466	84	passeth	passeth	JJ
A52264	2466	85	above	above	IN
A52264	2466	86	or	or	CC
A52264	2466	87	under	under	IN
A52264	2466	88	the	the	DT
A52264	2466	89	intersection	intersection	NN
A52264	2466	90	of	of	IN
A52264	2466	91	the	the	DT
A52264	2466	92	Meridian	Meridian	NNP
A52264	2466	93	and	and	CC
A52264	2466	94	Equator	Equator	NNP
A52264	2466	95	,	,	,
A52264	2466	96	which	which	WDT
A52264	2466	97	somewhat	somewhat	RB
A52264	2466	98	differeth	differeth	JJ
A52264	2466	99	from	from	IN
A52264	2466	100	the	the	DT
A52264	2466	101	former	former	JJ
A52264	2466	102	.	.	.
A52264	2467	1	I	-PRON-	PRP
A52264	2467	2	will	will	MD
A52264	2467	3	therefore	therefore	RB
A52264	2467	4	first	first	RB
A52264	2467	5	shew	shew	NN
A52264	2467	6	how	how	WRB
A52264	2467	7	they	-PRON-	PRP
A52264	2467	8	lie	lie	VBP
A52264	2467	9	in	in	IN
A52264	2467	10	the	the	DT
A52264	2467	11	Scheam	Scheam	NNP
A52264	2467	12	,	,	,
A52264	2467	13	and	and	CC
A52264	2467	14	then	then	RB
A52264	2467	15	proceed	proceed	VB
A52264	2467	16	to	to	IN
A52264	2467	17	the	the	DT
A52264	2467	18	particular	particular	JJ
A52264	2467	19	making	making	NN
A52264	2467	20	of	of	IN
A52264	2467	21	the	the	DT
A52264	2467	22	Dials	Dials	NNPS
A52264	2467	23	proper	proper	JJ
A52264	2467	24	to	to	IN
A52264	2467	25	them	-PRON-	PRP
A52264	2467	26	.	.	.
A52264	2468	1	1	1	LS
A52264	2468	2	.	.	.
A52264	2469	1	Of	of	IN
A52264	2469	2	the	the	DT
A52264	2469	3	Polar	Polar	NNP
A52264	2469	4	declining	decline	VBG
A52264	2469	5	reclining	recline	VBG
A52264	2469	6	plane	plane	NN
A52264	2469	7	.	.	.
A52264	2470	1	This	this	DT
A52264	2470	2	plane	plane	NN
A52264	2470	3	is	be	VBZ
A52264	2470	4	in	in	IN
A52264	2470	5	this	this	DT
A52264	2470	6	diagram	diagram	NN
A52264	2470	7	represented	represent	VBN
A52264	2470	8	by	by	IN
A52264	2470	9	the	the	DT
A52264	2470	10	circle	circle	NN
A52264	2470	11	AGB	AGB	NNP
A52264	2470	12	,	,	,
A52264	2470	13	ZG	ZG	NNP
A52264	2470	14	is	be	VBZ
A52264	2470	15	the	the	DT
A52264	2470	16	reclination	reclination	NN
A52264	2470	17	,	,	,
A52264	2470	18	ZAE	ZAE	NNP
A52264	2470	19	the	the	DT
A52264	2470	20	distance	distance	NN
A52264	2470	21	of	of	IN
A52264	2470	22	the	the	DT
A52264	2470	23	Equator	Equator	NNP
A52264	2470	24	from	from	IN
A52264	2470	25	the	the	DT
A52264	2470	26	Zenith	Zenith	NNP
A52264	2470	27	,	,	,
A52264	2470	28	the	the	DT
A52264	2470	29	declination	declination	NN
A52264	2470	30	NC	NC	NNP
A52264	2470	31	,	,	,
A52264	2470	32	K	K	NNP
A52264	2470	33	the	the	DT
A52264	2470	34	pole	pole	NN
A52264	2470	35	thereof	thereof	RB
A52264	2470	36	.	.	.
A52264	2471	1	Here	here	RB
A52264	2471	2	also	also	RB
A52264	2471	3	as	as	IN
A52264	2471	4	in	in	IN
A52264	2471	5	the	the	DT
A52264	2471	6	last	last	JJ
A52264	2471	7	Probl	Probl	NNP
A52264	2471	8	.	.	.
A52264	2472	1	there	there	EX
A52264	2472	2	may	may	MD
A52264	2472	3	be	be	VB
A52264	2472	4	a	a	DT
A52264	2472	5	reclination	reclination	NN
A52264	2472	6	found	find	VBN
A52264	2472	7	to	to	IN
A52264	2472	8	any	any	DT
A52264	2472	9	declination	declination	NN
A52264	2472	10	given	give	VBN
A52264	2472	11	,	,	,
A52264	2472	12	and	and	CC
A52264	2472	13	contrary	contrary	JJ
A52264	2472	14	,	,	,
A52264	2472	15	by	by	IN
A52264	2472	16	which	which	WDT
A52264	2472	17	to	to	TO
A52264	2472	18	fit	fit	VB
A52264	2472	19	the	the	DT
A52264	2472	20	plane	plane	NN
A52264	2472	21	howsoever	howsoever	NN
A52264	2472	22	declining	declining	NN
A52264	2472	23	,	,	,
A52264	2472	24	to	to	TO
A52264	2472	25	passe	passe	VB
A52264	2472	26	through	through	IN
A52264	2472	27	the	the	DT
A52264	2472	28	intersection	intersection	NN
A52264	2472	29	of	of	IN
A52264	2472	30	the	the	DT
A52264	2472	31	Meridian	Meridian	NNP
A52264	2472	32	and	and	CC
A52264	2472	33	Equator	Equator	NNP
A52264	2472	34	,	,	,
A52264	2472	35	by	by	IN
A52264	2472	36	the	the	DT
A52264	2472	37	7	7	CD
A52264	2472	38	and	and	CC
A52264	2472	39	13	13	CD
A52264	2472	40	Cases	case	NNS
A52264	2472	41	of	of	IN
A52264	2472	42	right	right	JJ
A52264	2472	43	angled	angle	VBN
A52264	2472	44	sphericall	sphericall	NN
A52264	2472	45	triangles	triangle	NNS
A52264	2472	46	.	.	.
A52264	2473	1	As	as	IN
A52264	2473	2	the	the	DT
A52264	2473	3	Radius	Radius	NNP
A52264	2473	4	,	,	,
A52264	2473	5	90	90	CD
A52264	2473	6	10.000000	10.000000	CD
A52264	2473	7	To	to	IN
A52264	2473	8	the	the	DT
A52264	2473	9	co	co	NN
A52264	2473	10	-	-	NN
A52264	2473	11	sine	sine	NN
A52264	2473	12	of	of	IN
A52264	2473	13	GZAE	GZAE	NNP
A52264	2473	14	,	,	,
A52264	2473	15	60	60	CD
A52264	2473	16	9.698970	9.698970	CD
A52264	2473	17	So	so	RB
A52264	2473	18	is	be	VBZ
A52264	2473	19	the	the	DT
A52264	2473	20	tangent	tangent	NN
A52264	2473	21	of	of	IN
A52264	2473	22	ZAE	ZAE	NNP
A52264	2473	23	,	,	,
A52264	2473	24	51.53	51.53	CD
A52264	2473	25	10.099861	10.099861	CD
A52264	2473	26	To	to	IN
A52264	2473	27	the	the	DT
A52264	2473	28	tangent	tangent	NN
A52264	2473	29	of	of	IN
A52264	2473	30	ZG	ZG	NNP
A52264	2473	31	,	,	,
A52264	2473	32	32.18	32.18	CD
A52264	2473	33	9.798871	9.798871	CD
A52264	2473	34	The	the	DT
A52264	2473	35	reclination	reclination	NN
A52264	2473	36	desired	desire	VBN
A52264	2473	37	.	.	.
A52264	2474	1	And	and	CC
A52264	2474	2	,	,	,
A52264	2474	3	As	as	IN
A52264	2474	4	the	the	DT
A52264	2474	5	Radius	Radius	NNP
A52264	2474	6	,	,	,
A52264	2474	7	90	90	CD
A52264	2474	8	10.000000	10.000000	CD
A52264	2474	9	To	to	IN
A52264	2474	10	the	the	DT
A52264	2474	11	tangent	tangent	NN
A52264	2474	12	of	of	IN
A52264	2474	13	GZ	GZ	NNP
A52264	2474	14	,	,	,
A52264	2474	15	32.18	32.18	CD
A52264	2474	16	9.798831	9.798831	CD
A52264	2474	17	So	so	RB
A52264	2474	18	is	be	VBZ
A52264	2474	19	the	the	DT
A52264	2474	20	co	co	JJ
A52264	2474	21	-	-	NN
A52264	2474	22	tangent	tangent	NN
A52264	2474	23	of	of	IN
A52264	2474	24	ZAE	ZAE	NNP
A52264	2474	25	,	,	,
A52264	2474	26	51.53	51.53	CD
A52264	2474	27	9.900138	9.900138	CD
A52264	2474	28	To	to	IN
A52264	2474	29	the	the	DT
A52264	2474	30	co	co	NN
A52264	2474	31	-	-	NN
A52264	2474	32	sine	sine	NN
A52264	2474	33	of	of	IN
A52264	2474	34	GZAE	GZAE	NNP
A52264	2474	35	,	,	,
A52264	2474	36	60	60	CD
A52264	2474	37	9.698969	9.698969	CD
A52264	2474	38	The	the	DT
A52264	2474	39	declination	declination	NN
A52264	2474	40	.	.	.
A52264	2475	1	And	and	CC
A52264	2475	2	now	now	RB
A52264	2475	3	to	to	TO
A52264	2475	4	calculate	calculate	VB
A52264	2475	5	the	the	DT
A52264	2475	6	houre	houre	NN
A52264	2475	7	lines	line	NNS
A52264	2475	8	of	of	IN
A52264	2475	9	this	this	DT
A52264	2475	10	Dial	Dial	NNP
A52264	2475	11	,	,	,
A52264	2475	12	you	-PRON-	PRP
A52264	2475	13	must	must	MD
A52264	2475	14	finde	finde	VB
A52264	2475	15	,	,	,
A52264	2475	16	first	first	RB
A52264	2475	17	,	,	,
A52264	2475	18	the	the	DT
A52264	2475	19	distance	distance	NN
A52264	2475	20	of	of	IN
A52264	2475	21	the	the	DT
A52264	2475	22	Meridian	Meridian	NNP
A52264	2475	23	from	from	IN
A52264	2475	24	the	the	DT
A52264	2475	25	Horizon	Horizon	NNP
A52264	2475	26	,	,	,
A52264	2475	27	by	by	IN
A52264	2475	28	the	the	DT
A52264	2475	29	8	8	CD
A52264	2475	30	Case	case	NN
A52264	2475	31	of	of	IN
A52264	2475	32	right	right	RB
A52264	2475	33	angled	angle	VBN
A52264	2475	34	Spherical	spherical	JJ
A52264	2475	35	triangles	triangle	NNS
A52264	2475	36	.	.	.
A52264	2476	1	As	as	IN
A52264	2476	2	the	the	DT
A52264	2476	3	Radius	Radius	NNP
A52264	2476	4	,	,	,
A52264	2476	5	90	90	CD
A52264	2476	6	10.000000	10.000000	CD
A52264	2476	7	Is	be	VBZ
A52264	2476	8	to	to	IN
A52264	2476	9	the	the	DT
A52264	2476	10	sine	sine	NN
A52264	2476	11	of	of	IN
A52264	2476	12	ZAE	ZAE	NNP
A52264	2476	13	,	,	,
A52264	2476	14	51.53	51.53	CD
A52264	2476	15	9.893725	9.893725	CD
A52264	2476	16	So	so	RB
A52264	2476	17	is	be	VBZ
A52264	2476	18	the	the	DT
A52264	2476	19	sine	sine	NN
A52264	2476	20	of	of	IN
A52264	2476	21	GZAE	GZAE	NNP
A52264	2476	22	,	,	,
A52264	2476	23	60	60	CD
A52264	2476	24	9.937531	9.937531	CD
A52264	2476	25	To	to	IN
A52264	2476	26	the	the	DT
A52264	2476	27	sine	sine	NN
A52264	2476	28	of	of	IN
A52264	2476	29	AEG	AEG	NNP
A52264	2476	30	,	,	,
A52264	2476	31	42.69	42.69	CD
A52264	2476	32	9.831256	9.831256	CD
A52264	2476	33	Who	who	WP
A52264	2476	34	s	s	NNPS
A52264	2476	35	's	's	POS
A52264	2476	36	complement	complement	NN
A52264	2476	37	47	47	CD
A52264	2476	38	deg	deg	NN
A52264	2476	39	.	.	.
A52264	2477	1	31	31	CD
A52264	2477	2	min	min	NN
A52264	2477	3	.	.	.
A52264	2478	1	is	be	VBZ
A52264	2478	2	AAE	AAE	NNP
A52264	2478	3	the	the	DT
A52264	2478	4	arch	arch	NN
A52264	2478	5	desired	desire	VBD
A52264	2478	6	.	.	.
A52264	2479	1	2	2	LS
A52264	2479	2	.	.	.
A52264	2480	1	You	-PRON-	PRP
A52264	2480	2	must	must	MD
A52264	2480	3	finde	finde	VB
A52264	2480	4	RP	RP	NNP
A52264	2480	5	,	,	,
A52264	2480	6	the	the	DT
A52264	2480	7	height	height	NN
A52264	2480	8	of	of	IN
A52264	2480	9	the	the	DT
A52264	2480	10	pole	pole	NN
A52264	2480	11	above	above	IN
A52264	2480	12	the	the	DT
A52264	2480	13	plane	plane	NN
A52264	2480	14	,	,	,
A52264	2480	15	by	by	IN
A52264	2480	16	the	the	DT
A52264	2480	17	2	2	CD
A52264	2480	18	Case	Case	NNP
A52264	2480	19	of	of	IN
A52264	2480	20	right	right	RB
A52264	2480	21	angled	angle	VBN
A52264	2480	22	Sphericall	Sphericall	NNP
A52264	2480	23	Triangles	Triangles	NNP
A52264	2480	24	,	,	,
A52264	2480	25	for	for	CC
A52264	2480	26	As	as	IN
A52264	2480	27	the	the	DT
A52264	2480	28	Radius	Radius	NNP
A52264	2480	29	,	,	,
A52264	2480	30	90	90	CD
A52264	2480	31	10.000000	10.000000	CD
A52264	2480	32	Is	be	VBZ
A52264	2480	33	to	to	IN
A52264	2480	34	the	the	DT
A52264	2480	35	sine	sine	NN
A52264	2480	36	of	of	IN
A52264	2480	37	AEZG	AEZG	NNP
A52264	2480	38	,	,	,
A52264	2480	39	60	60	CD
A52264	2480	40	9.937531	9.937531	CD
A52264	2480	41	So	so	RB
A52264	2480	42	is	be	VBZ
A52264	2480	43	the	the	DT
A52264	2480	44	co	co	JJ
A52264	2480	45	-	-	NN
A52264	2480	46	sine	sine	NN
A52264	2480	47	of	of	IN
A52264	2480	48	ZG	ZG	NNP
A52264	2480	49	,	,	,
A52264	2480	50	32.11	32.11	CD
A52264	2480	51	9.927565	9.927565	CD
A52264	2480	52	To	to	IN
A52264	2480	53	the	the	DT
A52264	2480	54	co	co	NN
A52264	2480	55	-	-	NN
A52264	2480	56	sine	sine	NN
A52264	2480	57	of	of	IN
A52264	2480	58	ZAEG	ZAEG	NNP
A52264	2480	59	,	,	,
A52264	2480	60	42.87	42.87	CD
A52264	2480	61	9	9	CD
A52264	2480	62	.	.	.
A52264	2481	1	865	865	CD
A52264	2481	2	●	●	SYM
A52264	2481	3	9	9	CD
A52264	2481	4	●	●	NFP
A52264	2481	5	Which	which	WDT
A52264	2481	6	is	be	VBZ
A52264	2481	7	the	the	DT
A52264	2481	8	height	height	NN
A52264	2481	9	of	of	IN
A52264	2481	10	the	the	DT
A52264	2481	11	pole	pole	NN
A52264	2481	12	above	above	IN
A52264	2481	13	the	the	DT
A52264	2481	14	plane	plane	NN
A52264	2481	15	,	,	,
A52264	2481	16	AER	AER	NNP
A52264	2481	17	being	be	VBG
A52264	2481	18	a	a	DT
A52264	2481	19	Quadrant	Quadrant	NNP
A52264	2481	20	,	,	,
A52264	2481	21	PR	pr	NN
A52264	2481	22	must	must	MD
A52264	2481	23	needs	needs	VB
A52264	2481	24	be	be	VB
A52264	2481	25	the	the	DT
A52264	2481	26	measure	measure	NN
A52264	2481	27	of	of	IN
A52264	2481	28	the	the	DT
A52264	2481	29	angle	angle	NN
A52264	2481	30	at	at	IN
A52264	2481	31	AE	AE	NNP
A52264	2481	32	.	.	.
A52264	2482	1	3	3	LS
A52264	2482	2	.	.	.
A52264	2483	1	Because	because	IN
A52264	2483	2	in	in	IN
A52264	2483	3	all	all	DT
A52264	2483	4	decliners	decliner	NNS
A52264	2483	5	(	(	-LRB-
A52264	2483	6	whose	whose	WP$
A52264	2483	7	planes	plane	NNS
A52264	2483	8	passe	passe	VB
A52264	2483	9	by	by	IN
A52264	2483	10	the	the	DT
A52264	2483	11	intersection	intersection	NN
A52264	2483	12	of	of	IN
A52264	2483	13	the	the	DT
A52264	2483	14	Meridian	Meridian	NNP
A52264	2483	15	and	and	CC
A52264	2483	16	Equinoctiall	Equinoctiall	NNP
A52264	2483	17	)	)	-RRB-
A52264	2483	18	the	the	DT
A52264	2483	19	substile	substile	NN
A52264	2483	20	is	be	VBZ
A52264	2483	21	perpendicular	perpendicular	JJ
A52264	2483	22	to	to	IN
A52264	2483	23	the	the	DT
A52264	2483	24	Meridian	Meridian	NNP
A52264	2483	25	,	,	,
A52264	2483	26	therefore	therefore	RB
A52264	2483	27	you	-PRON-	PRP
A52264	2483	28	need	nee	MD
A52264	2483	29	not	not	RB
A52264	2483	30	seek	seek	VB
A52264	2483	31	AER	AER	NNP
A52264	2483	32	,	,	,
A52264	2483	33	the	the	DT
A52264	2483	34	distance	distance	NN
A52264	2483	35	between	between	IN
A52264	2483	36	the	the	DT
A52264	2483	37	substile	substile	NNP
A52264	2483	38	and	and	CC
A52264	2483	39	Meridian	Meridian	NNP
A52264	2483	40	,	,	,
A52264	2483	41	which	which	WDT
A52264	2483	42	is	be	VBZ
A52264	2483	43	alwayes	alwayes	NNP
A52264	2483	44	90	90	CD
A52264	2483	45	deg	deg	NNP
A52264	2483	46	.	.	.
A52264	2484	1	and	and	CC
A52264	2484	2	falleth	falleth	JJ
A52264	2484	3	upon	upon	IN
A52264	2484	4	the	the	DT
A52264	2484	5	6	6	CD
A52264	2484	6	a	a	DT
A52264	2484	7	clock	clock	NN
A52264	2484	8	houre	houre	NN
A52264	2484	9	.	.	.
A52264	2485	1	4	4	LS
A52264	2485	2	.	.	.
A52264	2486	1	Lastly	lastly	RB
A52264	2486	2	,	,	,
A52264	2486	3	the	the	DT
A52264	2486	4	arch	arch	JJ
A52264	2486	5	AER	AER	NNP
A52264	2486	6	,	,	,
A52264	2486	7	which	which	WDT
A52264	2486	8	is	be	VBZ
A52264	2486	9	the	the	DT
A52264	2486	10	distance	distance	NN
A52264	2486	11	of	of	IN
A52264	2486	12	the	the	DT
A52264	2486	13	substile	substile	NN
A52264	2486	14	from	from	IN
A52264	2486	15	the	the	DT
A52264	2486	16	Meridian	Meridian	NNP
A52264	2486	17	:	:	:
A52264	2486	18	being	be	VBG
A52264	2486	19	90	90	CD
A52264	2486	20	degrees	degree	NNS
A52264	2486	21	,	,	,
A52264	2486	22	the	the	DT
A52264	2486	23	angle	angle	NN
A52264	2486	24	at	at	IN
A52264	2486	25	P	p	NN
A52264	2486	26	opposite	opposite	JJ
A52264	2486	27	thereunto	thereunto	NNS
A52264	2486	28	must	must	MD
A52264	2486	29	needs	needs	VB
A52264	2486	30	be	be	VB
A52264	2486	31	90	90	CD
A52264	2486	32	also	also	RB
A52264	2486	33	:	:	:
A52264	2486	34	from	from	IN
A52264	2486	35	whence	whence	NN
A52264	2486	36	it	-PRON-	PRP
A52264	2486	37	followes	follow	VBZ
A52264	2486	38	,	,	,
A52264	2486	39	that	that	IN
A52264	2486	40	the	the	DT
A52264	2486	41	houres	houre	NNS
A52264	2486	42	equidistant	equidistant	NN
A52264	2486	43	from	from	IN
A52264	2486	44	the	the	DT
A52264	2486	45	six	six	CD
A52264	2486	46	of	of	IN
A52264	2486	47	the	the	DT
A52264	2486	48	clock	clock	NN
A52264	2486	49	hour	hour	NN
A52264	2486	50	in	in	IN
A52264	2486	51	Equinoctial	equinoctial	JJ
A52264	2486	52	degrees	degree	NNS
A52264	2486	53	shall	shall	MD
A52264	2486	54	also	also	RB
A52264	2486	55	have	have	VB
A52264	2486	56	the	the	DT
A52264	2486	57	like	like	JJ
A52264	2486	58	distance	distance	NN
A52264	2486	59	of	of	IN
A52264	2486	60	degrees	degree	NNS
A52264	2486	61	in	in	IN
A52264	2486	62	their	-PRON-	PRP$
A52264	2486	63	arches	arch	NNS
A52264	2486	64	upon	upon	IN
A52264	2486	65	the	the	DT
A52264	2486	66	plane	plane	NN
A52264	2486	67	,	,	,
A52264	2486	68	and	and	CC
A52264	2486	69	so	so	RB
A52264	2486	70	one	one	CD
A52264	2486	71	half	half	NN
A52264	2486	72	of	of	IN
A52264	2486	73	the	the	DT
A52264	2486	74	Diall	Diall	NNP
A52264	2486	75	being	be	VBG
A52264	2486	76	calculated	calculate	VBN
A52264	2486	77	,	,	,
A52264	2486	78	serves	serve	VBZ
A52264	2486	79	for	for	IN
A52264	2486	80	the	the	DT
A52264	2486	81	whole	whole	NN
A52264	2486	82	;	;	:
A52264	2486	83	these	these	DT
A52264	2486	84	things	thing	NNS
A52264	2486	85	considered	consider	VBN
A52264	2486	86	,	,	,
A52264	2486	87	the	the	DT
A52264	2486	88	true	true	JJ
A52264	2486	89	hour	hour	NN
A52264	2486	90	-	-	HYPH
A52264	2486	91	distances	distance	NNS
A52264	2486	92	may	may	MD
A52264	2486	93	be	be	VB
A52264	2486	94	found	find	VBN
A52264	2486	95	,	,	,
A52264	2486	96	by	by	IN
A52264	2486	97	the	the	DT
A52264	2486	98	first	first	JJ
A52264	2486	99	case	case	NN
A52264	2486	100	of	of	IN
A52264	2486	101	right	right	JJ
A52264	2486	102	angled	angle	VBN
A52264	2486	103	spherical	spherical	JJ
A52264	2486	104	triangles	triangle	NNS
A52264	2486	105	:	:	:
A52264	2486	106	for	for	IN
A52264	2486	107	,	,	,
A52264	2486	108	As	as	IN
A52264	2486	109	the	the	DT
A52264	2486	110	Radius	Radius	NNP
A52264	2486	111	,	,	,
A52264	2486	112	10.000000	10.000000	CD
A52264	2486	113	Is	be	VBZ
A52264	2486	114	to	to	IN
A52264	2486	115	the	the	DT
A52264	2486	116	sine	sine	NN
A52264	2486	117	of	of	IN
A52264	2486	118	PR	PR	NNP
A52264	2486	119	42.87	42.87	CD
A52264	2486	120	.	.	.
A52264	2487	1	9.832724	9.832724	CD
A52264	2487	2	So	so	RB
A52264	2487	3	is	be	VBZ
A52264	2487	4	the	the	DT
A52264	2487	5	tangent	tangent	NN
A52264	2487	6	of	of	IN
A52264	2487	7	RP	RP	NNP
A52264	2487	8	5	5	CD
A52264	2487	9	.	.	.
A52264	2488	1	15	15	CD
A52264	2488	2	d.	d.	NNP
A52264	2488	3	9.428052	9.428052	CD
A52264	2488	4	To	to	IN
A52264	2488	5	the	the	DT
A52264	2488	6	tangent	tangent	NN
A52264	2488	7	of	of	IN
A52264	2488	8	R	r	NN
A52264	2488	9	5	5	CD
A52264	2488	10	▪	▪	CD
A52264	2488	11	10.34	10.34	CD
A52264	2488	12	.	.	.
A52264	2489	1	9.260776	9.260776	CD
A52264	2489	2	The	the	DT
A52264	2489	3	which	which	WDT
A52264	2489	4	10	10	CD
A52264	2489	5	degr	degr	NN
A52264	2489	6	.	.	.
A52264	2490	1	34	34	CD
A52264	2490	2	min	min	NN
A52264	2490	3	.	.	.
A52264	2491	1	is	be	VBZ
A52264	2491	2	the	the	DT
A52264	2491	3	true	true	JJ
A52264	2491	4	distance	distance	NN
A52264	2491	5	of	of	IN
A52264	2491	6	5	5	CD
A52264	2491	7	and	and	CC
A52264	2491	8	7	7	CD
A52264	2491	9	from	from	IN
A52264	2491	10	the	the	DT
A52264	2491	11	substile	substile	NN
A52264	2491	12	or	or	CC
A52264	2491	13	six	six	CD
A52264	2491	14	of	of	IN
A52264	2491	15	the	the	DT
A52264	2491	16	clock	clock	NN
A52264	2491	17	hour	hour	NN
A52264	2491	18	,	,	,
A52264	2491	19	and	and	CC
A52264	2491	20	so	so	RB
A52264	2491	21	of	of	IN
A52264	2491	22	the	the	DT
A52264	2491	23	rest	rest	NN
A52264	2491	24	.	.	.
A52264	2492	1	The	the	DT
A52264	2492	2	Geometrical	Geometrical	NNP
A52264	2492	3	projection	projection	NN
A52264	2492	4	of	of	IN
A52264	2492	5	this	this	DT
A52264	2492	6	plane	plane	NN
A52264	2492	7	needs	need	VBZ
A52264	2492	8	no	no	DT
A52264	2492	9	direction	direction	NN
A52264	2492	10	;	;	:
A52264	2492	11	those	those	DT
A52264	2492	12	already	already	RB
A52264	2492	13	given	give	VBN
A52264	2492	14	are	be	VBP
A52264	2492	15	sufficient	sufficient	JJ
A52264	2492	16	,	,	,
A52264	2492	17	according	accord	VBG
A52264	2492	18	to	to	IN
A52264	2492	19	which	which	WDT
A52264	2492	20	this	this	DT
A52264	2492	21	Diall	Diall	NNP
A52264	2492	22	being	be	VBG
A52264	2492	23	made	make	VBN
A52264	2492	24	and	and	CC
A52264	2492	25	rectified	rectify	VBN
A52264	2492	26	by	by	IN
A52264	2492	27	the	the	DT
A52264	2492	28	declination	declination	NN
A52264	2492	29	and	and	CC
A52264	2492	30	reclination	reclination	NN
A52264	2492	31	given	give	VBN
A52264	2492	32	,	,	,
A52264	2492	33	it	-PRON-	PRP
A52264	2492	34	is	be	VBZ
A52264	2492	35	prepared	prepared	JJ
A52264	2492	36	for	for	IN
A52264	2492	37	use	use	NN
A52264	2492	38	.	.	.
A52264	2493	1	2	2	LS
A52264	2493	2	.	.	.
A52264	2494	1	To	to	TO
A52264	2494	2	draw	draw	VB
A52264	2494	3	the	the	DT
A52264	2494	4	hou	hou	NN
A52264	2494	5	●	●	NFP
A52264	2494	6	●	●	NFP
A52264	2494	7	lines	line	NNS
A52264	2494	8	upon	upon	IN
A52264	2494	9	a	a	DT
A52264	2494	10	North	North	NNP
A52264	2494	11	reclining	recline	VBG
A52264	2494	12	plane	plane	NN
A52264	2494	13	,	,	,
A52264	2494	14	declining	decline	VBG
A52264	2494	15	East	East	NNP
A52264	2494	16	or	or	CC
A52264	2494	17	West	West	NNP
A52264	2494	18	,	,	,
A52264	2494	19	which	which	WDT
A52264	2494	20	cutteth	cutteth	VBP
A52264	2494	21	the	the	DT
A52264	2494	22	meridian	meridian	NN
A52264	2494	23	between	between	IN
A52264	2494	24	the	the	DT
A52264	2494	25	Zenith	Zenith	NNP
A52264	2494	26	and	and	CC
A52264	2494	27	the	the	DT
A52264	2494	28	Equinoctial	Equinoctial	NNP
A52264	2494	29	.	.	.
A52264	2495	1	All	all	DT
A52264	2495	2	North	north	JJ
A52264	2495	3	reclining	recline	VBG
A52264	2495	4	planes	plane	NNS
A52264	2495	5	howsoever	howsoever	NN
A52264	2495	6	declining	declining	NN
A52264	2495	7	,	,	,
A52264	2495	8	have	have	VBP
A52264	2495	9	the	the	DT
A52264	2495	10	North	North	NNP
A52264	2495	11	pole	pole	NN
A52264	2495	12	elevated	elevate	VBN
A52264	2495	13	above	above	IN
A52264	2495	14	them	-PRON-	PRP
A52264	2495	15	,	,	,
A52264	2495	16	and	and	CC
A52264	2495	17	therefore	therefore	RB
A52264	2495	18	the	the	DT
A52264	2495	19	center	center	NN
A52264	2495	20	of	of	IN
A52264	2495	21	the	the	DT
A52264	2495	22	Diall	Diall	NNP
A52264	2495	23	must	must	MD
A52264	2495	24	be	be	VB
A52264	2495	25	so	so	RB
A52264	2495	26	placed	place	VBN
A52264	2495	27	above	above	IN
A52264	2495	28	the	the	DT
A52264	2495	29	plane	plane	NN
A52264	2495	30	,	,	,
A52264	2495	31	that	that	IN
A52264	2495	32	the	the	DT
A52264	2495	33	stile	stile	NN
A52264	2495	34	may	may	MD
A52264	2495	35	look	look	VB
A52264	2495	36	upwards	upwards	RB
A52264	2495	37	to	to	IN
A52264	2495	38	the	the	DT
A52264	2495	39	pole	pole	NN
A52264	2495	40	,	,	,
A52264	2495	41	neither	neither	CC
A52264	2495	42	can	can	MD
A52264	2495	43	it	-PRON-	PRP
A52264	2495	44	be	be	VB
A52264	2495	45	expected	expect	VBN
A52264	2495	46	that	that	IN
A52264	2495	47	the	the	DT
A52264	2495	48	plane	plane	NN
A52264	2495	49	being	be	VBG
A52264	2495	50	elevated	elevate	VBN
A52264	2495	51	above	above	IN
A52264	2495	52	the	the	DT
A52264	2495	53	horizon	horizon	NN
A52264	2495	54	Southward	Southward	NNP
A52264	2495	55	,	,	,
A52264	2495	56	should	should	MD
A52264	2495	57	at	at	IN
A52264	2495	58	all	all	DT
A52264	2495	59	times	time	NNS
A52264	2495	60	of	of	IN
A52264	2495	61	the	the	DT
A52264	2495	62	year	year	NN
A52264	2495	63	be	be	VB
A52264	2495	64	enlightened	enlighten	VBN
A52264	2495	65	by	by	IN
A52264	2495	66	the	the	DT
A52264	2495	67	Sun	Sun	NNP
A52264	2495	68	,	,	,
A52264	2495	69	except	except	IN
A52264	2495	70	it	-PRON-	PRP
A52264	2495	71	recline	recline	VBD
A52264	2495	72	so	so	RB
A52264	2495	73	far	far	RB
A52264	2495	74	from	from	IN
A52264	2495	75	the	the	DT
A52264	2495	76	Zenith	Zenith	NNP
A52264	2495	77	,	,	,
A52264	2495	78	as	as	IN
A52264	2495	79	to	to	TO
A52264	2495	80	intersect	intersect	VB
A52264	2495	81	the	the	DT
A52264	2495	82	Meridian	Meridian	NNP
A52264	2495	83	between	between	IN
A52264	2495	84	the	the	DT
A52264	2495	85	horizon	horizon	NN
A52264	2495	86	and	and	CC
A52264	2495	87	the	the	DT
A52264	2495	88	Tropique	Tropique	NNP
A52264	2495	89	of	of	IN
A52264	2495	90	Capricorn	Capricorn	NNP
A52264	2495	91	;	;	:
A52264	2495	92	this	this	DT
A52264	2495	93	plane	plane	NN
A52264	2495	94	therefore	therefore	RB
A52264	2495	95	reclining	recline	VBG
A52264	2495	96	but	but	CC
A52264	2495	97	16	16	CD
A52264	2495	98	degrees	degree	NNS
A52264	2495	99	from	from	IN
A52264	2495	100	the	the	DT
A52264	2495	101	Zenith	Zenith	NNP
A52264	2495	102	,	,	,
A52264	2495	103	and	and	CC
A52264	2495	104	declining	decline	VBG
A52264	2495	105	60	60	CD
A52264	2495	106	can	can	MD
A52264	2495	107	not	not	RB
A52264	2495	108	shew	shew	VB
A52264	2495	109	many	many	JJ
A52264	2495	110	hours	hour	NNS
A52264	2495	111	,	,	,
A52264	2495	112	when	when	WRB
A52264	2495	113	the	the	DT
A52264	2495	114	Sun	Sun	NNP
A52264	2495	115	is	be	VBZ
A52264	2495	116	in	in	IN
A52264	2495	117	his	-PRON-	PRP$
A52264	2495	118	greatest	great	JJS
A52264	2495	119	Northern	northern	JJ
A52264	2495	120	declination	declination	NN
A52264	2495	121	,	,	,
A52264	2495	122	partly	partly	RB
A52264	2495	123	by	by	IN
A52264	2495	124	reason	reason	NN
A52264	2495	125	of	of	IN
A52264	2495	126	the	the	DT
A52264	2495	127	height	height	NN
A52264	2495	128	of	of	IN
A52264	2495	129	the	the	DT
A52264	2495	130	plane	plane	NN
A52264	2495	131	above	above	IN
A52264	2495	132	the	the	DT
A52264	2495	133	horizon	horizon	NN
A52264	2495	134	,	,	,
A52264	2495	135	and	and	CC
A52264	2495	136	partly	partly	RB
A52264	2495	137	by	by	IN
A52264	2495	138	reason	reason	NN
A52264	2495	139	of	of	IN
A52264	2495	140	the	the	DT
A52264	2495	141	great	great	JJ
A52264	2495	142	declination	declination	NN
A52264	2495	143	thereof	thereof	RB
A52264	2495	144	,	,	,
A52264	2495	145	hindring	hindre	VBG
A52264	2495	146	the	the	DT
A52264	2495	147	Sun	Sun	NNP
A52264	2495	148	-	-	HYPH
A52264	2495	149	beams	beam	NNS
A52264	2495	150	from	from	IN
A52264	2495	151	all	all	PDT
A52264	2495	152	the	the	DT
A52264	2495	153	morning	morning	NN
A52264	2495	154	houres	houre	NNS
A52264	2495	155	,	,	,
A52264	2495	156	which	which	WDT
A52264	2495	157	may	may	MD
A52264	2495	158	be	be	VB
A52264	2495	159	therefore	therefore	RB
A52264	2495	160	left	leave	VBN
A52264	2495	161	out	out	RP
A52264	2495	162	as	as	IN
A52264	2495	163	useless	useless	JJ
A52264	2495	164	.	.	.
A52264	2496	1	In	in	IN
A52264	2496	2	this	this	DT
A52264	2496	3	second	second	JJ
A52264	2496	4	variety	variety	NN
A52264	2496	5	,	,	,
A52264	2496	6	the	the	DT
A52264	2496	7	plane	plane	NN
A52264	2496	8	represented	represent	VBN
A52264	2496	9	by	by	IN
A52264	2496	10	the	the	DT
A52264	2496	11	Circle	Circle	NNP
A52264	2496	12	AMB	AMB	NNP
A52264	2496	13	in	in	IN
A52264	2496	14	the	the	DT
A52264	2496	15	last	last	JJ
A52264	2496	16	Diagram	Diagram	NNP
A52264	2496	17	,	,	,
A52264	2496	18	cutteth	cutteth	VB
A52264	2496	19	the	the	DT
A52264	2496	20	Meridian	Meridian	NNP
A52264	2496	21	at	at	IN
A52264	2496	22	O	o	NN
A52264	2496	23	between	between	IN
A52264	2496	24	the	the	DT
A52264	2496	25	Zenith	Zenith	NNP
A52264	2496	26	and	and	CC
A52264	2496	27	the	the	DT
A52264	2496	28	Equator	Equator	NNP
A52264	2496	29	,	,	,
A52264	2496	30	ZM	ZM	NNP
A52264	2496	31	being	be	VBG
A52264	2496	32	the	the	DT
A52264	2496	33	reclination	reclination	NN
A52264	2496	34	,	,	,
A52264	2496	35	16	16	CD
A52264	2496	36	deg	deg	NN
A52264	2496	37	.	.	.
A52264	2497	1	ZAE	ZAE	NNP
A52264	2497	2	the	the	DT
A52264	2497	3	distance	distance	NN
A52264	2497	4	of	of	IN
A52264	2497	5	the	the	DT
A52264	2497	6	Equator	Equator	NNP
A52264	2497	7	from	from	IN
A52264	2497	8	the	the	DT
A52264	2497	9	Zenith	Zenith	NNP
A52264	2497	10	,	,	,
A52264	2497	11	51	51	CD
A52264	2497	12	deg	deg	NN
A52264	2497	13	.	.	.
A52264	2498	1	53	53	CD
A52264	2498	2	m.	m.	NN
A52264	2498	3	and	and	CC
A52264	2498	4	the	the	DT
A52264	2498	5	declination	declination	NN
A52264	2498	6	NC	NC	NNP
A52264	2498	7	60	60	CD
A52264	2498	8	as	as	IN
A52264	2498	9	before	before	RB
A52264	2498	10	.	.	.
A52264	2499	1	As	as	IN
A52264	2499	2	in	in	IN
A52264	2499	3	the	the	DT
A52264	2499	4	former	former	JJ
A52264	2499	5	,	,	,
A52264	2499	6	so	so	RB
A52264	2499	7	in	in	IN
A52264	2499	8	this	this	DT
A52264	2499	9	Diall	Diall	NNP
A52264	2499	10	,	,	,
A52264	2499	11	the	the	DT
A52264	2499	12	same	same	JJ
A52264	2499	13	four	four	CD
A52264	2499	14	things	thing	NNS
A52264	2499	15	are	be	VBP
A52264	2499	16	again	again	RB
A52264	2499	17	to	to	TO
A52264	2499	18	be	be	VB
A52264	2499	19	found	find	VBN
A52264	2499	20	before	before	IN
A52264	2499	21	you	-PRON-	PRP
A52264	2499	22	can	can	MD
A52264	2499	23	calculate	calculate	VB
A52264	2499	24	the	the	DT
A52264	2499	25	houre	houre	NN
A52264	2499	26	distances	distance	NNS
A52264	2499	27	thereof	thereof	RB
A52264	2499	28	.	.	.
A52264	2500	1	The	the	DT
A52264	2500	2	first	first	JJ
A52264	2500	3	is	be	VBZ
A52264	2500	4	the	the	DT
A52264	2500	5	distance	distance	NN
A52264	2500	6	of	of	IN
A52264	2500	7	the	the	DT
A52264	2500	8	Meridian	Meridian	NNP
A52264	2500	9	from	from	IN
A52264	2500	10	the	the	DT
A52264	2500	11	Horizon	Horizon	NNP
A52264	2500	12	,	,	,
A52264	2500	13	represented	represent	VBN
A52264	2500	14	in	in	IN
A52264	2500	15	this	this	DT
A52264	2500	16	plain	plain	NN
A52264	2500	17	by	by	IN
A52264	2500	18	the	the	DT
A52264	2500	19	arch	arch	NN
A52264	2500	20	A	a	NN
A52264	2500	21	●	●	NFP
A52264	2500	22	.	.	.
A52264	2501	1	The	the	DT
A52264	2501	2	second	second	JJ
A52264	2501	3	is	be	VBZ
A52264	2501	4	PR	pr	NN
A52264	2501	5	,	,	,
A52264	2501	6	the	the	DT
A52264	2501	7	height	height	NN
A52264	2501	8	of	of	IN
A52264	2501	9	the	the	DT
A52264	2501	10	pole	pole	NN
A52264	2501	11	above	above	IN
A52264	2501	12	the	the	DT
A52264	2501	13	plane	plane	NN
A52264	2501	14	.	.	.
A52264	2502	1	The	the	DT
A52264	2502	2	third	third	JJ
A52264	2502	3	is	be	VBZ
A52264	2502	4	●	●	.
A52264	2502	5	R	r	NN
A52264	2502	6	,	,	,
A52264	2502	7	the	the	DT
A52264	2502	8	distance	distance	NN
A52264	2502	9	of	of	IN
A52264	2502	10	the	the	DT
A52264	2502	11	substile	substile	NN
A52264	2502	12	or	or	CC
A52264	2502	13	Meridian	Meridian	NNP
A52264	2502	14	of	of	IN
A52264	2502	15	the	the	DT
A52264	2502	16	plane	plane	NN
A52264	2502	17	,	,	,
A52264	2502	18	from	from	IN
A52264	2502	19	the	the	DT
A52264	2502	20	Meridian	Meridian	NNP
A52264	2502	21	of	of	IN
A52264	2502	22	the	the	DT
A52264	2502	23	place	place	NN
A52264	2502	24	.	.	.
A52264	2503	1	The	the	DT
A52264	2503	2	fourth	fourth	JJ
A52264	2503	3	is	be	VBZ
A52264	2503	4	the	the	DT
A52264	2503	5	angle	angle	NN
A52264	2503	6	●	●	.
A52264	2503	7	PR	pr	NN
A52264	2503	8	between	between	IN
A52264	2503	9	the	the	DT
A52264	2503	10	two	two	CD
A52264	2503	11	Meridians	Meridians	NNPS
A52264	2503	12	:	:	:
A52264	2503	13	all	all	DT
A52264	2503	14	which	which	WDT
A52264	2503	15	,	,	,
A52264	2503	16	and	and	CC
A52264	2503	17	the	the	DT
A52264	2503	18	houre	houre	NN
A52264	2503	19	distances	distance	NNS
A52264	2503	20	also	also	RB
A52264	2503	21	,	,	,
A52264	2503	22	being	be	VBG
A52264	2503	23	to	to	TO
A52264	2503	24	be	be	VB
A52264	2503	25	found	find	VBN
A52264	2503	26	according	accord	VBG
A52264	2503	27	to	to	IN
A52264	2503	28	the	the	DT
A52264	2503	29	directions	direction	NNS
A52264	2503	30	of	of	IN
A52264	2503	31	the	the	DT
A52264	2503	32	last	last	JJ
A52264	2503	33	Probl	Probl	NNP
A52264	2503	34	.	.	.
A52264	2504	1	there	there	EX
A52264	2504	2	needeth	needeth	JJ
A52264	2504	3	no	no	DT
A52264	2504	4	further	further	JJ
A52264	2504	5	instruction	instruction	NN
A52264	2504	6	here	here	RB
A52264	2504	7	.	.	.
A52264	2505	1	3	3	LS
A52264	2505	2	To	to	TO
A52264	2505	3	draw	draw	VB
A52264	2505	4	the	the	DT
A52264	2505	5	houre	houre	NN
A52264	2505	6	lines	line	NNS
A52264	2505	7	upon	upon	IN
A52264	2505	8	a	a	DT
A52264	2505	9	North	North	NNP
A52264	2505	10	reclining	recline	VBG
A52264	2505	11	plane	plane	NN
A52264	2505	12	,	,	,
A52264	2505	13	declining	decline	VBG
A52264	2505	14	East	East	NNP
A52264	2505	15	or	or	CC
A52264	2505	16	West	West	NNP
A52264	2505	17	,	,	,
A52264	2505	18	which	which	WDT
A52264	2505	19	cutteth	cutteth	VBP
A52264	2505	20	the	the	DT
A52264	2505	21	Meridian	Meridian	NNP
A52264	2505	22	between	between	IN
A52264	2505	23	the	the	DT
A52264	2505	24	Equator	Equator	NNP
A52264	2505	25	and	and	CC
A52264	2505	26	Horizon	Horizon	NNP
A52264	2505	27	.	.	.
A52264	2506	1	The	the	DT
A52264	2506	2	last	last	JJ
A52264	2506	3	variety	variety	NN
A52264	2506	4	of	of	IN
A52264	2506	5	the	the	DT
A52264	2506	6	six	six	CD
A52264	2506	7	declining	decline	VBG
A52264	2506	8	recliners	recliner	NNS
A52264	2506	9	,	,	,
A52264	2506	10	represented	represent	VBN
A52264	2506	11	by	by	IN
A52264	2506	12	the	the	DT
A52264	2506	13	circle	circle	NN
A52264	2506	14	ALB	ALB	NNP
A52264	2506	15	,	,	,
A52264	2506	16	and	and	CC
A52264	2506	17	cutteth	cutteth	VB
A52264	2506	18	the	the	DT
A52264	2506	19	Meridian	Meridian	NNP
A52264	2506	20	at	at	IN
A52264	2506	21	H	h	NN
A52264	2506	22	,	,	,
A52264	2506	23	between	between	IN
A52264	2506	24	the	the	DT
A52264	2506	25	Equator	Equator	NNP
A52264	2506	26	and	and	CC
A52264	2506	27	the	the	DT
A52264	2506	28	Horizon	Horizon	NNP
A52264	2506	29	,	,	,
A52264	2506	30	ZL	ZL	NNP
A52264	2506	31	being	be	VBG
A52264	2506	32	the	the	DT
A52264	2506	33	reclination	reclination	NN
A52264	2506	34	,	,	,
A52264	2506	35	54	54	CD
A52264	2506	36	deg	deg	NN
A52264	2506	37	.	.	.
A52264	2507	1	the	the	DT
A52264	2507	2	declination	declination	NN
A52264	2507	3	NC	NC	NNP
A52264	2507	4	,	,	,
A52264	2507	5	60	60	CD
A52264	2507	6	deg	deg	NN
A52264	2507	7	.	.	.
A52264	2508	1	as	as	IN
A52264	2508	2	before	before	RB
A52264	2508	3	;	;	:
A52264	2508	4	and	and	CC
A52264	2508	5	hence	hence	RB
A52264	2508	6	the	the	DT
A52264	2508	7	four	four	CD
A52264	2508	8	things	thing	NNS
A52264	2508	9	mentioned	mention	VBN
A52264	2508	10	before	before	RB
A52264	2508	11	must	must	MD
A52264	2508	12	be	be	VB
A52264	2508	13	sought	seek	VBN
A52264	2508	14	ere	ere	IN
A52264	2508	15	you	-PRON-	PRP
A52264	2508	16	can	can	MD
A52264	2508	17	calculate	calculate	VB
A52264	2508	18	the	the	DT
A52264	2508	19	houre	houre	NN
A52264	2508	20	distances	distance	NNS
A52264	2508	21	.	.	.
A52264	2509	1	1	1	CD
A52264	2509	2	The	the	DT
A52264	2509	3	distance	distance	NN
A52264	2509	4	of	of	IN
A52264	2509	5	the	the	DT
A52264	2509	6	Meridian	Meridian	NNP
A52264	2509	7	and	and	CC
A52264	2509	8	Horizon	Horizon	NNP
A52264	2509	9	,	,	,
A52264	2509	10	represented	represent	VBN
A52264	2509	11	by	by	IN
A52264	2509	12	AH	AH	NNP
A52264	2509	13	.	.	.
A52264	2510	1	2	2	CD
A52264	2510	2	RH	RH	NNP
A52264	2510	3	the	the	DT
A52264	2510	4	substile	substile	NN
A52264	2510	5	.	.	.
A52264	2511	1	or	or	CC
A52264	2511	2	Meridian	Meridian	NNP
A52264	2511	3	of	of	IN
A52264	2511	4	the	the	DT
A52264	2511	5	plane	plane	NN
A52264	2511	6	from	from	IN
A52264	2511	7	the	the	DT
A52264	2511	8	Meridian	Meridian	NNP
A52264	2511	9	of	of	IN
A52264	2511	10	the	the	DT
A52264	2511	11	place	place	NN
A52264	2511	12	.	.	.
A52264	2512	1	3	3	CD
A52264	2512	2	PR	pr	NN
A52264	2512	3	,	,	,
A52264	2512	4	the	the	DT
A52264	2512	5	height	height	NN
A52264	2512	6	of	of	IN
A52264	2512	7	the	the	DT
A52264	2512	8	pole	pole	NN
A52264	2512	9	above	above	IN
A52264	2512	10	the	the	DT
A52264	2512	11	plane	plane	NN
A52264	2512	12	.	.	.
A52264	2513	1	4	4	CD
A52264	2513	2	HPR	HPR	NNP
A52264	2513	3	,	,	,
A52264	2513	4	the	the	DT
A52264	2513	5	angle	angle	NN
A52264	2513	6	between	between	IN
A52264	2513	7	the	the	DT
A52264	2513	8	two	two	CD
A52264	2513	9	Meridians	Meridians	NNPS
A52264	2513	10	.	.	.
A52264	2514	1	In	in	IN
A52264	2514	2	finding	find	VBG
A52264	2514	3	whereof	whereof	IN
A52264	2514	4	the	the	DT
A52264	2514	5	proportions	proportion	NNS
A52264	2514	6	are	be	VBP
A52264	2514	7	still	still	RB
A52264	2514	8	the	the	DT
A52264	2514	9	same	same	JJ
A52264	2514	10	,	,	,
A52264	2514	11	though	though	IN
A52264	2514	12	the	the	DT
A52264	2514	13	triangles	triangle	NNS
A52264	2514	14	are	be	VBP
A52264	2514	15	somewhat	somewhat	RB
A52264	2514	16	altered	alter	VBN
A52264	2514	17	,	,	,
A52264	2514	18	for	for	IN
A52264	2514	19	when	when	WRB
A52264	2514	20	you	-PRON-	PRP
A52264	2514	21	have	have	VBP
A52264	2514	22	found	find	VBN
A52264	2514	23	ZH	ZH	NNP
A52264	2514	24	,	,	,
A52264	2514	25	it	-PRON-	PRP
A52264	2514	26	is	be	VBZ
A52264	2514	27	to	to	TO
A52264	2514	28	be	be	VB
A52264	2514	29	added	add	VBN
A52264	2514	30	to	to	IN
A52264	2514	31	ZP	ZP	NNP
A52264	2514	32	to	to	IN
A52264	2514	33	finde	finde	NN
A52264	2514	34	PH	PH	NNP
A52264	2514	35	,	,	,
A52264	2514	36	both	both	DT
A52264	2514	37	which	which	WDT
A52264	2514	38	together	together	RB
A52264	2514	39	do	do	VBP
A52264	2514	40	exceed	exceed	VB
A52264	2514	41	a	a	DT
A52264	2514	42	Quadrant	Quadrant	NNP
A52264	2514	43	,	,	,
A52264	2514	44	therefore	therefore	RB
A52264	2514	45	the	the	DT
A52264	2514	46	sides	side	NNS
A52264	2514	47	PN	PN	NNP
A52264	2514	48	must	must	MD
A52264	2514	49	be	be	VB
A52264	2514	50	continued	continue	VBN
A52264	2514	51	to	to	IN
A52264	2514	52	X	X	NNS
A52264	2514	53	,	,	,
A52264	2514	54	then	then	RB
A52264	2514	55	is	be	VBZ
A52264	2514	56	PX	PX	NNP
A52264	2514	57	the	the	DT
A52264	2514	58	complement	complement	NN
A52264	2514	59	of	of	IN
A52264	2514	60	PH	PH	NNP
A52264	2514	61	to	to	IN
A52264	2514	62	a	a	DT
A52264	2514	63	semicircle	semicircle	NN
A52264	2514	64	,	,	,
A52264	2514	65	and	and	CC
A52264	2514	66	if	if	IN
A52264	2514	67	RB	RB	NNP
A52264	2514	68	be	be	VB
A52264	2514	69	continued	continue	VBN
A52264	2514	70	●	●	.
A52264	2514	71	o	o	NN
A52264	2514	72	X	x	NN
A52264	2514	73	also	also	RB
A52264	2514	74	,	,	,
A52264	2514	75	RX	RX	NNP
A52264	2514	76	may	may	MD
A52264	2514	77	be	be	VB
A52264	2514	78	found	find	VBN
A52264	2514	79	by	by	IN
A52264	2514	80	the	the	DT
A52264	2514	81	12	12	CD
A52264	2514	82	Case	case	NN
A52264	2514	83	of	of	IN
A52264	2514	84	right	right	JJ
A52264	2514	85	angled	angle	VBN
A52264	2514	86	spherical	spherical	JJ
A52264	2514	87	triangles	triangle	NNS
A52264	2514	88	as	as	IN
A52264	2514	89	before	before	RB
A52264	2514	90	,	,	,
A52264	2514	91	whose	whose	WP$
A52264	2514	92	complement	complement	NN
A52264	2514	93	is	be	VBZ
A52264	2514	94	RH	RH	NNP
A52264	2514	95	,	,	,
A52264	2514	96	the	the	DT
A52264	2514	97	distance	distance	NN
A52264	2514	98	of	of	IN
A52264	2514	99	the	the	DT
A52264	2514	100	substile	substile	NN
A52264	2514	101	from	from	IN
A52264	2514	102	the	the	DT
A52264	2514	103	Meridian	Meridian	NNP
A52264	2514	104	;	;	:
A52264	2514	105	and	and	CC
A52264	2514	106	hence	hence	RB
A52264	2514	107	the	the	DT
A52264	2514	108	angle	angle	NN
A52264	2514	109	at	at	IN
A52264	2514	110	P	p	NN
A52264	2514	111	must	must	MD
A52264	2514	112	be	be	VB
A52264	2514	113	found	find	VBN
A52264	2514	114	in	in	IN
A52264	2514	115	that	that	DT
A52264	2514	116	triangle	triangle	NN
A52264	2514	117	also	also	RB
A52264	2514	118	,	,	,
A52264	2514	119	though	though	IN
A52264	2514	120	the	the	DT
A52264	2514	121	proportion	proportion	NN
A52264	2514	122	be	be	VB
A52264	2514	123	the	the	DT
A52264	2514	124	same	same	JJ
A52264	2514	125	,	,	,
A52264	2514	126	there	there	EX
A52264	2514	127	being	be	VBG
A52264	2514	128	no	no	DT
A52264	2514	129	other	other	JJ
A52264	2514	130	variety	variety	NN
A52264	2514	131	,	,	,
A52264	2514	132	I	-PRON-	PRP
A52264	2514	133	think	think	VBP
A52264	2514	134	it	-PRON-	PRP
A52264	2514	135	needlesse	needlesse	VBP
A52264	2514	136	to	to	TO
A52264	2514	137	reiterate	reiterate	VB
A52264	2514	138	the	the	DT
A52264	2514	139	work	work	NN
A52264	2514	140	.	.	.
A52264	2515	1	The	the	DT
A52264	2515	2	Geometrical	Geometrical	NNP
A52264	2515	3	Projection	Projection	NNP
A52264	2515	4	.	.	.
A52264	2516	1	There	there	EX
A52264	2516	2	is	be	VBZ
A52264	2516	3	so	so	RB
A52264	2516	4	little	little	JJ
A52264	2516	5	difference	difference	NN
A52264	2516	6	between	between	IN
A52264	2516	7	the	the	DT
A52264	2516	8	South	South	NNP
A52264	2516	9	&	&	CC
A52264	2516	10	North	North	NNP
A52264	2516	11	declining	decline	VBG
A52264	2516	12	reclining	recline	VBG
A52264	2516	13	planes	plane	NNS
A52264	2516	14	,	,	,
A52264	2516	15	that	that	IN
A52264	2516	16	the	the	DT
A52264	2516	17	manner	manner	NN
A52264	2516	18	of	of	IN
A52264	2516	19	making	make	VBG
A52264	2516	20	the	the	DT
A52264	2516	21	Dials	Dials	NNPS
A52264	2516	22	for	for	IN
A52264	2516	23	both	both	DT
A52264	2516	24	may	may	MD
A52264	2516	25	be	be	VB
A52264	2516	26	shewed	shew	VBN
A52264	2516	27	at	at	IN
A52264	2516	28	once	once	RB
A52264	2516	29	:	:	:
A52264	2516	30	Let	let	VB
A52264	2516	31	the	the	DT
A52264	2516	32	example	example	NN
A52264	2516	33	therefore	therefore	RB
A52264	2516	34	be	be	VB
A52264	2516	35	a	a	DT
A52264	2516	36	Diall	Diall	NNP
A52264	2516	37	for	for	IN
A52264	2516	38	a	a	DT
A52264	2516	39	South	south	JJ
A52264	2516	40	plane	plane	NN
A52264	2516	41	declining	decline	VBG
A52264	2516	42	East	East	NNP
A52264	2516	43	30	30	CD
A52264	2516	44	deg	deg	NN
A52264	2516	45	.	.	.
A52264	2517	1	reclining	recline	VBG
A52264	2517	2	20	20	CD
A52264	2517	3	deg	deg	NN
A52264	2517	4	.	.	.
A52264	2518	1	And	and	CC
A52264	2518	2	thus	thus	RB
A52264	2518	3	have	have	VBP
A52264	2518	4	you	-PRON-	PRP
A52264	2518	5	made	make	VBN
A52264	2518	6	four	four	CD
A52264	2518	7	Dials	Dials	NNPS
A52264	2518	8	at	at	IN
A52264	2518	9	once	once	RB
A52264	2518	10	,	,	,
A52264	2518	11	or	or	CC
A52264	2518	12	at	at	IN
A52264	2518	13	least	least	JJS
A52264	2518	14	,	,	,
A52264	2518	15	this	this	DT
A52264	2518	16	Dial	Dial	NNP
A52264	2518	17	thus	thus	RB
A52264	2518	18	drawn	draw	VBN
A52264	2518	19	may	may	MD
A52264	2518	20	be	be	VB
A52264	2518	21	made	make	VBN
A52264	2518	22	to	to	TO
A52264	2518	23	serve	serve	VB
A52264	2518	24	four	four	CD
A52264	2518	25	sorts	sort	NNS
A52264	2518	26	of	of	IN
A52264	2518	27	planes	plane	NNS
A52264	2518	28	,	,	,
A52264	2518	29	for	for	IN
A52264	2518	30	first	first	RB
A52264	2518	31	,	,	,
A52264	2518	32	it	-PRON-	PRP
A52264	2518	33	serves	serve	VBZ
A52264	2518	34	for	for	IN
A52264	2518	35	a	a	DT
A52264	2518	36	South	South	NNP
A52264	2518	37	declining	decline	VBG
A52264	2518	38	East	East	NNP
A52264	2518	39	30	30	CD
A52264	2518	40	deg	deg	NN
A52264	2518	41	.	.	.
A52264	2519	1	reclining	recline	VBG
A52264	2519	2	20	20	CD
A52264	2519	3	deg	deg	NN
A52264	2519	4	.	.	.
A52264	2520	1	and	and	CC
A52264	2520	2	if	if	IN
A52264	2520	3	you	-PRON-	PRP
A52264	2520	4	prick	prick	VBP
A52264	2520	5	the	the	DT
A52264	2520	6	houre	houre	NN
A52264	2520	7	lines	line	NNS
A52264	2520	8	through	through	IN
A52264	2520	9	the	the	DT
A52264	2520	10	paper	paper	NN
A52264	2520	11	,	,	,
A52264	2520	12	and	and	CC
A52264	2520	13	draw	draw	VB
A52264	2520	14	them	-PRON-	PRP
A52264	2520	15	on	on	IN
A52264	2520	16	the	the	DT
A52264	2520	17	other	other	JJ
A52264	2520	18	side	side	NN
A52264	2520	19	stile	stile	NN
A52264	2520	20	and	and	CC
A52264	2520	21	all	all	DT
A52264	2520	22	,	,	,
A52264	2520	23	this	this	DT
A52264	2520	24	Diall	Diall	NNP
A52264	2520	25	will	will	MD
A52264	2520	26	then	then	RB
A52264	2520	27	be	be	VB
A52264	2520	28	fitted	fit	VBN
A52264	2520	29	for	for	IN
A52264	2520	30	a	a	DT
A52264	2520	31	South	south	JJ
A52264	2520	32	plane	plane	NN
A52264	2520	33	declining	decline	VBG
A52264	2520	34	West	West	NNP
A52264	2520	35	30	30	CD
A52264	2520	36	deg	deg	NN
A52264	2520	37	.	.	.
A52264	2521	1	reclining	recline	VBG
A52264	2521	2	20	20	CD
A52264	2521	3	deg	deg	NN
A52264	2521	4	.	.	.
A52264	2522	1	only	only	RB
A52264	2522	2	remember	remember	VB
A52264	2522	3	to	to	TO
A52264	2522	4	change	change	VB
A52264	2522	5	the	the	DT
A52264	2522	6	houres	houre	NNS
A52264	2522	7	,	,	,
A52264	2522	8	that	that	DT
A52264	2522	9	is	be	VBZ
A52264	2522	10	to	to	TO
A52264	2522	11	say	say	VB
A52264	2522	12	,	,	,
A52264	2522	13	instead	instead	RB
A52264	2522	14	of	of	IN
A52264	2522	15	writing	write	VBG
A52264	2522	16	5	5	CD
A52264	2522	17	,	,	,
A52264	2522	18	6	6	CD
A52264	2522	19	,	,	,
A52264	2522	20	7	7	CD
A52264	2522	21	,	,	,
A52264	2522	22	8	8	CD
A52264	2522	23	,	,	,
A52264	2522	24	9	9	CD
A52264	2522	25	,	,	,
A52264	2522	26	10	10	CD
A52264	2522	27	,	,	,
A52264	2522	28	11	11	CD
A52264	2522	29	,	,	,
A52264	2522	30	12	12	CD
A52264	2522	31	,	,	,
A52264	2522	32	1	1	CD
A52264	2522	33	,	,	,
A52264	2522	34	2	2	CD
A52264	2522	35	,	,	,
A52264	2522	36	3	3	CD
A52264	2522	37	,	,	,
A52264	2522	38	4	4	CD
A52264	2522	39	,	,	,
A52264	2522	40	from	from	IN
A52264	2522	41	A	a	DT
A52264	2522	42	,	,	,
A52264	2522	43	the	the	DT
A52264	2522	44	west	west	JJ
A52264	2522	45	side	side	NN
A52264	2522	46	of	of	IN
A52264	2522	47	the	the	DT
A52264	2522	48	East	East	NNP
A52264	2522	49	declining	decline	VBG
A52264	2522	50	plane	plane	NN
A52264	2522	51	,	,	,
A52264	2522	52	you	-PRON-	PRP
A52264	2522	53	must	must	MD
A52264	2522	54	write	write	VB
A52264	2522	55	,	,	,
A52264	2522	56	8	8	CD
A52264	2522	57	,	,	,
A52264	2522	58	9	9	CD
A52264	2522	59	,	,	,
A52264	2522	60	10	10	CD
A52264	2522	61	,	,	,
A52264	2522	62	11	11	CD
A52264	2522	63	,	,	,
A52264	2522	64	12	12	CD
A52264	2522	65	,	,	,
A52264	2522	66	1	1	CD
A52264	2522	67	,	,	,
A52264	2522	68	2	2	CD
A52264	2522	69	,	,	,
A52264	2522	70	3	3	CD
A52264	2522	71	,	,	,
A52264	2522	72	4	4	CD
A52264	2522	73	,	,	,
A52264	2522	74	5	5	CD
A52264	2522	75	,	,	,
A52264	2522	76	6	6	CD
A52264	2522	77	,	,	,
A52264	2522	78	7	7	CD
A52264	2522	79	.	.	.
A52264	2523	1	Again	again	RB
A52264	2523	2	,	,	,
A52264	2523	3	if	if	IN
A52264	2523	4	you	-PRON-	PRP
A52264	2523	5	turn	turn	VBP
A52264	2523	6	the	the	DT
A52264	2523	7	Zenith	Zenith	NNP
A52264	2523	8	of	of	IN
A52264	2523	9	your	-PRON-	PRP$
A52264	2523	10	Dial	Dial	NNP
A52264	2523	11	downwards	downwards	RB
A52264	2523	12	,	,	,
A52264	2523	13	the	the	DT
A52264	2523	14	South	South	NNP
A52264	2523	15	declining	decline	VBG
A52264	2523	16	East	East	NNP
A52264	2523	17	reclining	reclining	NN
A52264	2523	18	shall	shall	NN
A52264	2523	19	in	in	IN
A52264	2523	20	all	all	DT
A52264	2523	21	respects	respect	NNS
A52264	2523	22	serve	serve	VB
A52264	2523	23	for	for	IN
A52264	2523	24	a	a	DT
A52264	2523	25	North	North	NNP
A52264	2523	26	declining	decline	VBG
A52264	2523	27	west	west	NN
A52264	2523	28	inclining	incline	VBG
A52264	2523	29	as	as	RB
A52264	2523	30	much	much	JJ
A52264	2523	31	;	;	:
A52264	2523	32	and	and	CC
A52264	2523	33	the	the	DT
A52264	2523	34	South	South	NNP
A52264	2523	35	declining	decline	VBG
A52264	2523	36	West	West	NNP
A52264	2523	37	reclining	reclining	NN
A52264	2523	38	,	,	,
A52264	2523	39	will	will	MD
A52264	2523	40	likewise	likewise	RB
A52264	2523	41	serve	serve	VB
A52264	2523	42	for	for	IN
A52264	2523	43	a	a	DT
A52264	2523	44	North	North	NNP
A52264	2523	45	declining	decline	VBG
A52264	2523	46	East	East	NNP
A52264	2523	47	inclining	inclining	NN
A52264	2523	48	;	;	:
A52264	2523	49	and	and	CC
A52264	2523	50	therefore	therefore	RB
A52264	2523	51	there	there	EX
A52264	2523	52	needs	need	VBZ
A52264	2523	53	no	no	DT
A52264	2523	54	further	further	JJ
A52264	2523	55	direction	direction	NN
A52264	2523	56	either	either	CC
A52264	2523	57	to	to	TO
A52264	2523	58	make	make	VB
A52264	2523	59	the	the	DT
A52264	2523	60	one	one	NN
A52264	2523	61	,	,	,
A52264	2523	62	or	or	CC
A52264	2523	63	calculate	calculate	VB
A52264	2523	64	the	the	DT
A52264	2523	65	other	other	JJ
A52264	2523	66	.	.	.
A52264	2524	1	CHAP	CHAP	NNP
A52264	2524	2	.	.	.
A52264	2525	1	III	iii	CD
A52264	2525	2	.	.	.
A52264	2526	1	Of	of	IN
A52264	2526	2	the	the	DT
A52264	2526	3	Art	Art	NNP
A52264	2526	4	of	of	IN
A52264	2526	5	NAVIGATION	NAVIGATION	NNP
A52264	2526	6	.	.	.
A52264	2527	1	Probl	probl	VB
A52264	2527	2	.	.	.
A52264	2528	1	1	1	LS
A52264	2528	2	.	.	.
A52264	2529	1	Of	of	IN
A52264	2529	2	the	the	DT
A52264	2529	3	32	32	CD
A52264	2529	4	windes	winde	NNS
A52264	2529	5	,	,	,
A52264	2529	6	or	or	CC
A52264	2529	7	Seamans	Seamans	NNPS
A52264	2529	8	Compass	Compass	NNP
A52264	2529	9	.	.	.
A52264	2530	1	THe	the	DT
A52264	2530	2	course	course	NN
A52264	2530	3	of	of	IN
A52264	2530	4	a	a	DT
A52264	2530	5	ship	ship	NN
A52264	2530	6	upon	upon	IN
A52264	2530	7	the	the	DT
A52264	2530	8	Sea	Sea	NNP
A52264	2530	9	dependeth	dependeth	NN
A52264	2530	10	upon	upon	IN
A52264	2530	11	the	the	DT
A52264	2530	12	windes	winde	NNS
A52264	2530	13	:	:	:
A52264	2530	14	The	the	DT
A52264	2530	15	designation	designation	NN
A52264	2530	16	of	of	IN
A52264	2530	17	these	these	DT
A52264	2530	18	depends	depend	VBZ
A52264	2530	19	upon	upon	IN
A52264	2530	20	the	the	DT
A52264	2530	21	certain	certain	JJ
A52264	2530	22	knowledge	knowledge	NN
A52264	2530	23	of	of	IN
A52264	2530	24	one	one	CD
A52264	2530	25	principal	principal	NN
A52264	2530	26	;	;	:
A52264	2530	27	which	which	WDT
A52264	2530	28	considering	consider	VBG
A52264	2530	29	the	the	DT
A52264	2530	30	situation	situation	NN
A52264	2530	31	and	and	CC
A52264	2530	32	condition	condition	NN
A52264	2530	33	of	of	IN
A52264	2530	34	the	the	DT
A52264	2530	35	whole	whole	JJ
A52264	2530	36	Sphere	Sphere	NNP
A52264	2530	37	,	,	,
A52264	2530	38	ought	ought	MD
A52264	2530	39	in	in	IN
A52264	2530	40	nature	nature	NN
A52264	2530	41	to	to	TO
A52264	2530	42	be	be	VB
A52264	2530	43	North	North	NNP
A52264	2530	44	or	or	CC
A52264	2530	45	South	South	NNP
A52264	2530	46	,	,	,
A52264	2530	47	the	the	DT
A52264	2530	48	North	North	NNP
A52264	2530	49	to	to	IN
A52264	2530	50	us	-PRON-	PRP
A52264	2530	51	upon	upon	IN
A52264	2530	52	this	this	DT
A52264	2530	53	side	side	NN
A52264	2530	54	of	of	IN
A52264	2530	55	the	the	DT
A52264	2530	56	Line	Line	NNP
A52264	2530	57	,	,	,
A52264	2530	58	the	the	DT
A52264	2530	59	South	South	NNP
A52264	2530	60	to	to	IN
A52264	2530	61	those	those	DT
A52264	2530	62	in	in	IN
A52264	2530	63	the	the	DT
A52264	2530	64	other	other	JJ
A52264	2530	65	hemisphere	hemisphere	NN
A52264	2530	66	;	;	:
A52264	2530	67	for	for	IN
A52264	2530	68	in	in	IN
A52264	2530	69	making	make	VBG
A52264	2530	70	this	this	DT
A52264	2530	71	observation	observation	NN
A52264	2530	72	men	man	NNS
A52264	2530	73	were	be	VBD
A52264	2530	74	to	to	TO
A52264	2530	75	intend	intend	VB
A52264	2530	76	themselves	-PRON-	PRP
A52264	2530	77	towards	towards	IN
A52264	2530	78	one	one	CD
A52264	2530	79	fixed	fix	VBN
A52264	2530	80	part	part	NN
A52264	2530	81	of	of	IN
A52264	2530	82	the	the	DT
A52264	2530	83	heavens	heavens	NNPS
A52264	2530	84	or	or	CC
A52264	2530	85	other	other	JJ
A52264	2530	86	,	,	,
A52264	2530	87	and	and	CC
A52264	2530	88	therefore	therefore	RB
A52264	2530	89	to	to	IN
A52264	2530	90	the	the	DT
A52264	2530	91	one	one	CD
A52264	2530	92	of	of	IN
A52264	2530	93	these	these	DT
A52264	2530	94	.	.	.
A52264	2531	1	In	in	IN
A52264	2531	2	the	the	DT
A52264	2531	3	South	South	NNP
A52264	2531	4	part	part	NN
A52264	2531	5	there	there	EX
A52264	2531	6	is	be	VBZ
A52264	2531	7	not	not	RB
A52264	2531	8	found	find	VBN
A52264	2531	9	any	any	DT
A52264	2531	10	star	star	NN
A52264	2531	11	so	so	RB
A52264	2531	12	notable	notable	JJ
A52264	2531	13	,	,	,
A52264	2531	14	and	and	CC
A52264	2531	15	of	of	IN
A52264	2531	16	so	so	RB
A52264	2531	17	neer	neer	JJ
A52264	2531	18	distance	distance	NN
A52264	2531	19	from	from	IN
A52264	2531	20	the	the	DT
A52264	2531	21	Pole	Pole	NNP
A52264	2531	22	,	,	,
A52264	2531	23	as	as	IN
A52264	2531	24	to	to	TO
A52264	2531	25	make	make	VB
A52264	2531	26	any	any	DT
A52264	2531	27	precise	precise	JJ
A52264	2531	28	or	or	CC
A52264	2531	29	firm	firm	JJ
A52264	2531	30	direction	direction	NN
A52264	2531	31	of	of	IN
A52264	2531	32	that	that	DT
A52264	2531	33	winde	winde	NN
A52264	2531	34	,	,	,
A52264	2531	35	but	but	CC
A52264	2531	36	in	in	IN
A52264	2531	37	the	the	DT
A52264	2531	38	North	North	NNP
A52264	2531	39	we	-PRON-	PRP
A52264	2531	40	have	have	VBP
A52264	2531	41	that	that	DT
A52264	2531	42	of	of	IN
A52264	2531	43	the	the	DT
A52264	2531	44	second	second	JJ
A52264	2531	45	magnitude	magnitude	NN
A52264	2531	46	in	in	IN
A52264	2531	47	the	the	DT
A52264	2531	48	tale	tale	NN
A52264	2531	49	of	of	IN
A52264	2531	50	the	the	DT
A52264	2531	51	lesser	less	JJR
A52264	2531	52	Bear	Bear	NNP
A52264	2531	53	,	,	,
A52264	2531	54	making	make	VBG
A52264	2531	55	so	so	RB
A52264	2531	56	small	small	JJ
A52264	2531	57	and	and	CC
A52264	2531	58	incensible	incensible	JJ
A52264	2531	59	a	a	DT
A52264	2531	60	circle	circle	NN
A52264	2531	61	about	about	IN
A52264	2531	62	the	the	DT
A52264	2531	63	Pole	Pole	NNP
A52264	2531	64	,	,	,
A52264	2531	65	that	that	IN
A52264	2531	66	it	-PRON-	PRP
A52264	2531	67	commeth	commeth	VBZ
A52264	2531	68	all	all	DT
A52264	2531	69	to	to	IN
A52264	2531	70	one	one	CD
A52264	2531	71	,	,	,
A52264	2531	72	as	as	IN
A52264	2531	73	if	if	IN
A52264	2531	74	it	-PRON-	PRP
A52264	2531	75	were	be	VBD
A52264	2531	76	the	the	DT
A52264	2531	77	Pole	Pole	NNP
A52264	2531	78	it	-PRON-	PRP
A52264	2531	79	self	self	NN
A52264	2531	80	.	.	.
A52264	2532	1	This	this	DT
A52264	2532	2	pointed	point	VBD
A52264	2532	3	out	out	RP
A52264	2532	4	the	the	DT
A52264	2532	5	North	North	NNP
A52264	2532	6	winde	winde	NN
A52264	2532	7	to	to	IN
A52264	2532	8	the	the	DT
A52264	2532	9	Mariners	Mariners	NNPS
A52264	2532	10	of	of	IN
A52264	2532	11	old	old	JJ
A52264	2532	12	especially	especially	RB
A52264	2532	13	,	,	,
A52264	2532	14	and	and	CC
A52264	2532	15	was	be	VBD
A52264	2532	16	therefore	therefore	RB
A52264	2532	17	called	call	VBN
A52264	2532	18	by	by	IN
A52264	2532	19	some	some	DT
A52264	2532	20	the	the	DT
A52264	2532	21	Lead	lead	NN
A52264	2532	22	or	or	CC
A52264	2532	23	Lead	lead	NN
A52264	2532	24	star	star	NN
A52264	2532	25	;	;	:
A52264	2532	26	but	but	CC
A52264	2532	27	this	this	DT
A52264	2532	28	could	could	MD
A52264	2532	29	be	be	VB
A52264	2532	30	only	only	RB
A52264	2532	31	in	in	IN
A52264	2532	32	the	the	DT
A52264	2532	33	night	night	NN
A52264	2532	34	,	,	,
A52264	2532	35	and	and	CC
A52264	2532	36	not	not	RB
A52264	2532	37	alwayes	alwayes	NNP
A52264	2532	38	then	then	RB
A52264	2532	39	.	.	.
A52264	2533	1	It	-PRON-	PRP
A52264	2533	2	is	be	VBZ
A52264	2533	3	now	now	RB
A52264	2533	4	more	more	RBR
A52264	2533	5	constantly	constantly	RB
A52264	2533	6	and	and	CC
A52264	2533	7	surely	surely	RB
A52264	2533	8	shewed	shew	VBN
A52264	2533	9	by	by	IN
A52264	2533	10	the	the	DT
A52264	2533	11	Needle	Needle	NNP
A52264	2533	12	touched	touch	VBD
A52264	2533	13	with	with	IN
A52264	2533	14	the	the	DT
A52264	2533	15	Magnet	Magnet	NNP
A52264	2533	16	,	,	,
A52264	2533	17	which	which	WDT
A52264	2533	18	is	be	VBZ
A52264	2533	19	therefore	therefore	RB
A52264	2533	20	called	call	VBN
A52264	2533	21	the	the	DT
A52264	2533	22	Load	Load	NNP
A52264	2533	23	or	or	CC
A52264	2533	24	Lead	lead	NN
A52264	2533	25	-	-	HYPH
A52264	2533	26	stone	stone	NN
A52264	2533	27	,	,	,
A52264	2533	28	for	for	IN
A52264	2533	29	the	the	DT
A52264	2533	30	same	same	JJ
A52264	2533	31	reason	reason	NN
A52264	2533	32	of	of	IN
A52264	2533	33	the	the	DT
A52264	2533	34	leading	lead	VBG
A52264	2533	35	and	and	CC
A52264	2533	36	directing	direct	VBG
A52264	2533	37	their	-PRON-	PRP$
A52264	2533	38	courses	course	NNS
A52264	2533	39	to	to	IN
A52264	2533	40	the	the	DT
A52264	2533	41	North	North	NNP
A52264	2533	42	and	and	CC
A52264	2533	43	South	South	NNP
A52264	2533	44	position	position	NN
A52264	2533	45	of	of	IN
A52264	2533	46	the	the	DT
A52264	2533	47	earth	earth	NN
A52264	2533	48	,	,	,
A52264	2533	49	not	not	RB
A52264	2533	50	in	in	IN
A52264	2533	51	all	all	DT
A52264	2533	52	parts	part	NNS
A52264	2533	53	directly	directly	RB
A52264	2533	54	,	,	,
A52264	2533	55	because	because	IN
A52264	2533	56	in	in	IN
A52264	2533	57	following	follow	VBG
A52264	2533	58	the	the	DT
A52264	2533	59	constitution	constitution	NN
A52264	2533	60	of	of	IN
A52264	2533	61	the	the	DT
A52264	2533	62	great	great	JJ
A52264	2533	63	Magnet	magnet	NN
A52264	2533	64	of	of	IN
A52264	2533	65	the	the	DT
A52264	2533	66	whole	whole	JJ
A52264	2533	67	earth	earth	NN
A52264	2533	68	,	,	,
A52264	2533	69	it	-PRON-	PRP
A52264	2533	70	must	must	MD
A52264	2533	71	needs	needs	VB
A52264	2533	72	be	be	VB
A52264	2533	73	here	here	RB
A52264	2533	74	and	and	CC
A52264	2533	75	there	there	EX
A52264	2533	76	led	lead	VBD
A52264	2533	77	aside	aside	RB
A52264	2533	78	towards	towards	IN
A52264	2533	79	the	the	DT
A52264	2533	80	East	East	NNP
A52264	2533	81	or	or	CC
A52264	2533	82	West	West	NNP
A52264	2533	83	by	by	IN
A52264	2533	84	the	the	DT
A52264	2533	85	unequal	unequal	JJ
A52264	2533	86	temper	temper	NN
A52264	2533	87	of	of	IN
A52264	2533	88	the	the	DT
A52264	2533	89	Globe	Globe	NNP
A52264	2533	90	;	;	:
A52264	2533	91	consisting	consist	VBG
A52264	2533	92	more	more	JJR
A52264	2533	93	of	of	IN
A52264	2533	94	water	water	NN
A52264	2533	95	then	then	RB
A52264	2533	96	of	of	IN
A52264	2533	97	earth	earth	NN
A52264	2533	98	in	in	IN
A52264	2533	99	some	some	DT
A52264	2533	100	places	place	NNS
A52264	2533	101	,	,	,
A52264	2533	102	and	and	CC
A52264	2533	103	of	of	IN
A52264	2533	104	earth	earth	NN
A52264	2533	105	more	more	RBR
A52264	2533	106	or	or	CC
A52264	2533	107	lesse	lesse	NNP
A52264	2533	108	Magnetical	Magnetical	NNP
A52264	2533	109	in	in	IN
A52264	2533	110	others	other	NNS
A52264	2533	111	.	.	.
A52264	2534	1	This	this	DT
A52264	2534	2	deviation	deviation	NN
A52264	2534	3	of	of	IN
A52264	2534	4	the	the	DT
A52264	2534	5	Needle	Needle	NNP
A52264	2534	6	,	,	,
A52264	2534	7	the	the	DT
A52264	2534	8	Mariners	Mariners	NNPS
A52264	2534	9	call	call	VBP
A52264	2534	10	North	North	NNP
A52264	2534	11	-	-	HYPH
A52264	2534	12	easting	easting	NN
A52264	2534	13	,	,	,
A52264	2534	14	&	&	CC
A52264	2534	15	North	North	NNP
A52264	2534	16	-	-	HYPH
A52264	2534	17	westing	westing	NNP
A52264	2534	18	,	,	,
A52264	2534	19	as	as	IN
A52264	2534	20	it	-PRON-	PRP
A52264	2534	21	falleth	falleth	VBZ
A52264	2534	22	out	out	RP
A52264	2534	23	to	to	TO
A52264	2534	24	be	be	VB
A52264	2534	25	,	,	,
A52264	2534	26	otherwise	otherwise	RB
A52264	2534	27	,	,	,
A52264	2534	28	and	and	CC
A52264	2534	29	more	more	RBR
A52264	2534	30	artificially	artificially	RB
A52264	2534	31	,	,	,
A52264	2534	32	the	the	DT
A52264	2534	33	Variation	Variation	NNP
A52264	2534	34	of	of	IN
A52264	2534	35	the	the	DT
A52264	2534	36	Compass	Compass	NNP
A52264	2534	37	,	,	,
A52264	2534	38	which	which	WDT
A52264	2534	39	though	though	IN
A52264	2534	40	it	-PRON-	PRP
A52264	2534	41	pretend	pretend	VBP
A52264	2534	42	uncertainty	uncertainty	NN
A52264	2534	43	,	,	,
A52264	2534	44	yet	yet	CC
A52264	2534	45	proveth	proveth	JJ
A52264	2534	46	to	to	TO
A52264	2534	47	be	be	VB
A52264	2534	48	one	one	CD
A52264	2534	49	of	of	IN
A52264	2534	50	the	the	DT
A52264	2534	51	greatest	great	JJS
A52264	2534	52	helps	help	VBZ
A52264	2534	53	the	the	DT
A52264	2534	54	Seaman	Seaman	NNP
A52264	2534	55	hath	hath	NN
A52264	2534	56	.	.	.
A52264	2535	1	And	and	CC
A52264	2535	2	the	the	DT
A52264	2535	3	North	North	NNP
A52264	2535	4	and	and	CC
A52264	2535	5	South	South	NNP
A52264	2535	6	windes	winde	NNS
A52264	2535	7	being	be	VBG
A52264	2535	8	thus	thus	RB
A52264	2535	9	assured	assure	VBN
A52264	2535	10	by	by	IN
A52264	2535	11	the	the	DT
A52264	2535	12	motion	motion	NN
A52264	2535	13	either	either	CC
A52264	2535	14	of	of	IN
A52264	2535	15	direction	direction	NN
A52264	2535	16	or	or	CC
A52264	2535	17	variation	variation	NN
A52264	2535	18	of	of	IN
A52264	2535	19	the	the	DT
A52264	2535	20	needle	needle	NN
A52264	2535	21	,	,	,
A52264	2535	22	the	the	DT
A52264	2535	23	Mariner	Mariner	NNP
A52264	2535	24	supposeth	supposeth	VBZ
A52264	2535	25	his	-PRON-	PRP$
A52264	2535	26	ship	ship	NN
A52264	2535	27	to	to	TO
A52264	2535	28	be	be	VB
A52264	2535	29	(	(	-LRB-
A52264	2535	30	as	as	IN
A52264	2535	31	it	-PRON-	PRP
A52264	2535	32	alwayes	alwayes	NNP
A52264	2535	33	is	be	VBZ
A52264	2535	34	)	)	-RRB-
A52264	2535	35	upon	upon	IN
A52264	2535	36	some	some	DT
A52264	2535	37	Horizon	Horizon	NNP
A52264	2535	38	or	or	CC
A52264	2535	39	other	other	JJ
A52264	2535	40	,	,	,
A52264	2535	41	the	the	DT
A52264	2535	42	center	center	NN
A52264	2535	43	whereof	whereof	NNP
A52264	2535	44	is	be	VBZ
A52264	2535	45	the	the	DT
A52264	2535	46	place	place	NN
A52264	2535	47	of	of	IN
A52264	2535	48	the	the	DT
A52264	2535	49	ship	ship	NN
A52264	2535	50	.	.	.
A52264	2536	1	The	the	DT
A52264	2536	2	line	line	NN
A52264	2536	3	of	of	IN
A52264	2536	4	North	North	NNP
A52264	2536	5	and	and	CC
A52264	2536	6	South	South	NNP
A52264	2536	7	found	find	VBD
A52264	2536	8	ou	ou	NNP
A52264	2536	9	●	●	NFP
A52264	2536	10	by	by	IN
A52264	2536	11	the	the	DT
A52264	2536	12	Needle	Needle	NNP
A52264	2536	13	,	,	,
A52264	2536	14	a	a	DT
A52264	2536	15	line	line	NN
A52264	2536	16	crossing	cross	VBG
A52264	2536	17	this	this	DT
A52264	2536	18	at	at	IN
A52264	2536	19	right	right	JJ
A52264	2536	20	angles	angle	NNS
A52264	2536	21	,	,	,
A52264	2536	22	sheweth	sheweth	VB
A52264	2536	23	the	the	DT
A52264	2536	24	East	East	NNP
A52264	2536	25	and	and	CC
A52264	2536	26	West	West	NNP
A52264	2536	27	,	,	,
A52264	2536	28	and	and	CC
A52264	2536	29	so	so	RB
A52264	2536	30	they	-PRON-	PRP
A52264	2536	31	have	have	VBP
A52264	2536	32	the	the	DT
A52264	2536	33	four	four	CD
A52264	2536	34	Cardinall	Cardinall	NNP
A52264	2536	35	windes	winde	NNS
A52264	2536	36	,	,	,
A52264	2536	37	crosse	crosse	NN
A52264	2536	38	again	again	RB
A52264	2536	39	each	each	DT
A52264	2536	40	of	of	IN
A52264	2536	41	these	these	DT
A52264	2536	42	lines	line	NNS
A52264	2536	43	,	,	,
A52264	2536	44	and	and	CC
A52264	2536	45	they	-PRON-	PRP
A52264	2536	46	have	have	VBP
A52264	2536	47	the	the	DT
A52264	2536	48	eight	eight	CD
A52264	2536	49	whole	whole	JJ
A52264	2536	50	windes	winde	NNS
A52264	2536	51	,	,	,
A52264	2536	52	as	as	IN
A52264	2536	53	they	-PRON-	PRP
A52264	2536	54	call	call	VBP
A52264	2536	55	them	-PRON-	PRP
A52264	2536	56	.	.	.
A52264	2537	1	Another	another	DT
A52264	2537	2	division	division	NN
A52264	2537	3	of	of	IN
A52264	2537	4	these	these	DT
A52264	2537	5	maketh	maketh	NN
A52264	2537	6	eight	eight	CD
A52264	2537	7	more	more	JJR
A52264	2537	8	which	which	WDT
A52264	2537	9	they	-PRON-	PRP
A52264	2537	10	call	call	VBP
A52264	2537	11	halfe	halfe	NN
A52264	2537	12	windes	winde	NNS
A52264	2537	13	,	,	,
A52264	2537	14	a	a	DT
A52264	2537	15	third	third	JJ
A52264	2537	16	makeeth	makeeth	NNP
A52264	2537	17	16	16	CD
A52264	2537	18	,	,	,
A52264	2537	19	which	which	WDT
A52264	2537	20	they	-PRON-	PRP
A52264	2537	21	call	call	VBP
A52264	2537	22	the	the	DT
A52264	2537	23	quarter	quarter	NN
A52264	2537	24	windes	winde	NNS
A52264	2537	25	,	,	,
A52264	2537	26	so	so	RB
A52264	2537	27	they	-PRON-	PRP
A52264	2537	28	are	be	VBP
A52264	2537	29	32	32	CD
A52264	2537	30	in	in	IN
A52264	2537	31	all	all	DT
A52264	2537	32	.	.	.
A52264	2538	1	Every	every	DT
A52264	2538	2	one	one	CD
A52264	2538	3	of	of	IN
A52264	2538	4	these	these	DT
A52264	2538	5	Windes	winde	NNS
A52264	2538	6	is	be	VBZ
A52264	2538	7	otherwise	otherwise	RB
A52264	2538	8	termed	term	VBN
A52264	2538	9	a	a	DT
A52264	2538	10	several	several	JJ
A52264	2538	11	point	point	NN
A52264	2538	12	of	of	IN
A52264	2538	13	the	the	DT
A52264	2538	14	Compasse	Compasse	NNP
A52264	2538	15	,	,	,
A52264	2538	16	and	and	CC
A52264	2538	17	the	the	DT
A52264	2538	18	whole	whole	JJ
A52264	2538	19	line	line	NN
A52264	2538	20	consisting	consist	VBG
A52264	2538	21	of	of	IN
A52264	2538	22	two	two	CD
A52264	2538	23	windes	winde	NNS
A52264	2538	24	,	,	,
A52264	2538	25	as	as	IN
A52264	2538	26	the	the	DT
A52264	2538	27	line	line	NN
A52264	2538	28	of	of	IN
A52264	2538	29	North	North	NNP
A52264	2538	30	and	and	CC
A52264	2538	31	South	South	NNP
A52264	2538	32	,	,	,
A52264	2538	33	or	or	CC
A52264	2538	34	that	that	DT
A52264	2538	35	of	of	IN
A52264	2538	36	East	East	NNP
A52264	2538	37	and	and	CC
A52264	2538	38	West	West	NNP
A52264	2538	39	is	be	VBZ
A52264	2538	40	called	call	VBN
A52264	2538	41	a	a	DT
A52264	2538	42	Rumb	Rumb	NNP
A52264	2538	43	.	.	.
A52264	2539	1	The	the	DT
A52264	2539	2	Windes	Windes	NNPS
A52264	2539	3	and	and	CC
A52264	2539	4	Rumbs	Rumbs	NNPS
A52264	2539	5	thus	thus	RB
A52264	2539	6	assigned	assign	VBN
A52264	2539	7	by	by	IN
A52264	2539	8	an	an	DT
A52264	2539	9	equal	equal	JJ
A52264	2539	10	division	division	NN
A52264	2539	11	of	of	IN
A52264	2539	12	a	a	DT
A52264	2539	13	great	great	JJ
A52264	2539	14	Circle	Circle	NNP
A52264	2539	15	into	into	IN
A52264	2539	16	32	32	CD
A52264	2539	17	parts	part	NNS
A52264	2539	18	,	,	,
A52264	2539	19	the	the	DT
A52264	2539	20	angle	angle	NN
A52264	2539	21	which	which	WDT
A52264	2539	22	each	each	DT
A52264	2539	23	Rumb	Rumb	NNP
A52264	2539	24	maketh	maketh	NN
A52264	2539	25	with	with	IN
A52264	2539	26	the	the	DT
A52264	2539	27	Meridian	Meridian	NNP
A52264	2539	28	is	be	VBZ
A52264	2539	29	easily	easily	RB
A52264	2539	30	known	know	VBN
A52264	2539	31	,	,	,
A52264	2539	32	for	for	CC
A52264	2539	33	if	if	IN
A52264	2539	34	you	-PRON-	PRP
A52264	2539	35	divide	divide	VBP
A52264	2539	36	a	a	DT
A52264	2539	37	quadrant	quadrant	NN
A52264	2539	38	or	or	CC
A52264	2539	39	90	90	CD
A52264	2539	40	degrees	degree	NNS
A52264	2539	41	in	in	IN
A52264	2539	42	eight	eight	CD
A52264	2539	43	parts	part	NNS
A52264	2539	44	:	:	:
A52264	2539	45	you	-PRON-	PRP
A52264	2539	46	have	have	VBP
A52264	2539	47	the	the	DT
A52264	2539	48	angles	angle	NNS
A52264	2539	49	which	which	WDT
A52264	2539	50	the	the	DT
A52264	2539	51	eight	eight	CD
A52264	2539	52	windes	winde	NNS
A52264	2539	53	reckoned	reckon	VBN
A52264	2539	54	from	from	IN
A52264	2539	55	North	North	NNP
A52264	2539	56	to	to	IN
A52264	2539	57	East	East	NNP
A52264	2539	58	or	or	CC
A52264	2539	59	West	West	NNP
A52264	2539	60	do	do	VBP
A52264	2539	61	make	make	VB
A52264	2539	62	with	with	IN
A52264	2539	63	the	the	DT
A52264	2539	64	meridian	meridian	NN
A52264	2539	65	;	;	:
A52264	2539	66	and	and	CC
A52264	2539	67	those	those	DT
A52264	2539	68	reckoned	reckon	VBN
A52264	2539	69	from	from	IN
A52264	2539	70	South	South	NNP
A52264	2539	71	to	to	IN
A52264	2539	72	the	the	DT
A52264	2539	73	East	East	NNP
A52264	2539	74	or	or	CC
A52264	2539	75	West	West	NNP
A52264	2539	76	are	be	VBP
A52264	2539	77	the	the	DT
A52264	2539	78	same	same	JJ
A52264	2539	79	,	,	,
A52264	2539	80	and	and	CC
A52264	2539	81	for	for	IN
A52264	2539	82	your	-PRON-	PRP$
A52264	2539	83	better	well	JJR
A52264	2539	84	direction	direction	NN
A52264	2539	85	are	be	VBP
A52264	2539	86	here	here	RB
A52264	2539	87	exhibited	exhibit	VBN
A52264	2539	88	in	in	IN
A52264	2539	89	the	the	DT
A52264	2539	90	Table	table	NN
A52264	2539	91	following	following	NN
A52264	2539	92	.	.	.
A52264	2540	1	A	a	DT
A52264	2540	2	Table	table	NN
A52264	2540	3	for	for	IN
A52264	2540	4	the	the	DT
A52264	2540	5	angles	angle	NNS
A52264	2540	6	which	which	WDT
A52264	2540	7	every	every	DT
A52264	2540	8	Rumb	Rumb	NNP
A52264	2540	9	●	●	NFP
A52264	2540	10	maketh	maketh	NN
A52264	2540	11	with	with	IN
A52264	2540	12	the	the	DT
A52264	2540	13	Meridian	Meridian	NNP
A52264	2540	14	.	.	.
A52264	2541	1	North	North	NNP
A52264	2541	2	South	South	NNP
A52264	2541	3	D.	D.	NNP
A52264	2541	4	part	part	NN
A52264	2541	5	South	South	NNP
A52264	2541	6	North	North	NNP
A52264	2541	7	    	    	_SP
A52264	2541	8	02.8125	02.8125	CD
A52264	2541	9	        	        	_SP
A52264	2541	10	05.6250	05.6250	CD
A52264	2541	11	        	        	_SP
A52264	2541	12	08.4375	08.4375	CD
A52264	2541	13	    	    	_SP
A52264	2541	14	N	n	NN
A52264	2541	15	by	by	IN
A52264	2541	16	E	e	NN
A52264	2541	17	S	s	NN
A52264	2541	18	by	by	IN
A52264	2541	19	E	e	NN
A52264	2541	20	11.2500	11.2500	CD
A52264	2541	21	S	s	NN
A52264	2541	22	by	by	IN
A52264	2541	23	W	w	NN
A52264	2541	24	N	N	NNP
A52264	2541	25	by	by	IN
A52264	2541	26	W	w	NN
A52264	2541	27	    	    	_SP
A52264	2541	28	14.0625	14.0625	CD
A52264	2541	29	        	        	_SP
A52264	2541	30	16.8750	16.8750	CD
A52264	2541	31	        	        	_SP
A52264	2541	32	19.6875	19.6875	CD
A52264	2541	33	    	    	_SP
A52264	2541	34	NNE	NNE	NNP
A52264	2541	35	SSE	SSE	NNP
A52264	2541	36	22.5000	22.5000	CD
A52264	2541	37	SSW	ssw	NN
A52264	2541	38	NNW	NNW	NNP
A52264	2541	39	    	    	_SP
A52264	2541	40	25.3125	25.3125	CD
A52264	2541	41	        	        	_SP
A52264	2541	42	28.1250	28.1250	CD
A52264	2541	43	        	        	_SP
A52264	2541	44	30.9375	30.9375	CD
A52264	2541	45	    	    	_SP
A52264	2541	46	NE	NE	NNP
A52264	2541	47	by	by	IN
A52264	2541	48	N	N	NNP
A52264	2541	49	SE	SE	NNP
A52264	2541	50	by	by	IN
A52264	2541	51	S	S	NNP
A52264	2541	52	33.7500	33.7500	CD
A52264	2541	53	SW	SW	NNP
A52264	2541	54	by	by	IN
A52264	2541	55	S	S	NNP
A52264	2541	56	NW	NW	NNP
A52264	2541	57	b	b	NNP
A52264	2541	58	N	N	NNP
A52264	2541	59	    	    	_SP
A52264	2541	60	36.5625	36.5625	CD
A52264	2541	61	        	        	_SP
A52264	2541	62	39.3750	39.3750	CD
A52264	2541	63	        	        	_SP
A52264	2541	64	42.1875	42.1875	CD
A52264	2541	65	    	    	_SP
A52264	2541	66	NE	NE	NNP
A52264	2541	67	SE	SE	NNP
A52264	2541	68	45.0000	45.0000	CD
A52264	2541	69	SW	SW	NNP
A52264	2541	70	NW	NW	NNP
A52264	2541	71	    	    	_SP
A52264	2541	72	47.8125	47.8125	CD
A52264	2541	73	        	        	_SP
A52264	2541	74	50.6250	50.6250	CD
A52264	2541	75	        	        	_SP
A52264	2541	76	53.4375	53.4375	CD
A52264	2541	77	    	    	_SP
A52264	2541	78	NE	NE	NNP
A52264	2541	79	by	by	IN
A52264	2541	80	E	E	NNP
A52264	2541	81	SE	SE	NNP
A52264	2541	82	by	by	IN
A52264	2541	83	S	S	NNP
A52264	2541	84	56.2500	56.2500	CD
A52264	2541	85	SW	SW	NNP
A52264	2541	86	b	b	NNP
A52264	2541	87	W	W	NNP
A52264	2541	88	NW	NW	NNP
A52264	2541	89	b	b	NNP
A52264	2541	90	W	w	NN
A52264	2541	91	    	    	_SP
A52264	2541	92	59.0625	59.0625	CD
A52264	2541	93	        	        	_SP
A52264	2541	94	61.8650	61.8650	CD
A52264	2541	95	        	        	_SP
A52264	2541	96	64.6875	64.6875	CD
A52264	2541	97	    	    	_SP
A52264	2541	98	ENE	ene	NN
A52264	2541	99	ESE	ESE	NNP
A52264	2541	100	67.5000	67.5000	CD
A52264	2541	101	WSW	WSW	NNP
A52264	2541	102	WNW	WNW	NNP
A52264	2541	103	    	    	_SP
A52264	2541	104	70.3125	70.3125	CD
A52264	2541	105	        	        	_SP
A52264	2541	106	73.1250	73.1250	CD
A52264	2541	107	        	        	_SP
A52264	2541	108	75.9375	75.9375	CD
A52264	2541	109	    	    	_SP
A52264	2541	110	E	e	NN
A52264	2541	111	by	by	IN
A52264	2541	112	N	n	NN
A52264	2541	113	E	e	NN
A52264	2541	114	by	by	IN
A52264	2541	115	S	s	NN
A52264	2541	116	78.7500	78.7500	CD
A52264	2541	117	W	w	NN
A52264	2541	118	by	by	IN
A52264	2541	119	S	S	NNP
A52264	2541	120	W	w	NN
A52264	2541	121	by	by	IN
A52264	2541	122	N	n	NN
A52264	2541	123	    	    	_SP
A52264	2541	124	81.5625	81.5625	CD
A52264	2541	125	        	        	_SP
A52264	2541	126	84.3750	84.3750	CD
A52264	2541	127	        	        	_SP
A52264	2541	128	87.1875	87.1875	CD
A52264	2541	129	    	    	_SP
A52264	2541	130	East	East	NNP
A52264	2541	131	East	East	NNP
A52264	2541	132	90.0000	90.0000	CD
A52264	2541	133	West	West	NNP
A52264	2541	134	West	West	NNP
A52264	2541	135	Probl	Probl	NNP
A52264	2541	136	.	.	.
A52264	2542	1	2	2	LS
A52264	2542	2	.	.	.
A52264	2543	1	Of	of	IN
A52264	2543	2	the	the	DT
A52264	2543	3	description	description	NN
A52264	2543	4	and	and	CC
A52264	2543	5	making	making	NN
A52264	2543	6	of	of	IN
A52264	2543	7	the	the	DT
A52264	2543	8	Sea	Sea	NNP
A52264	2543	9	-	-	HYPH
A52264	2543	10	chart	chart	NNP
A52264	2543	11	.	.	.
A52264	2544	1	THe	the	DT
A52264	2544	2	Sea	Sea	NNP
A52264	2544	3	-	-	HYPH
A52264	2544	4	mans	mans	NNPS
A52264	2544	5	Chart	Chart	NNP
A52264	2544	6	is	be	VBZ
A52264	2544	7	a	a	DT
A52264	2544	8	Parallelogram	Parallelogram	NNP
A52264	2544	9	,	,	,
A52264	2544	10	divided	divide	VBN
A52264	2544	11	into	into	IN
A52264	2544	12	little	little	JJ
A52264	2544	13	rectangled	rectangle	VBN
A52264	2544	14	figures	figure	NNS
A52264	2544	15	,	,	,
A52264	2544	16	and	and	CC
A52264	2544	17	in	in	IN
A52264	2544	18	the	the	DT
A52264	2544	19	plain	plain	JJ
A52264	2544	20	Chart	Chart	NNP
A52264	2544	21	are	be	VBP
A52264	2544	22	equal	equal	JJ
A52264	2544	23	Squares	square	NNS
A52264	2544	24	,	,	,
A52264	2544	25	representing	represent	VBG
A52264	2544	26	the	the	DT
A52264	2544	27	Longitudes	Longitudes	NNPS
A52264	2544	28	and	and	CC
A52264	2544	29	Latitudes	Latitudes	NNPS
A52264	2544	30	of	of	IN
A52264	2544	31	such	such	JJ
A52264	2544	32	places	place	NNS
A52264	2544	33	,	,	,
A52264	2544	34	as	as	IN
A52264	2544	35	may	may	MD
A52264	2544	36	be	be	VB
A52264	2544	37	set	set	VBN
A52264	2544	38	in	in	IN
A52264	2544	39	the	the	DT
A52264	2544	40	Chart	Chart	NNP
A52264	2544	41	,	,	,
A52264	2544	42	but	but	CC
A52264	2544	43	the	the	DT
A52264	2544	44	body	body	NN
A52264	2544	45	of	of	IN
A52264	2544	46	the	the	DT
A52264	2544	47	earth	earth	NN
A52264	2544	48	being	be	VBG
A52264	2544	49	of	of	IN
A52264	2544	50	a	a	DT
A52264	2544	51	Globular	Globular	NNP
A52264	2544	52	form	form	NN
A52264	2544	53	,	,	,
A52264	2544	54	the	the	DT
A52264	2544	55	degrees	degree	NNS
A52264	2544	56	of	of	IN
A52264	2544	57	Longitude	longitude	NN
A52264	2544	58	reckoned	reckon	VBD
A52264	2544	59	in	in	IN
A52264	2544	60	the	the	DT
A52264	2544	61	Equator	Equator	NNP
A52264	2544	62	from	from	IN
A52264	2544	63	the	the	DT
A52264	2544	64	Meridian	Meridian	NNP
A52264	2544	65	,	,	,
A52264	2544	66	are	be	VBP
A52264	2544	67	in	in	IN
A52264	2544	68	no	no	DT
A52264	2544	69	place	place	NN
A52264	2544	70	equal	equal	JJ
A52264	2544	71	to	to	IN
A52264	2544	72	those	those	DT
A52264	2544	73	of	of	IN
A52264	2544	74	the	the	DT
A52264	2544	75	Latitude	Latitude	NNP
A52264	2544	76	reckoned	reckon	VBD
A52264	2544	77	in	in	IN
A52264	2544	78	the	the	DT
A52264	2544	79	Meridian	Meridian	NNP
A52264	2544	80	from	from	IN
A52264	2544	81	the	the	DT
A52264	2544	82	Equator	equator	NN
A52264	2544	83	,	,	,
A52264	2544	84	save	save	VB
A52264	2544	85	onely	onely	RB
A52264	2544	86	in	in	IN
A52264	2544	87	the	the	DT
A52264	2544	88	Equinoctial	Equinoctial	NNP
A52264	2544	89	;	;	:
A52264	2544	90	for	for	IN
A52264	2544	91	the	the	DT
A52264	2544	92	degrees	degree	NNS
A52264	2544	93	of	of	IN
A52264	2544	94	latitude	latitude	NN
A52264	2544	95	are	be	VBP
A52264	2544	96	all	all	RB
A52264	2544	97	equall	equall	JJ
A52264	2544	98	throughout	throughout	IN
A52264	2544	99	the	the	DT
A52264	2544	100	whole	whole	JJ
A52264	2544	101	Globe	Globe	NNP
A52264	2544	102	,	,	,
A52264	2544	103	and	and	CC
A52264	2544	104	as	as	RB
A52264	2544	105	large	large	JJ
A52264	2544	106	as	as	IN
A52264	2544	107	those	those	DT
A52264	2544	108	of	of	IN
A52264	2544	109	the	the	DT
A52264	2544	110	Equinoctial	equinoctial	JJ
A52264	2544	111	;	;	:
A52264	2544	112	but	but	CC
A52264	2544	113	the	the	DT
A52264	2544	114	degrees	degree	NNS
A52264	2544	115	of	of	IN
A52264	2544	116	Longitude	longitude	NN
A52264	2544	117	at	at	IN
A52264	2544	118	every	every	DT
A52264	2544	119	parallel	parallel	NN
A52264	2544	120	of	of	IN
A52264	2544	121	Latitude	Latitude	NNP
A52264	2544	122	lessen	lessen	VBD
A52264	2544	123	themselves	-PRON-	PRP
A52264	2544	124	in	in	IN
A52264	2544	125	such	such	JJ
A52264	2544	126	proportion	proportion	NN
A52264	2544	127	as	as	IN
A52264	2544	128	that	that	DT
A52264	2544	129	parallel	parallel	NN
A52264	2544	130	is	be	VBZ
A52264	2544	131	lesse	lesse	NNP
A52264	2544	132	then	then	RB
A52264	2544	133	the	the	DT
A52264	2544	134	Equinoctial	Equinoctial	NNP
A52264	2544	135	:	:	:
A52264	2544	136	This	this	DT
A52264	2544	137	dis	dis	NN
A52264	2544	138	-	-	HYPH
A52264	2544	139	proportion	proportion	NN
A52264	2544	140	of	of	IN
A52264	2544	141	longitude	longitude	NN
A52264	2544	142	and	and	CC
A52264	2544	143	latitude	latitude	NN
A52264	2544	144	caused	cause	VBN
A52264	2544	145	for	for	IN
A52264	2544	146	a	a	DT
A52264	2544	147	long	long	JJ
A52264	2544	148	time	time	NN
A52264	2544	149	much	much	JJ
A52264	2544	150	errour	errour	NN
A52264	2544	151	in	in	IN
A52264	2544	152	the	the	DT
A52264	2544	153	practise	practise	NN
A52264	2544	154	of	of	IN
A52264	2544	155	Navigation	Navigation	NNP
A52264	2544	156	,	,	,
A52264	2544	157	till	till	IN
A52264	2544	158	at	at	IN
A52264	2544	159	last	last	JJ
A52264	2544	160	it	-PRON-	PRP
A52264	2544	161	was	be	VBD
A52264	2544	162	in	in	IN
A52264	2544	163	part	part	NN
A52264	2544	164	reconciled	reconcile	VBN
A52264	2544	165	by	by	IN
A52264	2544	166	Mercator	Mercator	NNP
A52264	2544	167	,	,	,
A52264	2544	168	that	that	DT
A52264	2544	169	famous	famous	JJ
A52264	2544	170	Geographer	Geographer	NNP
A52264	2544	171	:	:	:
A52264	2544	172	and	and	CC
A52264	2544	173	afterwards	afterwards	RB
A52264	2544	174	exactly	exactly	RB
A52264	2544	175	rectified	rectify	VBN
A52264	2544	176	by	by	IN
A52264	2544	177	our	-PRON-	PRP$
A52264	2544	178	worthy	worthy	JJ
A52264	2544	179	Countreyman	Countreyman	NNP
A52264	2544	180	Master	Master	NNP
A52264	2544	181	Edward	Edward	NNP
A52264	2544	182	Wright	Wright	NNP
A52264	2544	183	,	,	,
A52264	2544	184	in	in	IN
A52264	2544	185	his	-PRON-	PRP$
A52264	2544	186	Book	Book	NNP
A52264	2544	187	entituled	entitule	VBD
A52264	2544	188	,	,	,
A52264	2544	189	The	the	DT
A52264	2544	190	Correction	Correction	NNP
A52264	2544	191	of	of	IN
A52264	2544	192	Errours	Errours	NNP
A52264	2544	193	in	in	IN
A52264	2544	194	Navigation	Navigation	NNP
A52264	2544	195	:	:	:
A52264	2544	196	In	in	IN
A52264	2544	197	which	which	WDT
A52264	2544	198	he	-PRON-	PRP
A52264	2544	199	hath	hath	VBP
A52264	2544	200	demonstrated	demonstrate	VBD
A52264	2544	201	by	by	IN
A52264	2544	202	what	what	WDT
A52264	2544	203	proportion	proportion	NN
A52264	2544	204	the	the	DT
A52264	2544	205	degrees	degree	NNS
A52264	2544	206	of	of	IN
A52264	2544	207	Longitude	Longitude	NNP
A52264	2544	208	must	must	MD
A52264	2544	209	either	either	CC
A52264	2544	210	increase	increase	VB
A52264	2544	211	or	or	CC
A52264	2544	212	decrease	decrease	VB
A52264	2544	213	in	in	IN
A52264	2544	214	any	any	DT
A52264	2544	215	Latitude	Latitude	NNP
A52264	2544	216	,	,	,
A52264	2544	217	his	-PRON-	PRP$
A52264	2544	218	words	word	NNS
A52264	2544	219	are	be	VBP
A52264	2544	220	as	as	IN
A52264	2544	221	followeth	followeth	JJ
A52264	2544	222	.	.	.
A52264	2545	1	Suppose	suppose	VB
A52264	2545	2	,	,	,
A52264	2545	3	saith	saith	JJ
A52264	2545	4	he	-PRON-	PRP
A52264	2545	5	,	,	,
A52264	2545	6	a	a	DT
A52264	2545	7	spherical	spherical	JJ
A52264	2545	8	Superficies	superficie	NNS
A52264	2545	9	,	,	,
A52264	2545	10	with	with	IN
A52264	2545	11	Meridians	Meridians	NNPS
A52264	2545	12	,	,	,
A52264	2545	13	Parallels	Parallels	NNPS
A52264	2545	14	,	,	,
A52264	2545	15	Rumbes	Rumbes	NNPS
A52264	2545	16	,	,	,
A52264	2545	17	and	and	CC
A52264	2545	18	the	the	DT
A52264	2545	19	whole	whole	JJ
A52264	2545	20	Hydrographial	hydrographial	JJ
A52264	2545	21	description	description	NN
A52264	2545	22	drawn	draw	VBN
A52264	2545	23	thereupon	thereupon	RB
A52264	2545	24	,	,	,
A52264	2545	25	to	to	TO
A52264	2545	26	be	be	VB
A52264	2545	27	inscribed	inscribe	VBN
A52264	2545	28	into	into	IN
A52264	2545	29	a	a	DT
A52264	2545	30	concave	concave	NNP
A52264	2545	31	Cylinder	Cylinder	NNP
A52264	2545	32	,	,	,
A52264	2545	33	their	-PRON-	PRP$
A52264	2545	34	axes	axis	NNS
A52264	2545	35	agreeing	agree	VBG
A52264	2545	36	in	in	IN
A52264	2545	37	one	one	CD
A52264	2545	38	.	.	.
A52264	2546	1	Let	let	VB
A52264	2546	2	this	this	DT
A52264	2546	3	Spherical	spherical	JJ
A52264	2546	4	superficiees	superficiee	NNS
A52264	2546	5	swell	swell	NN
A52264	2546	6	like	like	IN
A52264	2546	7	a	a	DT
A52264	2546	8	bladder	bladder	NN
A52264	2546	9	(	(	-LRB-
A52264	2546	10	whiles	while	VBZ
A52264	2546	11	it	-PRON-	PRP
A52264	2546	12	is	be	VBZ
A52264	2546	13	in	in	IN
A52264	2546	14	blowing	blow	VBG
A52264	2546	15	)	)	-RRB-
A52264	2546	16	equally	equally	RB
A52264	2546	17	alwayes	alwaye	NNS
A52264	2546	18	in	in	IN
A52264	2546	19	every	every	DT
A52264	2546	20	part	part	NN
A52264	2546	21	thereof	thereof	RB
A52264	2546	22	(	(	-LRB-
A52264	2546	23	that	that	DT
A52264	2546	24	is	be	VBZ
A52264	2546	25	as	as	RB
A52264	2546	26	much	much	JJ
A52264	2546	27	in	in	IN
A52264	2546	28	Longitude	Longitude	NNP
A52264	2546	29	as	as	IN
A52264	2546	30	in	in	IN
A52264	2546	31	Latitude	Latitude	NNP
A52264	2546	32	,	,	,
A52264	2546	33	til	til	IN
A52264	2546	34	it	-PRON-	PRP
A52264	2546	35	apply	apply	VBP
A52264	2546	36	and	and	CC
A52264	2546	37	joyn	joyn	VBP
A52264	2546	38	it	-PRON-	PRP
A52264	2546	39	self	self	NN
A52264	2546	40	(	(	-LRB-
A52264	2546	41	round	round	JJ
A52264	2546	42	about	about	RB
A52264	2546	43	and	and	CC
A52264	2546	44	all	all	RB
A52264	2546	45	along	along	RB
A52264	2546	46	also	also	RB
A52264	2546	47	towards	towards	IN
A52264	2546	48	either	either	DT
A52264	2546	49	pole	pole	NN
A52264	2546	50	)	)	-RRB-
A52264	2546	51	unto	unto	IN
A52264	2546	52	the	the	DT
A52264	2546	53	concave	concave	NNP
A52264	2546	54	superficies	superficie	NNS
A52264	2546	55	of	of	IN
A52264	2546	56	the	the	DT
A52264	2546	57	Cylinder	Cylinder	NNP
A52264	2546	58	:	:	:
A52264	2546	59	each	each	DT
A52264	2546	60	parallel	parallel	NN
A52264	2546	61	upon	upon	IN
A52264	2546	62	this	this	DT
A52264	2546	63	spherical	spherical	JJ
A52264	2546	64	superficies	superficie	NNS
A52264	2546	65	increasing	increase	VBG
A52264	2546	66	successively	successively	RB
A52264	2546	67	from	from	IN
A52264	2546	68	the	the	DT
A52264	2546	69	Equinoctial	Equinoctial	NNP
A52264	2546	70	towards	towards	IN
A52264	2546	71	either	either	DT
A52264	2546	72	pole	pole	NN
A52264	2546	73	,	,	,
A52264	2546	74	until	until	IN
A52264	2546	75	it	-PRON-	PRP
A52264	2546	76	come	come	VBP
A52264	2546	77	to	to	TO
A52264	2546	78	be	be	VB
A52264	2546	79	of	of	IN
A52264	2546	80	equal	equal	JJ
A52264	2546	81	diameter	diameter	NN
A52264	2546	82	with	with	IN
A52264	2546	83	the	the	DT
A52264	2546	84	Cylinder	Cylinder	NNP
A52264	2546	85	,	,	,
A52264	2546	86	and	and	CC
A52264	2546	87	consequently	consequently	RB
A52264	2546	88	the	the	DT
A52264	2546	89	Meridians	Meridians	NNPS
A52264	2546	90	,	,	,
A52264	2546	91	stil	stil	JJ
A52264	2546	92	inclining	incline	VBG
A52264	2546	93	themselves	-PRON-	PRP
A52264	2546	94	,	,	,
A52264	2546	95	till	till	IN
A52264	2546	96	they	-PRON-	PRP
A52264	2546	97	come	come	VBP
A52264	2546	98	to	to	TO
A52264	2546	99	be	be	VB
A52264	2546	100	so	so	RB
A52264	2546	101	far	far	RB
A52264	2546	102	distant	distant	JJ
A52264	2546	103	every	every	DT
A52264	2546	104	where	where	WRB
A52264	2546	105	each	each	DT
A52264	2546	106	from	from	IN
A52264	2546	107	other	other	JJ
A52264	2546	108	,	,	,
A52264	2546	109	as	as	IN
A52264	2546	110	they	-PRON-	PRP
A52264	2546	111	are	be	VBP
A52264	2546	112	at	at	IN
A52264	2546	113	the	the	DT
A52264	2546	114	Equinoctial	Equinoctial	NNP
A52264	2546	115	.	.	.
A52264	2547	1	Thus	thus	RB
A52264	2547	2	it	-PRON-	PRP
A52264	2547	3	may	may	MD
A52264	2547	4	most	most	RBS
A52264	2547	5	easily	easily	RB
A52264	2547	6	be	be	VB
A52264	2547	7	understood	understand	VBN
A52264	2547	8	,	,	,
A52264	2547	9	how	how	WRB
A52264	2547	10	a	a	DT
A52264	2547	11	spherical	spherical	JJ
A52264	2547	12	superficies	superficie	NNS
A52264	2547	13	may	may	MD
A52264	2547	14	by	by	IN
A52264	2547	15	extension	extension	NN
A52264	2547	16	be	be	VB
A52264	2547	17	made	make	VBN
A52264	2547	18	a	a	DT
A52264	2547	19	Cylindrical	Cylindrical	NNP
A52264	2547	20	,	,	,
A52264	2547	21	and	and	CC
A52264	2547	22	consequently	consequently	RB
A52264	2547	23	a	a	DT
A52264	2547	24	plain	plain	JJ
A52264	2547	25	parallelogram	parallelogram	NN
A52264	2547	26	superficies	superficie	NNS
A52264	2547	27	;	;	:
A52264	2547	28	because	because	IN
A52264	2547	29	the	the	DT
A52264	2547	30	superficies	superficie	NNS
A52264	2547	31	of	of	IN
A52264	2547	32	a	a	DT
A52264	2547	33	cylinder	cylinder	NN
A52264	2547	34	is	be	VBZ
A52264	2547	35	nothing	nothing	NN
A52264	2547	36	else	else	RB
A52264	2547	37	but	but	CC
A52264	2547	38	a	a	DT
A52264	2547	39	plain	plain	JJ
A52264	2547	40	parallelogram	parallelogram	NN
A52264	2547	41	wound	wound	NN
A52264	2547	42	about	about	RB
A52264	2547	43	two	two	CD
A52264	2547	44	equal	equal	JJ
A52264	2547	45	equidistant	equidistant	NN
A52264	2547	46	circles	circle	NNS
A52264	2547	47	,	,	,
A52264	2547	48	that	that	WDT
A52264	2547	49	have	have	VBP
A52264	2547	50	one	one	CD
A52264	2547	51	common	common	JJ
A52264	2547	52	axletree	axletree	NN
A52264	2547	53	perpendicular	perpendicular	JJ
A52264	2547	54	upon	upon	IN
A52264	2547	55	the	the	DT
A52264	2547	56	centers	center	NNS
A52264	2547	57	of	of	IN
A52264	2547	58	them	-PRON-	PRP
A52264	2547	59	both	both	DT
A52264	2547	60	,	,	,
A52264	2547	61	and	and	CC
A52264	2547	62	the	the	DT
A52264	2547	63	peripheries	periphery	NNS
A52264	2547	64	of	of	IN
A52264	2547	65	each	each	DT
A52264	2547	66	of	of	IN
A52264	2547	67	them	-PRON-	PRP
A52264	2547	68	equall	equall	VBP
A52264	2547	69	to	to	IN
A52264	2547	70	the	the	DT
A52264	2547	71	length	length	NN
A52264	2547	72	of	of	IN
A52264	2547	73	the	the	DT
A52264	2547	74	parallelogram	parallelogram	NN
A52264	2547	75	,	,	,
A52264	2547	76	as	as	IN
A52264	2547	77	the	the	DT
A52264	2547	78	distance	distance	NN
A52264	2547	79	betwixt	betwixt	VBP
A52264	2547	80	those	those	DT
A52264	2547	81	circles	circle	NNS
A52264	2547	82	,	,	,
A52264	2547	83	or	or	CC
A52264	2547	84	height	height	NN
A52264	2547	85	of	of	IN
A52264	2547	86	the	the	DT
A52264	2547	87	cylinder	cylinder	NN
A52264	2547	88	is	be	VBZ
A52264	2547	89	equall	equall	JJ
A52264	2547	90	to	to	IN
A52264	2547	91	the	the	DT
A52264	2547	92	breadth	breadth	NN
A52264	2547	93	thereof	thereof	RB
A52264	2547	94	.	.	.
A52264	2548	1	So	so	RB
A52264	2548	2	as	as	IN
A52264	2548	3	the	the	DT
A52264	2548	4	Nautical	nautical	JJ
A52264	2548	5	planisphere	planisphere	NN
A52264	2548	6	may	may	MD
A52264	2548	7	be	be	VB
A52264	2548	8	defined	define	VBN
A52264	2548	9	to	to	TO
A52264	2548	10	be	be	VB
A52264	2548	11	nothing	nothing	NN
A52264	2548	12	else	else	RB
A52264	2548	13	but	but	CC
A52264	2548	14	a	a	DT
A52264	2548	15	parallelogram	parallelogram	NN
A52264	2548	16	made	make	VBN
A52264	2548	17	of	of	IN
A52264	2548	18	the	the	DT
A52264	2548	19	Spherical	spherical	JJ
A52264	2548	20	superficies	superficie	NNS
A52264	2548	21	of	of	IN
A52264	2548	22	an	an	DT
A52264	2548	23	Hydrographical	Hydrographical	NNP
A52264	2548	24	Globe	Globe	NNP
A52264	2548	25	inscribed	inscribe	VBN
A52264	2548	26	into	into	IN
A52264	2548	27	a	a	DT
A52264	2548	28	concave	concave	NNP
A52264	2548	29	cylinder	cylinder	NN
A52264	2548	30	,	,	,
A52264	2548	31	both	both	CC
A52264	2548	32	their	-PRON-	PRP$
A52264	2548	33	axes	axis	NNS
A52264	2548	34	concurring	concur	VBG
A52264	2548	35	in	in	IN
A52264	2548	36	one	one	CD
A52264	2548	37	,	,	,
A52264	2548	38	and	and	CC
A52264	2548	39	the	the	DT
A52264	2548	40	sphericall	sphericall	NN
A52264	2548	41	superficies	superficie	NNS
A52264	2548	42	swelling	swell	VBG
A52264	2548	43	in	in	IN
A52264	2548	44	every	every	DT
A52264	2548	45	part	part	NN
A52264	2548	46	equally	equally	RB
A52264	2548	47	in	in	IN
A52264	2548	48	longitude	longitude	NN
A52264	2548	49	and	and	CC
A52264	2548	50	latitude	latitude	NN
A52264	2548	51	,	,	,
A52264	2548	52	till	till	IN
A52264	2548	53	every	every	DT
A52264	2548	54	one	one	CD
A52264	2548	55	of	of	IN
A52264	2548	56	the	the	DT
A52264	2548	57	parallels	parallel	NNS
A52264	2548	58	thereupon	thereupon	RB
A52264	2548	59	be	be	VB
A52264	2548	60	inscribed	inscribe	VBN
A52264	2548	61	into	into	IN
A52264	2548	62	the	the	DT
A52264	2548	63	cylinder	cylinder	NN
A52264	2548	64	(	(	-LRB-
A52264	2548	65	each	each	DT
A52264	2548	66	parallel	parallel	RB
A52264	2548	67	growing	grow	VBG
A52264	2548	68	as	as	RB
A52264	2548	69	great	great	JJ
A52264	2548	70	as	as	IN
A52264	2548	71	the	the	DT
A52264	2548	72	Equinoctial	Equinoctial	NNP
A52264	2548	73	,	,	,
A52264	2548	74	or	or	CC
A52264	2548	75	till	till	IN
A52264	2548	76	the	the	DT
A52264	2548	77	whole	whole	JJ
A52264	2548	78	spherical	spherical	JJ
A52264	2548	79	superficies	superficie	NNS
A52264	2548	80	touch	touch	VBP
A52264	2548	81	and	and	CC
A52264	2548	82	apply	apply	VB
A52264	2548	83	it	-PRON-	PRP
A52264	2548	84	self	self	NN
A52264	2548	85	every	every	DT
A52264	2548	86	where	where	WRB
A52264	2548	87	to	to	IN
A52264	2548	88	the	the	DT
A52264	2548	89	concavity	concavity	NN
A52264	2548	90	of	of	IN
A52264	2548	91	the	the	DT
A52264	2548	92	cylinder	cylinder	NN
A52264	2548	93	.	.	.
A52264	2549	1	In	in	IN
A52264	2549	2	this	this	DT
A52264	2549	3	Nautical	nautical	JJ
A52264	2549	4	planisphere	planisphere	NN
A52264	2549	5	thus	thus	RB
A52264	2549	6	conceived	conceive	VBD
A52264	2549	7	to	to	TO
A52264	2549	8	be	be	VB
A52264	2549	9	made	make	VBN
A52264	2549	10	,	,	,
A52264	2549	11	all	all	DT
A52264	2549	12	places	place	NNS
A52264	2549	13	must	must	MD
A52264	2549	14	needs	needs	VB
A52264	2549	15	be	be	VB
A52264	2549	16	situate	situate	JJ
A52264	2549	17	in	in	IN
A52264	2549	18	the	the	DT
A52264	2549	19	same	same	JJ
A52264	2549	20	longitudes	longitude	NNS
A52264	2549	21	,	,	,
A52264	2549	22	latitudes	latitude	NNS
A52264	2549	23	,	,	,
A52264	2549	24	and	and	CC
A52264	2549	25	directions	direction	NNS
A52264	2549	26	or	or	CC
A52264	2549	27	courses	course	NNS
A52264	2549	28	,	,	,
A52264	2549	29	and	and	CC
A52264	2549	30	upon	upon	IN
A52264	2549	31	the	the	DT
A52264	2549	32	same	same	JJ
A52264	2549	33	meridians	meridian	NNS
A52264	2549	34	,	,	,
A52264	2549	35	parallels	parallel	NNS
A52264	2549	36	and	and	CC
A52264	2549	37	rumbes	rumbe	NNS
A52264	2549	38	,	,	,
A52264	2549	39	that	that	IN
A52264	2549	40	they	-PRON-	PRP
A52264	2549	41	were	be	VBD
A52264	2549	42	in	in	IN
A52264	2549	43	the	the	DT
A52264	2549	44	Globe	Globe	NNP
A52264	2549	45	,	,	,
A52264	2549	46	because	because	IN
A52264	2549	47	that	that	DT
A52264	2549	48	at	at	IN
A52264	2549	49	every	every	DT
A52264	2549	50	point	point	NN
A52264	2549	51	between	between	IN
A52264	2549	52	the	the	DT
A52264	2549	53	Equinoctial	Equinoctial	NNP
A52264	2549	54	and	and	CC
A52264	2549	55	the	the	DT
A52264	2549	56	Pole	Pole	NNP
A52264	2549	57	we	-PRON-	PRP
A52264	2549	58	understand	understand	VBP
A52264	2549	59	the	the	DT
A52264	2549	60	spherical	spherical	JJ
A52264	2549	61	superficies	superficie	NNS
A52264	2549	62	,	,	,
A52264	2549	63	whereof	whereof	NNP
A52264	2549	64	this	this	DT
A52264	2549	65	planisphere	planisphere	NN
A52264	2549	66	is	be	VBZ
A52264	2549	67	conceived	conceive	VBN
A52264	2549	68	to	to	TO
A52264	2549	69	be	be	VB
A52264	2549	70	made	make	VBN
A52264	2549	71	,	,	,
A52264	2549	72	to	to	TO
A52264	2549	73	swell	swell	VB
A52264	2549	74	equally	equally	RB
A52264	2549	75	as	as	RB
A52264	2549	76	much	much	RB
A52264	2549	77	in	in	IN
A52264	2549	78	longitude	longitude	NN
A52264	2549	79	as	as	IN
A52264	2549	80	in	in	IN
A52264	2549	81	latitude	latitude	NN
A52264	2549	82	(	(	-LRB-
A52264	2549	83	till	till	IN
A52264	2549	84	it	-PRON-	PRP
A52264	2549	85	joyn	joyn	NNP
A52264	2549	86	it	-PRON-	PRP
A52264	2549	87	self	self	NN
A52264	2549	88	unto	unto	IN
A52264	2549	89	the	the	DT
A52264	2549	90	concavity	concavity	NN
A52264	2549	91	of	of	IN
A52264	2549	92	the	the	DT
A52264	2549	93	cylinder	cylinder	NN
A52264	2549	94	;	;	:
A52264	2549	95	so	so	CC
A52264	2549	96	as	as	IN
A52264	2549	97	hereby	hereby	RB
A52264	2549	98	no	no	DT
A52264	2549	99	part	part	NN
A52264	2549	100	thereof	thereof	RB
A52264	2549	101	is	be	VBZ
A52264	2549	102	any	any	DT
A52264	2549	103	way	way	NN
A52264	2549	104	distorted	distort	VBN
A52264	2549	105	or	or	CC
A52264	2549	106	displaced	displace	VBN
A52264	2549	107	out	out	IN
A52264	2549	108	of	of	IN
A52264	2549	109	his	-PRON-	PRP$
A52264	2549	110	true	true	JJ
A52264	2549	111	and	and	CC
A52264	2549	112	natural	natural	JJ
A52264	2549	113	situation	situation	NN
A52264	2549	114	upon	upon	IN
A52264	2549	115	his	-PRON-	PRP$
A52264	2549	116	meridian	meridian	NN
A52264	2549	117	,	,	,
A52264	2549	118	parallel	parallel	JJ
A52264	2549	119	or	or	CC
A52264	2549	120	rumbe	rumbe	JJ
A52264	2549	121	,	,	,
A52264	2549	122	but	but	CC
A52264	2549	123	onely	onely	RB
A52264	2549	124	dilated	dilated	JJ
A52264	2549	125	and	and	CC
A52264	2549	126	enlarged	enlarge	VBD
A52264	2549	127	,	,	,
A52264	2549	128	the	the	DT
A52264	2549	129	meridians	meridian	NNS
A52264	2549	130	also	also	RB
A52264	2549	131	,	,	,
A52264	2549	132	parallels	parallel	NNS
A52264	2549	133	,	,	,
A52264	2549	134	and	and	CC
A52264	2549	135	rumbes	rumbe	NNS
A52264	2549	136	,	,	,
A52264	2549	137	dilating	dilate	VBG
A52264	2549	138	and	and	CC
A52264	2549	139	enlarging	enlarge	VBG
A52264	2549	140	themselves	-PRON-	PRP
A52264	2549	141	likewise	likewise	RB
A52264	2549	142	at	at	IN
A52264	2549	143	every	every	DT
A52264	2549	144	point	point	NN
A52264	2549	145	of	of	IN
A52264	2549	146	latitude	latitude	NN
A52264	2549	147	in	in	IN
A52264	2549	148	the	the	DT
A52264	2549	149	same	same	JJ
A52264	2549	150	proportion	proportion	NN
A52264	2549	151	.	.	.
A52264	2550	1	Now	now	RB
A52264	2550	2	then	then	RB
A52264	2550	3	let	let	VB
A52264	2550	4	us	-PRON-	PRP
A52264	2550	5	diligently	diligently	RB
A52264	2550	6	consider	consider	VB
A52264	2550	7	of	of	IN
A52264	2550	8	the	the	DT
A52264	2550	9	Geometrical	geometrical	JJ
A52264	2550	10	lineaments	lineament	NNS
A52264	2550	11	,	,	,
A52264	2550	12	that	that	RB
A52264	2550	13	is	is	RB
A52264	2550	14	,	,	,
A52264	2550	15	the	the	DT
A52264	2550	16	meridians	meridians	NNPS
A52264	2550	17	,	,	,
A52264	2550	18	rumbes	rumbe	NNS
A52264	2550	19	,	,	,
A52264	2550	20	and	and	CC
A52264	2550	21	parallels	parallel	NNS
A52264	2550	22	of	of	IN
A52264	2550	23	this	this	DT
A52264	2550	24	imaginary	imaginary	JJ
A52264	2550	25	Nautical	Nautical	NNP
A52264	2550	26	planisphere	planisphere	NN
A52264	2550	27	,	,	,
A52264	2550	28	that	that	IN
A52264	2550	29	we	-PRON-	PRP
A52264	2550	30	may	may	MD
A52264	2550	31	in	in	IN
A52264	2550	32	like	like	NNP
A52264	2550	33	manner	manner	NNP
A52264	2550	34	expresse	expresse	NNP
A52264	2550	35	the	the	DT
A52264	2550	36	same	same	JJ
A52264	2550	37	in	in	IN
A52264	2550	38	the	the	DT
A52264	2550	39	Mariners	Mariners	NNPS
A52264	2550	40	Chart	Chart	NNP
A52264	2550	41	:	:	:
A52264	2550	42	for	for	IN
A52264	2550	43	so	so	RB
A52264	2550	44	undoubtedly	undoubtedly	RB
A52264	2550	45	we	-PRON-	PRP
A52264	2550	46	shall	shall	MD
A52264	2550	47	have	have	VB
A52264	2550	48	therein	therein	RB
A52264	2550	49	a	a	DT
A52264	2550	50	true	true	JJ
A52264	2550	51	Hydrographical	hydrographical	JJ
A52264	2550	52	description	description	NN
A52264	2550	53	of	of	IN
A52264	2550	54	all	all	DT
A52264	2550	55	places	place	NNS
A52264	2550	56	in	in	IN
A52264	2550	57	their	-PRON-	PRP$
A52264	2550	58	longitudes	longitude	NNS
A52264	2550	59	,	,	,
A52264	2550	60	latitudes	latitude	NNS
A52264	2550	61	,	,	,
A52264	2550	62	and	and	CC
A52264	2550	63	directions	direction	NNS
A52264	2550	64	,	,	,
A52264	2550	65	or	or	CC
A52264	2550	66	respective	respective	JJ
A52264	2550	67	situations	situation	NNS
A52264	2550	68	each	each	DT
A52264	2550	69	from	from	IN
A52264	2550	70	other	other	JJ
A52264	2550	71	,	,	,
A52264	2550	72	according	accord	VBG
A52264	2550	73	to	to	IN
A52264	2550	74	the	the	DT
A52264	2550	75	points	point	NNS
A52264	2550	76	of	of	IN
A52264	2550	77	the	the	DT
A52264	2550	78	compasse	compasse	NN
A52264	2550	79	in	in	IN
A52264	2550	80	all	all	DT
A52264	2550	81	things	thing	NNS
A52264	2550	82	correspondent	correspondent	NN
A52264	2550	83	to	to	IN
A52264	2550	84	the	the	DT
A52264	2550	85	Globe	Globe	NNP
A52264	2550	86	,	,	,
A52264	2550	87	without	without	IN
A52264	2550	88	either	either	DT
A52264	2550	89	sensible	sensible	JJ
A52264	2550	90	or	or	CC
A52264	2550	91	explicable	explicable	JJ
A52264	2550	92	errour	errour	NN
A52264	2550	93	.	.	.
A52264	2551	1	First	first	RB
A52264	2551	2	,	,	,
A52264	2551	3	therefore	therefore	RB
A52264	2551	4	in	in	IN
A52264	2551	5	this	this	DT
A52264	2551	6	planisphere	planisphere	NN
A52264	2551	7	,	,	,
A52264	2551	8	because	because	IN
A52264	2551	9	the	the	DT
A52264	2551	10	parallels	parallel	NNS
A52264	2551	11	are	be	VBP
A52264	2551	12	every	every	DT
A52264	2551	13	where	where	WRB
A52264	2551	14	equal	equal	JJ
A52264	2551	15	each	each	DT
A52264	2551	16	to	to	IN
A52264	2551	17	other	other	JJ
A52264	2551	18	(	(	-LRB-
A52264	2551	19	for	for	IN
A52264	2551	20	every	every	DT
A52264	2551	21	one	one	CD
A52264	2551	22	of	of	IN
A52264	2551	23	them	-PRON-	PRP
A52264	2551	24	is	be	VBZ
A52264	2551	25	equal	equal	JJ
A52264	2551	26	to	to	IN
A52264	2551	27	the	the	DT
A52264	2551	28	Equinoctiall	Equinoctiall	NNP
A52264	2551	29	or	or	CC
A52264	2551	30	circumference	circumference	NN
A52264	2551	31	of	of	IN
A52264	2551	32	the	the	DT
A52264	2551	33	circumscribing	circumscribe	VBG
A52264	2551	34	cylinder	cylinder	NN
A52264	2551	35	)	)	-RRB-
A52264	2551	36	the	the	DT
A52264	2551	37	meridians	meridian	NNS
A52264	2551	38	also	also	RB
A52264	2551	39	must	must	MD
A52264	2551	40	needs	needs	VB
A52264	2551	41	be	be	VB
A52264	2551	42	parallel	parallel	JJ
A52264	2551	43	&	&	CC
A52264	2551	44	streight	streight	JJ
A52264	2551	45	lines	line	NNS
A52264	2551	46	;	;	:
A52264	2551	47	and	and	CC
A52264	2551	48	consequently	consequently	RB
A52264	2551	49	the	the	DT
A52264	2551	50	rumbes	rumbe	NNS
A52264	2551	51	,	,	,
A52264	2551	52	(	(	-LRB-
A52264	2551	53	making	make	VBG
A52264	2551	54	equall	equall	JJ
A52264	2551	55	angles	angle	NNS
A52264	2551	56	with	with	IN
A52264	2551	57	every	every	DT
A52264	2551	58	meridian	meridian	NN
A52264	2551	59	)	)	-RRB-
A52264	2551	60	must	must	MD
A52264	2551	61	likewise	likewise	RB
A52264	2551	62	be	be	VB
A52264	2551	63	streight	streight	JJ
A52264	2551	64	lines	line	NNS
A52264	2551	65	.	.	.
A52264	2552	1	Secondly	secondly	RB
A52264	2552	2	,	,	,
A52264	2552	3	because	because	IN
A52264	2552	4	the	the	DT
A52264	2552	5	spherical	spherical	JJ
A52264	2552	6	superficies	superficie	NNS
A52264	2552	7	whereof	whereof	IN
A52264	2552	8	this	this	DT
A52264	2552	9	planisphere	planisphere	NN
A52264	2552	10	is	be	VBZ
A52264	2552	11	conceived	conceive	VBN
A52264	2552	12	to	to	TO
A52264	2552	13	be	be	VB
A52264	2552	14	made	make	VBN
A52264	2552	15	,	,	,
A52264	2552	16	swelleth	swelleth	JJ
A52264	2552	17	in	in	IN
A52264	2552	18	every	every	DT
A52264	2552	19	part	part	NN
A52264	2552	20	thereof	thereof	RB
A52264	2552	21	equally	equally	RB
A52264	2552	22	,	,	,
A52264	2552	23	that	that	DT
A52264	2552	24	is	be	VBZ
A52264	2552	25	as	as	RB
A52264	2552	26	much	much	JJ
A52264	2552	27	in	in	IN
A52264	2552	28	Latitude	Latitude	NNP
A52264	2552	29	as	as	IN
A52264	2552	30	in	in	IN
A52264	2552	31	Longitude	longitude	NN
A52264	2552	32	,	,	,
A52264	2552	33	till	till	IN
A52264	2552	34	it	-PRON-	PRP
A52264	2552	35	apply	apply	VBP
A52264	2552	36	it	-PRON-	PRP
A52264	2552	37	self	self	NN
A52264	2552	38	round	round	RB
A52264	2552	39	about	about	IN
A52264	2552	40	to	to	IN
A52264	2552	41	the	the	DT
A52264	2552	42	concavity	concavity	NN
A52264	2552	43	of	of	IN
A52264	2552	44	the	the	DT
A52264	2552	45	cylinder	cylinder	NN
A52264	2552	46	:	:	:
A52264	2552	47	therefore	therefore	RB
A52264	2552	48	at	at	IN
A52264	2552	49	every	every	DT
A52264	2552	50	point	point	NN
A52264	2552	51	of	of	IN
A52264	2552	52	Latitude	Latitude	NNP
A52264	2552	53	in	in	IN
A52264	2552	54	this	this	DT
A52264	2552	55	planisphere	planisphere	NN
A52264	2552	56	,	,	,
A52264	2552	57	a	a	DT
A52264	2552	58	part	part	NN
A52264	2552	59	of	of	IN
A52264	2552	60	the	the	DT
A52264	2552	61	Meridian	Meridian	NNP
A52264	2552	62	keepeth	keepeth	NNP
A52264	2552	63	the	the	DT
A52264	2552	64	same	same	JJ
A52264	2552	65	proportion	proportion	NN
A52264	2552	66	to	to	IN
A52264	2552	67	the	the	DT
A52264	2552	68	like	like	JJ
A52264	2552	69	part	part	NN
A52264	2552	70	of	of	IN
A52264	2552	71	the	the	DT
A52264	2552	72	parallel	parallel	NN
A52264	2552	73	that	that	IN
A52264	2552	74	the	the	DT
A52264	2552	75	like	like	JJ
A52264	2552	76	parts	part	NNS
A52264	2552	77	of	of	IN
A52264	2552	78	the	the	DT
A52264	2552	79	Meridian	Meridian	NNP
A52264	2552	80	,	,	,
A52264	2552	81	and	and	CC
A52264	2552	82	parallel	parallel	NNS
A52264	2552	83	have	have	VBP
A52264	2552	84	each	each	DT
A52264	2552	85	to	to	IN
A52264	2552	86	other	other	JJ
A52264	2552	87	in	in	IN
A52264	2552	88	the	the	DT
A52264	2552	89	Globe	Globe	NNP
A52264	2552	90	,	,	,
A52264	2552	91	without	without	IN
A52264	2552	92	any	any	DT
A52264	2552	93	explicable	explicable	JJ
A52264	2552	94	errour	errour	NN
A52264	2552	95	.	.	.
A52264	2553	1	And	and	CC
A52264	2553	2	because	because	IN
A52264	2553	3	like	like	IN
A52264	2553	4	parts	part	NNS
A52264	2553	5	of	of	IN
A52264	2553	6	wholes	whole	NNS
A52264	2553	7	keep	keep	VB
A52264	2553	8	the	the	DT
A52264	2553	9	same	same	JJ
A52264	2553	10	proportion	proportion	NN
A52264	2553	11	that	that	WDT
A52264	2553	12	their	-PRON-	PRP$
A52264	2553	13	wholes	whole	NNS
A52264	2553	14	have	have	VBP
A52264	2553	15	therefore	therefore	RB
A52264	2553	16	the	the	DT
A52264	2553	17	like	like	JJ
A52264	2553	18	parts	part	NNS
A52264	2553	19	of	of	IN
A52264	2553	20	any	any	DT
A52264	2553	21	parallel	parallel	NN
A52264	2553	22	and	and	CC
A52264	2553	23	Meridian	Meridian	NNP
A52264	2553	24	of	of	IN
A52264	2553	25	the	the	DT
A52264	2553	26	Globe	Globe	NNP
A52264	2553	27	,	,	,
A52264	2553	28	have	have	VBP
A52264	2553	29	the	the	DT
A52264	2553	30	same	same	JJ
A52264	2553	31	proportion	proportion	NN
A52264	2553	32	,	,	,
A52264	2553	33	that	that	IN
A52264	2553	34	the	the	DT
A52264	2553	35	same	same	JJ
A52264	2553	36	parallel	parallel	NNP
A52264	2553	37	and	and	CC
A52264	2553	38	meridian	meridian	NNP
A52264	2553	39	have	have	VBP
A52264	2553	40	.	.	.
A52264	2554	1	For	for	IN
A52264	2554	2	example	example	NN
A52264	2554	3	sake	sake	NN
A52264	2554	4	,	,	,
A52264	2554	5	as	as	IN
A52264	2554	6	the	the	DT
A52264	2554	7	meridian	meridian	NN
A52264	2554	8	is	be	VBZ
A52264	2554	9	double	double	JJ
A52264	2554	10	to	to	IN
A52264	2554	11	the	the	DT
A52264	2554	12	parallel	parallel	NN
A52264	2554	13	of	of	IN
A52264	2554	14	60	60	CD
A52264	2554	15	degrees	degree	NNS
A52264	2554	16	:	:	:
A52264	2554	17	so	so	IN
A52264	2554	18	a	a	DT
A52264	2554	19	degree	degree	NN
A52264	2554	20	of	of	IN
A52264	2554	21	the	the	DT
A52264	2554	22	meridian	meridian	NN
A52264	2554	23	is	be	VBZ
A52264	2554	24	double	double	JJ
A52264	2554	25	to	to	IN
A52264	2554	26	a	a	DT
A52264	2554	27	degree	degree	NN
A52264	2554	28	of	of	IN
A52264	2554	29	that	that	DT
A52264	2554	30	parallel	parallel	NN
A52264	2554	31	,	,	,
A52264	2554	32	or	or	CC
A52264	2554	33	a	a	DT
A52264	2554	34	minute	minute	NN
A52264	2554	35	to	to	IN
A52264	2554	36	a	a	DT
A52264	2554	37	minute	minute	NN
A52264	2554	38	,	,	,
A52264	2554	39	and	and	CC
A52264	2554	40	what	what	WDT
A52264	2554	41	proportion	proportion	NN
A52264	2554	42	the	the	DT
A52264	2554	43	parallel	parallel	JJ
A52264	2554	44	hath	hath	NN
A52264	2554	45	to	to	IN
A52264	2554	46	the	the	DT
A52264	2554	47	meridian	meridian	NN
A52264	2554	48	,	,	,
A52264	2554	49	the	the	DT
A52264	2554	50	same	same	JJ
A52264	2554	51	proportion	proportion	NN
A52264	2554	52	have	have	VBP
A52264	2554	53	their	-PRON-	PRP$
A52264	2554	54	diameters	diameter	NNS
A52264	2554	55	and	and	CC
A52264	2554	56	semidiameters	semidiameter	NNS
A52264	2554	57	each	each	DT
A52264	2554	58	to	to	IN
A52264	2554	59	other	other	JJ
A52264	2554	60	.	.	.
A52264	2555	1	But	but	CC
A52264	2555	2	the	the	DT
A52264	2555	3	sine	sine	NN
A52264	2555	4	of	of	IN
A52264	2555	5	the	the	DT
A52264	2555	6	complement	complement	NN
A52264	2555	7	of	of	IN
A52264	2555	8	the	the	DT
A52264	2555	9	parallels	parallel	NNS
A52264	2555	10	latitude	latitude	NN
A52264	2555	11	,	,	,
A52264	2555	12	or	or	CC
A52264	2555	13	distance	distance	NN
A52264	2555	14	from	from	IN
A52264	2555	15	the	the	DT
A52264	2555	16	Equinoctial	Equinoctial	NNP
A52264	2555	17	,	,	,
A52264	2555	18	is	be	VBZ
A52264	2555	19	the	the	DT
A52264	2555	20	semidiameter	semidiameter	NN
A52264	2555	21	of	of	IN
A52264	2555	22	the	the	DT
A52264	2555	23	parallel	parallel	NN
A52264	2555	24	.	.	.
A52264	2556	1	As	as	IN
A52264	2556	2	here	here	RB
A52264	2556	3	you	-PRON-	PRP
A52264	2556	4	see	see	VBP
A52264	2556	5	AE	AE	NNP
A52264	2556	6	,	,	,
A52264	2556	7	the	the	DT
A52264	2556	8	sine	sine	NN
A52264	2556	9	of	of	IN
A52264	2556	10	AH	AH	NNP
A52264	2556	11	,	,	,
A52264	2556	12	the	the	DT
A52264	2556	13	complement	complement	NN
A52264	2556	14	of	of	IN
A52264	2556	15	AF	AF	NNP
A52264	2556	16	,	,	,
A52264	2556	17	the	the	DT
A52264	2556	18	latitude	latitude	NN
A52264	2556	19	or	or	CC
A52264	2556	20	distance	distance	NN
A52264	2556	21	of	of	IN
A52264	2556	22	the	the	DT
A52264	2556	23	parallel	parallel	JJ
A52264	2556	24	ABCD	ABCD	NNP
A52264	2556	25	from	from	IN
A52264	2556	26	the	the	DT
A52264	2556	27	Equinoctial	Equinoctial	NNP
A52264	2556	28	,	,	,
A52264	2556	29	is	be	VBZ
A52264	2556	30	the	the	DT
A52264	2556	31	semidiameter	semidiameter	NN
A52264	2556	32	of	of	IN
A52264	2556	33	the	the	DT
A52264	2556	34	same	same	JJ
A52264	2556	35	parallel	parallel	NN
A52264	2556	36	.	.	.
A52264	2557	1	And	and	CC
A52264	2557	2	as	as	IN
A52264	2557	3	the	the	DT
A52264	2557	4	semidiameter	semidiameter	NN
A52264	2557	5	of	of	IN
A52264	2557	6	the	the	DT
A52264	2557	7	meridian	meridian	NNP
A52264	2557	8	or	or	CC
A52264	2557	9	whole	whole	NNP
A52264	2557	10	sine	sine	NN
A52264	2557	11	,	,	,
A52264	2557	12	is	be	VBZ
A52264	2557	13	to	to	IN
A52264	2557	14	the	the	DT
A52264	2557	15	semidiameter	semidiameter	NN
A52264	2557	16	of	of	IN
A52264	2557	17	the	the	DT
A52264	2557	18	parallel	parallel	NN
A52264	2557	19	;	;	:
A52264	2557	20	so	so	RB
A52264	2557	21	is	be	VBZ
A52264	2557	22	the	the	DT
A52264	2557	23	secant	secant	NN
A52264	2557	24	or	or	CC
A52264	2557	25	hypothenusa	hypothenusa	NNP
A52264	2557	26	of	of	IN
A52264	2557	27	the	the	DT
A52264	2557	28	parallels	parallel	NNS
A52264	2557	29	latitude	latitude	NN
A52264	2557	30	,	,	,
A52264	2557	31	or	or	CC
A52264	2557	32	of	of	IN
A52264	2557	33	the	the	DT
A52264	2557	34	parallels	parallel	NNS
A52264	2557	35	distance	distance	NN
A52264	2557	36	from	from	IN
A52264	2557	37	the	the	DT
A52264	2557	38	Equinoctial	Equinoctial	NNP
A52264	2557	39	,	,	,
A52264	2557	40	to	to	IN
A52264	2557	41	the	the	DT
A52264	2557	42	semidiameter	semidiameter	NN
A52264	2557	43	of	of	IN
A52264	2557	44	the	the	DT
A52264	2557	45	meridian	meridian	NNP
A52264	2557	46	or	or	CC
A52264	2557	47	whole	whole	JJ
A52264	2557	48	sine	sine	NN
A52264	2557	49	;	;	:
A52264	2557	50	as	as	IN
A52264	2557	51	FK	FK	NNP
A52264	2557	52	,	,	,
A52264	2557	53	(	(	-LRB-
A52264	2557	54	that	that	DT
A52264	2557	55	is	be	VBZ
A52264	2557	56	AK	AK	NNP
A52264	2557	57	)	)	-RRB-
A52264	2557	58	to	to	IN
A52264	2557	59	AE	AE	NNP
A52264	2557	60	(	(	-LRB-
A52264	2557	61	that	that	DT
A52264	2557	62	is	be	VBZ
A52264	2557	63	GK	GK	NNP
A52264	2557	64	)	)	-RRB-
A52264	2557	65	so	so	RB
A52264	2557	66	is	be	VBZ
A52264	2557	67	LK	LK	NNP
A52264	2557	68	,	,	,
A52264	2557	69	to	to	IN
A52264	2557	70	KF	KF	NNP
A52264	2557	71	.	.	.
A52264	2558	1	Therefore	therefore	RB
A52264	2558	2	in	in	IN
A52264	2558	3	this	this	DT
A52264	2558	4	nautical	nautical	JJ
A52264	2558	5	planisphere	planisphere	NN
A52264	2558	6	,	,	,
A52264	2558	7	the	the	DT
A52264	2558	8	Semidiameter	Semidiameter	NNP
A52264	2558	9	of	of	IN
A52264	2558	10	each	each	DT
A52264	2558	11	parallel	parallel	NN
A52264	2558	12	being	be	VBG
A52264	2558	13	equal	equal	JJ
A52264	2558	14	to	to	IN
A52264	2558	15	the	the	DT
A52264	2558	16	semidiameter	semidiameter	NN
A52264	2558	17	of	of	IN
A52264	2558	18	the	the	DT
A52264	2558	19	Equinoctial	Equinoctial	NNP
A52264	2558	20	,	,	,
A52264	2558	21	that	that	RB
A52264	2558	22	is	is	RB
A52264	2558	23	,	,	,
A52264	2558	24	to	to	IN
A52264	2558	25	the	the	DT
A52264	2558	26	whole	whole	JJ
A52264	2558	27	sine	sine	NN
A52264	2558	28	;	;	:
A52264	2558	29	the	the	DT
A52264	2558	30	parts	part	NNS
A52264	2558	31	of	of	IN
A52264	2558	32	the	the	DT
A52264	2558	33	Meridian	Meridian	NNP
A52264	2558	34	at	at	IN
A52264	2558	35	every	every	DT
A52264	2558	36	point	point	NN
A52264	2558	37	of	of	IN
A52264	2558	38	Latitude	Latitude	NNP
A52264	2558	39	must	must	MD
A52264	2558	40	needs	needs	VB
A52264	2558	41	increase	increase	NN
A52264	2558	42	with	with	IN
A52264	2558	43	the	the	DT
A52264	2558	44	same	same	JJ
A52264	2558	45	proportion	proportion	NN
A52264	2558	46	wherewith	wherewith	VBZ
A52264	2558	47	the	the	DT
A52264	2558	48	secants	secant	NNS
A52264	2558	49	of	of	IN
A52264	2558	50	the	the	DT
A52264	2558	51	ark	ark	NN
A52264	2558	52	,	,	,
A52264	2558	53	conteined	conteine	VBN
A52264	2558	54	between	between	IN
A52264	2558	55	those	those	DT
A52264	2558	56	points	point	NNS
A52264	2558	57	of	of	IN
A52264	2558	58	Latitude	Latitude	NNP
A52264	2558	59	and	and	CC
A52264	2558	60	the	the	DT
A52264	2558	61	Equinoctial	equinoctial	JJ
A52264	2558	62	do	do	VBP
A52264	2558	63	increase	increase	VB
A52264	2558	64	.	.	.
A52264	2559	1	Now	now	RB
A52264	2559	2	then	then	RB
A52264	2559	3	we	-PRON-	PRP
A52264	2559	4	have	have	VBP
A52264	2559	5	an	an	DT
A52264	2559	6	easie	easie	JJ
A52264	2559	7	way	way	NN
A52264	2559	8	laid	lay	VBN
A52264	2559	9	open	open	JJ
A52264	2559	10	for	for	IN
A52264	2559	11	the	the	DT
A52264	2559	12	making	making	NN
A52264	2559	13	of	of	IN
A52264	2559	14	a	a	DT
A52264	2559	15	Table	table	NN
A52264	2559	16	(	(	-LRB-
A52264	2559	17	by	by	IN
A52264	2559	18	help	help	NN
A52264	2559	19	of	of	IN
A52264	2559	20	the	the	DT
A52264	2559	21	natural	natural	JJ
A52264	2559	22	Canon	Canon	NNP
A52264	2559	23	of	of	IN
A52264	2559	24	Triangles	Triangles	NNPS
A52264	2559	25	)	)	-RRB-
A52264	2559	26	whereby	whereby	WRB
A52264	2559	27	the	the	DT
A52264	2559	28	meridians	meridian	NNS
A52264	2559	29	of	of	IN
A52264	2559	30	the	the	DT
A52264	2559	31	Mariners	Mariners	NNPS
A52264	2559	32	Chart	Chart	NNP
A52264	2559	33	may	may	MD
A52264	2559	34	most	most	RBS
A52264	2559	35	easily	easily	RB
A52264	2559	36	and	and	CC
A52264	2559	37	truly	truly	RB
A52264	2559	38	be	be	VB
A52264	2559	39	divided	divide	VBN
A52264	2559	40	into	into	IN
A52264	2559	41	parts	part	NNS
A52264	2559	42	,	,	,
A52264	2559	43	in	in	IN
A52264	2559	44	due	due	JJ
A52264	2559	45	proportion	proportion	NN
A52264	2559	46	,	,	,
A52264	2559	47	and	and	CC
A52264	2559	48	from	from	IN
A52264	2559	49	the	the	DT
A52264	2559	50	Equinoctial	Equinoctial	NNP
A52264	2559	51	towards	towards	IN
A52264	2559	52	either	either	DT
A52264	2559	53	Pole	Pole	NNP
A52264	2559	54	.	.	.
A52264	2560	1	For	for	IN
A52264	2560	2	(	(	-LRB-
A52264	2560	3	supposing	suppose	VBG
A52264	2560	4	each	each	DT
A52264	2560	5	distance	distance	NN
A52264	2560	6	of	of	IN
A52264	2560	7	each	each	DT
A52264	2560	8	point	point	NN
A52264	2560	9	of	of	IN
A52264	2560	10	latitude	latitude	NN
A52264	2560	11	,	,	,
A52264	2560	12	or	or	CC
A52264	2560	13	of	of	IN
A52264	2560	14	each	each	DT
A52264	2560	15	parallel	parallel	NN
A52264	2560	16	from	from	IN
A52264	2560	17	other	other	JJ
A52264	2560	18	,	,	,
A52264	2560	19	to	to	TO
A52264	2560	20	contein	contein	NNP
A52264	2560	21	so	so	RB
A52264	2560	22	many	many	JJ
A52264	2560	23	parts	part	NNS
A52264	2560	24	as	as	IN
A52264	2560	25	the	the	DT
A52264	2560	26	secant	secant	NN
A52264	2560	27	of	of	IN
A52264	2560	28	the	the	DT
A52264	2560	29	latitude	latitude	NN
A52264	2560	30	of	of	IN
A52264	2560	31	each	each	DT
A52264	2560	32	point	point	NN
A52264	2560	33	or	or	CC
A52264	2560	34	parallel	parallel	NN
A52264	2560	35	conteineth	conteineth	NN
A52264	2560	36	)	)	-RRB-
A52264	2560	37	by	by	IN
A52264	2560	38	perpetual	perpetual	JJ
A52264	2560	39	addition	addition	NN
A52264	2560	40	of	of	IN
A52264	2560	41	the	the	DT
A52264	2560	42	secants	secant	NNS
A52264	2560	43	answerable	answerable	JJ
A52264	2560	44	to	to	IN
A52264	2560	45	the	the	DT
A52264	2560	46	latitudes	latitude	NNS
A52264	2560	47	of	of	IN
A52264	2560	48	each	each	DT
A52264	2560	49	point	point	NN
A52264	2560	50	or	or	CC
A52264	2560	51	parallel	parallel	NN
A52264	2560	52	unto	unto	IN
A52264	2560	53	the	the	DT
A52264	2560	54	summe	summe	NN
A52264	2560	55	compounded	compound	VBN
A52264	2560	56	of	of	IN
A52264	2560	57	all	all	PDT
A52264	2560	58	the	the	DT
A52264	2560	59	former	former	JJ
A52264	2560	60	secants	secant	NNS
A52264	2560	61	,	,	,
A52264	2560	62	beginning	begin	VBG
A52264	2560	63	with	with	IN
A52264	2560	64	the	the	DT
A52264	2560	65	secant	secant	NN
A52264	2560	66	of	of	IN
A52264	2560	67	the	the	DT
A52264	2560	68	first	first	JJ
A52264	2560	69	parallels	parallel	NNS
A52264	2560	70	latitude	latitude	NN
A52264	2560	71	,	,	,
A52264	2560	72	and	and	CC
A52264	2560	73	thereto	thereto	NN
A52264	2560	74	adding	add	VBG
A52264	2560	75	the	the	DT
A52264	2560	76	secant	secant	NN
A52264	2560	77	of	of	IN
A52264	2560	78	the	the	DT
A52264	2560	79	second	second	JJ
A52264	2560	80	parallels	parallel	NNS
A52264	2560	81	Latitude	Latitude	NNP
A52264	2560	82	,	,	,
A52264	2560	83	and	and	CC
A52264	2560	84	to	to	IN
A52264	2560	85	the	the	DT
A52264	2560	86	summe	summe	NN
A52264	2560	87	of	of	IN
A52264	2560	88	both	both	PDT
A52264	2560	89	these	these	DT
A52264	2560	90	adjoyning	adjoyne	VBG
A52264	2560	91	the	the	DT
A52264	2560	92	secant	secant	NN
A52264	2560	93	of	of	IN
A52264	2560	94	the	the	DT
A52264	2560	95	third	third	JJ
A52264	2560	96	parallels	parallel	NNS
A52264	2560	97	Latitude	Latitude	NNP
A52264	2560	98	;	;	:
A52264	2560	99	and	and	CC
A52264	2560	100	so	so	RB
A52264	2560	101	forth	forth	RB
A52264	2560	102	in	in	IN
A52264	2560	103	all	all	PDT
A52264	2560	104	the	the	DT
A52264	2560	105	rest	rest	NN
A52264	2560	106	we	-PRON-	PRP
A52264	2560	107	may	may	MD
A52264	2560	108	make	make	VB
A52264	2560	109	a	a	DT
A52264	2560	110	Table	table	NN
A52264	2560	111	which	which	WDT
A52264	2560	112	shall	shall	MD
A52264	2560	113	truly	truly	RB
A52264	2560	114	shew	shew	VB
A52264	2560	115	the	the	DT
A52264	2560	116	sections	section	NNS
A52264	2560	117	and	and	CC
A52264	2560	118	points	point	NNS
A52264	2560	119	of	of	IN
A52264	2560	120	latitude	latitude	NN
A52264	2560	121	in	in	IN
A52264	2560	122	the	the	DT
A52264	2560	123	Meridians	Meridians	NNPS
A52264	2560	124	of	of	IN
A52264	2560	125	the	the	DT
A52264	2560	126	Nautical	Nautical	NNP
A52264	2560	127	Planisphere	Planisphere	NNP
A52264	2560	128	,	,	,
A52264	2560	129	by	by	IN
A52264	2560	130	which	which	WDT
A52264	2560	131	sections	section	VBZ
A52264	2560	132	the	the	DT
A52264	2560	133	parallels	parallel	NNS
A52264	2560	134	must	must	MD
A52264	2560	135	be	be	VB
A52264	2560	136	drawn	draw	VBN
A52264	2560	137	.	.	.
A52264	2561	1	As	as	IN
A52264	2561	2	in	in	IN
A52264	2561	3	the	the	DT
A52264	2561	4	Table	table	NN
A52264	2561	5	of	of	IN
A52264	2561	6	meridional	meridional	JJ
A52264	2561	7	parts	part	NNS
A52264	2561	8	placed	place	VBN
A52264	2561	9	at	at	IN
A52264	2561	10	the	the	DT
A52264	2561	11	end	end	NN
A52264	2561	12	of	of	IN
A52264	2561	13	this	this	DT
A52264	2561	14	Discourse	Discourse	NNP
A52264	2561	15	,	,	,
A52264	2561	16	we	-PRON-	PRP
A52264	2561	17	made	make	VBD
A52264	2561	18	the	the	DT
A52264	2561	19	distance	distance	NN
A52264	2561	20	of	of	IN
A52264	2561	21	each	each	DT
A52264	2561	22	parallel	parallel	NN
A52264	2561	23	from	from	IN
A52264	2561	24	other	other	JJ
A52264	2561	25	,	,	,
A52264	2561	26	to	to	TO
A52264	2561	27	be	be	VB
A52264	2561	28	one	one	CD
A52264	2561	29	minute	minute	NN
A52264	2561	30	or	or	CC
A52264	2561	31	centesm	centesm	NN
A52264	2561	32	of	of	IN
A52264	2561	33	a	a	DT
A52264	2561	34	degree	degree	NN
A52264	2561	35	:	:	:
A52264	2561	36	and	and	CC
A52264	2561	37	we	-PRON-	PRP
A52264	2561	38	supposed	suppose	VBD
A52264	2561	39	the	the	DT
A52264	2561	40	space	space	NN
A52264	2561	41	between	between	IN
A52264	2561	42	any	any	DT
A52264	2561	43	two	two	CD
A52264	2561	44	parallels	parallel	NNS
A52264	2561	45	,	,	,
A52264	2561	46	next	next	RB
A52264	2561	47	to	to	IN
A52264	2561	48	each	each	DT
A52264	2561	49	other	other	JJ
A52264	2561	50	in	in	IN
A52264	2561	51	the	the	DT
A52264	2561	52	Planispere	Planispere	NNP
A52264	2561	53	,	,	,
A52264	2561	54	to	to	TO
A52264	2561	55	contain	contain	VB
A52264	2561	56	so	so	RB
A52264	2561	57	many	many	JJ
A52264	2561	58	parts	part	NNS
A52264	2561	59	as	as	IN
A52264	2561	60	the	the	DT
A52264	2561	61	secant	secant	NN
A52264	2561	62	answerable	answerable	JJ
A52264	2561	63	to	to	IN
A52264	2561	64	the	the	DT
A52264	2561	65	distance	distance	NN
A52264	2561	66	of	of	IN
A52264	2561	67	the	the	DT
A52264	2561	68	furthest	furth	JJS
A52264	2561	69	of	of	IN
A52264	2561	70	those	those	DT
A52264	2561	71	two	two	CD
A52264	2561	72	parallels	parallel	NNS
A52264	2561	73	from	from	IN
A52264	2561	74	the	the	DT
A52264	2561	75	Equinoctial	equinoctial	JJ
A52264	2561	76	;	;	:
A52264	2561	77	and	and	CC
A52264	2561	78	so	so	RB
A52264	2561	79	by	by	IN
A52264	2561	80	perpetual	perpetual	JJ
A52264	2561	81	addition	addition	NN
A52264	2561	82	of	of	IN
A52264	2561	83	the	the	DT
A52264	2561	84	secants	secant	NNS
A52264	2561	85	of	of	IN
A52264	2561	86	each	each	DT
A52264	2561	87	minute	minute	NN
A52264	2561	88	or	or	CC
A52264	2561	89	centesm	centesm	NN
A52264	2561	90	to	to	IN
A52264	2561	91	the	the	DT
A52264	2561	92	sum	sum	NN
A52264	2561	93	compounded	compound	VBN
A52264	2561	94	of	of	IN
A52264	2561	95	all	all	PDT
A52264	2561	96	the	the	DT
A52264	2561	97	former	former	JJ
A52264	2561	98	secants	secant	NNS
A52264	2561	99	,	,	,
A52264	2561	100	is	be	VBZ
A52264	2561	101	made	make	VBN
A52264	2561	102	the	the	DT
A52264	2561	103	whole	whole	JJ
A52264	2561	104	Table	table	NN
A52264	2561	105	.	.	.
A52264	2562	1	As	as	IN
A52264	2562	2	for	for	IN
A52264	2562	3	example	example	NN
A52264	2562	4	,	,	,
A52264	2562	5	the	the	DT
A52264	2562	6	secant	secant	NN
A52264	2562	7	of	of	IN
A52264	2562	8	one	one	CD
A52264	2562	9	centesm	centesm	NN
A52264	2562	10	in	in	IN
A52264	2562	11	Master	Master	NNP
A52264	2562	12	Briggs	Briggs	NNP
A52264	2562	13	's	's	POS
A52264	2562	14	Trigonometrica	Trigonometrica	NNP
A52264	2562	15	Britannica	Britannica	NNP
A52264	2562	16	is	be	VBZ
A52264	2562	17	100000.00152	100000.00152	CD
A52264	2562	18	,	,	,
A52264	2562	19	which	which	WDT
A52264	2562	20	also	also	RB
A52264	2562	21	sheweth	sheweth	VBZ
A52264	2562	22	the	the	DT
A52264	2562	23	section	section	NN
A52264	2562	24	of	of	IN
A52264	2562	25	one	one	CD
A52264	2562	26	minute	minute	NN
A52264	2562	27	or	or	CC
A52264	2562	28	centesm	centesm	NN
A52264	2562	29	of	of	IN
A52264	2562	30	the	the	DT
A52264	2562	31	meridian	meridian	NN
A52264	2562	32	from	from	IN
A52264	2562	33	the	the	DT
A52264	2562	34	Equinoctial	Equinoctial	NNP
A52264	2562	35	in	in	IN
A52264	2562	36	the	the	DT
A52264	2562	37	Nautical	Nautical	NNP
A52264	2562	38	Planisphere	Planisphere	NNP
A52264	2562	39	;	;	:
A52264	2562	40	whereunto	whereunto	RB
A52264	2562	41	adde	adde	VB
A52264	2562	42	the	the	DT
A52264	2562	43	secants	secant	NNS
A52264	2562	44	of	of	IN
A52264	2562	45	two	two	CD
A52264	2562	46	minutes	minute	NNS
A52264	2562	47	or	or	CC
A52264	2562	48	centesmes	centesme	NNS
A52264	2562	49	,	,	,
A52264	2562	50	that	that	RB
A52264	2562	51	is	is	RB
A52264	2562	52	100000	100000	CD
A52264	2562	53	.	.	.
A52264	2563	1	00609	00609	CD
A52264	2563	2	,	,	,
A52264	2563	3	the	the	DT
A52264	2563	4	sum	sum	NN
A52264	2563	5	is	be	VBZ
A52264	2563	6	200000.00761	200000.00761	CD
A52264	2563	7	.	.	.
A52264	2564	1	which	which	WDT
A52264	2564	2	sheweth	sheweth	VBZ
A52264	2564	3	the	the	DT
A52264	2564	4	section	section	NN
A52264	2564	5	of	of	IN
A52264	2564	6	the	the	DT
A52264	2564	7	second	second	JJ
A52264	2564	8	minute	minute	NN
A52264	2564	9	of	of	IN
A52264	2564	10	the	the	DT
A52264	2564	11	meridian	meridian	NN
A52264	2564	12	from	from	IN
A52264	2564	13	the	the	DT
A52264	2564	14	Equinoctial	Equinoctial	NNP
A52264	2564	15	in	in	IN
A52264	2564	16	the	the	DT
A52264	2564	17	planisphere	planisphere	NN
A52264	2564	18	:	:	:
A52264	2564	19	to	to	IN
A52264	2564	20	this	this	DT
A52264	2564	21	sum	sum	NN
A52264	2564	22	adde	adde	VB
A52264	2564	23	the	the	DT
A52264	2564	24	secant	secant	NN
A52264	2564	25	of	of	IN
A52264	2564	26	three	three	CD
A52264	2564	27	minutes	minute	NNS
A52264	2564	28	,	,	,
A52264	2564	29	which	which	WDT
A52264	2564	30	is	be	VBZ
A52264	2564	31	100000.01371	100000.01371	CD
A52264	2564	32	,	,	,
A52264	2564	33	the	the	DT
A52264	2564	34	sum	sum	NN
A52264	2564	35	will	will	MD
A52264	2564	36	be	be	VB
A52264	2564	37	3000	3000	CD
A52264	2564	38	●	●	SYM
A52264	2564	39	0	0	CD
A52264	2564	40	.	.	.
A52264	2565	1	02132	02132	CD
A52264	2565	2	,	,	,
A52264	2565	3	which	which	WDT
A52264	2565	4	sheweth	sheweth	VBZ
A52264	2565	5	the	the	DT
A52264	2565	6	section	section	NN
A52264	2565	7	of	of	IN
A52264	2565	8	the	the	DT
A52264	2565	9	third	third	JJ
A52264	2565	10	minute	minute	NN
A52264	2565	11	of	of	IN
A52264	2565	12	the	the	DT
A52264	2565	13	meridian	meridian	NN
A52264	2565	14	from	from	IN
A52264	2565	15	the	the	DT
A52264	2565	16	Equinoctial	Equinoctial	NNP
A52264	2565	17	,	,	,
A52264	2565	18	and	and	CC
A52264	2565	19	so	so	RB
A52264	2565	20	●	●	NFP
A52264	2565	21	orth	orth	NN
A52264	2565	22	in	in	IN
A52264	2565	23	all	all	PDT
A52264	2565	24	the	the	DT
A52264	2565	25	rest	rest	NN
A52264	2565	26	;	;	:
A52264	2565	27	but	but	CC
A52264	2565	28	after	after	IN
A52264	2565	29	the	the	DT
A52264	2565	30	Table	table	NN
A52264	2565	31	was	be	VBD
A52264	2565	32	thus	thus	RB
A52264	2565	33	finished	finish	VBN
A52264	2565	34	,	,	,
A52264	2565	35	it	-PRON-	PRP
A52264	2565	36	being	be	VBG
A52264	2565	37	too	too	RB
A52264	2565	38	large	large	JJ
A52264	2565	39	for	for	IN
A52264	2565	40	so	so	RB
A52264	2565	41	small	small	JJ
A52264	2565	42	a	a	DT
A52264	2565	43	Volume	volume	NN
A52264	2565	44	,	,	,
A52264	2565	45	we	-PRON-	PRP
A52264	2565	46	have	have	VBP
A52264	2565	47	contented	content	VBN
A52264	2565	48	our	-PRON-	PRP$
A52264	2565	49	selves	self	NNS
A52264	2565	50	with	with	IN
A52264	2565	51	every	every	DT
A52264	2565	52	tenth	tenth	JJ
A52264	2565	53	number	number	NN
A52264	2565	54	,	,	,
A52264	2565	55	and	and	CC
A52264	2565	56	have	have	VBP
A52264	2565	57	also	also	RB
A52264	2565	58	cut	cut	VBN
A52264	2565	59	off	off	RP
A52264	2565	60	eight	eight	CD
A52264	2565	61	places	place	NNS
A52264	2565	62	towards	towards	IN
A52264	2565	63	the	the	DT
A52264	2565	64	right	right	JJ
A52264	2565	65	hand	hand	NN
A52264	2565	66	,	,	,
A52264	2565	67	so	so	IN
A52264	2565	68	that	that	IN
A52264	2565	69	in	in	IN
A52264	2565	70	this	this	DT
A52264	2565	71	Table	table	NN
A52264	2565	72	the	the	DT
A52264	2565	73	section	section	NN
A52264	2565	74	of	of	IN
A52264	2565	75	10	10	CD
A52264	2565	76	minutes	minute	NNS
A52264	2565	77	is	be	VBZ
A52264	2565	78	100	100	CD
A52264	2565	79	,	,	,
A52264	2565	80	of	of	IN
A52264	2565	81	one	one	CD
A52264	2565	82	degree	degree	NN
A52264	2565	83	1000	1000	CD
A52264	2565	84	,	,	,
A52264	2565	85	and	and	CC
A52264	2565	86	this	this	DT
A52264	2565	87	is	be	VBZ
A52264	2565	88	sufficient	sufficient	JJ
A52264	2565	89	for	for	IN
A52264	2565	90	the	the	DT
A52264	2565	91	making	making	NN
A52264	2565	92	either	either	DT
A52264	2565	93	of	of	IN
A52264	2565	94	the	the	DT
A52264	2565	95	generall	generall	NN
A52264	2565	96	or	or	CC
A52264	2565	97	any	any	DT
A52264	2565	98	particular	particular	JJ
A52264	2565	99	Chart	Chart	NNP
A52264	2565	100	.	.	.
A52264	2566	1	I	-PRON-	PRP
A52264	2566	2	call	call	VBP
A52264	2566	3	that	that	IN
A52264	2566	4	a	a	DT
A52264	2566	5	general	general	JJ
A52264	2566	6	Chart	Chart	NNP
A52264	2566	7	,	,	,
A52264	2566	8	whose	whose	WP$
A52264	2566	9	line	line	NN
A52264	2566	10	AE	ae	NN
A52264	2566	11	in	in	IN
A52264	2566	12	the	the	DT
A52264	2566	13	following	follow	VBG
A52264	2566	14	figure	figure	NN
A52264	2566	15	represents	represent	VBZ
A52264	2566	16	the	the	DT
A52264	2566	17	Equinoctial	Equinoctial	NNP
A52264	2566	18	,	,	,
A52264	2566	19	(	(	-LRB-
A52264	2566	20	as	as	RB
A52264	2566	21	here	here	RB
A52264	2566	22	it	-PRON-	PRP
A52264	2566	23	doth	doth	VBP
A52264	2566	24	the	the	DT
A52264	2566	25	parallel	parallel	NN
A52264	2566	26	of	of	IN
A52264	2566	27	50	50	CD
A52264	2566	28	degrees	degree	NNS
A52264	2566	29	)	)	-RRB-
A52264	2566	30	and	and	CC
A52264	2566	31	so	so	RB
A52264	2566	32	containeth	containeth	JJ
A52264	2566	33	all	all	PDT
A52264	2566	34	the	the	DT
A52264	2566	35	parallels	parallel	NNS
A52264	2566	36	successively	successively	RB
A52264	2566	37	from	from	IN
A52264	2566	38	the	the	DT
A52264	2566	39	Equinoctial	Equinoctial	NNP
A52264	2566	40	towards	towards	IN
A52264	2566	41	either	either	DT
A52264	2566	42	Pole	Pole	NNP
A52264	2566	43	,	,	,
A52264	2566	44	but	but	CC
A52264	2566	45	they	-PRON-	PRP
A52264	2566	46	can	can	MD
A52264	2566	47	never	never	RB
A52264	2566	48	be	be	VB
A52264	2566	49	extended	extend	VBN
A52264	2566	50	very	very	RB
A52264	2566	51	near	near	IN
A52264	2566	52	the	the	DT
A52264	2566	53	Pole	Pole	NNP
A52264	2566	54	,	,	,
A52264	2566	55	because	because	IN
A52264	2566	56	the	the	DT
A52264	2566	57	distances	distance	NNS
A52264	2566	58	of	of	IN
A52264	2566	59	the	the	DT
A52264	2566	60	parallels	parallel	NNS
A52264	2566	61	increase	increase	VBP
A52264	2566	62	as	as	RB
A52264	2566	63	much	much	RB
A52264	2566	64	as	as	IN
A52264	2566	65	secants	secant	NNS
A52264	2566	66	do	do	VBP
A52264	2566	67	.	.	.
A52264	2567	1	But	but	CC
A52264	2567	2	notwithstanding	notwithstanding	IN
A52264	2567	3	this	this	DT
A52264	2567	4	,	,	,
A52264	2567	5	it	-PRON-	PRP
A52264	2567	6	may	may	MD
A52264	2567	7	be	be	VB
A52264	2567	8	remed	reme	VBN
A52264	2567	9	general	general	JJ
A52264	2567	10	,	,	,
A52264	2567	11	because	because	IN
A52264	2567	12	a	a	DT
A52264	2567	13	more	more	RBR
A52264	2567	14	general	general	JJ
A52264	2567	15	Chart	Chart	NNP
A52264	2567	16	can	can	MD
A52264	2567	17	not	not	RB
A52264	2567	18	be	be	VB
A52264	2567	19	contrived	contrive	VBN
A52264	2567	20	in	in	IN
A52264	2567	21	plano	plano	RB
A52264	2567	22	,	,	,
A52264	2567	23	except	except	IN
A52264	2567	24	a	a	DT
A52264	2567	25	true	true	JJ
A52264	2567	26	projection	projection	NN
A52264	2567	27	of	of	IN
A52264	2567	28	the	the	DT
A52264	2567	29	Sphere	Sphere	NNP
A52264	2567	30	it	-PRON-	PRP
A52264	2567	31	self	self	NN
A52264	2567	32	.	.	.
A52264	2568	1	And	and	CC
A52264	2568	2	I	-PRON-	PRP
A52264	2568	3	call	call	VBP
A52264	2568	4	that	that	DT
A52264	2568	5	a	a	DT
A52264	2568	6	particular	particular	JJ
A52264	2568	7	Chart	Chart	NNP
A52264	2568	8	which	which	WDT
A52264	2568	9	is	be	VBZ
A52264	2568	10	made	make	VBN
A52264	2568	11	properly	properly	RB
A52264	2568	12	for	for	IN
A52264	2568	13	one	one	CD
A52264	2568	14	particular	particular	JJ
A52264	2568	15	Navigation	navigation	NN
A52264	2568	16	;	;	:
A52264	2568	17	as	as	IN
A52264	2568	18	if	if	IN
A52264	2568	19	a	a	DT
A52264	2568	20	man	man	NN
A52264	2568	21	were	be	VBD
A52264	2568	22	to	to	TO
A52264	2568	23	sail	sail	VB
A52264	2568	24	betwen	betwen	IN
A52264	2568	25	the	the	DT
A52264	2568	26	Latitude	Latitude	NNP
A52264	2568	27	of	of	IN
A52264	2568	28	50	50	CD
A52264	2568	29	and	and	CC
A52264	2568	30	55	55	CD
A52264	2568	31	degrees	degree	NNS
A52264	2568	32	,	,	,
A52264	2568	33	and	and	CC
A52264	2568	34	his	-PRON-	PRP$
A52264	2568	35	difference	difference	NN
A52264	2568	36	of	of	IN
A52264	2568	37	Longitude	longitude	NN
A52264	2568	38	were	be	VBD
A52264	2568	39	not	not	RB
A52264	2568	40	to	to	TO
A52264	2568	41	exceed	exceed	VB
A52264	2568	42	six	six	CD
A52264	2568	43	degrees	degree	NNS
A52264	2568	44	,	,	,
A52264	2568	45	then	then	RB
A52264	2568	46	a	a	DT
A52264	2568	47	Chart	Chart	NNP
A52264	2568	48	made	make	VBD
A52264	2568	49	,	,	,
A52264	2568	50	as	as	IN
A52264	2568	51	this	this	DT
A52264	2568	52	figure	figure	NN
A52264	2568	53	is	be	VBZ
A52264	2568	54	for	for	IN
A52264	2568	55	such	such	PDT
A52264	2568	56	a	a	DT
A52264	2568	57	Voyage	voyage	NN
A52264	2568	58	,	,	,
A52264	2568	59	may	may	MD
A52264	2568	60	be	be	VB
A52264	2568	61	called	call	VBN
A52264	2568	62	particular	particular	JJ
A52264	2568	63	,	,	,
A52264	2568	64	and	and	CC
A52264	2568	65	is	be	VBZ
A52264	2568	66	thus	thus	RB
A52264	2568	67	to	to	TO
A52264	2568	68	be	be	VB
A52264	2568	69	projected	project	VBN
A52264	2568	70	.	.	.
A52264	2569	1	Probl	probl	VB
A52264	2569	2	.	.	.
A52264	2570	1	3	3	LS
A52264	2570	2	.	.	.
A52264	2571	1	The	the	DT
A52264	2571	2	Latitudes	Latitudes	NNPS
A52264	2571	3	of	of	IN
A52264	2571	4	two	two	CD
A52264	2571	5	places	place	NNS
A52264	2571	6	being	be	VBG
A52264	2571	7	known	know	VBN
A52264	2571	8	,	,	,
A52264	2571	9	to	to	TO
A52264	2571	10	finde	finde	VB
A52264	2571	11	the	the	DT
A52264	2571	12	Meridional	meridional	JJ
A52264	2571	13	difference	difference	NN
A52264	2571	14	of	of	IN
A52264	2571	15	the	the	DT
A52264	2571	16	same	same	JJ
A52264	2571	17	Latitudes	Latitudes	NNP
A52264	2571	18	.	.	.
A52264	2572	1	IN	in	IN
A52264	2572	2	this	this	DT
A52264	2572	3	Proposition	Proposition	NNP
A52264	2572	4	there	there	EX
A52264	2572	5	are	be	VBP
A52264	2572	6	three	three	CD
A52264	2572	7	varieties	variety	NNS
A52264	2572	8	:	:	:
A52264	2572	9	First	first	RB
A52264	2572	10	,	,	,
A52264	2572	11	when	when	WRB
A52264	2572	12	one	one	CD
A52264	2572	13	of	of	IN
A52264	2572	14	the	the	DT
A52264	2572	15	places	place	NNS
A52264	2572	16	is	be	VBZ
A52264	2572	17	under	under	IN
A52264	2572	18	the	the	DT
A52264	2572	19	Equinoctial	Equinoctial	NNP
A52264	2572	20	,	,	,
A52264	2572	21	and	and	CC
A52264	2572	22	the	the	DT
A52264	2572	23	other	other	JJ
A52264	2572	24	without	without	IN
A52264	2572	25	;	;	:
A52264	2572	26	and	and	CC
A52264	2572	27	in	in	IN
A52264	2572	28	this	this	DT
A52264	2572	29	case	case	NN
A52264	2572	30	the	the	DT
A52264	2572	31	degrees	degree	NNS
A52264	2572	32	and	and	CC
A52264	2572	33	minutes	minute	NNS
A52264	2572	34	in	in	IN
A52264	2572	35	the	the	DT
A52264	2572	36	Table	table	NN
A52264	2572	37	answering	answer	VBG
A52264	2572	38	to	to	IN
A52264	2572	39	the	the	DT
A52264	2572	40	latitude	latitude	NN
A52264	2572	41	of	of	IN
A52264	2572	42	that	that	DT
A52264	2572	43	other	other	JJ
A52264	2572	44	place	place	NN
A52264	2572	45	are	be	VBP
A52264	2572	46	the	the	DT
A52264	2572	47	meridional	meridional	JJ
A52264	2572	48	difference	difference	NN
A52264	2572	49	of	of	IN
A52264	2572	50	those	those	DT
A52264	2572	51	Latitudes	latitude	NNS
A52264	2572	52	.	.	.
A52264	2573	1	So	so	RB
A52264	2573	2	if	if	IN
A52264	2573	3	one	one	CD
A52264	2573	4	place	place	NN
A52264	2573	5	propounded	propound	VBN
A52264	2573	6	were	be	VBD
A52264	2573	7	the	the	DT
A52264	2573	8	entrance	entrance	NN
A52264	2573	9	of	of	IN
A52264	2573	10	the	the	DT
A52264	2573	11	River	River	NNP
A52264	2573	12	of	of	IN
A52264	2573	13	the	the	DT
A52264	2573	14	Amazones	Amazones	NNPS
A52264	2573	15	,	,	,
A52264	2573	16	which	which	WDT
A52264	2573	17	hath	hath	VBP
A52264	2573	18	no	no	DT
A52264	2573	19	latitude	latitude	NN
A52264	2573	20	at	at	RB
A52264	2573	21	all	all	RB
A52264	2573	22	,	,	,
A52264	2573	23	and	and	CC
A52264	2573	24	the	the	DT
A52264	2573	25	other	other	JJ
A52264	2573	26	the	the	DT
A52264	2573	27	Lizard	Lizard	NNP
A52264	2573	28	,	,	,
A52264	2573	29	whose	whose	WP$
A52264	2573	30	latitude	latitude	NN
A52264	2573	31	is	be	VBZ
A52264	2573	32	50	50	CD
A52264	2573	33	degrees	degree	NNS
A52264	2573	34	,	,	,
A52264	2573	35	their	-PRON-	PRP$
A52264	2573	36	difference	difference	NN
A52264	2573	37	will	will	MD
A52264	2573	38	be	be	VB
A52264	2573	39	found	find	VBN
A52264	2573	40	57.905	57.905	CD
A52264	2573	41	.	.	.
A52264	2574	1	2	2	LS
A52264	2574	2	.	.	.
A52264	2575	1	When	when	WRB
A52264	2575	2	both	both	CC
A52264	2575	3	the	the	DT
A52264	2575	4	places	place	NNS
A52264	2575	5	have	have	VBP
A52264	2575	6	Northerly	Northerly	NNP
A52264	2575	7	or	or	CC
A52264	2575	8	Southerly	Southerly	NNP
A52264	2575	9	Latitude	Latitude	NNP
A52264	2575	10	,	,	,
A52264	2575	11	in	in	IN
A52264	2575	12	this	this	DT
A52264	2575	13	case	case	NN
A52264	2575	14	if	if	IN
A52264	2575	15	you	-PRON-	PRP
A52264	2575	16	substract	substract	VBP
A52264	2575	17	the	the	DT
A52264	2575	18	degrees	degree	NNS
A52264	2575	19	and	and	CC
A52264	2575	20	minutes	minute	NNS
A52264	2575	21	in	in	IN
A52264	2575	22	the	the	DT
A52264	2575	23	Table	table	NN
A52264	2575	24	answering	answer	VBG
A52264	2575	25	to	to	IN
A52264	2575	26	the	the	DT
A52264	2575	27	lesser	less	JJR
A52264	2575	28	Latitude	Latitude	NNP
A52264	2575	29	,	,	,
A52264	2575	30	out	out	IN
A52264	2575	31	of	of	IN
A52264	2575	32	those	those	DT
A52264	2575	33	in	in	IN
A52264	2575	34	the	the	DT
A52264	2575	35	same	same	JJ
A52264	2575	36	Table	table	NN
A52264	2575	37	answering	answer	VBG
A52264	2575	38	to	to	IN
A52264	2575	39	the	the	DT
A52264	2575	40	greater	great	JJR
A52264	2575	41	Latitude	Latitude	NNP
A52264	2575	42	,	,	,
A52264	2575	43	the	the	DT
A52264	2575	44	remainer	remainer	NN
A52264	2575	45	will	will	MD
A52264	2575	46	be	be	VB
A52264	2575	47	the	the	DT
A52264	2575	48	Meridional	meridional	JJ
A52264	2575	49	difference	difference	NN
A52264	2575	50	required	require	VBN
A52264	2575	51	.	.	.
A52264	2576	1	Example	example	NN
A52264	2576	2	.	.	.
A52264	2577	1	Admit	admit	VB
A52264	2577	2	the	the	DT
A52264	2577	3	Latitude	Latitude	NNP
A52264	2577	4	of	of	IN
A52264	2577	5	S.	S.	NNP
A52264	2577	6	Christophers	Christophers	NNPS
A52264	2577	7	to	to	TO
A52264	2577	8	be	be	VB
A52264	2577	9	15	15	CD
A52264	2577	10	deg	deg	NN
A52264	2577	11	.	.	.
A52264	2578	1	50	50	CD
A52264	2578	2	parts	part	NNS
A52264	2578	3	or	or	CC
A52264	2578	4	minutes	minute	NNS
A52264	2578	5	,	,	,
A52264	2578	6	and	and	CC
A52264	2578	7	the	the	DT
A52264	2578	8	Latitude	Latitude	NNP
A52264	2578	9	of	of	IN
A52264	2578	10	the	the	DT
A52264	2578	11	Lizard	Lizard	NNP
A52264	2578	12	to	to	TO
A52264	2578	13	be	be	VB
A52264	2578	14	50	50	CD
A52264	2578	15	degrees	degree	NNS
A52264	2578	16	.	.	.
A52264	2579	1	In	in	IN
A52264	2579	2	the	the	DT
A52264	2579	3	Table	table	NN
A52264	2579	4	of	of	IN
A52264	2579	5	Latitudes	Latitudes	NNP
A52264	2579	6	,	,	,
A52264	2579	7	the	the	DT
A52264	2579	8	number	number	NN
A52264	2579	9	answering	answer	VBG
A52264	2579	10	to	to	IN
A52264	2579	11	15	15	CD
A52264	2579	12	deg	deg	NN
A52264	2579	13	.	.	.
A52264	2580	1	50	50	CD
A52264	2580	2	min	min	NN
A52264	2580	3	.	.	.
A52264	2581	1	is	be	VBZ
A52264	2581	2	15.692	15.692	CD
A52264	2581	3	50	50	CD
A52264	2581	4	deg	deg	NN
A52264	2581	5	.	.	.
A52264	2582	1	is	be	VBZ
A52264	2582	2	57.905	57.905	CD
A52264	2582	3	Their	-PRON-	PRP$
A52264	2582	4	difference	difference	NN
A52264	2582	5	42.213	42.213	CD
A52264	2582	6	3	3	CD
A52264	2582	7	.	.	.
A52264	2583	1	When	when	WRB
A52264	2583	2	one	one	CD
A52264	2583	3	of	of	IN
A52264	2583	4	the	the	DT
A52264	2583	5	places	place	NNS
A52264	2583	6	have	have	VBP
A52264	2583	7	Southerly	Southerly	NNP
A52264	2583	8	and	and	CC
A52264	2583	9	the	the	DT
A52264	2583	10	other	other	JJ
A52264	2583	11	Northerly	Northerly	NNP
A52264	2583	12	Latitude	Latitude	NNP
A52264	2583	13	;	;	:
A52264	2583	14	in	in	IN
A52264	2583	15	this	this	DT
A52264	2583	16	case	case	NN
A52264	2583	17	,	,	,
A52264	2583	18	the	the	DT
A52264	2583	19	sum	sum	NN
A52264	2583	20	of	of	IN
A52264	2583	21	the	the	DT
A52264	2583	22	numbers	number	NNS
A52264	2583	23	answering	answer	VBG
A52264	2583	24	to	to	IN
A52264	2583	25	their	-PRON-	PRP$
A52264	2583	26	Latitudes	latitude	NNS
A52264	2583	27	in	in	IN
A52264	2583	28	the	the	DT
A52264	2583	29	Table	table	NN
A52264	2583	30	,	,	,
A52264	2583	31	is	be	VBZ
A52264	2583	32	the	the	DT
A52264	2583	33	meridional	meridional	JJ
A52264	2583	34	difference	difference	NN
A52264	2583	35	you	-PRON-	PRP
A52264	2583	36	look	look	VBP
A52264	2583	37	for	for	IN
A52264	2583	38	.	.	.
A52264	2584	1	So	so	CC
A52264	2584	2	Caput	Caput	NNP
A52264	2584	3	bonae	bonae	NN
A52264	2584	4	spei	spei	NNP
A52264	2584	5	,	,	,
A52264	2584	6	whose	whose	WP$
A52264	2584	7	latitude	latitude	NN
A52264	2584	8	is	be	VBZ
A52264	2584	9	about	about	RB
A52264	2584	10	36	36	CD
A52264	2584	11	deg	deg	NN
A52264	2584	12	.	.	.
A52264	2585	1	50	50	CD
A52264	2585	2	parts	part	NNS
A52264	2585	3	,	,	,
A52264	2585	4	and	and	CC
A52264	2585	5	Japan	Japan	NNP
A52264	2585	6	in	in	IN
A52264	2585	7	the	the	DT
A52264	2585	8	East	East	NNP
A52264	2585	9	Indies	Indies	NNPS
A52264	2585	10	,	,	,
A52264	2585	11	whose	whose	WP$
A52264	2585	12	latitude	latitude	NN
A52264	2585	13	is	be	VBZ
A52264	2585	14	about	about	RB
A52264	2585	15	30	30	CD
A52264	2585	16	degrees	degree	NNS
A52264	2585	17	being	be	VBG
A52264	2585	18	propounded	propound	VBN
A52264	2585	19	,	,	,
A52264	2585	20	their	-PRON-	PRP$
A52264	2585	21	meridional	meridional	JJ
A52264	2585	22	difference	difference	NN
A52264	2585	23	will	will	MD
A52264	2585	24	be	be	VB
A52264	2585	25	found	find	VBN
A52264	2585	26	to	to	TO
A52264	2585	27	be	be	VB
A52264	2585	28	70.724	70.724	CD
A52264	2585	29	.	.	.
A52264	2586	1	For	for	IN
A52264	2586	2	the	the	DT
A52264	2586	3	meridional	meridional	JJ
A52264	2586	4	parts	part	NNS
A52264	2586	5	of	of	IN
A52264	2586	6	36.50	36.50	CD
A52264	2586	7	.	.	.
A52264	2587	1	39.252	39.252	CD
A52264	2587	2	And	and	CC
A52264	2587	3	the	the	DT
A52264	2587	4	meridional	meridional	JJ
A52264	2587	5	parts	part	NNS
A52264	2587	6	of	of	IN
A52264	2587	7	30	30	CD
A52264	2587	8	d.	d.	NN
A52264	2587	9	31.472	31.472	CD
A52264	2587	10	Their	-PRON-	PRP$
A52264	2587	11	sum	sum	NN
A52264	2587	12	is	be	VBZ
A52264	2587	13	the	the	DT
A52264	2587	14	difference	difference	NN
A52264	2587	15	required	require	VBN
A52264	2587	16	.	.	.
A52264	2588	1	70.724	70.724	CD
A52264	2588	2	Probl	Probl	NNP
A52264	2588	3	.	.	.
A52264	2589	1	4	4	LS
A52264	2589	2	.	.	.
A52264	2590	1	Two	two	CD
A52264	2590	2	places	place	NNS
A52264	2590	3	differing	differ	VBG
A52264	2590	4	onely	onely	RB
A52264	2590	5	in	in	IN
A52264	2590	6	Latitude	Latitude	NNP
A52264	2590	7	,	,	,
A52264	2590	8	to	to	TO
A52264	2590	9	finde	finde	VB
A52264	2590	10	their	-PRON-	PRP$
A52264	2590	11	distance	distance	NN
A52264	2590	12	.	.	.
A52264	2591	1	IN	in	IN
A52264	2591	2	this	this	DT
A52264	2591	3	proposition	proposition	NN
A52264	2591	4	there	there	EX
A52264	2591	5	are	be	VBP
A52264	2591	6	two	two	CD
A52264	2591	7	varieties	variety	NNS
A52264	2591	8	.	.	.
A52264	2592	1	1	1	LS
A52264	2592	2	.	.	.
A52264	2593	1	If	if	IN
A52264	2593	2	the	the	DT
A52264	2593	3	two	two	CD
A52264	2593	4	places	place	NNS
A52264	2593	5	propounded	propound	VBN
A52264	2593	6	lie	lie	NN
A52264	2593	7	under	under	IN
A52264	2593	8	the	the	DT
A52264	2593	9	same	same	JJ
A52264	2593	10	meridian	meridian	NN
A52264	2593	11	,	,	,
A52264	2593	12	and	and	CC
A52264	2593	13	both	both	DT
A52264	2593	14	of	of	IN
A52264	2593	15	them	-PRON-	PRP
A52264	2593	16	on	on	IN
A52264	2593	17	one	one	CD
A52264	2593	18	side	side	NN
A52264	2593	19	of	of	IN
A52264	2593	20	the	the	DT
A52264	2593	21	Equinoctial	Equinoctial	NNP
A52264	2593	22	,	,	,
A52264	2593	23	you	-PRON-	PRP
A52264	2593	24	must	must	MD
A52264	2593	25	substract	substract	VB
A52264	2593	26	the	the	DT
A52264	2593	27	lesser	less	JJR
A52264	2593	28	latitude	latitude	NN
A52264	2593	29	from	from	IN
A52264	2593	30	the	the	DT
A52264	2593	31	greater	great	JJR
A52264	2593	32	,	,	,
A52264	2593	33	and	and	CC
A52264	2593	34	the	the	DT
A52264	2593	35	remainer	remainer	NN
A52264	2593	36	converted	convert	VBD
A52264	2593	37	into	into	IN
A52264	2593	38	leagues	league	NNS
A52264	2593	39	,	,	,
A52264	2593	40	by	by	IN
A52264	2593	41	allowing	allow	VBG
A52264	2593	42	20	20	CD
A52264	2593	43	leagues	league	NNS
A52264	2593	44	to	to	IN
A52264	2593	45	a	a	DT
A52264	2593	46	degree	degree	NN
A52264	2593	47	,	,	,
A52264	2593	48	will	will	MD
A52264	2593	49	be	be	VB
A52264	2593	50	the	the	DT
A52264	2593	51	distance	distance	NN
A52264	2593	52	required	require	VBN
A52264	2593	53	.	.	.
A52264	2594	1	2	2	LS
A52264	2594	2	.	.	.
A52264	2595	1	If	if	IN
A52264	2595	2	one	one	CD
A52264	2595	3	place	place	NN
A52264	2595	4	lie	lie	VBP
A52264	2595	5	on	on	IN
A52264	2595	6	the	the	DT
A52264	2595	7	North	North	NNP
A52264	2595	8	,	,	,
A52264	2595	9	and	and	CC
A52264	2595	10	the	the	DT
A52264	2595	11	other	other	JJ
A52264	2595	12	on	on	IN
A52264	2595	13	the	the	DT
A52264	2595	14	South	South	NNP
A52264	2595	15	side	side	NN
A52264	2595	16	of	of	IN
A52264	2595	17	the	the	DT
A52264	2595	18	Equinoctial	Equinoctial	NNP
A52264	2595	19	(	(	-LRB-
A52264	2595	20	yet	yet	RB
A52264	2595	21	both	both	DT
A52264	2595	22	under	under	IN
A52264	2595	23	the	the	DT
A52264	2595	24	same	same	JJ
A52264	2595	25	meridian	meridian	NN
A52264	2595	26	)	)	-RRB-
A52264	2595	27	you	-PRON-	PRP
A52264	2595	28	must	must	MD
A52264	2595	29	then	then	RB
A52264	2595	30	adde	adde	VB
A52264	2595	31	both	both	CC
A52264	2595	32	the	the	DT
A52264	2595	33	latitudes	latitude	NNS
A52264	2595	34	together	together	RB
A52264	2595	35	,	,	,
A52264	2595	36	and	and	CC
A52264	2595	37	the	the	DT
A52264	2595	38	sum	sum	NN
A52264	2595	39	converted	convert	VBD
A52264	2595	40	into	into	IN
A52264	2595	41	leagues	league	NNS
A52264	2595	42	,	,	,
A52264	2595	43	will	will	MD
A52264	2595	44	give	give	VB
A52264	2595	45	their	-PRON-	PRP$
A52264	2595	46	distance	distance	NN
A52264	2595	47	.	.	.
A52264	2596	1	Probl	probl	VB
A52264	2596	2	.	.	.
A52264	2597	1	5	5	CD
A52264	2597	2	.	.	.
A52264	2598	1	Two	two	CD
A52264	2598	2	places	place	NNS
A52264	2598	3	differing	differ	VBG
A52264	2598	4	onely	onely	RB
A52264	2598	5	in	in	IN
A52264	2598	6	longitude	longitude	NN
A52264	2598	7	being	be	VBG
A52264	2598	8	given	give	VBN
A52264	2598	9	,	,	,
A52264	2598	10	to	to	TO
A52264	2598	11	finde	finde	VB
A52264	2598	12	their	-PRON-	PRP$
A52264	2598	13	distance	distance	NN
A52264	2598	14	.	.	.
A52264	2599	1	IN	in	IN
A52264	2599	2	this	this	DT
A52264	2599	3	proposition	proposition	NN
A52264	2599	4	there	there	EX
A52264	2599	5	are	be	VBP
A52264	2599	6	also	also	RB
A52264	2599	7	two	two	CD
A52264	2599	8	varieties	variety	NNS
A52264	2599	9	.	.	.
A52264	2600	1	1	1	LS
A52264	2600	2	.	.	.
A52264	2601	1	If	if	IN
A52264	2601	2	the	the	DT
A52264	2601	3	two	two	CD
A52264	2601	4	places	place	NNS
A52264	2601	5	propounded	propound	VBN
A52264	2601	6	lie	lie	NN
A52264	2601	7	under	under	IN
A52264	2601	8	the	the	DT
A52264	2601	9	Equinoctial	Equinoctial	NNP
A52264	2601	10	,	,	,
A52264	2601	11	then	then	RB
A52264	2601	12	the	the	DT
A52264	2601	13	difference	difference	NN
A52264	2601	14	of	of	IN
A52264	2601	15	their	-PRON-	PRP$
A52264	2601	16	Longitudes	Longitudes	NNP
A52264	2601	17	reduced	reduce	VBN
A52264	2601	18	into	into	IN
A52264	2601	19	leagues	league	NNS
A52264	2601	20	(	(	-LRB-
A52264	2601	21	by	by	IN
A52264	2601	22	allowing	allow	VBG
A52264	2601	23	20	20	CD
A52264	2601	24	leagues	league	NNS
A52264	2601	25	to	to	IN
A52264	2601	26	a	a	DT
A52264	2601	27	degree	degree	NN
A52264	2601	28	)	)	-RRB-
A52264	2601	29	giveth	giveth	VBZ
A52264	2601	30	the	the	DT
A52264	2601	31	distance	distance	NN
A52264	2601	32	of	of	IN
A52264	2601	33	the	the	DT
A52264	2601	34	places	place	NNS
A52264	2601	35	required	require	VBN
A52264	2601	36	.	.	.
A52264	2602	1	2	2	LS
A52264	2602	2	.	.	.
A52264	2603	1	But	but	CC
A52264	2603	2	if	if	IN
A52264	2603	3	the	the	DT
A52264	2603	4	two	two	CD
A52264	2603	5	places	place	NNS
A52264	2603	6	propounded	propound	VBN
A52264	2603	7	differ	differ	VBP
A52264	2603	8	onely	onely	RB
A52264	2603	9	in	in	IN
A52264	2603	10	longitude	longitude	NN
A52264	2603	11	,	,	,
A52264	2603	12	and	and	CC
A52264	2603	13	lie	lie	VBP
A52264	2603	14	not	not	RB
A52264	2603	15	under	under	IN
A52264	2603	16	the	the	DT
A52264	2603	17	Equinoctial	Equinoctial	NNP
A52264	2603	18	,	,	,
A52264	2603	19	but	but	CC
A52264	2603	20	under	under	IN
A52264	2603	21	some	some	DT
A52264	2603	22	other	other	JJ
A52264	2603	23	intermediate	intermediate	JJ
A52264	2603	24	parallel	parallel	NN
A52264	2603	25	between	between	IN
A52264	2603	26	the	the	DT
A52264	2603	27	Eqninoctial	Eqninoctial	NNP
A52264	2603	28	and	and	CC
A52264	2603	29	one	one	CD
A52264	2603	30	of	of	IN
A52264	2603	31	the	the	DT
A52264	2603	32	poles	pole	NNS
A52264	2603	33	:	:	:
A52264	2603	34	then	then	RB
A52264	2603	35	to	to	TO
A52264	2603	36	finde	finde	VB
A52264	2603	37	their	-PRON-	PRP$
A52264	2603	38	distance	distance	NN
A52264	2603	39	,	,	,
A52264	2603	40	the	the	DT
A52264	2603	41	proportion	proportion	NN
A52264	2603	42	is	be	VBZ
A52264	2603	43	,	,	,
A52264	2603	44	As	as	IN
A52264	2603	45	the	the	DT
A52264	2603	46	Radius	Radius	NNP
A52264	2603	47	,	,	,
A52264	2603	48	Is	be	VBZ
A52264	2603	49	to	to	IN
A52264	2603	50	the	the	DT
A52264	2603	51	co	co	NN
A52264	2603	52	-	-	NN
A52264	2603	53	sine	sine	NN
A52264	2603	54	of	of	IN
A52264	2603	55	the	the	DT
A52264	2603	56	common	common	JJ
A52264	2603	57	latitude	latitude	NN
A52264	2603	58	;	;	:
A52264	2603	59	So	so	CC
A52264	2603	60	is	be	VBZ
A52264	2603	61	the	the	DT
A52264	2603	62	sine	sine	NN
A52264	2603	63	of	of	IN
A52264	2603	64	half	half	PDT
A52264	2603	65	the	the	DT
A52264	2603	66	difference	difference	NN
A52264	2603	67	of	of	IN
A52264	2603	68	longitude	longitude	NN
A52264	2603	69	,	,	,
A52264	2603	70	To	to	IN
A52264	2603	71	the	the	DT
A52264	2603	72	sine	sine	NN
A52264	2603	73	of	of	IN
A52264	2603	74	half	half	PDT
A52264	2603	75	their	-PRON-	PRP$
A52264	2603	76	distance	distance	NN
A52264	2603	77	.	.	.
A52264	2604	1	Probl	probl	VB
A52264	2604	2	.	.	.
A52264	2605	1	6	6	CD
A52264	2605	2	.	.	.
A52264	2606	1	Two	two	CD
A52264	2606	2	places	place	NNS
A52264	2606	3	being	be	VBG
A52264	2606	4	given	give	VBN
A52264	2606	5	,	,	,
A52264	2606	6	which	which	WDT
A52264	2606	7	differ	differ	VBP
A52264	2606	8	both	both	DT
A52264	2606	9	in	in	IN
A52264	2606	10	Longitude	Longitude	NNP
A52264	2606	11	and	and	CC
A52264	2606	12	Latitude	Latitude	NNP
A52264	2606	13	,	,	,
A52264	2606	14	to	to	TO
A52264	2606	15	finde	finde	VB
A52264	2606	16	their	-PRON-	PRP$
A52264	2606	17	distance	distance	NN
A52264	2606	18	.	.	.
A52264	2607	1	IN	in	IN
A52264	2607	2	this	this	DT
A52264	2607	3	Proposition	Proposition	NNP
A52264	2607	4	there	there	EX
A52264	2607	5	are	be	VBP
A52264	2607	6	three	three	CD
A52264	2607	7	varieties	variety	NNS
A52264	2607	8	.	.	.
A52264	2608	1	1	1	LS
A52264	2608	2	.	.	.
A52264	2609	1	If	if	IN
A52264	2609	2	one	one	CD
A52264	2609	3	place	place	NN
A52264	2609	4	be	be	VBP
A52264	2609	5	under	under	IN
A52264	2609	6	the	the	DT
A52264	2609	7	Equinoctial	equinoctial	JJ
A52264	2609	8	circle	circle	NN
A52264	2609	9	,	,	,
A52264	2609	10	and	and	CC
A52264	2609	11	the	the	DT
A52264	2609	12	other	other	JJ
A52264	2609	13	towards	towards	IN
A52264	2609	14	either	either	DT
A52264	2609	15	pole	pole	NN
A52264	2609	16	,	,	,
A52264	2609	17	then	then	RB
A52264	2609	18	the	the	DT
A52264	2609	19	proportion	proportion	NN
A52264	2609	20	is	be	VBZ
A52264	2609	21	,	,	,
A52264	2609	22	As	as	IN
A52264	2609	23	Radius	Radius	NNP
A52264	2609	24	,	,	,
A52264	2609	25	To	to	IN
A52264	2609	26	the	the	DT
A52264	2609	27	cosine	cosine	NN
A52264	2609	28	of	of	IN
A52264	2609	29	the	the	DT
A52264	2609	30	difference	difference	NN
A52264	2609	31	of	of	IN
A52264	2609	32	longitude	longitude	NN
A52264	2609	33	;	;	:
A52264	2609	34	So	so	RB
A52264	2609	35	is	be	VBZ
A52264	2609	36	the	the	DT
A52264	2609	37	co	co	JJ
A52264	2609	38	-	-	NN
A52264	2609	39	sine	sine	NN
A52264	2609	40	of	of	IN
A52264	2609	41	the	the	DT
A52264	2609	42	latitude	latitude	NN
A52264	2609	43	given	give	VBN
A52264	2609	44	,	,	,
A52264	2609	45	To	to	IN
A52264	2609	46	the	the	DT
A52264	2609	47	co	co	NN
A52264	2609	48	-	-	NN
A52264	2609	49	sine	sine	NN
A52264	2609	50	of	of	IN
A52264	2609	51	the	the	DT
A52264	2609	52	distance	distance	NN
A52264	2609	53	required	require	VBN
A52264	2609	54	.	.	.
A52264	2610	1	2	2	LS
A52264	2610	2	.	.	.
A52264	2611	1	If	if	IN
A52264	2611	2	both	both	DT
A52264	2611	3	the	the	DT
A52264	2611	4	places	place	NNS
A52264	2611	5	propounded	propound	VBN
A52264	2611	6	be	be	VB
A52264	2611	7	without	without	IN
A52264	2611	8	the	the	DT
A52264	2611	9	Equinoctial	Equinoctial	NNP
A52264	2611	10	,	,	,
A52264	2611	11	and	and	CC
A52264	2611	12	on	on	IN
A52264	2611	13	the	the	DT
A52264	2611	14	Northern	northern	JJ
A52264	2611	15	or	or	CC
A52264	2611	16	Southern	southern	JJ
A52264	2611	17	side	side	NN
A52264	2611	18	thereof	thereof	RB
A52264	2611	19	,	,	,
A52264	2611	20	then	then	RB
A52264	2611	21	the	the	DT
A52264	2611	22	proportion	proportion	NN
A52264	2611	23	must	must	MD
A52264	2611	24	be	be	VB
A52264	2611	25	wrought	work	VBN
A52264	2611	26	at	at	IN
A52264	2611	27	two	two	CD
A52264	2611	28	operations	operation	NNS
A52264	2611	29	.	.	.
A52264	2612	1	1	1	LS
A52264	2612	2	.	.	.
A52264	2613	1	Say	say	VB
A52264	2613	2	;	;	:
A52264	2613	3	As	as	IN
A52264	2613	4	the	the	DT
A52264	2613	5	Radius	Radius	NNP
A52264	2613	6	,	,	,
A52264	2613	7	To	to	IN
A52264	2613	8	the	the	DT
A52264	2613	9	cosine	cosine	NN
A52264	2613	10	of	of	IN
A52264	2613	11	the	the	DT
A52264	2613	12	difference	difference	NN
A52264	2613	13	of	of	IN
A52264	2613	14	Longitude	Longitude	NNP
A52264	2613	15	So	so	RB
A52264	2613	16	the	the	DT
A52264	2613	17	co	co	NN
A52264	2613	18	-	-	NN
A52264	2613	19	tangent	tangent	NN
A52264	2613	20	of	of	IN
A52264	2613	21	the	the	DT
A52264	2613	22	lesser	less	JJR
A52264	2613	23	latitude	latitude	NN
A52264	2613	24	,	,	,
A52264	2613	25	To	to	IN
A52264	2613	26	the	the	DT
A52264	2613	27	tangent	tangent	NN
A52264	2613	28	of	of	IN
A52264	2613	29	the	the	DT
A52264	2613	30	fourth	fourth	JJ
A52264	2613	31	ark	ark	NNP
A52264	2613	32	.	.	.
A52264	2614	1	Which	which	WDT
A52264	2614	2	fourth	fourth	JJ
A52264	2614	3	ark	ark	NN
A52264	2614	4	substract	substract	VBP
A52264	2614	5	out	out	IN
A52264	2614	6	of	of	IN
A52264	2614	7	the	the	DT
A52264	2614	8	complement	complement	NN
A52264	2614	9	of	of	IN
A52264	2614	10	the	the	DT
A52264	2614	11	greater	great	JJR
A52264	2614	12	latitude	latitude	NN
A52264	2614	13	,	,	,
A52264	2614	14	and	and	CC
A52264	2614	15	retaining	retain	VBG
A52264	2614	16	the	the	DT
A52264	2614	17	remaining	remain	VBG
A52264	2614	18	ark	ark	NNP
A52264	2614	19	say	say	VBP
A52264	2614	20	,	,	,
A52264	2614	21	As	as	IN
A52264	2614	22	the	the	DT
A52264	2614	23	co	co	NN
A52264	2614	24	-	-	NN
A52264	2614	25	sine	sine	NN
A52264	2614	26	of	of	IN
A52264	2614	27	the	the	DT
A52264	2614	28	ark	ark	NNP
A52264	2614	29	found	find	VBD
A52264	2614	30	,	,	,
A52264	2614	31	Is	be	VBZ
A52264	2614	32	to	to	IN
A52264	2614	33	the	the	DT
A52264	2614	34	co	co	NN
A52264	2614	35	-	-	NN
A52264	2614	36	sine	sine	NN
A52264	2614	37	of	of	IN
A52264	2614	38	the	the	DT
A52264	2614	39	ark	ark	NN
A52264	2614	40	remaining	remain	VBG
A52264	2614	41	;	;	:
A52264	2614	42	So	so	RB
A52264	2614	43	is	be	VBZ
A52264	2614	44	the	the	DT
A52264	2614	45	sine	sine	NN
A52264	2614	46	of	of	IN
A52264	2614	47	the	the	DT
A52264	2614	48	lesser	less	JJR
A52264	2614	49	latitude	latitude	NN
A52264	2614	50	,	,	,
A52264	2614	51	To	to	IN
A52264	2614	52	the	the	DT
A52264	2614	53	co	co	NN
A52264	2614	54	-	-	NN
A52264	2614	55	sine	sine	NN
A52264	2614	56	of	of	IN
A52264	2614	57	the	the	DT
A52264	2614	58	distance	distance	NN
A52264	2614	59	required	require	VBN
A52264	2614	60	.	.	.
A52264	2615	1	3	3	LS
A52264	2615	2	.	.	.
A52264	2616	1	If	if	IN
A52264	2616	2	the	the	DT
A52264	2616	3	two	two	CD
A52264	2616	4	places	place	NNS
A52264	2616	5	propounded	propound	VBD
A52264	2616	6	differ	differ	VBP
A52264	2616	7	both	both	DT
A52264	2616	8	in	in	IN
A52264	2616	9	Longitude	Longitude	NNP
A52264	2616	10	and	and	CC
A52264	2616	11	Latitude	Latitude	NNP
A52264	2616	12	,	,	,
A52264	2616	13	and	and	CC
A52264	2616	14	be	be	VB
A52264	2616	15	both	both	DT
A52264	2616	16	of	of	IN
A52264	2616	17	them	-PRON-	PRP
A52264	2616	18	without	without	IN
A52264	2616	19	the	the	DT
A52264	2616	20	Equinoctial	Equinoctial	NNP
A52264	2616	21	,	,	,
A52264	2616	22	and	and	CC
A52264	2616	23	one	one	CD
A52264	2616	24	of	of	IN
A52264	2616	25	them	-PRON-	PRP
A52264	2616	26	towards	towards	IN
A52264	2616	27	the	the	DT
A52264	2616	28	North	North	NNP
A52264	2616	29	pole	pole	NN
A52264	2616	30	,	,	,
A52264	2616	31	and	and	CC
A52264	2616	32	the	the	DT
A52264	2616	33	other	other	JJ
A52264	2616	34	towards	towards	IN
A52264	2616	35	the	the	DT
A52264	2616	36	South	South	NNP
A52264	2616	37	pole	pole	NN
A52264	2616	38	,	,	,
A52264	2616	39	the	the	DT
A52264	2616	40	proportion	proportion	NN
A52264	2616	41	is	be	VBZ
A52264	2616	42	,	,	,
A52264	2616	43	As	as	IN
A52264	2616	44	the	the	DT
A52264	2616	45	Radius	Radius	NNP
A52264	2616	46	,	,	,
A52264	2616	47	Is	be	VBZ
A52264	2616	48	to	to	IN
A52264	2616	49	the	the	DT
A52264	2616	50	co	co	NN
A52264	2616	51	-	-	NN
A52264	2616	52	sine	sine	NN
A52264	2616	53	of	of	IN
A52264	2616	54	the	the	DT
A52264	2616	55	difference	difference	NN
A52264	2616	56	of	of	IN
A52264	2616	57	Longit	Longit	NNP
A52264	2616	58	.	.	.
A52264	2617	1	So	so	RB
A52264	2617	2	is	be	VBZ
A52264	2617	3	the	the	DT
A52264	2617	4	co	co	JJ
A52264	2617	5	-	-	NN
A52264	2617	6	tangent	tangent	NN
A52264	2617	7	of	of	IN
A52264	2617	8	one	one	CD
A52264	2617	9	of	of	IN
A52264	2617	10	the	the	DT
A52264	2617	11	Latitudes	Latitudes	NNPS
A52264	2617	12	To	to	IN
A52264	2617	13	the	the	DT
A52264	2617	14	tangent	tangent	NN
A52264	2617	15	of	of	IN
A52264	2617	16	another	another	DT
A52264	2617	17	ark	ark	NN
A52264	2617	18	.	.	.
A52264	2618	1	Which	which	WDT
A52264	2618	2	being	be	VBG
A52264	2618	3	substracted	substracte	VBN
A52264	2618	4	out	out	IN
A52264	2618	5	of	of	IN
A52264	2618	6	the	the	DT
A52264	2618	7	other	other	JJ
A52264	2618	8	Latitude	Latitude	NNP
A52264	2618	9	,	,	,
A52264	2618	10	and	and	CC
A52264	2618	11	90	90	CD
A52264	2618	12	degrees	degree	NNS
A52264	2618	13	added	add	VBN
A52264	2618	14	thereto	thereto	NN
A52264	2618	15	,	,	,
A52264	2618	16	say	say	VBP
A52264	2618	17	:	:	:
A52264	2618	18	As	as	IN
A52264	2618	19	the	the	DT
A52264	2618	20	co	co	NN
A52264	2618	21	-	-	NN
A52264	2618	22	sine	sine	NN
A52264	2618	23	of	of	IN
A52264	2618	24	the	the	DT
A52264	2618	25	ark	ark	NNP
A52264	2618	26	found	find	VBD
A52264	2618	27	,	,	,
A52264	2618	28	Is	be	VBZ
A52264	2618	29	to	to	IN
A52264	2618	30	the	the	DT
A52264	2618	31	co	co	NN
A52264	2618	32	-	-	NN
A52264	2618	33	sine	sine	NN
A52264	2618	34	of	of	IN
A52264	2618	35	the	the	DT
A52264	2618	36	ark	ark	NN
A52264	2618	37	remaining	remain	VBG
A52264	2618	38	;	;	:
A52264	2618	39	So	so	RB
A52264	2618	40	is	be	VBZ
A52264	2618	41	the	the	DT
A52264	2618	42	co	co	JJ
A52264	2618	43	-	-	NN
A52264	2618	44	sine	sine	NN
A52264	2618	45	of	of	IN
A52264	2618	46	the	the	DT
A52264	2618	47	Latitude	Latitude	NNP
A52264	2618	48	first	first	RB
A52264	2618	49	taken	take	VBN
A52264	2618	50	,	,	,
A52264	2618	51	To	to	IN
A52264	2618	52	the	the	DT
A52264	2618	53	co	co	NN
A52264	2618	54	-	-	NN
A52264	2618	55	sine	sine	NN
A52264	2618	56	of	of	IN
A52264	2618	57	the	the	DT
A52264	2618	58	distance	distance	NN
A52264	2618	59	.	.	.
A52264	2619	1	Probl	probl	VB
A52264	2619	2	.	.	.
A52264	2620	1	7	7	LS
A52264	2620	2	.	.	.
A52264	2621	1	The	the	DT
A52264	2621	2	Rumbe	Rumbe	NNP
A52264	2621	3	and	and	CC
A52264	2621	4	distance	distance	NN
A52264	2621	5	of	of	IN
A52264	2621	6	two	two	CD
A52264	2621	7	places	place	NNS
A52264	2621	8	given	give	VBN
A52264	2621	9	,	,	,
A52264	2621	10	to	to	TO
A52264	2621	11	finde	finde	VB
A52264	2621	12	the	the	DT
A52264	2621	13	difference	difference	NN
A52264	2621	14	of	of	IN
A52264	2621	15	Latitude	Latitude	NNP
A52264	2621	16	.	.	.
A52264	2622	1	THe	the	DT
A52264	2622	2	proportion	proportion	NN
A52264	2622	3	is	be	VBZ
A52264	2622	4	:	:	:
A52264	2622	5	As	as	IN
A52264	2622	6	the	the	DT
A52264	2622	7	Radius	Radius	NNP
A52264	2622	8	,	,	,
A52264	2622	9	Is	be	VBZ
A52264	2622	10	to	to	IN
A52264	2622	11	the	the	DT
A52264	2622	12	co	co	NN
A52264	2622	13	-	-	NN
A52264	2622	14	sine	sine	NN
A52264	2622	15	of	of	IN
A52264	2622	16	the	the	DT
A52264	2622	17	rumb	rumb	NN
A52264	2622	18	from	from	IN
A52264	2622	19	the	the	DT
A52264	2622	20	meridian	meridian	NNP
A52264	2622	21	:	:	:
A52264	2622	22	So	so	RB
A52264	2622	23	is	be	VBZ
A52264	2622	24	the	the	DT
A52264	2622	25	distance	distance	NN
A52264	2622	26	,	,	,
A52264	2622	27	To	to	IN
A52264	2622	28	the	the	DT
A52264	2622	29	difference	difference	NN
A52264	2622	30	of	of	IN
A52264	2622	31	Latitude	Latitude	NNP
A52264	2622	32	.	.	.
A52264	2623	1	Example	example	NN
A52264	2623	2	.	.	.
A52264	2624	1	If	if	IN
A52264	2624	2	a	a	DT
A52264	2624	3	ship	ship	NN
A52264	2624	4	sail	sail	NN
A52264	2624	5	West	west	JJ
A52264	2624	6	-	-	HYPH
A52264	2624	7	north	north	NN
A52264	2624	8	-	-	HYPH
A52264	2624	9	west	west	NN
A52264	2624	10	,	,	,
A52264	2624	11	(	(	-LRB-
A52264	2624	12	that	that	DT
A52264	2624	13	is	is	RB
A52264	2624	14	,	,	,
A52264	2624	15	upon	upon	IN
A52264	2624	16	the	the	DT
A52264	2624	17	sixt	sixt	NNP
A52264	2624	18	rumb	rumb	RB
A52264	2624	19	from	from	IN
A52264	2624	20	the	the	DT
A52264	2624	21	meridian	meridian	NNP
A52264	2624	22	)	)	-RRB-
A52264	2624	23	the	the	DT
A52264	2624	24	distance	distance	NN
A52264	2624	25	of	of	IN
A52264	2624	26	90	90	CD
A52264	2624	27	leagues	league	NNS
A52264	2624	28	;	;	:
A52264	2624	29	what	what	WP
A52264	2624	30	shall	shall	MD
A52264	2624	31	be	be	VB
A52264	2624	32	the	the	DT
A52264	2624	33	difference	difference	NN
A52264	2624	34	of	of	IN
A52264	2624	35	Latitude	Latitude	NNP
A52264	2624	36	?	?	.
A52264	2625	1	First	first	RB
A52264	2625	2	,	,	,
A52264	2625	3	I	-PRON-	PRP
A52264	2625	4	seek	seek	VBP
A52264	2625	5	in	in	IN
A52264	2625	6	the	the	DT
A52264	2625	7	Table	table	NN
A52264	2625	8	of	of	IN
A52264	2625	9	Angles	angle	NNS
A52264	2625	10	which	which	WDT
A52264	2625	11	every	every	DT
A52264	2625	12	Rumb	Rumb	NNP
A52264	2625	13	maketh	maketh	NN
A52264	2625	14	with	with	IN
A52264	2625	15	the	the	DT
A52264	2625	16	Meridian	Meridian	NNP
A52264	2625	17	,	,	,
A52264	2625	18	for	for	IN
A52264	2625	19	the	the	DT
A52264	2625	20	quantity	quantity	NN
A52264	2625	21	of	of	IN
A52264	2625	22	the	the	DT
A52264	2625	23	angle	angle	NN
A52264	2625	24	of	of	IN
A52264	2625	25	the	the	DT
A52264	2625	26	sixt	sixt	NNP
A52264	2625	27	rumb	rumb	NNP
A52264	2625	28	,	,	,
A52264	2625	29	which	which	WDT
A52264	2625	30	is	be	VBZ
A52264	2625	31	67	67	CD
A52264	2625	32	degr	degr	NN
A52264	2625	33	.	.	.
A52264	2626	1	50	50	CD
A52264	2626	2	parts	part	NNS
A52264	2626	3	,	,	,
A52264	2626	4	the	the	DT
A52264	2626	5	complement	complement	NN
A52264	2626	6	whereof	whereof	NNP
A52264	2626	7	is	be	VBZ
A52264	2626	8	22	22	CD
A52264	2626	9	degr	degr	NN
A52264	2626	10	.	.	.
A52264	2627	1	50	50	CD
A52264	2627	2	parts	part	NNS
A52264	2627	3	:	:	:
A52264	2627	4	therefore	therefore	RB
A52264	2627	5	,	,	,
A52264	2627	6	As	as	IN
A52264	2627	7	the	the	DT
A52264	2627	8	Radius	Radius	NNP
A52264	2627	9	,	,	,
A52264	2627	10	10.000000	10.000000	CD
A52264	2627	11	Is	be	VBZ
A52264	2627	12	to	to	IN
A52264	2627	13	the	the	DT
A52264	2627	14	sine	sine	NN
A52264	2627	15	of	of	IN
A52264	2627	16	22.50	22.50	CD
A52264	2627	17	.	.	.
A52264	2628	1	9.582839	9.582839	CD
A52264	2628	2	So	so	RB
A52264	2628	3	is	be	VBZ
A52264	2628	4	the	the	DT
A52264	2628	5	distance	distance	NN
A52264	2628	6	in	in	IN
A52264	2628	7	leagues	league	NNS
A52264	2628	8	90	90	CD
A52264	2628	9	,	,	,
A52264	2628	10	1.954242	1.954242	CD
A52264	2628	11	    	    	_SP
A52264	2628	12	To	to	IN
A52264	2628	13	the	the	DT
A52264	2628	14	difference	difference	NN
A52264	2628	15	of	of	IN
A52264	2628	16	Latitude	Latitude	NNP
A52264	2628	17	34	34	CD
A52264	2628	18	,	,	,
A52264	2628	19	and	and	CC
A52264	2628	20	better	well	JJR
A52264	2628	21	1.537081	1.537081	CD
A52264	2628	22	And	and	CC
A52264	2628	23	by	by	IN
A52264	2628	24	looking	look	VBG
A52264	2628	25	the	the	DT
A52264	2628	26	next	next	JJ
A52264	2628	27	neerest	neer	JJS
A52264	2628	28	Logarithm	Logarithm	NNP
A52264	2628	29	,	,	,
A52264	2628	30	the	the	DT
A52264	2628	31	difference	difference	NN
A52264	2628	32	of	of	IN
A52264	2628	33	latitude	latitude	NN
A52264	2628	34	will	will	MD
A52264	2628	35	be	be	VB
A52264	2628	36	34	34	CD
A52264	2628	37	leagues	league	NNS
A52264	2628	38	,	,	,
A52264	2628	39	and	and	CC
A52264	2628	40	44	44	CD
A52264	2628	41	hundred	hundred	CD
A52264	2628	42	parts	part	NNS
A52264	2628	43	of	of	IN
A52264	2628	44	a	a	DT
A52264	2628	45	league	league	NN
A52264	2628	46	.	.	.
A52264	2629	1	And	and	CC
A52264	2629	2	because	because	IN
A52264	2629	3	5	5	CD
A52264	2629	4	centesmes	centesme	NNS
A52264	2629	5	of	of	IN
A52264	2629	6	a	a	DT
A52264	2629	7	degree	degree	NN
A52264	2629	8	answereth	answereth	VBN
A52264	2629	9	to	to	IN
A52264	2629	10	one	one	CD
A52264	2629	11	league	league	NN
A52264	2629	12	,	,	,
A52264	2629	13	therefore	therefore	RB
A52264	2629	14	if	if	IN
A52264	2629	15	you	-PRON-	PRP
A52264	2629	16	multiply	multiply	VBP
A52264	2629	17	3444	3444	CD
A52264	2629	18	by	by	IN
A52264	2629	19	5	5	CD
A52264	2629	20	,	,	,
A52264	2629	21	the	the	DT
A52264	2629	22	product	product	NN
A52264	2629	23	will	will	MD
A52264	2629	24	be	be	VB
A52264	2629	25	17220	17220	CD
A52264	2629	26	,	,	,
A52264	2629	27	from	from	IN
A52264	2629	28	which	which	WDT
A52264	2629	29	cutting	cut	VBG
A52264	2629	30	off	off	RP
A52264	2629	31	the	the	DT
A52264	2629	32	four	four	CD
A52264	2629	33	last	last	JJ
A52264	2629	34	figures	figure	NNS
A52264	2629	35	,	,	,
A52264	2629	36	the	the	DT
A52264	2629	37	difference	difference	NN
A52264	2629	38	of	of	IN
A52264	2629	39	latitude	latitude	NN
A52264	2629	40	will	will	MD
A52264	2629	41	be	be	VB
A52264	2629	42	one	one	CD
A52264	2629	43	degree	degree	NN
A52264	2629	44	72	72	CD
A52264	2629	45	centesmes	centesme	NNS
A52264	2629	46	of	of	IN
A52264	2629	47	a	a	DT
A52264	2629	48	degree	degree	NN
A52264	2629	49	,	,	,
A52264	2629	50	and	and	CC
A52264	2629	51	somewhat	somewhat	RB
A52264	2629	52	more	more	JJR
A52264	2629	53	.	.	.
A52264	2630	1	Probl	probl	VB
A52264	2630	2	.	.	.
A52264	2631	1	8	8	LS
A52264	2631	2	.	.	.
A52264	2632	1	The	the	DT
A52264	2632	2	Rumb	Rumb	NNP
A52264	2632	3	and	and	CC
A52264	2632	4	Latitude	Latitude	NNP
A52264	2632	5	of	of	IN
A52264	2632	6	two	two	CD
A52264	2632	7	places	place	NNS
A52264	2632	8	being	be	VBG
A52264	2632	9	given	give	VBN
A52264	2632	10	,	,	,
A52264	2632	11	to	to	TO
A52264	2632	12	finde	finde	VB
A52264	2632	13	the	the	DT
A52264	2632	14	difference	difference	NN
A52264	2632	15	of	of	IN
A52264	2632	16	Longitude	Longitude	NNP
A52264	2632	17	.	.	.
A52264	2633	1	THe	the	DT
A52264	2633	2	proportion	proportion	NN
A52264	2633	3	is	be	VBZ
A52264	2633	4	:	:	:
A52264	2633	5	As	as	IN
A52264	2633	6	the	the	DT
A52264	2633	7	Radius	Radius	NNP
A52264	2633	8	,	,	,
A52264	2633	9	Is	be	VBZ
A52264	2633	10	to	to	IN
A52264	2633	11	the	the	DT
A52264	2633	12	tangent	tangent	NN
A52264	2633	13	of	of	IN
A52264	2633	14	the	the	DT
A52264	2633	15	rumb	rumb	NN
A52264	2633	16	from	from	IN
A52264	2633	17	the	the	DT
A52264	2633	18	meridian	meridian	NNP
A52264	2633	19	:	:	:
A52264	2633	20	So	so	RB
A52264	2633	21	is	be	VBZ
A52264	2633	22	the	the	DT
A52264	2633	23	proper	proper	JJ
A52264	2633	24	difference	difference	NN
A52264	2633	25	of	of	IN
A52264	2633	26	latitude	latitude	NN
A52264	2633	27	,	,	,
A52264	2633	28	To	to	IN
A52264	2633	29	the	the	DT
A52264	2633	30	difference	difference	NN
A52264	2633	31	of	of	IN
A52264	2633	32	Longitude	Longitude	NNP
A52264	2633	33	.	.	.
A52264	2634	1	Example	example	NN
A52264	2634	2	.	.	.
A52264	2635	1	If	if	IN
A52264	2635	2	a	a	DT
A52264	2635	3	ship	ship	NN
A52264	2635	4	sail	sail	NN
A52264	2635	5	West	west	JJ
A52264	2635	6	-	-	HYPH
A52264	2635	7	north	north	NN
A52264	2635	8	-	-	HYPH
A52264	2635	9	west	west	NN
A52264	2635	10	(	(	-LRB-
A52264	2635	11	that	that	RB
A52264	2635	12	is	is	RB
A52264	2635	13	,	,	,
A52264	2635	14	upon	upon	IN
A52264	2635	15	the	the	DT
A52264	2635	16	sixt	sixt	NNS
A52264	2635	17	Rumb	Rumb	NNP
A52264	2635	18	from	from	IN
A52264	2635	19	the	the	DT
A52264	2635	20	meridian	meridian	NN
A52264	2635	21	)	)	-RRB-
A52264	2635	22	so	so	RB
A52264	2635	23	far	far	RB
A52264	2635	24	,	,	,
A52264	2635	25	that	that	IN
A52264	2635	26	from	from	IN
A52264	2635	27	the	the	DT
A52264	2635	28	latitude	latitude	NN
A52264	2635	29	of	of	IN
A52264	2635	30	51	51	CD
A52264	2635	31	degrees	degree	NNS
A52264	2635	32	,	,	,
A52264	2635	33	53	53	CD
A52264	2635	34	centesmes	centesme	NNS
A52264	2635	35	,	,	,
A52264	2635	36	it	-PRON-	PRP
A52264	2635	37	cometh	cometh	JJ
A52264	2635	38	to	to	IN
A52264	2635	39	the	the	DT
A52264	2635	40	latitude	latitude	NN
A52264	2635	41	of	of	IN
A52264	2635	42	49	49	CD
A52264	2635	43	degrees	degree	NNS
A52264	2635	44	,	,	,
A52264	2635	45	82	82	CD
A52264	2635	46	centesmes	centesme	NNS
A52264	2635	47	;	;	:
A52264	2635	48	what	what	WDT
A52264	2635	49	difference	difference	NN
A52264	2635	50	of	of	IN
A52264	2635	51	Longitude	Longitude	NNP
A52264	2635	52	hath	hath	NN
A52264	2635	53	such	such	PDT
A52264	2635	54	a	a	DT
A52264	2635	55	course	course	NN
A52264	2635	56	made	make	VBN
A52264	2635	57	?	?	.
A52264	2636	1	First	first	RB
A52264	2636	2	,	,	,
A52264	2636	3	I	-PRON-	PRP
A52264	2636	4	seek	seek	VBP
A52264	2636	5	in	in	IN
A52264	2636	6	the	the	DT
A52264	2636	7	Table	table	NN
A52264	2636	8	of	of	IN
A52264	2636	9	Meridional	meridional	JJ
A52264	2636	10	parts	part	NNS
A52264	2636	11	what	what	WP
A52264	2636	12	degrees	degree	NNS
A52264	2636	13	do	do	VBP
A52264	2636	14	there	there	RB
A52264	2636	15	answer	answer	VB
A52264	2636	16	to	to	IN
A52264	2636	17	each	each	DT
A52264	2636	18	latitude	latitude	NN
A52264	2636	19	,	,	,
A52264	2636	20	and	and	CC
A52264	2636	21	to	to	IN
A52264	2636	22	51	51	CD
A52264	2636	23	degrees	degree	NNS
A52264	2636	24	,	,	,
A52264	2636	25	53	53	CD
A52264	2636	26	min	min	NN
A52264	2636	27	.	.	.
A52264	2637	1	I	-PRON-	PRP
A52264	2637	2	finde	finde	VBP
A52264	2637	3	60	60	CD
A52264	2637	4	.	.	.
A52264	2638	1	328	328	CD
A52264	2638	2	,	,	,
A52264	2638	3	and	and	CC
A52264	2638	4	to	to	IN
A52264	2638	5	49	49	CD
A52264	2638	6	degrees	degree	NNS
A52264	2638	7	,	,	,
A52264	2638	8	82	82	CD
A52264	2638	9	minutes	minute	NNS
A52264	2638	10	57	57	CD
A52264	2638	11	.	.	.
A52264	2639	1	629	629	CD
A52264	2639	2	,	,	,
A52264	2639	3	which	which	WDT
A52264	2639	4	being	be	VBG
A52264	2639	5	substracted	substracte	VBN
A52264	2639	6	from	from	IN
A52264	2639	7	60	60	CD
A52264	2639	8	.	.	.
A52264	2640	1	328	328	CD
A52264	2640	2	their	-PRON-	PRP$
A52264	2640	3	difference	difference	NN
A52264	2640	4	is	be	VBZ
A52264	2640	5	2	2	CD
A52264	2640	6	.	.	.
A52264	2641	1	699	699	CD
A52264	2641	2	,	,	,
A52264	2641	3	the	the	DT
A52264	2641	4	proper	proper	JJ
A52264	2641	5	difference	difference	NN
A52264	2641	6	of	of	IN
A52264	2641	7	latitude	latitude	NN
A52264	2641	8	.	.	.
A52264	2642	1	Therefore	therefore	RB
A52264	2642	2	,	,	,
A52264	2642	3	As	as	IN
A52264	2642	4	the	the	DT
A52264	2642	5	Radius	Radius	NNP
A52264	2642	6	,	,	,
A52264	2642	7	10.000000	10.000000	CD
A52264	2642	8	To	to	IN
A52264	2642	9	the	the	DT
A52264	2642	10	tangent	tangent	NN
A52264	2642	11	of	of	IN
A52264	2642	12	67.50	67.50	CD
A52264	2642	13	.	.	.
A52264	2643	1	10.382775	10.382775	CD
A52264	2643	2	So	so	RB
A52264	2643	3	is	be	VBZ
A52264	2643	4	2.699	2.699	CD
A52264	2643	5	.	.	.
A52264	2644	1	0.431203	0.431203	CD
A52264	2644	2	    	    	_SP
A52264	2644	3	To	to	IN
A52264	2644	4	6	6	CD
A52264	2644	5	the	the	DT
A52264	2644	6	difference	difference	NN
A52264	2644	7	of	of	IN
A52264	2644	8	Longitude	Longitude	NNP
A52264	2644	9	,	,	,
A52264	2644	10	0.813978	0.813978	CD
A52264	2644	11	Or	or	CC
A52264	2644	12	in	in	IN
A52264	2644	13	minuter	minuter	JJ
A52264	2644	14	parts	part	NNS
A52264	2644	15	6	6	CD
A52264	2644	16	.	.	.
A52264	2645	1	515	515	CD
A52264	2645	2	,	,	,
A52264	2645	3	that	that	RB
A52264	2645	4	is	is	RB
A52264	2645	5	6	6	CD
A52264	2645	6	degr	degr	NN
A52264	2645	7	.	.	.
A52264	2646	1	52	52	CD
A52264	2646	2	centesmes	centesme	NNS
A52264	2646	3	of	of	IN
A52264	2646	4	a	a	DT
A52264	2646	5	degree	degree	NN
A52264	2646	6	fere	fere	NN
A52264	2646	7	,	,	,
A52264	2646	8	which	which	WDT
A52264	2646	9	was	be	VBD
A52264	2646	10	the	the	DT
A52264	2646	11	thing	thing	NN
A52264	2646	12	required	require	VBN
A52264	2646	13	.	.	.
A52264	2647	1	Here	here	RB
A52264	2647	2	followeth	followeth	JJ
A52264	2647	3	the	the	DT
A52264	2647	4	Table	table	NN
A52264	2647	5	of	of	IN
A52264	2647	6	Meridional	meridional	JJ
A52264	2647	7	parts	part	NNS
A52264	2647	8	,	,	,
A52264	2647	9	mentioned	mention	VBN
A52264	2647	10	in	in	IN
A52264	2647	11	some	some	DT
A52264	2647	12	of	of	IN
A52264	2647	13	the	the	DT
A52264	2647	14	preceeding	preceede	VBG
A52264	2647	15	Problemes	Problemes	NNPS
A52264	2647	16	,	,	,
A52264	2647	17	together	together	RB
A52264	2647	18	with	with	IN
A52264	2647	19	other	other	JJ
A52264	2647	20	Tables	Tables	NNPS
A52264	2647	21	usefull	usefull	VB
A52264	2647	22	in	in	IN
A52264	2647	23	the	the	DT
A52264	2647	24	Arts	art	NNS
A52264	2647	25	of	of	IN
A52264	2647	26	Dialling	Dialling	NNP
A52264	2647	27	and	and	CC
A52264	2647	28	Navigation	Navigation	NNP
A52264	2647	29	.	.	.
A52264	2648	1	A	a	DT
A52264	2648	2	Table	table	NN
A52264	2648	3	of	of	IN
A52264	2648	4	Meridional	meridional	JJ
A52264	2648	5	parts	part	NNS
A52264	2648	6	.	.	.
A52264	2649	1	M.	M.	NNP
A52264	2649	2	Gr	Gr	NNP
A52264	2649	3	.	.	.
A52264	2650	1	par	par	NN
A52264	2650	2	0.00	0.00	CD
A52264	2650	3	0.000	0.000	CD
A52264	2650	4	0.10	0.10	CD
A52264	2650	5	0.100	0.100	CD
A52264	2650	6	0.20	0.20	CD
A52264	2650	7	0.200	0.200	CD
A52264	2650	8	0.30	0.30	CD
A52264	2650	9	0.300	0.300	CD
A52264	2650	10	0.40	0.40	CD
A52264	2650	11	0.400	0.400	CD
A52264	2650	12	0.50	0.50	CD
A52264	2650	13	0.500	0.500	CD
A52264	2650	14	0.60	0.60	CD
A52264	2650	15	0.600	0.600	CD
A52264	2650	16	0.70	0.70	CD
A52264	2650	17	0.700	0.700	CD
A52264	2650	18	0.80	0.80	CD
A52264	2650	19	0.800	0.800	CD
A52264	2650	20	0.90	0.90	CD
A52264	2650	21	0.900	0.900	CD
A52264	2650	22	1.00	1.00	CD
A52264	2650	23	1.000	1.000	CD
A52264	2650	24	1.10	1.10	CD
A52264	2650	25	1.100	1.100	CD
A52264	2650	26	1.20	1.20	CD
A52264	2650	27	1.200	1.200	CD
A52264	2650	28	1.30	1.30	CD
A52264	2650	29	1.300	1.300	CD
A52264	2650	30	1.40	1.40	CD
A52264	2650	31	1.400	1.400	CD
A52264	2650	32	1.50	1.50	CD
A52264	2650	33	1.500	1.500	CD
A52264	2650	34	1.60	1.60	CD
A52264	2650	35	1.600	1.600	CD
A52264	2650	36	1.70	1.70	CD
A52264	2650	37	1.700	1.700	CD
A52264	2650	38	1.80	1.80	CD
A52264	2650	39	1.800	1.800	CD
A52264	2650	40	1.90	1.90	CD
A52264	2650	41	1.900	1.900	CD
A52264	2650	42	2.00	2.00	CD
A52264	2650	43	2.000	2.000	CD
A52264	2650	44	2.10	2.10	CD
A52264	2650	45	2.100	2.100	CD
A52264	2650	46	2.20	2.20	CD
A52264	2650	47	2.200	2.200	CD
A52264	2650	48	2.30	2.30	CD
A52264	2650	49	2.300	2.300	CD
A52264	2650	50	2.40	2.40	CD
A52264	2650	51	2.400	2.400	CD
A52264	2650	52	2.50	2.50	CD
A52264	2650	53	2.500	2.500	CD
A52264	2650	54	2.61	2.61	CD
A52264	2650	55	2.600	2.600	CD
A52264	2650	56	2.71	2.71	CD
A52264	2650	57	2.700	2.700	CD
A52264	2650	58	2.81	2.81	CD
A52264	2650	59	2.800	2.800	CD
A52264	2650	60	2.91	2.91	CD
A52264	2650	61	2.900	2.900	CD
A52264	2650	62	3.01	3.01	CD
A52264	2650	63	3.000	3.000	CD
A52264	2650	64	3.00	3.00	CD
A52264	2650	65	3.001	3.001	CD
A52264	2650	66	3.10	3.10	CD
A52264	2650	67	3.101	3.101	CD
A52264	2650	68	3.20	3.20	CD
A52264	2650	69	3.201	3.201	CD
A52264	2650	70	3.30	3.30	CD
A52264	2650	71	3.301	3.301	CD
A52264	2650	72	3.40	3.40	CD
A52264	2650	73	3.402	3.402	CD
A52264	2650	74	3.50	3.50	CD
A52264	2650	75	3.502	3.502	CD
A52264	2650	76	3.60	3.60	CD
A52264	2650	77	3.602	3.602	CD
A52264	2650	78	3.70	3.70	CD
A52264	2650	79	3.702	3.702	CD
A52264	2650	80	3.80	3.80	CD
A52264	2650	81	3.803	3.803	CD
A52264	2650	82	3.90	3.90	CD
A52264	2650	83	3.903	3.903	CD
A52264	2650	84	4.00	4.00	CD
A52264	2650	85	4.003	4.003	CD
A52264	2650	86	4.10	4.10	CD
A52264	2650	87	4.103	4.103	CD
A52264	2650	88	4.20	4.20	CD
A52264	2650	89	4.204	4.204	CD
A52264	2650	90	4.30	4.30	CD
A52264	2650	91	4.304	4.304	CD
A52264	2650	92	4.40	4.40	CD
A52264	2650	93	4.404	4.404	CD
A52264	2650	94	4.50	4.50	CD
A52264	2650	95	4.504	4.504	CD
A52264	2650	96	4.60	4.60	CD
A52264	2650	97	4.605	4.605	CD
A52264	2650	98	4.70	4.70	CD
A52264	2650	99	4.705	4.705	CD
A52264	2650	100	4.80	4.80	CD
A52264	2650	101	4.805	4.805	CD
A52264	2650	102	4.90	4.90	CD
A52264	2650	103	4.906	4.906	CD
A52264	2650	104	5.00	5.00	CD
A52264	2650	105	5.006	5.006	CD
A52264	2650	106	5.10	5.10	CD
A52264	2650	107	5.106	5.106	CD
A52264	2650	108	5.20	5.20	CD
A52264	2650	109	5.207	5.207	CD
A52264	2650	110	5.30	5.30	CD
A52264	2650	111	5.307	5.307	CD
A52264	2650	112	5.40	5.40	CD
A52264	2650	113	5.408	5.408	CD
A52264	2650	114	5.50	5.50	CD
A52264	2650	115	5.508	5.508	CD
A52264	2650	116	5.60	5.60	CD
A52264	2650	117	5.609	5.609	CD
A52264	2650	118	5.70	5.70	CD
A52264	2650	119	5.709	5.709	CD
A52264	2650	120	5.80	5.80	CD
A52264	2650	121	5.810	5.810	CD
A52264	2650	122	5.90	5.90	CD
A52264	2650	123	5.910	5.910	CD
A52264	2650	124	6.00	6.00	CD
A52264	2650	125	6.011	6.011	CD
A52264	2650	126	6.10	6.10	CD
A52264	2650	127	6.111	6.111	CD
A52264	2650	128	6.20	6.20	CD
A52264	2650	129	6.212	6.212	CD
A52264	2650	130	6.30	6.30	CD
A52264	2650	131	6.312	6.312	CD
A52264	2650	132	6.40	6.40	CD
A52264	2650	133	6.413	6.413	CD
A52264	2650	134	6.50	6.50	CD
A52264	2650	135	6.514	6.514	CD
A52264	2650	136	6.60	6.60	CD
A52264	2650	137	6.614	6.614	CD
A52264	2650	138	6.70	6.70	CD
A52264	2650	139	6.715	6.715	CD
A52264	2650	140	6.80	6.80	CD
A52264	2650	141	6.816	6.816	CD
A52264	2650	142	6.90	6.90	CD
A52264	2650	143	6.916	6.916	CD
A52264	2650	144	7.00	7.00	CD
A52264	2650	145	7.017	7.017	CD
A52264	2650	146	7.10	7.10	CD
A52264	2650	147	7.118	7.118	CD
A52264	2650	148	7.20	7.20	CD
A52264	2650	149	7.219	7.219	CD
A52264	2650	150	7.30	7.30	CD
A52264	2650	151	7.319	7.319	CD
A52264	2650	152	7.40	7.40	CD
A52264	2650	153	7.420	7.420	CD
A52264	2650	154	7.50	7.50	CD
A52264	2650	155	7.521	7.521	CD
A52264	2650	156	7.60	7.60	CD
A52264	2650	157	7.622	7.622	CD
A52264	2650	158	7.70	7.70	CD
A52264	2650	159	7.723	7.723	CD
A52264	2650	160	7.80	7.80	CD
A52264	2650	161	7.824	7.824	CD
A52264	2650	162	7.90	7.90	CD
A52264	2650	163	7.925	7.925	CD
A52264	2650	164	8.00	8.00	CD
A52264	2650	165	8.026	8.026	CD
A52264	2650	166	8.10	8.10	CD
A52264	2650	167	8.127	8.127	CD
A52264	2650	168	8.20	8.20	CD
A52264	2650	169	8.228	8.228	CD
A52264	2650	170	8.30	8.30	CD
A52264	2650	171	8.329	8.329	CD
A52264	2650	172	8.40	8.40	CD
A52264	2650	173	8.430	8.430	CD
A52264	2650	174	8.50	8.50	CD
A52264	2650	175	8.531	8.531	CD
A52264	2650	176	8.60	8.60	CD
A52264	2650	177	8.632	8.632	CD
A52264	2650	178	8.70	8.70	CD
A52264	2650	179	8.733	8.733	CD
A52264	2650	180	8.80	8.80	CD
A52264	2650	181	8.834	8.834	CD
A52264	2650	182	8.90	8.90	CD
A52264	2650	183	8.936	8.936	CD
A52264	2650	184	9.00	9.00	CD
A52264	2650	185	9.037	9.037	CD
A52264	2650	186	9.10	9.10	CD
A52264	2650	187	9.138	9.138	CD
A52264	2650	188	9.20	9.20	CD
A52264	2650	189	9.239	9.239	CD
A52264	2650	190	9.30	9.30	CD
A52264	2650	191	9.341	9.341	CD
A52264	2650	192	9.40	9.40	CD
A52264	2650	193	9.442	9.442	CD
A52264	2650	194	9.50	9.50	CD
A52264	2650	195	9.543	9.543	CD
A52264	2650	196	9.60	9.60	CD
A52264	2650	197	9.645	9.645	CD
A52264	2650	198	9.70	9.70	CD
A52264	2650	199	9.746	9.746	CD
A52264	2650	200	9.80	9.80	CD
A52264	2650	201	9.848	9.848	CD
A52264	2650	202	9.90	9.90	CD
A52264	2650	203	9.949	9.949	CD
A52264	2650	204	10.00	10.00	CD
A52264	2650	205	10.051	10.051	CD
A52264	2650	206	10.10	10.10	CD
A52264	2650	207	10.152	10.152	CD
A52264	2650	208	10.20	10.20	CD
A52264	2650	209	10.254	10.254	CD
A52264	2650	210	10.30	10.30	CD
A52264	2650	211	10.355	10.355	CD
A52264	2650	212	10.40	10.40	CD
A52264	2650	213	10.457	10.457	CD
A52264	2650	214	10.50	10.50	CD
A52264	2650	215	10.559	10.559	CD
A52264	2650	216	10.60	10.60	CD
A52264	2650	217	10.661	10.661	CD
A52264	2650	218	10.70	10.70	CD
A52264	2650	219	10.762	10.762	CD
A52264	2650	220	10.80	10.80	CD
A52264	2650	221	10.864	10.864	CD
A52264	2650	222	10.90	10.90	CD
A52264	2650	223	10.966	10.966	CD
A52264	2650	224	11.00	11.00	CD
A52264	2650	225	11.068	11.068	CD
A52264	2650	226	11.10	11.10	CD
A52264	2650	227	11.170	11.170	CD
A52264	2650	228	11.20	11.20	CD
A52264	2650	229	11.272	11.272	CD
A52264	2650	230	11.30	11.30	CD
A52264	2650	231	11.374	11.374	CD
A52264	2650	232	11.40	11.40	CD
A52264	2650	233	11.476	11.476	CD
A52264	2650	234	11.50	11.50	CD
A52264	2650	235	11.578	11.578	CD
A52264	2650	236	11.60	11.60	CD
A52264	2650	237	11.680	11.680	CD
A52264	2650	238	11.70	11.70	CD
A52264	2650	239	11.782	11.782	CD
A52264	2650	240	11.80	11.80	CD
A52264	2650	241	11.884	11.884	CD
A52264	2650	242	11.90	11.90	CD
A52264	2650	243	11.986	11.986	CD
A52264	2650	244	12.00	12.00	CD
A52264	2650	245	12.088	12.088	CD
A52264	2650	246	12.10	12.10	CD
A52264	2650	247	12.190	12.190	CD
A52264	2650	248	12.20	12.20	CD
A52264	2650	249	12.293	12.293	CD
A52264	2650	250	12.30	12.30	CD
A52264	2650	251	12.395	12.395	CD
A52264	2650	252	12.40	12.40	CD
A52264	2650	253	12.497	12.497	CD
A52264	2650	254	12.50	12.50	CD
A52264	2650	255	12.600	12.600	CD
A52264	2650	256	12.60	12.60	CD
A52264	2650	257	12.702	12.702	CD
A52264	2650	258	12.70	12.70	CD
A52264	2650	259	12.805	12.805	CD
A52264	2650	260	12.80	12.80	CD
A52264	2650	261	12.907	12.907	CD
A52264	2650	262	12.90	12.90	CD
A52264	2650	263	13.010	13.010	CD
A52264	2650	264	13.00	13.00	CD
A52264	2650	265	13.112	13.112	CD
A52264	2650	266	13.10	13.10	CD
A52264	2650	267	13.215	13.215	CD
A52264	2650	268	13.20	13.20	CD
A52264	2650	269	13.318	13.318	CD
A52264	2650	270	13.30	13.30	CD
A52264	2650	271	13.422	13.422	CD
A52264	2650	272	13.40	13.40	CD
A52264	2650	273	13.523	13.523	CD
A52264	2650	274	13.50	13.50	CD
A52264	2650	275	13.626	13.626	CD
A52264	2650	276	13.60	13.60	CD
A52264	2650	277	13.729	13.729	CD
A52264	2650	278	13.70	13.70	CD
A52264	2650	279	13.832	13.832	CD
A52264	2650	280	13.80	13.80	CD
A52264	2650	281	13.935	13.935	CD
A52264	2650	282	13.90	13.90	CD
A52264	2650	283	14.038	14.038	CD
A52264	2650	284	14.00	14.00	CD
A52264	2650	285	14.141	14.141	CD
A52264	2650	286	14.10	14.10	CD
A52264	2650	287	14.244	14.244	CD
A52264	2650	288	14.20	14.20	CD
A52264	2650	289	14.347	14.347	CD
A52264	2650	290	14.30	14.30	CD
A52264	2650	291	14.450	14.450	CD
A52264	2650	292	14.40	14.40	CD
A52264	2650	293	14.553	14.553	CD
A52264	2650	294	14.50	14.50	CD
A52264	2650	295	14.656	14.656	CD
A52264	2650	296	14.60	14.60	CD
A52264	2650	297	14.760	14.760	CD
A52264	2650	298	14.70	14.70	CD
A52264	2650	299	14.863	14.863	CD
A52264	2650	300	14.80	14.80	CD
A52264	2650	301	14.967	14.967	CD
A52264	2650	302	14.90	14.90	CD
A52264	2650	303	15.070	15.070	CD
A52264	2650	304	15.00	15.00	CD
A52264	2650	305	15.174	15.174	CD
A52264	2650	306	15.10	15.10	CD
A52264	2650	307	15.277	15.277	CD
A52264	2650	308	15.20	15.20	CD
A52264	2650	309	15.381	15.381	CD
A52264	2650	310	15.30	15.30	CD
A52264	2650	311	15.485	15.485	CD
A52264	2650	312	15.40	15.40	CD
A52264	2650	313	15.588	15.588	CD
A52264	2650	314	15.50	15.50	CD
A52264	2650	315	15.692	15.692	CD
A52264	2650	316	15.60	15.60	CD
A52264	2650	317	15.796	15.796	CD
A52264	2650	318	15.70	15.70	CD
A52264	2650	319	15.900	15.900	CD
A52264	2650	320	15.80	15.80	CD
A52264	2650	321	16	16	CD
A52264	2650	322	.	.	.
A52264	2651	1	●	●	NFP
A52264	2651	2	04	04	CD
A52264	2651	3	15.90	15.90	CD
A52264	2651	4	16.107	16.107	CD
A52264	2651	5	16.00	16.00	CD
A52264	2651	6	16.211	16.211	CD
A52264	2651	7	16.10	16.10	CD
A52264	2651	8	16.316	16.316	CD
A52264	2651	9	16.20	16.20	CD
A52264	2651	10	16	16	CD
A52264	2651	11	.	.	.
A52264	2652	1	42	42	CD
A52264	2652	2	●	●	CD
A52264	2652	3	16.30	16.30	CD
A52264	2652	4	16.524	16.524	CD
A52264	2652	5	16.40	16.40	CD
A52264	2652	6	16.628	16.628	CD
A52264	2652	7	16.50	16.50	CD
A52264	2652	8	16.732	16.732	CD
A52264	2652	9	16.60	16.60	CD
A52264	2652	10	16.836	16.836	CD
A52264	2652	11	16.70	16.70	CD
A52264	2652	12	16.941	16.941	CD
A52264	2652	13	16.80	16.80	CD
A52264	2652	14	17.045	17.045	CD
A52264	2652	15	16.90	16.90	CD
A52264	2652	16	17.150	17.150	CD
A52264	2652	17	17.00	17.00	CD
A52264	2652	18	17.255	17.255	CD
A52264	2652	19	17.10	17.10	CD
A52264	2652	20	17.359	17.359	CD
A52264	2652	21	17.20	17.20	CD
A52264	2652	22	17.464	17.464	CD
A52264	2652	23	17.30	17.30	CD
A52264	2652	24	17.568	17.568	CD
A52264	2652	25	17.40	17.40	CD
A52264	2652	26	17.673	17.673	CD
A52264	2652	27	17.50	17.50	CD
A52264	2652	28	17.778	17.778	CD
A52264	2652	29	17.60	17.60	CD
A52264	2652	30	17.883	17.883	CD
A52264	2652	31	17.70	17.70	CD
A52264	2652	32	17.988	17.988	CD
A52264	2652	33	17.80	17.80	CD
A52264	2652	34	18.093	18.093	CD
A52264	2652	35	17.90	17.90	CD
A52264	2652	36	18.198	18.198	CD
A52264	2652	37	18.00	18.00	CD
A52264	2652	38	18.303	18.303	CD
A52264	2652	39	18.10	18.10	CD
A52264	2652	40	18.408	18.408	CD
A52264	2652	41	18.20	18.20	CD
A52264	2652	42	18.513	18.513	CD
A52264	2652	43	18.30	18.30	CD
A52264	2652	44	18.619	18.619	CD
A52264	2652	45	18.40	18.40	CD
A52264	2652	46	18.724	18.724	CD
A52264	2652	47	18.50	18.50	CD
A52264	2652	48	18.830	18.830	CD
A52264	2652	49	18.60	18.60	CD
A52264	2652	50	18.935	18.935	CD
A52264	2652	51	18.70	18.70	CD
A52264	2652	52	19.041	19.041	CD
A52264	2652	53	18.80	18.80	CD
A52264	2652	54	19.146	19.146	CD
A52264	2652	55	18.90	18.90	CD
A52264	2652	56	19.251	19.251	CD
A52264	2652	57	19.00	19.00	CD
A52264	2652	58	19.356	19.356	CD
A52264	2652	59	19.10	19.10	CD
A52264	2652	60	19.463	19.463	CD
A52264	2652	61	19.20	19.20	CD
A52264	2652	62	19.569	19.569	CD
A52264	2652	63	19.30	19.30	CD
A52264	2652	64	19.675	19.675	CD
A52264	2652	65	19.40	19.40	CD
A52264	2652	66	19.781	19.781	CD
A52264	2652	67	19.50	19.50	CD
A52264	2652	68	19.887	19.887	CD
A52264	2652	69	19.60	19.60	CD
A52264	2652	70	19.993	19.993	CD
A52264	2652	71	19.70	19.70	CD
A52264	2652	72	20.100	20.100	CD
A52264	2652	73	19.80	19.80	CD
A52264	2652	74	20.206	20.206	CD
A52264	2652	75	19.90	19.90	CD
A52264	2652	76	20.312	20.312	CD
A52264	2652	77	20.00	20.00	CD
A52264	2652	78	20.419	20.419	CD
A52264	2652	79	20.10	20.10	CD
A52264	2652	80	20.525	20.525	CD
A52264	2652	81	20.20	20.20	CD
A52264	2652	82	20.632	20.632	CD
A52264	2652	83	20.30	20.30	CD
A52264	2652	84	20.738	20.738	CD
A52264	2652	85	20.40	20.40	CD
A52264	2652	86	20.845	20.845	CD
A52264	2652	87	20.50	20.50	CD
A52264	2652	88	20.952	20.952	CD
A52264	2652	89	20.60	20.60	CD
A52264	2652	90	21.059	21.059	CD
A52264	2652	91	20.70	20.70	CD
A52264	2652	92	21.165	21.165	CD
A52264	2652	93	20.80	20.80	CD
A52264	2652	94	21.272	21.272	CD
A52264	2652	95	20.90	20.90	CD
A52264	2652	96	21.379	21.379	CD
A52264	2652	97	21.00	21.00	CD
A52264	2652	98	21.486	21.486	CD
A52264	2652	99	21.10	21.10	CD
A52264	2652	100	21.593	21.593	CD
A52264	2652	101	21.20	21.20	CD
A52264	2652	102	21.701	21.701	CD
A52264	2652	103	21.30	21.30	CD
A52264	2652	104	21.808	21.808	CD
A52264	2652	105	21.40	21.40	CD
A52264	2652	106	21.915	21.915	CD
A52264	2652	107	21.50	21.50	CD
A52264	2652	108	21.023	21.023	CD
A52264	2652	109	21.60	21.60	CD
A52264	2652	110	22.130	22.130	CD
A52264	2652	111	21.70	21.70	CD
A52264	2652	112	22.238	22.238	CD
A52264	2652	113	21.80	21.80	CD
A52264	2652	114	22.345	22.345	CD
A52264	2652	115	21.90	21.90	CD
A52264	2652	116	22.453	22.453	CD
A52264	2652	117	22.00	22.00	CD
A52264	2652	118	22.561	22.561	CD
A52264	2652	119	22.10	22.10	CD
A52264	2652	120	22.669	22.669	CD
A52264	2652	121	22.20	22.20	CD
A52264	2652	122	22.777	22.777	CD
A52264	2652	123	22.30	22.30	CD
A52264	2652	124	22.885	22.885	CD
A52264	2652	125	22.40	22.40	CD
A52264	2652	126	22.993	22.993	CD
A52264	2652	127	22.50	22.50	CD
A52264	2652	128	23.101	23.101	CD
A52264	2652	129	22.60	22.60	CD
A52264	2652	130	23.210	23.210	CD
A52264	2652	131	22.70	22.70	CD
A52264	2652	132	23.318	23.318	CD
A52264	2652	133	22.80	22.80	CD
A52264	2652	134	23.427	23.427	CD
A52264	2652	135	22.90	22.90	CD
A52264	2652	136	23.535	23.535	CD
A52264	2652	137	23.00	23.00	CD
A52264	2652	138	23.643	23.643	CD
A52264	2652	139	23.10	23.10	CD
A52264	2652	140	23.752	23.752	CD
A52264	2652	141	23.20	23.20	CD
A52264	2652	142	23.861	23.861	CD
A52264	2652	143	23.30	23.30	CD
A52264	2652	144	23.970	23.970	CD
A52264	2652	145	23.40	23.40	CD
A52264	2652	146	24.079	24.079	CD
A52264	2652	147	23.50	23.50	CD
A52264	2652	148	24.188	24.188	CD
A52264	2652	149	23.60	23.60	CD
A52264	2652	150	24.297	24.297	CD
A52264	2652	151	23.70	23.70	CD
A52264	2652	152	24.406	24.406	CD
A52264	2652	153	23.80	23.80	CD
A52264	2652	154	24.515	24.515	CD
A52264	2652	155	23.90	23.90	CD
A52264	2652	156	24.624	24.624	CD
A52264	2652	157	24.00	24.00	CD
A52264	2652	158	24.734	24.734	CD
A52264	2652	159	24.10	24.10	CD
A52264	2652	160	24.844	24.844	CD
A52264	2652	161	24.20	24.20	CD
A52264	2652	162	24.953	24.953	CD
A52264	2652	163	24.30	24.30	CD
A52264	2652	164	25.063	25.063	CD
A52264	2652	165	24.40	24.40	CD
A52264	2652	166	25.173	25.173	CD
A52264	2652	167	24.50	24.50	CD
A52264	2652	168	25.282	25.282	CD
A52264	2652	169	24.60	24.60	CD
A52264	2652	170	25.392	25.392	CD
A52264	2652	171	24.70	24.70	CD
A52264	2652	172	25.502	25.502	CD
A52264	2652	173	24.80	24.80	CD
A52264	2652	174	25.613	25.613	CD
A52264	2652	175	24.90	24.90	CD
A52264	2652	176	25.723	25.723	CD
A52264	2652	177	25.00	25.00	CD
A52264	2652	178	25.833	25.833	CD
A52264	2652	179	25.10	25.10	CD
A52264	2652	180	25.943	25.943	CD
A52264	2652	181	25.20	25.20	CD
A52264	2652	182	26.054	26.054	CD
A52264	2652	183	25.30	25.30	CD
A52264	2652	184	26.164	26.164	CD
A52264	2652	185	25.40	25.40	CD
A52264	2652	186	26.275	26.275	CD
A52264	2652	187	25.50	25.50	CD
A52264	2652	188	26.386	26.386	CD
A52264	2652	189	25.60	25.60	CD
A52264	2652	190	26.497	26.497	CD
A52264	2652	191	25.70	25.70	CD
A52264	2652	192	26.608	26.608	CD
A52264	2652	193	25.80	25.80	CD
A52264	2652	194	26.719	26.719	CD
A52264	2652	195	25.90	25.90	CD
A52264	2652	196	26.830	26.830	CD
A52264	2652	197	26.00	26.00	CD
A52264	2652	198	26.941	26.941	CD
A52264	2652	199	26.10	26.10	CD
A52264	2652	200	27.052	27.052	CD
A52264	2652	201	26.20	26.20	CD
A52264	2652	202	27.164	27.164	CD
A52264	2652	203	26.30	26.30	CD
A52264	2652	204	27.275	27.275	CD
A52264	2652	205	26.40	26.40	CD
A52264	2652	206	27.387	27.387	CD
A52264	2652	207	26.50	26.50	CD
A52264	2652	208	27.499	27.499	CD
A52264	2652	209	26.60	26.60	CD
A52264	2652	210	27.610	27.610	CD
A52264	2652	211	26.70	26.70	CD
A52264	2652	212	27.722	27.722	CD
A52264	2652	213	26.80	26.80	CD
A52264	2652	214	27.834	27.834	CD
A52264	2652	215	26.90	26.90	CD
A52264	2652	216	27.946	27.946	CD
A52264	2652	217	27.00	27.00	CD
A52264	2652	218	28.058	28.058	CD
A52264	2652	219	27.20	27.20	CD
A52264	2652	220	28.283	28.283	CD
A52264	2652	221	27.30	27.30	CD
A52264	2652	222	28.396	28.396	CD
A52264	2652	223	27.40	27.40	CD
A52264	2652	224	28.508	28.508	CD
A52264	2652	225	27.50	27.50	CD
A52264	2652	226	28.621	28.621	CD
A52264	2652	227	27.60	27.60	CD
A52264	2652	228	28.734	28.734	CD
A52264	2652	229	27.70	27.70	CD
A52264	2652	230	28.847	28.847	CD
A52264	2652	231	27.80	27.80	CD
A52264	2652	232	28.959	28.959	CD
A52264	2652	233	27.90	27.90	CD
A52264	2652	234	29.072	29.072	CD
A52264	2652	235	28.00	28.00	CD
A52264	2652	236	29.186	29.186	CD
A52264	2652	237	28.10	28.10	CD
A52264	2652	238	29.299	29.299	CD
A52264	2652	239	28.20	28.20	CD
A52264	2652	240	29.413	29.413	CD
A52264	2652	241	28.30	28.30	CD
A52264	2652	242	29.526	29.526	CD
A52264	2652	243	28.40	28.40	CD
A52264	2652	244	29.640	29.640	CD
A52264	2652	245	28.50	28.50	CD
A52264	2652	246	29.753	29.753	CD
A52264	2652	247	28.60	28.60	CD
A52264	2652	248	29.867	29.867	CD
A52264	2652	249	28.70	28.70	CD
A52264	2652	250	29.981	29.981	CD
A52264	2652	251	28.80	28.80	CD
A52264	2652	252	30.095	30.095	CD
A52264	2652	253	28.90	28.90	CD
A52264	2652	254	30.300	30.300	CD
A52264	2652	255	29.00	29.00	CD
A52264	2652	256	30.324	30.324	CD
A52264	2652	257	29.10	29.10	CD
A52264	2652	258	30.438	30.438	CD
A52264	2652	259	29.20	29.20	CD
A52264	2652	260	30.553	30.553	CD
A52264	2652	261	29.30	29.30	CD
A52264	2652	262	30.667	30.667	CD
A52264	2652	263	29.40	29.40	CD
A52264	2652	264	30.782	30.782	CD
A52264	2652	265	29.50	29.50	CD
A52264	2652	266	30.897	30.897	CD
A52264	2652	267	29.60	29.60	CD
A52264	2652	268	31.012	31.012	CD
A52264	2652	269	29.70	29.70	CD
A52264	2652	270	31.127	31.127	CD
A52264	2652	271	29.80	29.80	CD
A52264	2652	272	31.242	31.242	CD
A52264	2652	273	29.90	29.90	CD
A52264	2652	274	31.357	31.357	CD
A52264	2652	275	30.00	30.00	CD
A52264	2652	276	31.473	31.473	CD
A52264	2652	277	30.10	30.10	CD
A52264	2652	278	31.588	31.588	CD
A52264	2652	279	30.20	30.20	CD
A52264	2652	280	31.704	31.704	CD
A52264	2652	281	30.30	30.30	CD
A52264	2652	282	31.820	31.820	CD
A52264	2652	283	30.40	30.40	CD
A52264	2652	284	31.936	31.936	CD
A52264	2652	285	30.50	30.50	CD
A52264	2652	286	32.052	32.052	CD
A52264	2652	287	30.60	30.60	CD
A52264	2652	288	32.168	32.168	CD
A52264	2652	289	30.70	30.70	CD
A52264	2652	290	32.284	32.284	CD
A52264	2652	291	30.80	30.80	CD
A52264	2652	292	32.409	32.409	CD
A52264	2652	293	30.90	30.90	CD
A52264	2652	294	32.517	32.517	CD
A52264	2652	295	31.00	31.00	CD
A52264	2652	296	32.633	32.633	CD
A52264	2652	297	31.10	31.10	CD
A52264	2652	298	32.750	32.750	CD
A52264	2652	299	31.20	31.20	CD
A52264	2652	300	32.867	32.867	CD
A52264	2652	301	31.30	31.30	CD
A52264	2652	302	32.984	32.984	CD
A52264	2652	303	31.40	31.40	CD
A52264	2652	304	33.101	33.101	CD
A52264	2652	305	31.50	31.50	CD
A52264	2652	306	33.218	33.218	CD
A52264	2652	307	31.60	31.60	CD
A52264	2652	308	33.336	33.336	CD
A52264	2652	309	31.70	31.70	CD
A52264	2652	310	33.453	33.453	CD
A52264	2652	311	31.80	31.80	CD
A52264	2652	312	33.571	33.571	CD
A52264	2652	313	31.90	31.90	CD
A52264	2652	314	33.688	33.688	CD
A52264	2652	315	32.00	32.00	CD
A52264	2652	316	33.806	33.806	CD
A52264	2652	317	32.10	32.10	CD
A52264	2652	318	33.924	33.924	CD
A52264	2652	319	32.20	32.20	CD
A52264	2652	320	34.042	34.042	CD
A52264	2652	321	32.30	32.30	CD
A52264	2652	322	34.161	34.161	CD
A52264	2652	323	32.40	32.40	CD
A52264	2652	324	34.279	34.279	CD
A52264	2652	325	32.50	32.50	CD
A52264	2652	326	34.397	34.397	CD
A52264	2652	327	32.60	32.60	CD
A52264	2652	328	34.516	34.516	CD
A52264	2652	329	32.70	32.70	CD
A52264	2652	330	34.635	34.635	CD
A52264	2652	331	32.80	32.80	CD
A52264	2652	332	34.754	34.754	CD
A52264	2652	333	32.90	32.90	CD
A52264	2652	334	34.873	34.873	CD
A52264	2652	335	33.00	33.00	CD
A52264	2652	336	34.992	34.992	CD
A52264	2652	337	33.10	33.10	CD
A52264	2652	338	35.111	35.111	CD
A52264	2652	339	33.20	33.20	CD
A52264	2652	340	35.231	35.231	CD
A52264	2652	341	33.30	33.30	CD
A52264	2652	342	35.350	35.350	CD
A52264	2652	343	33.40	33.40	CD
A52264	2652	344	35.470	35.470	CD
A52264	2652	345	33.50	33.50	CD
A52264	2652	346	33.590	33.590	CD
A52264	2652	347	33.60	33.60	CD
A52264	2652	348	35.710	35.710	CD
A52264	2652	349	33.70	33.70	CD
A52264	2652	350	35.830	35.830	CD
A52264	2652	351	33.80	33.80	CD
A52264	2652	352	35.950	35.950	CD
A52264	2652	353	33.90	33.90	CD
A52264	2652	354	36.071	36.071	CD
A52264	2652	355	34.00	34.00	CD
A52264	2652	356	36.191	36.191	CD
A52264	2652	357	34.10	34.10	CD
A52264	2652	358	36.312	36.312	CD
A52264	2652	359	34.20	34.20	CD
A52264	2652	360	36.433	36.433	CD
A52264	2652	361	34.30	34.30	CD
A52264	2652	362	36.554	36.554	CD
A52264	2652	363	34.40	34.40	CD
A52264	2652	364	36.675	36.675	CD
A52264	2652	365	34.50	34.50	CD
A52264	2652	366	36.796	36.796	CD
A52264	2652	367	34.60	34.60	CD
A52264	2652	368	36.917	36.917	CD
A52264	2652	369	34.70	34.70	CD
A52264	2652	370	37.039	37.039	CD
A52264	2652	371	34.80	34.80	CD
A52264	2652	372	37.161	37.161	CD
A52264	2652	373	34.90	34.90	CD
A52264	2652	374	37.283	37.283	CD
A52264	2652	375	35.00	35.00	CD
A52264	2652	376	37.405	37.405	CD
A52264	2652	377	35.10	35.10	CD
A52264	2652	378	37.527	37.527	CD
A52264	2652	379	35.20	35.20	CD
A52264	2652	380	37.649	37.649	CD
A52264	2652	381	35.30	35.30	CD
A52264	2652	382	37.771	37.771	CD
A52264	2652	383	35.40	35.40	CD
A52264	2652	384	37.894	37.894	CD
A52264	2652	385	35.50	35.50	CD
A52264	2652	386	38.017	38.017	CD
A52264	2652	387	35.60	35.60	CD
A52264	2652	388	38.140	38.140	CD
A52264	2652	389	35.70	35.70	CD
A52264	2652	390	38.263	38.263	CD
A52264	2652	391	35.80	35.80	CD
A52264	2652	392	38.386	38.386	CD
A52264	2652	393	35.90	35.90	CD
A52264	2652	394	38.509	38.509	CD
A52264	2652	395	36.00	36.00	CD
A52264	2652	396	38.633	38.633	CD
A52264	2652	397	36.10	36.10	CD
A52264	2652	398	38.757	38.757	CD
A52264	2652	399	36.20	36.20	CD
A52264	2652	400	38.880	38.880	CD
A52264	2652	401	36.30	36.30	CD
A52264	2652	402	39.004	39.004	CD
A52264	2652	403	36.40	36.40	CD
A52264	2652	404	39.129	39.129	CD
A52264	2652	405	36.50	36.50	CD
A52264	2652	406	39.253	39.253	CD
A52264	2652	407	36.60	36.60	CD
A52264	2652	408	39.377	39.377	CD
A52264	2652	409	36.70	36.70	CD
A52264	2652	410	39.502	39.502	CD
A52264	2652	411	36.80	36.80	CD
A52264	2652	412	39.627	39.627	CD
A52264	2652	413	36.90	36.90	CD
A52264	2652	414	39.752	39.752	CD
A52264	2652	415	37.00	37.00	CD
A52264	2652	416	39.877	39.877	CD
A52264	2652	417	37.10	37.10	CD
A52264	2652	418	40.002	40.002	CD
A52264	2652	419	37.20	37.20	CD
A52264	2652	420	40.128	40.128	CD
A52264	2652	421	37.30	37.30	CD
A52264	2652	422	40.253	40.253	CD
A52264	2652	423	37.40	37.40	CD
A52264	2652	424	40.379	40.379	CD
A52264	2652	425	37.50	37.50	CD
A52264	2652	426	40.505	40.505	CD
A52264	2652	427	37.60	37.60	CD
A52264	2652	428	40	40	CD
A52264	2652	429	.	.	.
A52264	2653	1	63	63	CD
A52264	2653	2	●	●	CD
A52264	2653	3	37.70	37.70	CD
A52264	2653	4	40.757	40.757	CD
A52264	2653	5	37.80	37.80	CD
A52264	2653	6	40.884	40.884	CD
A52264	2653	7	37.90	37.90	CD
A52264	2653	8	41.011	41.011	CD
A52264	2653	9	38.00	38.00	CD
A52264	2653	10	41.137	41.137	CD
A52264	2653	11	38.10	38.10	CD
A52264	2653	12	41.264	41.264	CD
A52264	2653	13	38.20	38.20	CD
A52264	2653	14	41.392	41.392	CD
A52264	2653	15	38.30	38.30	CD
A52264	2653	16	41.519	41.519	CD
A52264	2653	17	38.40	38.40	CD
A52264	2653	18	41.646	41.646	CD
A52264	2653	19	38.50	38.50	CD
A52264	2653	20	41.774	41.774	CD
A52264	2653	21	38.60	38.60	CD
A52264	2653	22	41.902	41.902	CD
A52264	2653	23	38.70	38.70	CD
A52264	2653	24	42.030	42.030	CD
A52264	2653	25	38.80	38.80	CD
A52264	2653	26	42.158	42.158	CD
A52264	2653	27	38.90	38.90	CD
A52264	2653	28	42.287	42.287	CD
A52264	2653	29	39.00	39.00	CD
A52264	2653	30	42.415	42.415	CD
A52264	2653	31	39.10	39.10	CD
A52264	2653	32	42.544	42.544	CD
A52264	2653	33	39.20	39.20	CD
A52264	2653	34	42.673	42.673	CD
A52264	2653	35	39.30	39.30	CD
A52264	2653	36	42.802	42.802	CD
A52264	2653	37	39.40	39.40	CD
A52264	2653	38	42.931	42.931	CD
A52264	2653	39	39.50	39.50	CD
A52264	2653	40	43.061	43.061	CD
A52264	2653	41	39.60	39.60	CD
A52264	2653	42	43.191	43.191	CD
A52264	2653	43	39.70	39.70	CD
A52264	2653	44	43.320	43.320	CD
A52264	2653	45	39.80	39.80	CD
A52264	2653	46	43.451	43.451	CD
A52264	2653	47	39.90	39.90	CD
A52264	2653	48	43.581	43.581	CD
A52264	2653	49	40.00	40.00	CD
A52264	2653	50	43.711	43.711	CD
A52264	2653	51	40.10	40.10	CD
A52264	2653	52	43.842	43.842	CD
A52264	2653	53	40.20	40.20	CD
A52264	2653	54	43.973	43.973	CD
A52264	2653	55	40.30	40.30	CD
A52264	2653	56	44.104	44.104	CD
A52264	2653	57	40.40	40.40	CD
A52264	2653	58	44.235	44.235	CD
A52264	2653	59	40.50	40.50	CD
A52264	2653	60	44.366	44.366	CD
A52264	2653	61	40.60	40.60	CD
A52264	2653	62	44.498	44.498	CD
A52264	2653	63	40.70	40.70	CD
A52264	2653	64	44.630	44.630	CD
A52264	2653	65	40.80	40.80	CD
A52264	2653	66	44.762	44.762	CD
A52264	2653	67	40.90	40.90	CD
A52264	2653	68	44.894	44.894	CD
A52264	2653	69	41.00	41.00	CD
A52264	2653	70	45.026	45.026	CD
A52264	2653	71	41.10	41.10	CD
A52264	2653	72	45.159	45.159	CD
A52264	2653	73	41.20	41.20	CD
A52264	2653	74	45.292	45.292	CD
A52264	2653	75	41.30	41.30	CD
A52264	2653	76	45.425	45.425	CD
A52264	2653	77	41.40	41.40	CD
A52264	2653	78	45.558	45.558	CD
A52264	2653	79	41.50	41.50	CD
A52264	2653	80	45.691	45.691	CD
A52264	2653	81	41.60	41.60	CD
A52264	2653	82	45.825	45.825	CD
A52264	2653	83	41.70	41.70	CD
A52264	2653	84	45.959	45.959	CD
A52264	2653	85	41.80	41.80	CD
A52264	2653	86	46.093	46.093	CD
A52264	2653	87	41.90	41.90	CD
A52264	2653	88	46.227	46.227	CD
A52264	2653	89	42.00	42.00	CD
A52264	2653	90	46.362	46.362	CD
A52264	2653	91	42.10	42.10	CD
A52264	2653	92	46.496	46.496	CD
A52264	2653	93	42.20	42.20	CD
A52264	2653	94	46.631	46.631	CD
A52264	2653	95	42.30	42.30	CD
A52264	2653	96	46.766	46.766	CD
A52264	2653	97	42.40	42.40	CD
A52264	2653	98	46.902	46.902	CD
A52264	2653	99	42.50	42.50	CD
A52264	2653	100	47.037	47.037	CD
A52264	2653	101	42.60	42.60	CD
A52264	2653	102	47.173	47.173	CD
A52264	2653	103	42.70	42.70	CD
A52264	2653	104	47.309	47.309	CD
A52264	2653	105	42.80	42.80	CD
A52264	2653	106	47.445	47.445	CD
A52264	2653	107	42.90	42.90	CD
A52264	2653	108	47.581	47.581	CD
A52264	2653	109	43.00	43.00	CD
A52264	2653	110	47.718	47.718	CD
A52264	2653	111	43.10	43.10	CD
A52264	2653	112	47.855	47.855	CD
A52264	2653	113	43.20	43.20	CD
A52264	2653	114	47.992	47.992	CD
A52264	2653	115	43.30	43.30	CD
A52264	2653	116	48.129	48.129	CD
A52264	2653	117	43.40	43.40	CD
A52264	2653	118	48.267	48.267	CD
A52264	2653	119	43.50	43.50	CD
A52264	2653	120	48.404	48.404	CD
A52264	2653	121	43.60	43.60	CD
A52264	2653	122	48.542	48.542	CD
A52264	2653	123	43.70	43.70	CD
A52264	2653	124	48.681	48.681	CD
A52264	2653	125	43.80	43.80	CD
A52264	2653	126	48.819	48.819	CD
A52264	2653	127	43.90	43.90	CD
A52264	2653	128	48.958	48.958	CD
A52264	2653	129	44.00	44.00	CD
A52264	2653	130	49.097	49.097	CD
A52264	2653	131	44.10	44.10	CD
A52264	2653	132	49.236	49.236	CD
A52264	2653	133	44.20	44.20	CD
A52264	2653	134	49.375	49.375	CD
A52264	2653	135	44.30	44.30	CD
A52264	2653	136	49.515	49.515	CD
A52264	2653	137	44.40	44.40	CD
A52264	2653	138	49.655	49.655	CD
A52264	2653	139	44.50	44.50	CD
A52264	2653	140	49.795	49.795	CD
A52264	2653	141	44.60	44.60	CD
A52264	2653	142	49.935	49.935	CD
A52264	2653	143	44.70	44.70	CD
A52264	2653	144	50.076	50.076	CD
A52264	2653	145	44.80	44.80	CD
A52264	2653	146	50.217	50.217	CD
A52264	2653	147	44.90	44.90	CD
A52264	2653	148	50.358	50.358	CD
A52264	2653	149	45.00	45.00	CD
A52264	2653	150	50.499	50.499	CD
A52264	2653	151	45.10	45.10	CD
A52264	2653	152	50	50	CD
A52264	2653	153	.	.	.
A52264	2654	1	64	64	CD
A52264	2654	2	●	●	CD
A52264	2654	3	45.20	45.20	CD
A52264	2654	4	50.783	50.783	CD
A52264	2654	5	45.30	45.30	CD
A52264	2654	6	50.925	50.925	CD
A52264	2654	7	45.40	45.40	CD
A52264	2654	8	51.068	51.068	CD
A52264	2654	9	45.50	45.50	CD
A52264	2654	10	51.210	51.210	CD
A52264	2654	11	45.60	45.60	CD
A52264	2654	12	51.353	51.353	CD
A52264	2654	13	45.70	45.70	CD
A52264	2654	14	51.496	51.496	CD
A52264	2654	15	45.80	45.80	CD
A52264	2654	16	51.639	51.639	CD
A52264	2654	17	45.90	45.90	CD
A52264	2654	18	51.783	51.783	CD
A52264	2654	19	46.00	46.00	CD
A52264	2654	20	51.927	51.927	CD
A52264	2654	21	46.10	46.10	CD
A52264	2654	22	52.071	52.071	CD
A52264	2654	23	46.20	46.20	CD
A52264	2654	24	52.215	52.215	CD
A52264	2654	25	46.30	46.30	CD
A52264	2654	26	52.360	52.360	CD
A52264	2654	27	46.40	46.40	CD
A52264	2654	28	52.505	52.505	CD
A52264	2654	29	46.50	46.50	CD
A52264	2654	30	52.650	52.650	CD
A52264	2654	31	46.60	46.60	CD
A52264	2654	32	52.795	52.795	CD
A52264	2654	33	46.70	46.70	CD
A52264	2654	34	52.941	52.941	CD
A52264	2654	35	46.80	46.80	CD
A52264	2654	36	53.087	53.087	CD
A52264	2654	37	46.90	46.90	CD
A52264	2654	38	53.233	53.233	CD
A52264	2654	39	47.00	47.00	CD
A52264	2654	40	53.380	53.380	CD
A52264	2654	41	47.10	47.10	CD
A52264	2654	42	53.526	53.526	CD
A52264	2654	43	47.20	47.20	CD
A52264	2654	44	53.673	53.673	CD
A52264	2654	45	47.30	47.30	CD
A52264	2654	46	53.821	53.821	CD
A52264	2654	47	47.40	47.40	CD
A52264	2654	48	53.968	53.968	CD
A52264	2654	49	47.50	47.50	CD
A52264	2654	50	54.116	54.116	CD
A52264	2654	51	47.60	47.60	CD
A52264	2654	52	54.264	54.264	CD
A52264	2654	53	47.70	47.70	CD
A52264	2654	54	54.413	54.413	CD
A52264	2654	55	47.80	47.80	CD
A52264	2654	56	54.562	54.562	CD
A52264	2654	57	47.90	47.90	CD
A52264	2654	58	54.711	54.711	CD
A52264	2654	59	48.00	48.00	CD
A52264	2654	60	54.860	54.860	CD
A52264	2654	61	48.10	48.10	CD
A52264	2654	62	55.010	55.010	CD
A52264	2654	63	48.20	48.20	CD
A52264	2654	64	55.160	55.160	CD
A52264	2654	65	48.30	48.30	CD
A52264	2654	66	55.310	55.310	CD
A52264	2654	67	48.40	48.40	CD
A52264	2654	68	55.460	55.460	CD
A52264	2654	69	48.50	48.50	CD
A52264	2654	70	55.611	55.611	CD
A52264	2654	71	48.60	48.60	CD
A52264	2654	72	55.762	55.762	CD
A52264	2654	73	48.70	48.70	CD
A52264	2654	74	55.913	55.913	CD
A52264	2654	75	48.80	48.80	CD
A52264	2654	76	56.065	56.065	CD
A52264	2654	77	48.90	48.90	CD
A52264	2654	78	56.117	56.117	CD
A52264	2654	79	49.00	49.00	CD
A52264	2654	80	56.369	56.369	CD
A52264	2654	81	49.10	49.10	CD
A52264	2654	82	56.522	56.522	CD
A52264	2654	83	49.20	49.20	CD
A52264	2654	84	56.675	56.675	CD
A52264	2654	85	49.30	49.30	CD
A52264	2654	86	56.828	56.828	CD
A52264	2654	87	49.40	49.40	CD
A52264	2654	88	56.981	56.981	CD
A52264	2654	89	49.50	49.50	CD
A52264	2654	90	57.135	57.135	CD
A52264	2654	91	49.60	49.60	CD
A52264	2654	92	57.289	57.289	CD
A52264	2654	93	49.70	49.70	CD
A52264	2654	94	57.444	57.444	CD
A52264	2654	95	49.80	49.80	CD
A52264	2654	96	57.598	57.598	CD
A52264	2654	97	49.90	49.90	CD
A52264	2654	98	57.754	57.754	CD
A52264	2654	99	50.00	50.00	CD
A52264	2654	100	57.909	57.909	CD
A52264	2654	101	50.10	50.10	CD
A52264	2654	102	58.065	58.065	CD
A52264	2654	103	50.20	50.20	CD
A52264	2654	104	58.221	58.221	CD
A52264	2654	105	50.30	50.30	CD
A52264	2654	106	58.377	58.377	CD
A52264	2654	107	50.40	50.40	CD
A52264	2654	108	58.534	58.534	CD
A52264	2654	109	50.50	50.50	CD
A52264	2654	110	58.691	58.691	CD
A52264	2654	111	50.60	50.60	CD
A52264	2654	112	58.848	58.848	CD
A52264	2654	113	50.70	50.70	CD
A52264	2654	114	59.006	59.006	CD
A52264	2654	115	50.80	50.80	CD
A52264	2654	116	59.164	59.164	CD
A52264	2654	117	50.90	50.90	CD
A52264	2654	118	59.322	59.322	CD
A52264	2654	119	51.00	51.00	CD
A52264	2654	120	59.481	59.481	CD
A52264	2654	121	51.10	51.10	CD
A52264	2654	122	59.640	59.640	CD
A52264	2654	123	51.20	51.20	CD
A52264	2654	124	59.800	59.800	CD
A52264	2654	125	51.30	51.30	CD
A52264	2654	126	59.960	59.960	CD
A52264	2654	127	51.40	51.40	CD
A52264	2654	128	60.120	60.120	CD
A52264	2654	129	51.50	51.50	CD
A52264	2654	130	60.280	60.280	CD
A52264	2654	131	51.60	51.60	CD
A52264	2654	132	60.441	60.441	CD
A52264	2654	133	51.70	51.70	CD
A52264	2654	134	60.601	60.601	CD
A52264	2654	135	51.80	51.80	CD
A52264	2654	136	60.763	60.763	CD
A52264	2654	137	51.90	51.90	CD
A52264	2654	138	60.925	60.925	CD
A52264	2654	139	52.00	52.00	CD
A52264	2654	140	61.088	61.088	CD
A52264	2654	141	52.10	52.10	CD
A52264	2654	142	61.250	61.250	CD
A52264	2654	143	52.20	52.20	CD
A52264	2654	144	61.413	61.413	CD
A52264	2654	145	52.30	52.30	CD
A52264	2654	146	61.577	61.577	CD
A52264	2654	147	52.40	52.40	CD
A52264	2654	148	61.740	61.740	CD
A52264	2654	149	52.50	52.50	CD
A52264	2654	150	61.904	61.904	CD
A52264	2654	151	52.60	52.60	CD
A52264	2654	152	62.069	62.069	CD
A52264	2654	153	52.70	52.70	CD
A52264	2654	154	62.234	62.234	CD
A52264	2654	155	52.80	52.80	CD
A52264	2654	156	62.399	62.399	CD
A52264	2654	157	52.90	52.90	CD
A52264	2654	158	62.564	62.564	CD
A52264	2654	159	53.00	53.00	CD
A52264	2654	160	62.730	62.730	CD
A52264	2654	161	53.10	53.10	CD
A52264	2654	162	62.897	62.897	CD
A52264	2654	163	53.20	53.20	CD
A52264	2654	164	63.063	63.063	CD
A52264	2654	165	53.30	53.30	CD
A52264	2654	166	63.231	63.231	CD
A52264	2654	167	53.40	53.40	CD
A52264	2654	168	63.398	63.398	CD
A52264	2654	169	53.50	53.50	CD
A52264	2654	170	63.566	63.566	CD
A52264	2654	171	53.60	53.60	CD
A52264	2654	172	63.734	63.734	CD
A52264	2654	173	53.70	53.70	CD
A52264	2654	174	63.903	63.903	CD
A52264	2654	175	53.80	53.80	CD
A52264	2654	176	64.072	64.072	CD
A52264	2654	177	53.90	53.90	CD
A52264	2654	178	64.242	64.242	CD
A52264	2654	179	54.00	54.00	CD
A52264	2654	180	64.412	64.412	CD
A52264	2654	181	54.10	54.10	CD
A52264	2654	182	64.582	64.582	CD
A52264	2654	183	54.20	54.20	CD
A52264	2654	184	64.753	64.753	CD
A52264	2654	185	54.30	54.30	CD
A52264	2654	186	64.924	64.924	CD
A52264	2654	187	54.40	54.40	CD
A52264	2654	188	65.096	65.096	CD
A52264	2654	189	54.50	54.50	CD
A52264	2654	190	65.268	65.268	CD
A52264	2654	191	54.60	54.60	CD
A52264	2654	192	65.440	65.440	CD
A52264	2654	193	54.70	54.70	CD
A52264	2654	194	65.613	65.613	CD
A52264	2654	195	54.80	54.80	CD
A52264	2654	196	65.786	65.786	CD
A52264	2654	197	54.90	54.90	CD
A52264	2654	198	65.960	65.960	CD
A52264	2654	199	55.00	55.00	CD
A52264	2654	200	66.134	66.134	CD
A52264	2654	201	55.10	55.10	CD
A52264	2654	202	66.308	66.308	CD
A52264	2654	203	55.20	55.20	CD
A52264	2654	204	66.483	66.483	CD
A52264	2654	205	55.30	55.30	CD
A52264	2654	206	66.659	66.659	CD
A52264	2654	207	55.40	55.40	CD
A52264	2654	208	66.835	66.835	CD
A52264	2654	209	55.50	55.50	CD
A52264	2654	210	67.011	67.011	CD
A52264	2654	211	55.60	55.60	CD
A52264	2654	212	67.188	67.188	CD
A52264	2654	213	55.70	55.70	CD
A52264	2654	214	67.365	67.365	CD
A52264	2654	215	55.80	55.80	CD
A52264	2654	216	67.543	67.543	CD
A52264	2654	217	55.90	55.90	CD
A52264	2654	218	67.721	67.721	CD
A52264	2654	219	56.00	56.00	CD
A52264	2654	220	67.900	67.900	CD
A52264	2654	221	56.10	56.10	CD
A52264	2654	222	68.079	68.079	CD
A52264	2654	223	56.20	56.20	CD
A52264	2654	224	68	68	CD
A52264	2654	225	.	.	.
A52264	2655	1	25	25	CD
A52264	2655	2	●	●	CD
A52264	2655	3	56.30	56.30	CD
A52264	2655	4	68.438	68.438	CD
A52264	2655	5	56.40	56.40	CD
A52264	2655	6	68.618	68.618	CD
A52264	2655	7	56.50	56.50	CD
A52264	2655	8	68.799	68.799	CD
A52264	2655	9	56.60	56.60	CD
A52264	2655	10	68.981	68.981	CD
A52264	2655	11	56.70	56.70	CD
A52264	2655	12	69.163	69.163	CD
A52264	2655	13	56.80	56.80	CD
A52264	2655	14	69.345	69.345	CD
A52264	2655	15	56.90	56.90	CD
A52264	2655	16	69.528	69.528	CD
A52264	2655	17	57.00	57.00	CD
A52264	2655	18	69.711	69.711	CD
A52264	2655	19	57.10	57.10	CD
A52264	2655	20	69.895	69.895	CD
A52264	2655	21	57.20	57.20	CD
A52264	2655	22	70.080	70.080	CD
A52264	2655	23	57.30	57.30	CD
A52264	2655	24	70.263	70.263	CD
A52264	2655	25	57.40	57.40	CD
A52264	2655	26	70.449	70.449	CD
A52264	2655	27	57.50	57.50	CD
A52264	2655	28	70.635	70.635	CD
A52264	2655	29	57.60	57.60	CD
A52264	2655	30	70.821	70.821	CD
A52264	2655	31	57.70	57.70	CD
A52264	2655	32	71.008	71.008	CD
A52264	2655	33	57.80	57.80	CD
A52264	2655	34	71.195	71.195	CD
A52264	2655	35	57.90	57.90	CD
A52264	2655	36	71.383	71.383	CD
A52264	2655	37	58.00	58.00	CD
A52264	2655	38	71.572	71.572	CD
A52264	2655	39	58.10	58.10	CD
A52264	2655	40	71.761	71.761	CD
A52264	2655	41	58.20	58.20	CD
A52264	2655	42	71.950	71.950	CD
A52264	2655	43	58.30	58.30	CD
A52264	2655	44	72.140	72.140	CD
A52264	2655	45	55.40	55.40	CD
A52264	2655	46	72.331	72.331	CD
A52264	2655	47	58.50	58.50	CD
A52264	2655	48	72.522	72.522	CD
A52264	2655	49	58.60	58.60	CD
A52264	2655	50	72.714	72.714	CD
A52264	2655	51	58.70	58.70	CD
A52264	2655	52	72.906	72.906	CD
A52264	2655	53	58.80	58.80	CD
A52264	2655	54	73.099	73.099	CD
A52264	2655	55	58.90	58.90	CD
A52264	2655	56	73.292	73.292	CD
A52264	2655	57	59.00	59.00	CD
A52264	2655	58	73.486	73.486	CD
A52264	2655	59	59.10	59.10	CD
A52264	2655	60	73.680	73.680	CD
A52264	2655	61	59.20	59.20	CD
A52264	2655	62	73.875	73.875	CD
A52264	2655	63	59.30	59.30	CD
A52264	2655	64	74.071	74.071	CD
A52264	2655	65	59.40	59.40	CD
A52264	2655	66	74.267	74.267	CD
A52264	2655	67	59.50	59.50	CD
A52264	2655	68	74.464	74.464	CD
A52264	2655	69	59.60	59.60	CD
A52264	2655	70	74.661	74.661	CD
A52264	2655	71	59.70	59.70	CD
A52264	2655	72	74.859	74.859	CD
A52264	2655	73	59.80	59.80	CD
A52264	2655	74	75.057	75.057	CD
A52264	2655	75	59.90	59.90	CD
A52264	2655	76	75.256	75.256	CD
A52264	2655	77	60.00	60.00	CD
A52264	2655	78	75.456	75.456	CD
A52264	2655	79	60.10	60.10	CD
A52264	2655	80	75.650	75.650	CD
A52264	2655	81	60.20	60.20	CD
A52264	2655	82	75.857	75.857	CD
A52264	2655	83	60.30	60.30	CD
A52264	2655	84	76.059	76.059	CD
A52264	2655	85	60.40	60.40	CD
A52264	2655	86	76.261	76.261	CD
A52264	2655	87	60.50	60.50	CD
A52264	2655	88	76.464	76.464	CD
A52264	2655	89	60.60	60.60	CD
A52264	2655	90	76.667	76.667	CD
A52264	2655	91	60.70	60.70	CD
A52264	2655	92	76.871	76.871	CD
A52264	2655	93	60.80	60.80	CD
A52264	2655	94	77.076	77.076	CD
A52264	2655	95	60.90	60.90	CD
A52264	2655	96	77.281	77.281	CD
A52264	2655	97	61.00	61.00	CD
A52264	2655	98	77.487	77.487	CD
A52264	2655	99	61.10	61.10	CD
A52264	2655	100	77.694	77.694	CD
A52264	2655	101	61.20	61.20	CD
A52264	2655	102	77.901	77.901	CD
A52264	2655	103	61.30	61.30	CD
A52264	2655	104	78.109	78.109	CD
A52264	2655	105	61.40	61.40	CD
A52264	2655	106	78.317	78.317	CD
A52264	2655	107	61.50	61.50	CD
A52264	2655	108	78.526	78.526	CD
A52264	2655	109	61.60	61.60	CD
A52264	2655	110	78.736	78.736	CD
A52264	2655	111	61.70	61.70	CD
A52264	2655	112	78.947	78.947	CD
A52264	2655	113	61.80	61.80	CD
A52264	2655	114	79.158	79.158	CD
A52264	2655	115	61.90	61.90	CD
A52264	2655	116	79.370	79.370	CD
A52264	2655	117	62.00	62.00	CD
A52264	2655	118	79.583	79.583	CD
A52264	2655	119	62.10	62.10	CD
A52264	2655	120	79.796	79.796	CD
A52264	2655	121	62.20	62.20	CD
A52264	2655	122	89.010	89.010	CD
A52264	2655	123	62.30	62.30	CD
A52264	2655	124	89.225	89.225	CD
A52264	2655	125	62.40	62.40	CD
A52264	2655	126	89.441	89.441	CD
A52264	2655	127	62.50	62.50	CD
A52264	2655	128	89.657	89.657	CD
A52264	2655	129	62.60	62.60	CD
A52264	2655	130	89.874	89.874	CD
A52264	2655	131	62.70	62.70	CD
A52264	2655	132	81.091	81.091	CD
A52264	2655	133	62.80	62.80	CD
A52264	2655	134	81.310	81.310	CD
A52264	2655	135	62.90	62.90	CD
A52264	2655	136	81.529	81.529	CD
A52264	2655	137	63.00	63.00	CD
A52264	2655	138	81.749	81.749	CD
A52264	2655	139	63.10	63.10	CD
A52264	2655	140	81.970	81.970	CD
A52264	2655	141	63.20	63.20	CD
A52264	2655	142	82.191	82.191	CD
A52264	2655	143	63.30	63.30	CD
A52264	2655	144	82.413	82.413	CD
A52264	2655	145	63.40	63.40	CD
A52264	2655	146	82.635	82.635	CD
A52264	2655	147	63.50	63.50	CD
A52264	2655	148	82.860	82.860	CD
A52264	2655	149	63.60	63.60	CD
A52264	2655	150	83.084	83.084	CD
A52264	2655	151	63.70	63.70	CD
A52264	2655	152	83.310	83.310	CD
A52264	2655	153	63.80	63.80	CD
A52264	2655	154	83.536	83.536	CD
A52264	2655	155	63.90	63.90	CD
A52264	2655	156	83.763	83.763	CD
A52264	2655	157	64.00	64.00	CD
A52264	2655	158	83.990	83.990	CD
A52264	2655	159	64.10	64.10	CD
A52264	2655	160	84.219	84.219	CD
A52264	2655	161	64.20	64.20	CD
A52264	2655	162	84.448	84.448	CD
A52264	2655	163	64.30	64.30	CD
A52264	2655	164	84.678	84.678	CD
A52264	2655	165	64.40	64.40	CD
A52264	2655	166	84.909	84.909	CD
A52264	2655	167	64.50	64.50	CD
A52264	2655	168	85.141	85.141	CD
A52264	2655	169	64.60	64.60	CD
A52264	2655	170	85.374	85.374	CD
A52264	2655	171	64.70	64.70	CD
A52264	2655	172	85.607	85.607	CD
A52264	2655	173	64.80	64.80	CD
A52264	2655	174	85.842	85.842	CD
A52264	2655	175	64.90	64.90	CD
A52264	2655	176	86.077	86.077	CD
A52264	2655	177	65.00	65.00	CD
A52264	2655	178	86.313	86.313	CD
A52264	2655	179	65.10	65.10	CD
A52264	2655	180	86.550	86.550	CD
A52264	2655	181	65.20	65.20	CD
A52264	2655	182	86.788	86.788	CD
A52264	2655	183	65.30	65.30	CD
A52264	2655	184	87.027	87.027	CD
A52264	2655	185	65.40	65.40	CD
A52264	2655	186	87.267	87.267	CD
A52264	2655	187	65.50	65.50	CD
A52264	2655	188	87.508	87.508	CD
A52264	2655	189	65.60	65.60	CD
A52264	2655	190	87.749	87.749	CD
A52264	2655	191	65.70	65.70	CD
A52264	2655	192	87.992	87.992	CD
A52264	2655	193	65.80	65.80	CD
A52264	2655	194	88.235	88.235	CD
A52264	2655	195	65.90	65.90	CD
A52264	2655	196	88.480	88.480	CD
A52264	2655	197	66.00	66.00	CD
A52264	2655	198	88.725	88.725	CD
A52264	2655	199	66.10	66.10	CD
A52264	2655	200	88.971	88.971	CD
A52264	2655	201	66.20	66.20	CD
A52264	2655	202	89.219	89.219	CD
A52264	2655	203	66.30	66.30	CD
A52264	2655	204	89.467	89.467	CD
A52264	2655	205	66.40	66.40	CD
A52264	2655	206	89.716	89.716	CD
A52264	2655	207	66.50	66.50	CD
A52264	2655	208	89.967	89.967	CD
A52264	2655	209	66.60	66.60	CD
A52264	2655	210	90.218	90.218	CD
A52264	2655	211	66.70	66.70	CD
A52264	2655	212	90.470	90.470	CD
A52264	2655	213	66.80	66.80	CD
A52264	2655	214	90.723	90.723	CD
A52264	2655	215	66.90	66.90	CD
A52264	2655	216	90.978	90.978	CD
A52264	2655	217	67.00	67.00	CD
A52264	2655	218	91.232	91.232	CD
A52264	2655	219	67.10	67.10	CD
A52264	2655	220	91.489	91.489	CD
A52264	2655	221	67.20	67.20	CD
A52264	2655	222	91.746	91.746	CD
A52264	2655	223	67.30	67.30	CD
A52264	2655	224	92.005	92.005	CD
A52264	2655	225	67.40	67.40	CD
A52264	2655	226	92.264	92.264	CD
A52264	2655	227	67.50	67.50	CD
A52264	2655	228	92.525	92.525	CD
A52264	2655	229	67.60	67.60	CD
A52264	2655	230	92.787	92.787	CD
A52264	2655	231	67.70	67.70	CD
A52264	2655	232	93.050	93.050	CD
A52264	2655	233	67.80	67.80	CD
A52264	2655	234	93.314	93.314	CD
A52264	2655	235	67.90	67.90	CD
A52264	2655	236	93.579	93.579	CD
A52264	2655	237	68.00	68.00	CD
A52264	2655	238	93.846	93.846	CD
A52264	2655	239	68.10	68.10	CD
A52264	2655	240	94.113	94.113	CD
A52264	2655	241	68.20	68.20	CD
A52264	2655	242	94.382	94.382	CD
A52264	2655	243	68.30	68.30	CD
A52264	2655	244	94.652	94.652	CD
A52264	2655	245	68.40	68.40	CD
A52264	2655	246	94.923	94.923	CD
A52264	2655	247	68.50	68.50	CD
A52264	2655	248	95.195	95.195	CD
A52264	2655	249	68.60	68.60	CD
A52264	2655	250	95.468	95.468	CD
A52264	2655	251	68.70	68.70	CD
A52264	2655	252	95.743	95.743	CD
A52264	2655	253	68.80	68.80	CD
A52264	2655	254	96.019	96.019	CD
A52264	2655	255	68.90	68.90	CD
A52264	2655	256	96.296	96.296	CD
A52264	2655	257	69.00	69.00	CD
A52264	2655	258	96.575	96.575	CD
A52264	2655	259	69.10	69.10	CD
A52264	2655	260	96.854	96.854	CD
A52264	2655	261	69.20	69.20	CD
A52264	2655	262	97.135	97.135	CD
A52264	2655	263	69.30	69.30	CD
A52264	2655	264	97.418	97.418	CD
A52264	2655	265	69.40	69.40	CD
A52264	2655	266	97.701	97.701	CD
A52264	2655	267	69.50	69.50	CD
A52264	2655	268	97.986	97.986	CD
A52264	2655	269	69.60	69.60	CD
A52264	2655	270	98.272	98.272	CD
A52264	2655	271	69.70	69.70	CD
A52264	2655	272	98.560	98.560	CD
A52264	2655	273	69.80	69.80	CD
A52264	2655	274	98.849	98.849	CD
A52264	2655	275	69.90	69.90	CD
A52264	2655	276	99.139	99.139	CD
A52264	2655	277	70.00	70.00	CD
A52264	2655	278	99.431	99.431	CD
A52264	2655	279	70.10	70.10	CD
A52264	2655	280	99.724	99.724	CD
A52264	2655	281	70.20	70.20	CD
A52264	2655	282	100.018	100.018	CD
A52264	2655	283	70.30	70.30	CD
A52264	2655	284	100.314	100.314	CD
A52264	2655	285	70.40	70.40	CD
A52264	2655	286	100.612	100.612	CD
A52264	2655	287	70.50	70.50	CD
A52264	2655	288	100.910	100.910	CD
A52264	2655	289	70.60	70.60	CD
A52264	2655	290	101.211	101.211	CD
A52264	2655	291	70.70	70.70	CD
A52264	2655	292	101.513	101.513	CD
A52264	2655	293	70.80	70.80	CD
A52264	2655	294	101.816	101.816	CD
A52264	2655	295	70.90	70.90	CD
A52264	2655	296	102.121	102.121	CD
A52264	2655	297	71.00	71.00	CD
A52264	2655	298	102.427	102.427	CD
A52264	2655	299	71.10	71.10	CD
A52264	2655	300	102.735	102.735	CD
A52264	2655	301	71.20	71.20	CD
A52264	2655	302	103.044	103.044	CD
A52264	2655	303	71.30	71.30	CD
A52264	2655	304	103.356	103.356	CD
A52264	2655	305	71.40	71.40	CD
A52264	2655	306	103.668	103.668	CD
A52264	2655	307	71.50	71.50	CD
A52264	2655	308	103.983	103.983	CD
A52264	2655	309	71.60	71.60	CD
A52264	2655	310	104.299	104.299	CD
A52264	2655	311	71.70	71.70	CD
A52264	2655	312	104.616	104.616	CD
A52264	2655	313	71.80	71.80	CD
A52264	2655	314	104.936	104.936	CD
A52264	2655	315	71.90	71.90	CD
A52264	2655	316	105.257	105.257	CD
A52264	2655	317	72.00	72.00	CD
A52264	2655	318	105.579	105.579	CD
A52264	2655	319	72.10	72.10	CD
A52264	2655	320	105	105	CD
A52264	2655	321	904	904	CD
A52264	2655	322	72.20	72.20	CD
A52264	2655	323	106	106	CD
A52264	2655	324	230	230	CD
A52264	2655	325	72.30	72.30	CD
A52264	2655	326	106	106	CD
A52264	2655	327	558	558	CD
A52264	2655	328	72.40	72.40	CD
A52264	2655	329	106	106	CD
A52264	2655	330	888	888	CD
A52264	2655	331	72.50	72.50	CD
A52264	2655	332	107	107	CD
A52264	2655	333	220	220	CD
A52264	2655	334	72.60	72.60	CD
A52264	2655	335	107	107	CD
A52264	2655	336	553	553	CD
A52264	2655	337	72.70	72.70	CD
A52264	2655	338	107	107	CD
A52264	2655	339	888	888	CD
A52264	2655	340	72.80	72.80	CD
A52264	2655	341	108	108	CD
A52264	2655	342	226	226	CD
A52264	2655	343	72.90	72.90	CD
A52264	2655	344	108	108	CD
A52264	2655	345	565	565	CD
A52264	2655	346	73.00	73.00	CD
A52264	2655	347	108	108	CD
A52264	2655	348	906	906	CD
A52264	2655	349	73.10	73.10	CD
A52264	2655	350	109	109	CD
A52264	2655	351	249	249	CD
A52264	2655	352	73.20	73.20	CD
A52264	2655	353	109	109	CD
A52264	2655	354	594	594	CD
A52264	2655	355	73.30	73.30	CD
A52264	2655	356	109	109	CD
A52264	2655	357	941	941	CD
A52264	2655	358	73.40	73.40	CD
A52264	2655	359	110	110	CD
A52264	2655	360	290	290	CD
A52264	2655	361	73.50	73.50	CD
A52264	2655	362	110	110	CD
A52264	2655	363	641	641	CD
A52264	2655	364	73.60	73.60	CD
A52264	2655	365	110	110	CD
A52264	2655	366	994	994	CD
A52264	2655	367	73.70	73.70	CD
A52264	2655	368	111	111	CD
A52264	2655	369	349	349	CD
A52264	2655	370	73.80	73.80	CD
A52264	2655	371	111	111	CD
A52264	2655	372	707	707	CD
A52264	2655	373	73.90	73.90	CD
A52264	2655	374	112	112	CD
A52264	2655	375	066	066	CD
A52264	2655	376	74.00	74.00	CD
A52264	2655	377	112	112	CD
A52264	2655	378	428	428	CD
A52264	2655	379	74.10	74.10	CD
A52264	2655	380	112	112	CD
A52264	2655	381	792	792	CD
A52264	2655	382	74.20	74.20	CD
A52264	2655	383	113	113	CD
A52264	2655	384	158	158	CD
A52264	2655	385	74.30	74.30	CD
A52264	2655	386	113	113	CD
A52264	2655	387	526	526	CD
A52264	2655	388	74.40	74.40	CD
A52264	2655	389	113	113	CD
A52264	2655	390	897	897	CD
A52264	2655	391	74.50	74.50	CD
A52264	2655	392	114	114	CD
A52264	2655	393	270	270	CD
A52264	2655	394	74.60	74.60	CD
A52264	2655	395	114	114	CD
A52264	2655	396	645	645	CD
A52264	2655	397	74.70	74.70	CD
A52264	2655	398	115	115	CD
A52264	2655	399	023	023	CD
A52264	2655	400	74.80	74.80	CD
A52264	2655	401	115	115	CD
A52264	2655	402	403	403	CD
A52264	2655	403	74.90	74.90	CD
A52264	2655	404	115	115	CD
A52264	2655	405	786	786	CD
A52264	2655	406	75.00	75.00	CD
A52264	2655	407	116	116	CD
A52264	2655	408	171	171	CD
A52264	2655	409	75.10	75.10	CD
A52264	2655	410	116	116	CD
A52264	2655	411	559	559	CD
A52264	2655	412	75.20	75.20	CD
A52264	2655	413	116	116	CD
A52264	2655	414	949	949	CD
A52264	2655	415	75.30	75.30	CD
A52264	2655	416	117	117	CD
A52264	2655	417	342	342	CD
A52264	2655	418	75.40	75.40	CD
A52264	2655	419	117	117	CD
A52264	2655	420	737	737	CD
A52264	2655	421	75.50	75.50	CD
A52264	2655	422	118	118	CD
A52264	2655	423	135	135	CD
A52264	2655	424	75.60	75.60	CD
A52264	2655	425	118	118	CD
A52264	2655	426	536	536	CD
A52264	2655	427	75.70	75.70	CD
A52264	2655	428	118	118	CD
A52264	2655	429	939	939	CD
A52264	2655	430	75.80	75.80	CD
A52264	2655	431	119	119	CD
A52264	2655	432	345	345	CD
A52264	2655	433	75.90	75.90	CD
A52264	2655	434	119	119	CD
A52264	2655	435	755	755	CD
A52264	2655	436	76.00	76.00	CD
A52264	2655	437	120	120	CD
A52264	2655	438	160	160	CD
A52264	2655	439	76.10	76.10	CD
A52264	2655	440	120	120	CD
A52264	2655	441	581	581	CD
A52264	2655	442	76	76	CD
A52264	2655	443	20	20	CD
A52264	2655	444	121	121	CD
A52264	2655	445	000	000	CD
A52264	2655	446	76.30	76.30	CD
A52264	2655	447	121	121	CD
A52264	2655	448	420	420	CD
A52264	2655	449	76.40	76.40	CD
A52264	2655	450	121	121	CD
A52264	2655	451	843	843	CD
A52264	2655	452	76.50	76.50	CD
A52264	2655	453	12	12	CD
A52264	2655	454	270	270	CD
A52264	2655	455	76.60	76.60	CD
A52264	2655	456	12	12	CD
A52264	2655	457	700	700	CD
A52264	2655	458	76.70	76.70	CD
A52264	2655	459	123	123	CD
A52264	2655	460	133	133	CD
A52264	2655	461	76.80	76.80	CD
A52264	2655	462	123	123	CD
A52264	2655	463	570	570	CD
A52264	2655	464	76.90	76.90	CD
A52264	2655	465	124	124	CD
A52264	2655	466	009	009	CD
A52264	2655	467	77.00	77.00	CD
A52264	2655	468	124	124	CD
A52264	2655	469	452	452	CD
A52264	2655	470	77.10	77.10	CD
A52264	2655	471	124	124	CD
A52264	2655	472	898	898	CD
A52264	2655	473	72.20	72.20	CD
A52264	2655	474	125	125	CD
A52264	2655	475	348	348	CD
A52264	2655	476	77.30	77.30	CD
A52264	2655	477	125	125	CD
A52264	2655	478	801	801	CD
A52264	2655	479	77.40	77.40	CD
A52264	2655	480	126	126	CD
A52264	2655	481	258	258	CD
A52264	2655	482	77.50	77.50	CD
A52264	2655	483	126	126	CD
A52264	2655	484	718	718	CD
A52264	2655	485	77.60	77.60	CD
A52264	2655	486	127	127	CD
A52264	2655	487	182	182	CD
A52264	2655	488	77.70	77.70	CD
A52264	2655	489	127	127	CD
A52264	2655	490	649	649	CD
A52264	2655	491	77.80	77.80	CD
A52264	2655	492	128	128	CD
A52264	2655	493	121	121	CD
A52264	2655	494	77.90	77.90	CD
A52264	2655	495	128	128	CD
A52264	2655	496	596	596	CD
A52264	2655	497	78.00	78.00	CD
A52264	2655	498	129	129	CD
A52264	2655	499	075	075	CD
A52264	2655	500	78	78	CD
A52264	2655	501	10	10	CD
A52264	2655	502	129	129	CD
A52264	2655	503	558	558	CD
A52264	2655	504	78	78	CD
A52264	2655	505	20	20	CD
A52264	2655	506	130	130	CD
A52264	2655	507	045	045	CD
A52264	2655	508	78	78	CD
A52264	2655	509	30	30	CD
A52264	2655	510	130	130	CD
A52264	2655	511	536	536	CD
A52264	2655	512	78	78	CD
A52264	2655	513	40	40	CD
A52264	2655	514	131	131	CD
A52264	2655	515	031	031	CD
A52264	2655	516	78	78	CD
A52264	2655	517	50	50	CD
A52264	2655	518	131	131	CD
A52264	2655	519	530	530	CD
A52264	2655	520	78	78	CD
A52264	2655	521	60	60	CD
A52264	2655	522	132	132	CD
A52264	2655	523	034	034	CD
A52264	2655	524	78	78	CD
A52264	2655	525	70	70	CD
A52264	2655	526	132	132	CD
A52264	2655	527	542	542	CD
A52264	2655	528	78	78	CD
A52264	2655	529	80	80	CD
A52264	2655	530	113	113	CD
A52264	2655	531	055	055	CD
A52264	2655	532	78	78	CD
A52264	2655	533	90	90	CD
A52264	2655	534	113	113	CD
A52264	2655	535	572	572	CD
A52264	2655	536	79	79	CD
A52264	2655	537	00	00	CD
A52264	2655	538	134	134	CD
A52264	2655	539	094	094	CD
A52264	2655	540	79	79	CD
A52264	2655	541	10	10	CD
A52264	2655	542	134	134	CD
A52264	2655	543	620	620	CD
A52264	2655	544	79	79	CD
A52264	2655	545	20	20	CD
A52264	2655	546	135	135	CD
A52264	2655	547	151	151	CD
A52264	2655	548	79	79	CD
A52264	2655	549	30	30	CD
A52264	2655	550	135	135	CD
A52264	2655	551	687	687	CD
A52264	2655	552	79	79	CD
A52264	2655	553	40	40	CD
A52264	2655	554	136	136	CD
A52264	2655	555	228	228	CD
A52264	2655	556	79	79	CD
A52264	2655	557	50	50	CD
A52264	2655	558	136	136	CD
A52264	2655	559	775	775	CD
A52264	2655	560	79	79	CD
A52264	2655	561	60	60	CD
A52264	2655	562	137	137	CD
A52264	2655	563	326	326	CD
A52264	2655	564	79	79	CD
A52264	2655	565	70	70	CD
A52264	2655	566	137	137	CD
A52264	2655	567	883	883	CD
A52264	2655	568	79	79	CD
A52264	2655	569	80	80	CD
A52264	2655	570	138	138	CD
A52264	2655	571	445	445	CD
A52264	2655	572	79	79	CD
A52264	2655	573	90	90	CD
A52264	2655	574	139	139	CD
A52264	2655	575	012	012	CD
A52264	2655	576	80	80	CD
A52264	2655	577	00	00	CD
A52264	2655	578	139	139	CD
A52264	2655	579	585	585	CD
A52264	2655	580	80	80	CD
A52264	2655	581	10	10	CD
A52264	2655	582	140	140	CD
A52264	2655	583	164	164	CD
A52264	2655	584	80	80	CD
A52264	2655	585	20	20	CD
A52264	2655	586	140	140	CD
A52264	2655	587	748	748	CD
A52264	2655	588	80	80	CD
A52264	2655	589	30	30	CD
A52264	2655	590	141	141	CD
A52264	2655	591	339	339	CD
A52264	2655	592	80	80	CD
A52264	2655	593	40	40	CD
A52264	2655	594	141	141	CD
A52264	2655	595	936	936	CD
A52264	2655	596	80	80	CD
A52264	2655	597	50	50	CD
A52264	2655	598	142	142	CD
A52264	2655	599	138	138	CD
A52264	2655	600	80	80	CD
A52264	2655	601	60	60	CD
A52264	2655	602	143	143	CD
A52264	2655	603	147	147	CD
A52264	2655	604	80	80	CD
A52264	2655	605	70	70	CD
A52264	2655	606	143	143	CD
A52264	2655	607	763	763	CD
A52264	2655	608	80	80	CD
A52264	2655	609	80	80	CD
A52264	2655	610	144	144	CD
A52264	2655	611	385	385	CD
A52264	2655	612	80	80	CD
A52264	2655	613	90	90	CD
A52264	2655	614	145	145	CD
A52264	2655	615	014	014	CD
A52264	2655	616	81	81	CD
A52264	2655	617	00	00	CD
A52264	2655	618	145	145	CD
A52264	2655	619	650	650	CD
A52264	2655	620	81	81	CD
A52264	2655	621	10	10	CD
A52264	2655	622	146	146	CD
A52264	2655	623	292	292	CD
A52264	2655	624	81	81	CD
A52264	2655	625	20	20	CD
A52264	2655	626	146	146	CD
A52264	2655	627	942	942	CD
A52264	2655	628	81	81	CD
A52264	2655	629	30	30	CD
A52264	2655	630	147	147	CD
A52264	2655	631	600	600	CD
A52264	2655	632	81	81	CD
A52264	2655	633	40	40	CD
A52264	2655	634	148	148	CD
A52264	2655	635	265	265	CD
A52264	2655	636	81	81	CD
A52264	2655	637	50	50	CD
A52264	2655	638	148	148	CD
A52264	2655	639	937	937	CD
A52264	2655	640	81	81	CD
A52264	2655	641	60	60	CD
A52264	2655	642	149	149	CD
A52264	2655	643	618	618	CD
A52264	2655	644	81	81	CD
A52264	2655	645	70	70	CD
A52264	2655	646	150	150	CD
A52264	2655	647	307	307	CD
A52264	2655	648	81	81	CD
A52264	2655	649	80	80	CD
A52264	2655	650	151	151	CD
A52264	2655	651	003	003	CD
A52264	2655	652	81	81	CD
A52264	2655	653	90	90	CD
A52264	2655	654	151	151	CD
A52264	2655	655	709	709	CD
A52264	2655	656	82	82	CD
A52264	2655	657	00	00	CD
A52264	2655	658	152	152	CD
A52264	2655	659	423	423	CD
A52264	2655	660	82	82	CD
A52264	2655	661	10	10	CD
A52264	2655	662	153	153	CD
A52264	2655	663	147	147	CD
A52264	2655	664	82	82	CD
A52264	2655	665	20	20	CD
A52264	2655	666	153	153	CD
A52264	2655	667	878	878	CD
A52264	2655	668	82	82	CD
A52264	2655	669	30	30	CD
A52264	2655	670	154	154	CD
A52264	2655	671	620	620	CD
A52264	2655	672	82	82	CD
A52264	2655	673	40	40	CD
A52264	2655	674	155	155	CD
A52264	2655	675	372	372	CD
A52264	2655	676	82	82	CD
A52264	2655	677	50	50	CD
A52264	2655	678	156	156	CD
A52264	2655	679	132	132	CD
A52264	2655	680	82	82	CD
A52264	2655	681	60	60	CD
A52264	2655	682	156	156	CD
A52264	2655	683	903	903	CD
A52264	2655	684	82	82	CD
A52264	2655	685	70	70	CD
A52264	2655	686	157	157	CD
A52264	2655	687	685	685	CD
A52264	2655	688	82	82	CD
A52264	2655	689	80	80	CD
A52264	2655	690	158	158	CD
A52264	2655	691	478	478	CD
A52264	2655	692	82	82	CD
A52264	2655	693	90	90	CD
A52264	2655	694	159	159	CD
A52264	2655	695	281	281	CD
A52264	2655	696	83	83	CD
A52264	2655	697	00	00	CD
A52264	2655	698	160	160	CD
A52264	2655	699	096	096	CD
A52264	2655	700	83	83	CD
A52264	2655	701	10	10	CD
A52264	2655	702	160	160	CD
A52264	2655	703	922	922	CD
A52264	2655	704	83	83	CD
A52264	2655	705	20	20	CD
A52264	2655	706	161	161	CD
A52264	2655	707	761	761	CD
A52264	2655	708	83	83	CD
A52264	2655	709	30	30	CD
A52264	2655	710	162	162	CD
A52264	2655	711	612	612	CD
A52264	2655	712	83	83	CD
A52264	2655	713	40	40	CD
A52264	2655	714	163	163	CD
A52264	2655	715	475	475	CD
A52264	2655	716	83	83	CD
A52264	2655	717	50	50	CD
A52264	2655	718	164	164	CD
A52264	2655	719	352	352	CD
A52264	2655	720	83	83	CD
A52264	2655	721	60	60	CD
A52264	2655	722	165	165	CD
A52264	2655	723	242	242	CD
A52264	2655	724	83	83	CD
A52264	2655	725	70	70	CD
A52264	2655	726	166	166	CD
A52264	2655	727	146	146	CD
A52264	2655	728	83	83	CD
A52264	2655	729	80	80	CD
A52264	2655	730	167	167	CD
A52264	2655	731	065	065	CD
A52264	2655	732	83	83	CD
A52264	2655	733	90	90	CD
A52264	2655	734	167	167	CD
A52264	2655	735	999	999	CD
A52264	2655	736	84	84	CD
A52264	2655	737	00	00	CD
A52264	2655	738	168	168	CD
A52264	2655	739	947	947	CD
A52264	2655	740	84	84	CD
A52264	2655	741	10	10	CD
A52264	2655	742	169	169	CD
A52264	2655	743	912	912	CD
A52264	2655	744	84	84	CD
A52264	2655	745	20	20	CD
A52264	2655	746	170	170	CD
A52264	2655	747	893	893	CD
A52264	2655	748	84	84	CD
A52264	2655	749	30	30	CD
A52264	2655	750	171	171	CD
A52264	2655	751	891	891	CD
A52264	2655	752	84	84	CD
A52264	2655	753	40	40	CD
A52264	2655	754	172	172	CD
A52264	2655	755	907	907	CD
A52264	2655	756	84	84	CD
A52264	2655	757	50	50	CD
A52264	2655	758	173	173	CD
A52264	2655	759	941	941	CD
A52264	2655	760	84	84	CD
A52264	2655	761	60	60	CD
A52264	2655	762	174	174	CD
A52264	2655	763	994	994	CD
A52264	2655	764	84	84	CD
A52264	2655	765	70	70	CD
A52264	2655	766	176	176	CD
A52264	2655	767	●	●	CD
A52264	2655	768	67	67	CD
A52264	2655	769	84	84	CD
A52264	2655	770	80	80	CD
A52264	2655	771	177	177	CD
A52264	2655	772	160	160	CD
A52264	2655	773	84	84	CD
A52264	2655	774	90	90	CD
A52264	2655	775	178	178	CD
A52264	2655	776	275	275	CD
A52264	2655	777	85	85	CD
A52264	2655	778	00	00	CD
A52264	2655	779	179	179	CD
A52264	2655	780	411	411	CD
A52264	2655	781	85	85	CD
A52264	2655	782	10	10	CD
A52264	2655	783	180	180	CD
A52264	2655	784	569	569	CD
A52264	2655	785	85	85	CD
A52264	2655	786	20	20	CD
A52264	2655	787	181	181	CD
A52264	2655	788	752	752	CD
A52264	2655	789	85	85	CD
A52264	2655	790	30	30	CD
A52264	2655	791	182	182	CD
A52264	2655	792	960	960	CD
A52264	2655	793	85	85	CD
A52264	2655	794	40	40	CD
A52264	2655	795	184	184	CD
A52264	2655	796	194	194	CD
A52264	2655	797	85	85	CD
A52264	2655	798	50	50	CD
A52264	2655	799	185	185	CD
A52264	2655	800	454	454	CD
A52264	2655	801	85	85	CD
A52264	2655	802	60	60	CD
A52264	2655	803	186	186	CD
A52264	2655	804	743	743	CD
A52264	2655	805	85	85	CD
A52264	2655	806	70	70	CD
A52264	2655	807	188	188	CD
A52264	2655	808	062	062	CD
A52264	2655	809	85	85	CD
A52264	2655	810	80	80	CD
A52264	2655	811	189	189	CD
A52264	2655	812	411	411	CD
A52264	2655	813	85	85	CD
A52264	2655	814	90	90	CD
A52264	2655	815	190	190	CD
A52264	2655	816	793	793	CD
A52264	2655	817	86	86	CD
A52264	2655	818	00	00	CD
A52264	2655	819	192	192	CD
A52264	2655	820	210	210	CD
A52264	2655	821	86	86	CD
A52264	2655	822	10	10	CD
A52264	2655	823	193	193	CD
A52264	2655	824	661	661	CD
A52264	2655	825	86	86	CD
A52264	2655	826	20	20	CD
A52264	2655	827	195	195	CD
A52264	2655	828	151	151	CD
A52264	2655	829	86	86	CD
A52264	2655	830	30	30	CD
A52264	2655	831	196	196	CD
A52264	2655	832	680	680	CD
A52264	2655	833	86	86	CD
A52264	2655	834	40	40	CD
A52264	2655	835	198	198	CD
A52264	2655	836	251	251	CD
A52264	2655	837	86	86	CD
A52264	2655	838	50	50	CD
A52264	2655	839	199	199	CD
A52264	2655	840	867	867	CD
A52264	2655	841	86	86	CD
A52264	2655	842	60	60	CD
A52264	2655	843	201	201	CD
A52264	2655	844	529	529	CD
A52264	2655	845	86	86	CD
A52264	2655	846	70	70	CD
A52264	2655	847	203	203	CD
A52264	2655	848	240	240	CD
A52264	2655	849	86	86	CD
A52264	2655	850	80	80	CD
A52264	2655	851	205	205	CD
A52264	2655	852	005	005	CD
A52264	2655	853	86	86	CD
A52264	2655	854	90	90	CD
A52264	2655	855	206	206	CD
A52264	2655	856	825	825	CD
A52264	2655	857	87	87	CD
A52264	2655	858	00	00	CD
A52264	2655	859	208	208	CD
A52264	2655	860	705	705	CD
A52264	2655	861	87	87	CD
A52264	2655	862	10	10	CD
A52264	2655	863	210	210	CD
A52264	2655	864	649	649	CD
A52264	2655	865	87	87	CD
A52264	2655	866	20	20	CD
A52264	2655	867	212	212	CD
A52264	2655	868	668	668	CD
A52264	2655	869	87	87	CD
A52264	2655	870	30	30	CD
A52264	2655	871	214	214	CD
A52264	2655	872	745	745	CD
A52264	2655	873	87	87	CD
A52264	2655	874	40	40	CD
A52264	2655	875	216	216	CD
A52264	2655	876	909	909	CD
A52264	2655	877	87	87	CD
A52264	2655	878	50	50	CD
A52264	2655	879	219	219	CD
A52264	2655	880	158	158	CD
A52264	2655	881	87	87	CD
A52264	2655	882	60	60	CD
A52264	2655	883	221	221	CD
A52264	2655	884	498	498	CD
A52264	2655	885	87	87	CD
A52264	2655	886	70	70	CD
A52264	2655	887	223	223	CD
A52264	2655	888	938	938	CD
A52264	2655	889	87	87	CD
A52264	2655	890	80	80	CD
A52264	2655	891	226	226	CD
A52264	2655	892	486	486	CD
A52264	2655	893	87	87	CD
A52264	2655	894	90	90	CD
A52264	2655	895	229	229	CD
A52264	2655	896	153	153	CD
A52264	2655	897	88	88	CD
A52264	2655	898	00	00	CD
A52264	2655	899	231	231	CD
A52264	2655	900	95	95	CD
A52264	2655	901	●	●	CD
A52264	2655	902	88	88	CD
A52264	2655	903	10	10	CD
A52264	2655	904	234	234	CD
A52264	2655	905	891	891	CD
A52264	2655	906	88	88	CD
A52264	2655	907	20	20	CD
A52264	2655	908	237	237	CD
A52264	2655	909	991	991	CD
A52264	2655	910	88	88	CD
A52264	2655	911	30	30	CD
A52264	2655	912	241	241	CD
A52264	2655	913	268	268	CD
A52264	2655	914	88	88	CD
A52264	2655	915	40	40	CD
A52264	2655	916	244	244	CD
A52264	2655	917	744	744	CD
A52264	2655	918	88	88	CD
A52264	2655	919	50	50	CD
A52264	2655	920	248	248	CD
A52264	2655	921	445	445	CD
A52264	2655	922	88	88	CD
A52264	2655	923	60	60	CD
A52264	2655	924	252	252	CD
A52264	2655	925	402	402	CD
A52264	2655	926	88	88	CD
A52264	2655	927	70	70	CD
A52264	2655	928	256	256	CD
A52264	2655	929	652	652	CD
A52264	2655	930	88	88	CD
A52264	2655	931	80	80	CD
A52264	2655	932	261	261	CD
A52264	2655	933	243	243	CD
A52264	2655	934	88	88	CD
A52264	2655	935	90	90	CD
A52264	2655	936	266	266	CD
A52264	2655	937	235	235	CD
A52264	2655	938	89	89	CD
A52264	2655	939	00	00	CD
A52264	2655	940	271	271	CD
A52264	2655	941	705	705	CD
A52264	2655	942	89	89	CD
A52264	2655	943	10	10	CD
A52264	2655	944	277	277	CD
A52264	2655	945	753	753	CD
A52264	2655	946	89	89	CD
A52264	2655	947	20	20	CD
A52264	2655	948	284	284	CD
A52264	2655	949	517	517	CD
A52264	2655	950	89	89	CD
A52264	2655	951	30	30	CD
A52264	2655	952	292	292	CD
A52264	2655	953	191	191	CD
A52264	2655	954	89	89	CD
A52264	2655	955	40	40	CD
A52264	2655	956	301	301	CD
A52264	2655	957	058	058	CD
A52264	2655	958	89	89	CD
A52264	2655	959	50	50	CD
A52264	2655	960	311	311	CD
A52264	2655	961	563	563	CD
A52264	2655	962	89	89	CD
A52264	2655	963	60	60	CD
A52264	2655	964	324	324	CD
A52264	2655	965	455	455	CD
A52264	2655	966	89	89	CD
A52264	2655	967	70	70	CD
A52264	2655	968	341	341	CD
A52264	2655	969	166	166	CD
A52264	2655	970	89	89	CD
A52264	2655	971	80	80	CD
A52264	2655	972	365	365	CD
A52264	2655	973	039	039	CD
A52264	2655	974	89	89	CD
A52264	2655	975	90	90	CD
A52264	2655	976	408	408	CD
A52264	2655	977	011	011	CD
A52264	2655	978	90	90	CD
A52264	2655	979	00	00	CD
A52264	2655	980	Infinite	infinite	NN
A52264	2655	981	A	a	NN
A52264	2655	982	Table	table	NN
A52264	2655	983	of	of	IN
A52264	2655	984	the	the	DT
A52264	2655	985	Suns	Suns	NNPS
A52264	2655	986	Declination	Declination	NNP
A52264	2655	987	,	,	,
A52264	2655	988	for	for	IN
A52264	2655	989	the	the	DT
A52264	2655	990	years	year	NNS
A52264	2655	991	1654	1654	CD
A52264	2655	992	,	,	,
A52264	2655	993	1658	1658	CD
A52264	2655	994	,	,	,
A52264	2655	995	1662	1662	CD
A52264	2655	996	,	,	,
A52264	2655	997	1666	1666	CD
A52264	2655	998	.	.	.
A52264	2656	1	Ianu	Ianu	NNP
A52264	2656	2	.	.	.
A52264	2657	1	Febr	Febr	NNP
A52264	2657	2	.	.	.
A52264	2658	1	Mar	Mar	NNP
A52264	2658	2	Apr.	April	NNP
A52264	2659	1	May.	May	NNP
A52264	2660	1	June	June	NNP
A52264	2660	2	July	July	NNP
A52264	2660	3	.	.	.
A52264	2661	1	Aug.	August	NNP
A52264	2661	2	Sep.	September	NNP
A52264	2661	3	Octo	Octo	NNP
A52264	2661	4	.	.	.
A52264	2662	1	Nov	Nov	NNP
A52264	2662	2	Dec.	December	NNP
A52264	2662	3	Dayes	Dayes	NNP
A52264	2662	4	.	.	.
A52264	2663	1	south	south	NNP
A52264	2663	2	south	south	NNP
A52264	2663	3	sout	sout	NNP
A52264	2663	4	north	north	NNP
A52264	2663	5	north	north	NNP
A52264	2663	6	north	north	NNP
A52264	2663	7	north	north	NNP
A52264	2663	8	north	north	NNP
A52264	2663	9	nort	nort	NNP
A52264	2663	10	south	south	NNP
A52264	2663	11	south	south	NNP
A52264	2663	12	south	south	NNP
A52264	2663	13	1	1	CD
A52264	2663	14	21	21	CD
A52264	2663	15	78	78	CD
A52264	2663	16	13	13	CD
A52264	2663	17	85	85	CD
A52264	2663	18	3	3	CD
A52264	2663	19	48	48	CD
A52264	2663	20	08	08	CD
A52264	2663	21	52	52	CD
A52264	2663	22	18	18	CD
A52264	2663	23	03	03	CD
A52264	2663	24	23	23	CD
A52264	2663	25	18	18	CD
A52264	2663	26	22	22	CD
A52264	2663	27	16	16	CD
A52264	2663	28	15	15	CD
A52264	2663	29	28	28	CD
A52264	2663	30	4	4	CD
A52264	2663	31	50	50	CD
A52264	2663	32	7	7	CD
A52264	2663	33	15	15	CD
A52264	2663	34	17	17	CD
A52264	2663	35	60	60	CD
A52264	2663	36	23	23	CD
A52264	2663	37	13	13	CD
A52264	2663	38	2	2	CD
A52264	2663	39	21	21	CD
A52264	2663	40	62	62	CD
A52264	2663	41	13	13	CD
A52264	2663	42	52	52	CD
A52264	2663	43	3	3	CD
A52264	2663	44	10	10	CD
A52264	2663	45	08	08	CD
A52264	2663	46	88	88	CD
A52264	2663	47	18	18	CD
A52264	2663	48	28	28	CD
A52264	2663	49	23	23	CD
A52264	2663	50	25	25	CD
A52264	2663	51	22	22	CD
A52264	2663	52	●	●	CD
A52264	2663	53	3	3	CD
A52264	2663	54	14	14	CD
A52264	2663	55	98	98	CD
A52264	2663	56	4	4	CD
A52264	2663	57	11	11	CD
A52264	2663	58	7	7	CD
A52264	2663	59	53	53	CD
A52264	2663	60	17	17	CD
A52264	2663	61	86	86	CD
A52264	2663	62	23	23	CD
A52264	2663	63	20	20	CD
A52264	2663	64	3	3	CD
A52264	2663	65	21	21	CD
A52264	2663	66	45	45	CD
A52264	2663	67	13	13	CD
A52264	2663	68	17	17	CD
A52264	2663	69	2	2	CD
A52264	2663	70	70	70	CD
A52264	2663	71	09	09	CD
A52264	2663	72	25	25	CD
A52264	2663	73	18	18	CD
A52264	2663	74	53	53	CD
A52264	2663	75	23	23	CD
A52264	2663	76	30	30	CD
A52264	2663	77	21	21	CD
A52264	2663	78	88	88	CD
A52264	2663	79	14	14	CD
A52264	2663	80	66	66	CD
A52264	2663	81	3	3	CD
A52264	2663	82	73	73	CD
A52264	2663	83	7	7	CD
A52264	2663	84	91	91	CD
A52264	2663	85	18	18	CD
A52264	2663	86	13	13	CD
A52264	2663	87	23	23	CD
A52264	2663	88	26	26	CD
A52264	2663	89	4	4	CD
A52264	2663	90	21	21	CD
A52264	2663	91	27	27	CD
A52264	2663	92	12	12	CD
A52264	2663	93	83	83	CD
A52264	2663	94	2	2	CD
A52264	2663	95	30	30	CD
A52264	2663	96	09	09	CD
A52264	2663	97	60	60	CD
A52264	2663	98	18	18	CD
A52264	2663	99	77	77	CD
A52264	2663	100	23	23	CD
A52264	2663	101	35	35	CD
A52264	2663	102	21	21	CD
A52264	2663	103	73	73	CD
A52264	2663	104	14	14	CD
A52264	2663	105	36	36	CD
A52264	2663	106	3	3	CD
A52264	2663	107	35	35	CD
A52264	2663	108	8	8	CD
A52264	2663	109	28	28	CD
A52264	2663	110	18	18	CD
A52264	2663	111	40	40	CD
A52264	2663	112	23	23	CD
A52264	2663	113	33	33	CD
A52264	2663	114	5	5	CD
A52264	2663	115	21	21	CD
A52264	2663	116	08	08	CD
A52264	2663	117	12	12	CD
A52264	2663	118	50	50	CD
A52264	2663	119	1	1	CD
A52264	2663	120	92	92	CD
A52264	2663	121	09	09	CD
A52264	2663	122	97	97	CD
A52264	2663	123	19	19	CD
A52264	2663	124	00	00	CD
A52264	2663	125	23	23	CD
A52264	2663	126	40	40	CD
A52264	2663	127	21	21	CD
A52264	2663	128	58	58	CD
A52264	2663	129	14	14	CD
A52264	2663	130	05	05	CD
A52264	2663	131	2	2	CD
A52264	2663	132	96	96	CD
A52264	2663	133	8	8	CD
A52264	2663	134	65	65	CD
A52264	2663	135	18	18	CD
A52264	2663	136	66	66	CD
A52264	2663	137	23	23	CD
A52264	2663	138	38	38	CD
A52264	2663	139	6	6	CD
A52264	2663	140	20	20	CD
A52264	2663	141	88	88	CD
A52264	2663	142	12	12	CD
A52264	2663	143	15	15	CD
A52264	2663	144	1	1	CD
A52264	2663	145	52	52	CD
A52264	2663	146	10	10	CD
A52264	2663	147	31	31	CD
A52264	2663	148	19	19	CD
A52264	2663	149	23	23	CD
A52264	2663	150	23	23	CD
A52264	2663	151	43	43	CD
A52264	2663	152	21	21	CD
A52264	2663	153	42	42	CD
A52264	2663	154	13	13	CD
A52264	2663	155	73	73	CD
A52264	2663	156	2	2	CD
A52264	2663	157	56	56	CD
A52264	2663	158	9	9	CD
A52264	2663	159	03	03	CD
A52264	2663	160	18	18	CD
A52264	2663	161	91	91	CD
A52264	2663	162	23	23	CD
A52264	2663	163	43	43	CD
A52264	2663	164	7	7	CD
A52264	2663	165	20	20	CD
A52264	2663	166	68	68	CD
A52264	2663	167	11	11	CD
A52264	2663	168	80	80	CD
A52264	2663	169	1	1	CD
A52264	2663	170	11	11	CD
A52264	2663	171	10	10	CD
A52264	2663	172	67	67	CD
A52264	2663	173	19	19	CD
A52264	2663	174	47	47	CD
A52264	2663	175	23	23	CD
A52264	2663	176	46	46	CD
A52264	2663	177	21	21	CD
A52264	2663	178	25	25	CD
A52264	2663	179	13	13	CD
A52264	2663	180	41	41	CD
A52264	2663	181	2	2	CD
A52264	2663	182	18	18	CD
A52264	2663	183	9	9	CD
A52264	2663	184	40	40	CD
A52264	2663	185	19	19	CD
A52264	2663	186	15	15	CD
A52264	2663	187	23	23	CD
A52264	2663	188	46	46	CD
A52264	2663	189	8	8	CD
A52264	2663	190	20	20	CD
A52264	2663	191	48	48	CD
A52264	2663	192	11	11	CD
A52264	2663	193	43	43	CD
A52264	2663	194	0	0	CD
A52264	2663	195	72	72	CD
A52264	2663	196	11	11	CD
A52264	2663	197	02	02	CD
A52264	2663	198	19	19	CD
A52264	2663	199	68	68	CD
A52264	2663	200	23	23	CD
A52264	2663	201	50	50	CD
A52264	2663	202	21	21	CD
A52264	2663	203	07	07	CD
A52264	2663	204	13	13	CD
A52264	2663	205	08	08	CD
A52264	2663	206	1	1	CD
A52264	2663	207	80	80	CD
A52264	2663	208	9	9	CD
A52264	2663	209	76	76	CD
A52264	2663	210	19	19	CD
A52264	2663	211	40	40	CD
A52264	2663	212	23	23	CD
A52264	2663	213	48	48	CD
A52264	2663	214	9	9	CD
A52264	2663	215	20	20	CD
A52264	2663	216	27	27	CD
A52264	2663	217	11	11	CD
A52264	2663	218	08	08	CD
A52264	2663	219	0	0	CD
A52264	2663	220	33	33	CD
A52264	2663	221	11	11	CD
A52264	2663	222	36	36	CD
A52264	2663	223	19	19	CD
A52264	2663	224	90	90	CD
A52264	2663	225	23	23	CD
A52264	2663	226	51	51	CD
A52264	2663	227	20	20	CD
A52264	2663	228	90	90	CD
A52264	2663	229	12	12	CD
A52264	2663	230	76	76	CD
A52264	2663	231	1	1	CD
A52264	2663	232	40	40	CD
A52264	2663	233	10	10	CD
A52264	2663	234	13	13	CD
A52264	2663	235	19	19	CD
A52264	2663	236	63	63	CD
A52264	2663	237	23	23	CD
A52264	2663	238	50	50	CD
A52264	2663	239	10	10	CD
A52264	2663	240	20	20	CD
A52264	2663	241	05	05	CD
A52264	2663	242	10	10	CD
A52264	2663	243	72	72	CD
A52264	2663	244	0	0	CD
A52264	2663	245	06	06	CD
A52264	2663	246	11	11	CD
A52264	2663	247	70	70	CD
A52264	2663	248	20	20	CD
A52264	2663	249	11	11	CD
A52264	2663	250	23	23	CD
A52264	2663	251	52	52	CD
A52264	2663	252	20	20	CD
A52264	2663	253	71	71	CD
A52264	2663	254	12	12	CD
A52264	2663	255	43	43	CD
A52264	2663	256	1	1	CD
A52264	2663	257	01	01	CD
A52264	2663	258	10	10	CD
A52264	2663	259	48	48	CD
A52264	2663	260	19	19	CD
A52264	2663	261	86	86	CD
A52264	2663	262	23	23	CD
A52264	2663	263	51	51	CD
A52264	2663	264	11	11	CD
A52264	2663	265	19	19	CD
A52264	2663	266	82	82	CD
A52264	2663	267	10	10	CD
A52264	2663	268	37	37	CD
A52264	2663	269	N	n	CD
A52264	2663	270	47	47	CD
A52264	2663	271	12	12	CD
A52264	2663	272	05	05	CD
A52264	2663	273	20	20	CD
A52264	2663	274	31	31	CD
A52264	2663	275	23	23	CD
A52264	2663	276	53	53	CD
A52264	2663	277	20	20	CD
A52264	2663	278	51	51	CD
A52264	2663	279	12	12	CD
A52264	2663	280	10	10	CD
A52264	2663	281	0	0	CD
A52264	2663	282	63	63	CD
A52264	2663	283	10	10	CD
A52264	2663	284	85	85	CD
A52264	2663	285	20	20	CD
A52264	2663	286	08	08	CD
A52264	2663	287	23	23	CD
A52264	2663	288	53	53	CD
A52264	2663	289	12	12	CD
A52264	2663	290	19	19	CD
A52264	2663	291	58	58	CD
A52264	2663	292	09	09	CD
A52264	2663	293	83	83	CD
A52264	2663	294	0	0	CD
A52264	2663	295	85	85	CD
A52264	2663	296	12	12	CD
A52264	2663	297	38	38	CD
A52264	2663	298	20	20	CD
A52264	2663	299	51	51	CD
A52264	2663	300	23	23	CD
A52264	2663	301	52	52	CD
A52264	2663	302	20	20	CD
A52264	2663	303	31	31	CD
A52264	2663	304	11	11	CD
A52264	2663	305	76	76	CD
A52264	2663	306	0	0	CD
A52264	2663	307	23	23	CD
A52264	2663	308	11	11	CD
A52264	2663	309	20	20	CD
A52264	2663	310	20	20	CD
A52264	2663	311	30	30	CD
A52264	2663	312	23	23	CD
A52264	2663	313	51	51	CD
A52264	2663	314	13	13	CD
A52264	2663	315	19	19	CD
A52264	2663	316	35	35	CD
A52264	2663	317	09	09	CD
A52264	2663	318	63	63	CD
A52264	2663	319	1	1	CD
A52264	2663	320	25	25	CD
A52264	2663	321	12	12	CD
A52264	2663	322	72	72	CD
A52264	2663	323	20	20	CD
A52264	2663	324	70	70	CD
A52264	2663	325	23	23	CD
A52264	2663	326	51	51	CD
A52264	2663	327	20	20	CD
A52264	2663	328	11	11	CD
A52264	2663	329	11	11	CD
A52264	2663	330	43	43	CD
A52264	2663	331	0	0	CD
A52264	2663	332	●	●	CD
A52264	2663	333	16	16	CD
A52264	2663	334	11	11	CD
A52264	2663	335	57	57	CD
A52264	2663	336	20	20	CD
A52264	2663	337	51	51	CD
A52264	2663	338	23	23	CD
A52264	2663	339	51	51	CD
A52264	2663	340	14	14	CD
A52264	2663	341	19	19	CD
A52264	2663	342	11	11	CD
A52264	2663	343	09	09	CD
A52264	2663	344	25	25	CD
A52264	2663	345	1	1	CD
A52264	2663	346	65	65	CD
A52264	2663	347	13	13	CD
A52264	2663	348	05	05	CD
A52264	2663	349	20	20	CD
A52264	2663	350	88	88	CD
A52264	2663	351	23	23	CD
A52264	2663	352	50	50	CD
A52264	2663	353	19	19	CD
A52264	2663	354	90	90	CD
A52264	2663	355	11	11	CD
A52264	2663	356	08	08	CD
A52264	2663	357	0	0	CD
A52264	2663	358	55	55	CD
A52264	2663	359	11	11	CD
A52264	2663	360	91	91	CD
A52264	2663	361	20	20	CD
A52264	2663	362	71	71	CD
A52264	2663	363	23	23	CD
A52264	2663	364	48	48	CD
A52264	2663	365	15	15	CD
A52264	2663	366	18	18	CD
A52264	2663	367	86	86	CD
A52264	2663	368	08	08	CD
A52264	2663	369	88	88	CD
A52264	2663	370	2	2	CD
A52264	2663	371	03	03	CD
A52264	2663	372	13	13	CD
A52264	2663	373	36	36	CD
A52264	2663	374	21	21	CD
A52264	2663	375	06	06	CD
A52264	2663	376	23	23	CD
A52264	2663	377	46	46	CD
A52264	2663	378	19	19	CD
A52264	2663	379	68	68	CD
A52264	2663	380	10	10	CD
A52264	2663	381	73	73	CD
A52264	2663	382	0	0	CD
A52264	2663	383	95	95	CD
A52264	2663	384	12	12	CD
A52264	2663	385	25	25	CD
A52264	2663	386	20	20	CD
A52264	2663	387	91	91	CD
A52264	2663	388	23	23	CD
A52264	2663	389	46	46	CD
A52264	2663	390	16	16	CD
A52264	2663	391	18	18	CD
A52264	2663	392	61	61	CD
A52264	2663	393	08	08	CD
A52264	2663	394	52	52	CD
A52264	2663	395	2	2	CD
A52264	2663	396	41	41	CD
A52264	2663	397	13	13	CD
A52264	2663	398	68	68	CD
A52264	2663	399	21	21	CD
A52264	2663	400	25	25	CD
A52264	2663	401	23	23	CD
A52264	2663	402	43	43	CD
A52264	2663	403	19	19	CD
A52264	2663	404	47	47	CD
A52264	2663	405	10	10	CD
A52264	2663	406	38	38	CD
A52264	2663	407	1	1	CD
A52264	2663	408	33	33	CD
A52264	2663	409	12	12	CD
A52264	2663	410	60	60	CD
A52264	2663	411	21	21	CD
A52264	2663	412	10	10	CD
A52264	2663	413	23	23	CD
A52264	2663	414	43	43	CD
A52264	2663	415	17	17	CD
A52264	2663	416	18	18	CD
A52264	2663	417	35	35	CD
A52264	2663	418	08	08	CD
A52264	2663	419	13	13	CD
A52264	2663	420	2	2	CD
A52264	2663	421	82	82	CD
A52264	2663	422	14	14	CD
A52264	2663	423	00	00	CD
A52264	2663	424	21	21	CD
A52264	2663	425	41	41	CD
A52264	2663	426	23	23	CD
A52264	2663	427	40	40	CD
A52264	2663	428	19	19	CD
A52264	2663	429	25	25	CD
A52264	2663	430	10	10	CD
A52264	2663	431	03	03	CD
A52264	2663	432	1	1	CD
A52264	2663	433	73	73	CD
A52264	2663	434	12	12	CD
A52264	2663	435	95	95	CD
A52264	2663	436	21	21	CD
A52264	2663	437	28	28	CD
A52264	2663	438	23	23	CD
A52264	2663	439	28	28	CD
A52264	2663	440	18	18	CD
A52264	2663	441	18	18	CD
A52264	2663	442	08	08	CD
A52264	2663	443	07	07	CD
A52264	2663	444	75	75	CD
A52264	2663	445	3	3	CD
A52264	2663	446	20	20	CD
A52264	2663	447	14	14	CD
A52264	2663	448	31	31	CD
A52264	2663	449	21	21	CD
A52264	2663	450	58	58	CD
A52264	2663	451	23	23	CD
A52264	2663	452	35	35	CD
A52264	2663	453	19	19	CD
A52264	2663	454	01	01	CD
A52264	2663	455	09	09	CD
A52264	2663	456	68	68	CD
A52264	2663	457	2	2	CD
A52264	2663	458	11	11	CD
A52264	2663	459	13	13	CD
A52264	2663	460	28	28	CD
A52264	2663	461	21	21	CD
A52264	2663	462	46	46	CD
A52264	2663	463	23	23	CD
A52264	2663	464	33	33	CD
A52264	2663	465	19	19	CD
A52264	2663	466	17	17	CD
A52264	2663	467	81	81	CD
A52264	2663	468	07	07	CD
A52264	2663	469	37	37	CD
A52264	2663	470	3	3	CD
A52264	2663	471	60	60	CD
A52264	2663	472	14	14	CD
A52264	2663	473	63	63	CD
A52264	2663	474	21	21	CD
A52264	2663	475	73	73	CD
A52264	2663	476	23	23	CD
A52264	2663	477	30	30	CD
A52264	2663	478	18	18	CD
A52264	2663	479	78	78	CD
A52264	2663	480	09	09	CD
A52264	2663	481	33	33	CD
A52264	2663	482	2	2	CD
A52264	2663	483	51	51	CD
A52264	2663	484	13	13	CD
A52264	2663	485	61	61	CD
A52264	2663	486	21	21	CD
A52264	2663	487	63	63	CD
A52264	2663	488	23	23	CD
A52264	2663	489	28	28	CD
A52264	2663	490	20	20	CD
A52264	2663	491	17	17	CD
A52264	2663	492	53	53	CD
A52264	2663	493	06	06	CD
A52264	2663	494	98	98	CD
A52264	2663	495	3	3	CD
A52264	2663	496	98	98	CD
A52264	2663	497	14	14	CD
A52264	2663	498	93	93	CD
A52264	2663	499	21	21	CD
A52264	2663	500	88	88	CD
A52264	2663	501	23	23	CD
A52264	2663	502	25	25	CD
A52264	2663	503	18	18	CD
A52264	2663	504	55	55	CD
A52264	2663	505	08	08	CD
A52264	2663	506	96	96	CD
A52264	2663	507	2	2	CD
A52264	2663	508	90	90	CD
A52264	2663	509	13	13	CD
A52264	2663	510	95	95	CD
A52264	2663	511	21	21	CD
A52264	2663	512	80	80	CD
A52264	2663	513	23	23	CD
A52264	2663	514	21	21	CD
A52264	2663	515	21	21	CD
A52264	2663	516	17	17	CD
A52264	2663	517	25	25	CD
A52264	2663	518	06	06	CD
A52264	2663	519	60	60	CD
A52264	2663	520	4	4	CD
A52264	2663	521	37	37	CD
A52264	2663	522	15	15	CD
A52264	2663	523	23	23	CD
A52264	2663	524	22	22	CD
A52264	2663	525	03	03	CD
A52264	2663	526	23	23	CD
A52264	2663	527	18	18	CD
A52264	2663	528	18	18	CD
A52264	2663	529	30	30	CD
A52264	2663	530	08	08	CD
A52264	2663	531	60	60	CD
A52264	2663	532	3	3	CD
A52264	2663	533	30	30	CD
A52264	2663	534	14	14	CD
A52264	2663	535	26	26	CD
A52264	2663	536	21	21	CD
A52264	2663	537	95	95	CD
A52264	2663	538	23	23	CD
A52264	2663	539	13	13	CD
A52264	2663	540	22	22	CD
A52264	2663	541	16	16	CD
A52264	2663	542	96	96	CD
A52264	2663	543	06	06	CD
A52264	2663	544	22	22	CD
A52264	2663	545	4	4	CD
A52264	2663	546	75	75	CD
A52264	2663	547	15	15	CD
A52264	2663	548	53	53	CD
A52264	2663	549	22	22	CD
A52264	2663	550	16	16	CD
A52264	2663	551	23	23	CD
A52264	2663	552	10	10	CD
A52264	2663	553	18	18	CD
A52264	2663	554	05	05	CD
A52264	2663	555	08	08	CD
A52264	2663	556	25	25	CD
A52264	2663	557	3	3	CD
A52264	2663	558	68	68	CD
A52264	2663	559	14	14	CD
A52264	2663	560	60	60	CD
A52264	2663	561	22	22	CD
A52264	2663	562	10	10	CD
A52264	2663	563	23	23	CD
A52264	2663	564	05	05	CD
A52264	2663	565	23	23	CD
A52264	2663	566	16	16	CD
A52264	2663	567	68	68	CD
A52264	2663	568	05	05	CD
A52264	2663	569	83	83	CD
A52264	2663	570	5	5	CD
A52264	2663	571	13	13	CD
A52264	2663	572	15	15	CD
A52264	2663	573	83	83	CD
A52264	2663	574	22	22	CD
A52264	2663	575	30	30	CD
A52264	2663	576	23	23	CD
A52264	2663	577	03	03	CD
A52264	2663	578	17	17	CD
A52264	2663	579	78	78	CD
A52264	2663	580	07	07	CD
A52264	2663	581	88	88	CD
A52264	2663	582	4	4	CD
A52264	2663	583	06	06	CD
A52264	2663	584	14	14	CD
A52264	2663	585	91	91	CD
A52264	2663	586	22	22	CD
A52264	2663	587	25	25	CD
A52264	2663	588	22	22	CD
A52264	2663	589	96	96	CD
A52264	2663	590	24	24	CD
A52264	2663	591	16	16	CD
A52264	2663	592	38	38	CD
A52264	2663	593	05	05	CD
A52264	2663	594	45	45	CD
A52264	2663	595	5	5	CD
A52264	2663	596	51	51	CD
A52264	2663	597	16	16	CD
A52264	2663	598	13	13	CD
A52264	2663	599	22	22	CD
A52264	2663	600	41	41	CD
A52264	2663	601	22	22	CD
A52264	2663	602	95	95	CD
A52264	2663	603	17	17	CD
A52264	2663	604	53	53	CD
A52264	2663	605	07	07	CD
A52264	2663	606	51	51	CD
A52264	2663	607	4	4	CD
A52264	2663	608	46	46	CD
A52264	2663	609	15	15	CD
A52264	2663	610	23	23	CD
A52264	2663	611	22	22	CD
A52264	2663	612	38	38	CD
A52264	2663	613	22	22	CD
A52264	2663	614	86	86	CD
A52264	2663	615	25	25	CD
A52264	2663	616	16	16	CD
A52264	2663	617	08	08	CD
A52264	2663	618	05	05	CD
A52264	2663	619	07	07	CD
A52264	2663	620	5	5	CD
A52264	2663	621	90	90	CD
A52264	2663	622	16	16	CD
A52264	2663	623	41	41	CD
A52264	2663	624	22	22	CD
A52264	2663	625	53	53	CD
A52264	2663	626	22	22	CD
A52264	2663	627	85	85	CD
A52264	2663	628	17	17	CD
A52264	2663	629	26	26	CD
A52264	2663	630	07	07	CD
A52264	2663	631	●	●	CD
A52264	2663	632	5	5	CD
A52264	2663	633	4	4	CD
A52264	2663	634	85	85	CD
A52264	2663	635	15	15	CD
A52264	2663	636	55	55	CD
A52264	2663	637	22	22	CD
A52264	2663	638	51	51	CD
A52264	2663	639	22	22	CD
A52264	2663	640	76	76	CD
A52264	2663	641	26	26	CD
A52264	2663	642	15	15	CD
A52264	2663	643	78	78	CD
A52264	2663	644	04	04	CD
A52264	2663	645	67	67	CD
A52264	2663	646	6	6	CD
A52264	2663	647	28	28	CD
A52264	2663	648	16	16	CD
A52264	2663	649	70	70	CD
A52264	2663	650	22	22	CD
A52264	2663	651	65	65	CD
A52264	2663	652	22	22	CD
A52264	2663	653	75	75	CD
A52264	2663	654	17	17	CD
A52264	2663	655	00	00	CD
A52264	2663	656	06	06	CD
A52264	2663	657	76	76	CD
A52264	2663	658	5	5	CD
A52264	2663	659	23	23	CD
A52264	2663	660	15	15	CD
A52264	2663	661	85	85	CD
A52264	2663	662	22	22	CD
A52264	2663	663	63	63	CD
A52264	2663	664	22	22	CD
A52264	2663	665	65	65	CD
A52264	2663	666	27	27	CD
A52264	2663	667	15	15	CD
A52264	2663	668	46	46	CD
A52264	2663	669	04	04	CD
A52264	2663	670	28	28	CD
A52264	2663	671	6	6	CD
A52264	2663	672	67	67	CD
A52264	2663	673	16	16	CD
A52264	2663	674	97	97	CD
A52264	2663	675	22	22	CD
A52264	2663	676	75	75	CD
A52264	2663	677	22	22	CD
A52264	2663	678	65	65	CD
A52264	2663	679	16	16	CD
A52264	2663	680	71	71	CD
A52264	2663	681	06	06	CD
A52264	2663	682	40	40	CD
A52264	2663	683	5	5	CD
A52264	2663	684	63	63	CD
A52264	2663	685	16	16	CD
A52264	2663	686	15	15	CD
A52264	2663	687	22	22	CD
A52264	2663	688	75	75	CD
A52264	2663	689	22	22	CD
A52264	2663	690	53	53	CD
A52264	2663	691	28	28	CD
A52264	2663	692	15	15	CD
A52264	2663	693	15	15	CD
A52264	2663	694	03	03	CD
A52264	2663	695	88	88	CD
A52264	2663	696	7	7	CD
A52264	2663	697	03	03	CD
A52264	2663	698	17	17	CD
A52264	2663	699	23	23	CD
A52264	2663	700	22	22	CD
A52264	2663	701	85	85	CD
A52264	2663	702	22	22	CD
A52264	2663	703	53	53	CD
A52264	2663	704	16	16	CD
A52264	2663	705	43	43	CD
A52264	2663	706	06	06	CD
A52264	2663	707	01	01	CD
A52264	2663	708	6	6	CD
A52264	2663	709	00	00	CD
A52264	2663	710	16	16	CD
A52264	2663	711	45	45	CD
A52264	2663	712	22	22	CD
A52264	2663	713	85	85	CD
A52264	2663	714	22	22	CD
A52264	2663	715	40	40	CD
A52264	2663	716	29	29	CD
A52264	2663	717	14	14	CD
A52264	2663	718	83	83	CD
A52264	2663	719	  	  	_SP
A52264	2663	720	7	7	CD
A52264	2663	721	41	41	CD
A52264	2663	722	17	17	CD
A52264	2663	723	50	50	CD
A52264	2663	724	22	22	CD
A52264	2663	725	95	95	CD
A52264	2663	726	22	22	CD
A52264	2663	727	41	41	CD
A52264	2663	728	15	15	CD
A52264	2663	729	86	86	CD
A52264	2663	730	05	05	CD
A52264	2663	731	26	26	CD
A52264	2663	732	6	6	CD
A52264	2663	733	76	76	CD
A52264	2663	734	17	17	CD
A52264	2663	735	03	03	CD
A52264	2663	736	23	23	CD
A52264	2663	737	05	05	CD
A52264	2663	738	22	22	CD
A52264	2663	739	11	11	CD
A52264	2663	740	30	30	CD
A52264	2663	741	14	14	CD
A52264	2663	742	51	51	CD
A52264	2663	743	  	  	_SP
A52264	2663	744	7	7	CD
A52264	2663	745	78	78	CD
A52264	2663	746	17	17	CD
A52264	2663	747	77	77	CD
A52264	2663	748	23	23	CD
A52264	2663	749	●	●	CD
A52264	2663	750	3	3	CD
A52264	2663	751	22	22	CD
A52264	2663	752	30	30	CD
A52264	2663	753	15	15	CD
A52264	2663	754	86	86	CD
A52264	2663	755	05	05	CD
A52264	2663	756	26	26	CD
A52264	2663	757	6	6	CD
A52264	2663	758	76	76	CD
A52264	2663	759	17	17	CD
A52264	2663	760	03	03	CD
A52264	2663	761	23	23	CD
A52264	2663	762	05	05	CD
A52264	2663	763	22	22	CD
A52264	2663	764	11	11	CD
A52264	2663	765	31	31	CD
A52264	2663	766	14	14	CD
A52264	2663	767	18	18	CD
A52264	2663	768	  	  	_SP
A52264	2663	769	8	8	CD
A52264	2663	770	15	15	CD
A52264	2663	771	  	  	_SP
A52264	2663	772	23	23	CD
A52264	2663	773	77	77	CD
A52264	2663	774	  	  	_SP
A52264	2663	775	15	15	CD
A52264	2663	776	56	56	CD
A52264	2663	777	04	04	CD
A52264	2663	778	88	88	CD
A52264	2663	779	  	  	_SP
A52264	2663	780	17	17	CD
A52264	2663	781	31	31	CD
A52264	2663	782	  	  	_SP
A52264	2663	783	21	21	CD
A52264	2663	784	96	96	CD
A52264	2663	785	A	a	DT
A52264	2663	786	Table	table	NN
A52264	2663	787	of	of	IN
A52264	2663	788	the	the	DT
A52264	2663	789	Suns	Suns	NNPS
A52264	2663	790	Declination	Declination	NNP
A52264	2663	791	,	,	,
A52264	2663	792	for	for	IN
A52264	2663	793	the	the	DT
A52264	2663	794	years	year	NNS
A52264	2663	795	1655	1655	CD
A52264	2663	796	,	,	,
A52264	2663	797	1659	1659	CD
A52264	2663	798	,	,	,
A52264	2663	799	1663	1663	CD
A52264	2663	800	,	,	,
A52264	2663	801	1667	1667	CD
A52264	2663	802	.	.	.
A52264	2664	1	Ianu	Ianu	NNP
A52264	2664	2	.	.	.
A52264	2665	1	Febr	Febr	NNP
A52264	2665	2	.	.	.
A52264	2666	1	Mar	Mar	NNP
A52264	2666	2	Apr.	April	NNP
A52264	2667	1	May.	May	NNP
A52264	2668	1	June	June	NNP
A52264	2668	2	July	July	NNP
A52264	2668	3	.	.	.
A52264	2669	1	Aug.	August	NNP
A52264	2669	2	Sep.	September	NNP
A52264	2669	3	Octo	Octo	NNP
A52264	2669	4	.	.	.
A52264	2670	1	Nov	Nov	NNP
A52264	2670	2	Dec.	December	NNP
A52264	2670	3	Dayes	Dayes	NNP
A52264	2670	4	.	.	.
A52264	2671	1	south	south	NNP
A52264	2671	2	south	south	NNP
A52264	2671	3	sout	sout	NNP
A52264	2671	4	north	north	NNP
A52264	2671	5	north	north	NNP
A52264	2671	6	north	north	NNP
A52264	2671	7	north	north	NNP
A52264	2671	8	north	north	NNP
A52264	2671	9	nort	nort	NNP
A52264	2671	10	south	south	NNP
A52264	2671	11	south	south	NNP
A52264	2671	12	south	south	NNP
A52264	2671	13	1	1	CD
A52264	2671	14	21	21	CD
A52264	2671	15	81	81	CD
A52264	2671	16	13	13	CD
A52264	2671	17	93	93	CD
A52264	2671	18	3	3	CD
A52264	2671	19	58	58	CD
A52264	2671	20	08	08	CD
A52264	2671	21	43	43	CD
A52264	2671	22	17	17	CD
A52264	2671	23	96	96	CD
A52264	2671	24	23	23	CD
A52264	2671	25	16	16	CD
A52264	2671	26	22	22	CD
A52264	2671	27	20	20	CD
A52264	2671	28	15	15	CD
A52264	2671	29	35	35	CD
A52264	2671	30	4	4	CD
A52264	2671	31	58	58	CD
A52264	2671	32	7	7	CD
A52264	2671	33	06	06	CD
A52264	2671	34	17	17	CD
A52264	2671	35	53	53	CD
A52264	2671	36	23	23	CD
A52264	2671	37	10	10	CD
A52264	2671	38	2	2	CD
A52264	2671	39	21	21	CD
A52264	2671	40	65	65	CD
A52264	2671	41	13	13	CD
A52264	2671	42	60	60	CD
A52264	2671	43	3	3	CD
A52264	2671	44	18	18	CD
A52264	2671	45	08	08	CD
A52264	2671	46	80	80	CD
A52264	2671	47	18	18	CD
A52264	2671	48	21	21	CD
A52264	2671	49	23	23	CD
A52264	2671	50	23	23	CD
A52264	2671	51	22	22	CD
A52264	2671	52	06	06	CD
A52264	2671	53	15	15	CD
A52264	2671	54	05	05	CD
A52264	2671	55	4	4	CD
A52264	2671	56	20	20	CD
A52264	2671	57	7	7	CD
A52264	2671	58	43	43	CD
A52264	2671	59	17	17	CD
A52264	2671	60	80	80	CD
A52264	2671	61	23	23	CD
A52264	2671	62	18	18	CD
A52264	2671	63	3	3	CD
A52264	2671	64	21	21	CD
A52264	2671	65	48	48	CD
A52264	2671	66	13	13	CD
A52264	2671	67	26	26	CD
A52264	2671	68	2	2	CD
A52264	2671	69	80	80	CD
A52264	2671	70	09	09	CD
A52264	2671	71	15	15	CD
A52264	2671	72	18	18	CD
A52264	2671	73	46	46	CD
A52264	2671	74	23	23	CD
A52264	2671	75	30	30	CD
A52264	2671	76	21	21	CD
A52264	2671	77	91	91	CD
A52264	2671	78	14	14	CD
A52264	2671	79	75	75	CD
A52264	2671	80	3	3	CD
A52264	2671	81	81	81	CD
A52264	2671	82	7	7	CD
A52264	2671	83	81	81	CD
A52264	2671	84	18	18	CD
A52264	2671	85	06	06	CD
A52264	2671	86	23	23	CD
A52264	2671	87	25	25	CD
A52264	2671	88	4	4	CD
A52264	2671	89	21	21	CD
A52264	2671	90	30	30	CD
A52264	2671	91	12	12	CD
A52264	2671	92	91	91	CD
A52264	2671	93	2	2	CD
A52264	2671	94	40	40	CD
A52264	2671	95	09	09	CD
A52264	2671	96	51	51	CD
A52264	2671	97	18	18	CD
A52264	2671	98	71	71	CD
A52264	2671	99	23	23	CD
A52264	2671	100	35	35	CD
A52264	2671	101	21	21	CD
A52264	2671	102	76	76	CD
A52264	2671	103	14	14	CD
A52264	2671	104	43	43	CD
A52264	2671	105	3	3	CD
A52264	2671	106	43	43	CD
A52264	2671	107	8	8	CD
A52264	2671	108	20	20	CD
A52264	2671	109	18	18	CD
A52264	2671	110	33	33	CD
A52264	2671	111	23	23	CD
A52264	2671	112	31	31	CD
A52264	2671	113	5	5	CD
A52264	2671	114	21	21	CD
A52264	2671	115	11	11	CD
A52264	2671	116	12	12	CD
A52264	2671	117	58	58	CD
A52264	2671	118	2	2	CD
A52264	2671	119	00	00	CD
A52264	2671	120	09	09	CD
A52264	2671	121	88	88	CD
A52264	2671	122	18	18	CD
A52264	2671	123	95	95	CD
A52264	2671	124	23	23	CD
A52264	2671	125	40	40	CD
A52264	2671	126	21	21	CD
A52264	2671	127	61	61	CD
A52264	2671	128	14	14	CD
A52264	2671	129	13	13	CD
A52264	2671	130	3	3	CD
A52264	2671	131	05	05	CD
A52264	2671	132	8	8	CD
A52264	2671	133	56	56	CD
A52264	2671	134	18	18	CD
A52264	2671	135	60	60	CD
A52264	2671	136	23	23	CD
A52264	2671	137	36	36	CD
A52264	2671	138	6	6	CD
A52264	2671	139	20	20	CD
A52264	2671	140	93	93	CD
A52264	2671	141	12	12	CD
A52264	2671	142	23	23	CD
A52264	2671	143	1	1	CD
A52264	2671	144	61	61	CD
A52264	2671	145	10	10	CD
A52264	2671	146	23	23	CD
A52264	2671	147	19	19	CD
A52264	2671	148	18	18	CD
A52264	2671	149	23	23	CD
A52264	2671	150	43	43	CD
A52264	2671	151	21	21	CD
A52264	2671	152	45	45	CD
A52264	2671	153	13	13	CD
A52264	2671	154	81	81	CD
A52264	2671	155	2	2	CD
A52264	2671	156	66	66	CD
A52264	2671	157	8	8	CD
A52264	2671	158	93	93	CD
A52264	2671	159	18	18	CD
A52264	2671	160	85	85	CD
A52264	2671	161	23	23	CD
A52264	2671	162	41	41	CD
A52264	2671	163	7	7	CD
A52264	2671	164	20	20	CD
A52264	2671	165	73	73	CD
A52264	2671	166	11	11	CD
A52264	2671	167	88	88	CD
A52264	2671	168	1	1	CD
A52264	2671	169	21	21	CD
A52264	2671	170	10	10	CD
A52264	2671	171	58	58	CD
A52264	2671	172	19	19	CD
A52264	2671	173	41	41	CD
A52264	2671	174	23	23	CD
A52264	2671	175	46	46	CD
A52264	2671	176	21	21	CD
A52264	2671	177	28	28	CD
A52264	2671	178	13	13	CD
A52264	2671	179	50	50	CD
A52264	2671	180	2	2	CD
A52264	2671	181	28	28	CD
A52264	2671	182	9	9	CD
A52264	2671	183	30	30	CD
A52264	2671	184	19	19	CD
A52264	2671	185	10	10	CD
A52264	2671	186	23	23	CD
A52264	2671	187	45	45	CD
A52264	2671	188	8	8	CD
A52264	2671	189	20	20	CD
A52264	2671	190	53	53	CD
A52264	2671	191	11	11	CD
A52264	2671	192	53	53	CD
A52264	2671	193	0	0	CD
A52264	2671	194	81	81	CD
A52264	2671	195	10	10	CD
A52264	2671	196	93	93	CD
A52264	2671	197	19	19	CD
A52264	2671	198	63	63	CD
A52264	2671	199	23	23	CD
A52264	2671	200	48	48	CD
A52264	2671	201	21	21	CD
A52264	2671	202	11	11	CD
A52264	2671	203	13	13	CD
A52264	2671	204	16	16	CD
A52264	2671	205	1	1	CD
A52264	2671	206	88	88	CD
A52264	2671	207	9	9	CD
A52264	2671	208	66	66	CD
A52264	2671	209	19	19	CD
A52264	2671	210	33	33	CD
A52264	2671	211	23	23	CD
A52264	2671	212	48	48	CD
A52264	2671	213	9	9	CD
A52264	2671	214	20	20	CD
A52264	2671	215	32	32	CD
A52264	2671	216	11	11	CD
A52264	2671	217	16	16	CD
A52264	2671	218	0	0	CD
A52264	2671	219	43	43	CD
A52264	2671	220	11	11	CD
A52264	2671	221	28	28	CD
A52264	2671	222	19	19	CD
A52264	2671	223	85	85	CD
A52264	2671	224	23	23	CD
A52264	2671	225	50	50	CD
A52264	2671	226	20	20	CD
A52264	2671	227	93	93	CD
A52264	2671	228	12	12	CD
A52264	2671	229	85	85	CD
A52264	2671	230	1	1	CD
A52264	2671	231	50	50	CD
A52264	2671	232	10	10	CD
A52264	2671	233	03	03	CD
A52264	2671	234	19	19	CD
A52264	2671	235	56	56	CD
A52264	2671	236	23	23	CD
A52264	2671	237	50	50	CD
A52264	2671	238	10	10	CD
A52264	2671	239	20	20	CD
A52264	2671	240	10	10	CD
A52264	2671	241	10	10	CD
A52264	2671	242	81	81	CD
A52264	2671	243	●	●	CD
A52264	2671	244	●	●	CD
A52264	2671	245	03	03	CD
A52264	2671	246	11	11	CD
A52264	2671	247	61	61	CD
A52264	2671	248	20	20	CD
A52264	2671	249	06	06	CD
A52264	2671	250	23	23	CD
A52264	2671	251	51	51	CD
A52264	2671	252	20	20	CD
A52264	2671	253	75	75	CD
A52264	2671	254	12	12	CD
A52264	2671	255	51	51	CD
A52264	2671	256	1	1	CD
A52264	2671	257	10	10	CD
A52264	2671	258	10	10	CD
A52264	2671	259	40	40	CD
A52264	2671	260	19	19	CD
A52264	2671	261	80	80	CD
A52264	2671	262	23	23	CD
A52264	2671	263	51	51	CD
A52264	2671	264	11	11	CD
A52264	2671	265	19	19	CD
A52264	2671	266	88	88	CD
A52264	2671	267	10	10	CD
A52264	2671	268	45	45	CD
A52264	2671	269	0	0	CD
A52264	2671	270	36	36	CD
A52264	2671	271	11	11	CD
A52264	2671	272	96	96	CD
A52264	2671	273	20	20	CD
A52264	2671	274	26	26	CD
A52264	2671	275	23	23	CD
A52264	2671	276	53	53	CD
A52264	2671	277	20	20	CD
A52264	2671	278	56	56	CD
A52264	2671	279	12	12	CD
A52264	2671	280	18	18	CD
A52264	2671	281	0	0	CD
A52264	2671	282	71	71	CD
A52264	2671	283	10	10	CD
A52264	2671	284	76	76	CD
A52264	2671	285	20	20	CD
A52264	2671	286	03	03	CD
A52264	2671	287	23	23	CD
A52264	2671	288	53	53	CD
A52264	2671	289	12	12	CD
A52264	2671	290	19	19	CD
A52264	2671	291	65	65	CD
A52264	2671	292	10	10	CD
A52264	2671	293	08	08	CD
A52264	2671	294	0	0	CD
A52264	2671	295	76	76	CD
A52264	2671	296	12	12	CD
A52264	2671	297	30	30	CD
A52264	2671	298	20	20	CD
A52264	2671	299	46	46	CD
A52264	2671	300	23	23	CD
A52264	2671	301	51	51	CD
A52264	2671	302	20	20	CD
A52264	2671	303	36	36	CD
A52264	2671	304	11	11	CD
A52264	2671	305	85	85	CD
A52264	2671	306	0	0	CD
A52264	2671	307	33	33	CD
A52264	2671	308	11	11	CD
A52264	2671	309	11	11	CD
A52264	2671	310	20	20	CD
A52264	2671	311	25	25	CD
A52264	2671	312	23	23	CD
A52264	2671	313	52	52	CD
A52264	2671	314	13	13	CD
A52264	2671	315	19	19	CD
A52264	2671	316	41	41	CD
A52264	2671	317	09	09	CD
A52264	2671	318	71	71	CD
A52264	2671	319	1	1	CD
A52264	2671	320	15	15	CD
A52264	2671	321	12	12	CD
A52264	2671	322	63	63	CD
A52264	2671	323	20	20	CD
A52264	2671	324	66	66	CD
A52264	2671	325	23	23	CD
A52264	2671	326	51	51	CD
A52264	2671	327	20	20	CD
A52264	2671	328	16	16	CD
A52264	2671	329	11	11	CD
A52264	2671	330	51	51	CD
A52264	2671	331	0	0	CD
A52264	2671	332	●	●	CD
A52264	2671	333	06	06	CD
A52264	2671	334	11	11	CD
A52264	2671	335	46	46	CD
A52264	2671	336	20	20	CD
A52264	2671	337	46	46	CD
A52264	2671	338	23	23	CD
A52264	2671	339	51	51	CD
A52264	2671	340	14	14	CD
A52264	2671	341	19	19	CD
A52264	2671	342	16	16	CD
A52264	2671	343	09	09	CD
A52264	2671	344	35	35	CD
A52264	2671	345	1	1	CD
A52264	2671	346	55	55	CD
A52264	2671	347	12	12	CD
A52264	2671	348	96	96	CD
A52264	2671	349	20	20	CD
A52264	2671	350	85	85	CD
A52264	2671	351	23	23	CD
A52264	2671	352	50	50	CD
A52264	2671	353	19	19	CD
A52264	2671	354	95	95	CD
A52264	2671	355	11	11	CD
A52264	2671	356	16	16	CD
A52264	2671	357	0	0	CD
A52264	2671	358	46	46	CD
A52264	2671	359	11	11	CD
A52264	2671	360	81	81	CD
A52264	2671	361	20	20	CD
A52264	2671	362	66	66	CD
A52264	2671	363	23	23	CD
A52264	2671	364	50	50	CD
A52264	2671	365	15	15	CD
A52264	2671	366	18	18	CD
A52264	2671	367	92	92	CD
A52264	2671	368	08	08	CD
A52264	2671	369	96	96	CD
A52264	2671	370	1	1	CD
A52264	2671	371	93	93	CD
A52264	2671	372	13	13	CD
A52264	2671	373	28	28	CD
A52264	2671	374	21	21	CD
A52264	2671	375	03	03	CD
A52264	2671	376	23	23	CD
A52264	2671	377	48	48	CD
A52264	2671	378	19	19	CD
A52264	2671	379	75	75	CD
A52264	2671	380	10	10	CD
A52264	2671	381	81	81	CD
A52264	2671	382	0	0	CD
A52264	2671	383	85	85	CD
A52264	2671	384	12	12	CD
A52264	2671	385	16	16	CD
A52264	2671	386	20	20	CD
A52264	2671	387	86	86	CD
A52264	2671	388	23	23	CD
A52264	2671	389	46	46	CD
A52264	2671	390	16	16	CD
A52264	2671	391	18	18	CD
A52264	2671	392	67	67	CD
A52264	2671	393	08	08	CD
A52264	2671	394	60	60	CD
A52264	2671	395	2	2	CD
A52264	2671	396	33	33	CD
A52264	2671	397	13	13	CD
A52264	2671	398	61	61	CD
A52264	2671	399	21	21	CD
A52264	2671	400	20	20	CD
A52264	2671	401	23	23	CD
A52264	2671	402	45	45	CD
A52264	2671	403	19	19	CD
A52264	2671	404	53	53	CD
A52264	2671	405	10	10	CD
A52264	2671	406	65	65	CD
A52264	2671	407	1	1	CD
A52264	2671	408	25	25	CD
A52264	2671	409	12	12	CD
A52264	2671	410	51	51	CD
A52264	2671	411	21	21	CD
A52264	2671	412	06	06	CD
A52264	2671	413	23	23	CD
A52264	2671	414	43	43	CD
A52264	2671	415	17	17	CD
A52264	2671	416	18	18	CD
A52264	2671	417	41	41	CD
A52264	2671	418	08	08	CD
A52264	2671	419	23	23	CD
A52264	2671	420	2	2	CD
A52264	2671	421	71	71	CD
A52264	2671	422	13	13	CD
A52264	2671	423	93	93	CD
A52264	2671	424	21	21	CD
A52264	2671	425	38	38	CD
A52264	2671	426	23	23	CD
A52264	2671	427	41	41	CD
A52264	2671	428	19	19	CD
A52264	2671	429	30	30	CD
A52264	2671	430	10	10	CD
A52264	2671	431	13	13	CD
A52264	2671	432	1	1	CD
A52264	2671	433	63	63	CD
A52264	2671	434	12	12	CD
A52264	2671	435	86	86	CD
A52264	2671	436	21	21	CD
A52264	2671	437	25	25	CD
A52264	2671	438	23	23	CD
A52264	2671	439	40	40	CD
A52264	2671	440	18	18	CD
A52264	2671	441	18	18	CD
A52264	2671	442	15	15	CD
A52264	2671	443	07	07	CD
A52264	2671	444	85	85	CD
A52264	2671	445	3	3	CD
A52264	2671	446	11	11	CD
A52264	2671	447	14	14	CD
A52264	2671	448	25	25	CD
A52264	2671	449	21	21	CD
A52264	2671	450	55	55	CD
A52264	2671	451	23	23	CD
A52264	2671	452	36	36	CD
A52264	2671	453	19	19	CD
A52264	2671	454	06	06	CD
A52264	2671	455	09	09	CD
A52264	2671	456	76	76	CD
A52264	2671	457	2	2	CD
A52264	2671	458	03	03	CD
A52264	2671	459	13	13	CD
A52264	2671	460	20	20	CD
A52264	2671	461	21	21	CD
A52264	2671	462	41	41	CD
A52264	2671	463	23	23	CD
A52264	2671	464	35	35	CD
A52264	2671	465	19	19	CD
A52264	2671	466	17	17	CD
A52264	2671	467	88	88	CD
A52264	2671	468	07	07	CD
A52264	2671	469	46	46	CD
A52264	2671	470	3	3	CD
A52264	2671	471	50	50	CD
A52264	2671	472	14	14	CD
A52264	2671	473	56	56	CD
A52264	2671	474	21	21	CD
A52264	2671	475	70	70	CD
A52264	2671	476	23	23	CD
A52264	2671	477	31	31	CD
A52264	2671	478	18	18	CD
A52264	2671	479	83	83	CD
A52264	2671	480	09	09	CD
A52264	2671	481	41	41	CD
A52264	2671	482	2	2	CD
A52264	2671	483	41	41	CD
A52264	2671	484	13	13	CD
A52264	2671	485	53	53	CD
A52264	2671	486	21	21	CD
A52264	2671	487	60	60	CD
A52264	2671	488	23	23	CD
A52264	2671	489	28	28	CD
A52264	2671	490	20	20	CD
A52264	2671	491	17	17	CD
A52264	2671	492	60	60	CD
A52264	2671	493	07	07	CD
A52264	2671	494	08	08	CD
A52264	2671	495	3	3	CD
A52264	2671	496	88	88	CD
A52264	2671	497	14	14	CD
A52264	2671	498	86	86	CD
A52264	2671	499	21	21	CD
A52264	2671	500	85	85	CD
A52264	2671	501	23	23	CD
A52264	2671	502	26	26	CD
A52264	2671	503	18	18	CD
A52264	2671	504	60	60	CD
A52264	2671	505	09	09	CD
A52264	2671	506	06	06	CD
A52264	2671	507	2	2	CD
A52264	2671	508	80	80	CD
A52264	2671	509	13	13	CD
A52264	2671	510	86	86	CD
A52264	2671	511	21	21	CD
A52264	2671	512	76	76	CD
A52264	2671	513	23	23	CD
A52264	2671	514	21	21	CD
A52264	2671	515	21	21	CD
A52264	2671	516	17	17	CD
A52264	2671	517	31	31	CD
A52264	2671	518	06	06	CD
A52264	2671	519	70	70	CD
A52264	2671	520	4	4	CD
A52264	2671	521	28	28	CD
A52264	2671	522	15	15	CD
A52264	2671	523	16	16	CD
A52264	2671	524	22	22	CD
A52264	2671	525	00	00	CD
A52264	2671	526	23	23	CD
A52264	2671	527	20	20	CD
A52264	2671	528	18	18	CD
A52264	2671	529	35	35	CD
A52264	2671	530	08	08	CD
A52264	2671	531	70	70	CD
A52264	2671	532	3	3	CD
A52264	2671	533	20	20	CD
A52264	2671	534	14	14	CD
A52264	2671	535	20	20	CD
A52264	2671	536	21	21	CD
A52264	2671	537	91	91	CD
A52264	2671	538	23	23	CD
A52264	2671	539	15	15	CD
A52264	2671	540	22	22	CD
A52264	2671	541	17	17	CD
A52264	2671	542	03	03	CD
A52264	2671	543	06	06	CD
A52264	2671	544	31	31	CD
A52264	2671	545	4	4	CD
A52264	2671	546	66	66	CD
A52264	2671	547	15	15	CD
A52264	2671	548	46	46	CD
A52264	2671	549	22	22	CD
A52264	2671	550	13	13	CD
A52264	2671	551	23	23	CD
A52264	2671	552	13	13	CD
A52264	2671	553	18	18	CD
A52264	2671	554	10	10	CD
A52264	2671	555	08	08	CD
A52264	2671	556	33	33	CD
A52264	2671	557	3	3	CD
A52264	2671	558	60	60	CD
A52264	2671	559	14	14	CD
A52264	2671	560	51	51	CD
A52264	2671	561	22	22	CD
A52264	2671	562	06	06	CD
A52264	2671	563	23	23	CD
A52264	2671	564	06	06	CD
A52264	2671	565	23	23	CD
A52264	2671	566	16	16	CD
A52264	2671	567	75	75	CD
A52264	2671	568	05	05	CD
A52264	2671	569	93	93	CD
A52264	2671	570	5	5	CD
A52264	2671	571	05	05	CD
A52264	2671	572	15	15	CD
A52264	2671	573	76	76	CD
A52264	2671	574	22	22	CD
A52264	2671	575	26	26	CD
A52264	2671	576	23	23	CD
A52264	2671	577	05	05	CD
A52264	2671	578	17	17	CD
A52264	2671	579	85	85	CD
A52264	2671	580	07	07	CD
A52264	2671	581	96	96	CD
A52264	2671	582	3	3	CD
A52264	2671	583	98	98	CD
A52264	2671	584	14	14	CD
A52264	2671	585	83	83	CD
A52264	2671	586	22	22	CD
A52264	2671	587	21	21	CD
A52264	2671	588	22	22	CD
A52264	2671	589	98	98	CD
A52264	2671	590	24	24	CD
A52264	2671	591	16	16	CD
A52264	2671	592	45	45	CD
A52264	2671	593	05	05	CD
A52264	2671	594	53	53	CD
A52264	2671	595	5	5	CD
A52264	2671	596	43	43	CD
A52264	2671	597	16	16	CD
A52264	2671	598	05	05	CD
A52264	2671	599	22	22	CD
A52264	2671	600	40	40	CD
A52264	2671	601	22	22	CD
A52264	2671	602	96	96	CD
A52264	2671	603	17	17	CD
A52264	2671	604	58	58	CD
A52264	2671	605	07	07	CD
A52264	2671	606	60	60	CD
A52264	2671	607	4	4	CD
A52264	2671	608	36	36	CD
A52264	2671	609	15	15	CD
A52264	2671	610	15	15	CD
A52264	2671	611	22	22	CD
A52264	2671	612	35	35	CD
A52264	2671	613	22	22	CD
A52264	2671	614	88	88	CD
A52264	2671	615	25	25	CD
A52264	2671	616	16	16	CD
A52264	2671	617	15	15	CD
A52264	2671	618	05	05	CD
A52264	2671	619	15	15	CD
A52264	2671	620	5	5	CD
A52264	2671	621	81	81	CD
A52264	2671	622	16	16	CD
A52264	2671	623	35	35	CD
A52264	2671	624	22	22	CD
A52264	2671	625	51	51	CD
A52264	2671	626	22	22	CD
A52264	2671	627	88	88	CD
A52264	2671	628	17	17	CD
A52264	2671	629	31	31	CD
A52264	2671	630	07	07	CD
A52264	2671	631	23	23	CD
A52264	2671	632	4	4	CD
A52264	2671	633	76	76	CD
A52264	2671	634	15	15	CD
A52264	2671	635	46	46	CD
A52264	2671	636	22	22	CD
A52264	2671	637	48	48	CD
A52264	2671	638	22	22	CD
A52264	2671	639	78	78	CD
A52264	2671	640	26	26	CD
A52264	2671	641	15	15	CD
A52264	2671	642	85	85	CD
A52264	2671	643	04	04	CD
A52264	2671	644	76	76	CD
A52264	2671	645	6	6	CD
A52264	2671	646	20	20	CD
A52264	2671	647	16	16	CD
A52264	2671	648	63	63	CD
A52264	2671	649	22	22	CD
A52264	2671	650	63	63	CD
A52264	2671	651	22	22	CD
A52264	2671	652	78	78	CD
A52264	2671	653	17	17	CD
A52264	2671	654	05	05	CD
A52264	2671	655	06	06	CD
A52264	2671	656	85	85	CD
A52264	2671	657	5	5	CD
A52264	2671	658	15	15	CD
A52264	2671	659	15	15	CD
A52264	2671	660	76	76	CD
A52264	2671	661	22	22	CD
A52264	2671	662	60	60	CD
A52264	2671	663	22	22	CD
A52264	2671	664	68	68	CD
A52264	2671	665	27	27	CD
A52264	2671	666	15	15	CD
A52264	2671	667	53	53	CD
A52264	2671	668	04	04	CD
A52264	2671	669	36	36	CD
A52264	2671	670	6	6	CD
A52264	2671	671	56	56	CD
A52264	2671	672	16	16	CD
A52264	2671	673	90	90	CD
A52264	2671	674	22	22	CD
A52264	2671	675	73	73	CD
A52264	2671	676	22	22	CD
A52264	2671	677	68	68	CD
A52264	2671	678	16	16	CD
A52264	2671	679	78	78	CD
A52264	2671	680	06	06	CD
A52264	2671	681	48	48	CD
A52264	2671	682	5	5	CD
A52264	2671	683	53	53	CD
A52264	2671	684	16	16	CD
A52264	2671	685	08	08	CD
A52264	2671	686	22	22	CD
A52264	2671	687	71	71	CD
A52264	2671	688	22	22	CD
A52264	2671	689	56	56	CD
A52264	2671	690	28	28	CD
A52264	2671	691	15	15	CD
A52264	2671	692	23	23	CD
A52264	2671	693	03	03	CD
A52264	2671	694	98	98	CD
A52264	2671	695	6	6	CD
A52264	2671	696	95	95	CD
A52264	2671	697	17	17	CD
A52264	2671	698	18	18	CD
A52264	2671	699	22	22	CD
A52264	2671	700	83	83	CD
A52264	2671	701	22	22	CD
A52264	2671	702	56	56	CD
A52264	2671	703	16	16	CD
A52264	2671	704	50	50	CD
A52264	2671	705	06	06	CD
A52264	2671	706	11	11	CD
A52264	2671	707	5	5	CD
A52264	2671	708	91	91	CD
A52264	2671	709	16	16	CD
A52264	2671	710	38	38	CD
A52264	2671	711	22	22	CD
A52264	2671	712	83	83	CD
A52264	2671	713	22	22	CD
A52264	2671	714	43	43	CD
A52264	2671	715	29	29	CD
A52264	2671	716	14	14	CD
A52264	2671	717	91	91	CD
A52264	2671	718	  	  	_SP
A52264	2671	719	7	7	CD
A52264	2671	720	31	31	CD
A52264	2671	721	17	17	CD
A52264	2671	722	45	45	CD
A52264	2671	723	22	22	CD
A52264	2671	724	93	93	CD
A52264	2671	725	22	22	CD
A52264	2671	726	45	45	CD
A52264	2671	727	16	16	CD
A52264	2671	728	21	21	CD
A52264	2671	729	05	05	CD
A52264	2671	730	73	73	CD
A52264	2671	731	6	6	CD
A52264	2671	732	30	30	CD
A52264	2671	733	16	16	CD
A52264	2671	734	68	68	CD
A52264	2671	735	22	22	CD
A52264	2671	736	93	93	CD
A52264	2671	737	22	22	CD
A52264	2671	738	30	30	CD
A52264	2671	739	30	30	CD
A52264	2671	740	14	14	CD
A52264	2671	741	58	58	CD
A52264	2671	742	  	  	_SP
A52264	2671	743	7	7	CD
A52264	2671	744	70	70	CD
A52264	2671	745	17	17	CD
A52264	2671	746	71	71	CD
A52264	2671	747	23	23	CD
A52264	2671	748	01	01	CD
A52264	2671	749	22	22	CD
A52264	2671	750	33	33	CD
A52264	2671	751	15	15	CD
A52264	2671	752	93	93	CD
A52264	2671	753	05	05	CD
A52264	2671	754	36	36	CD
A52264	2671	755	6	6	CD
A52264	2671	756	68	68	CD
A52264	2671	757	16	16	CD
A52264	2671	758	96	96	CD
A52264	2671	759	23	23	CD
A52264	2671	760	01	01	CD
A52264	2671	761	22	22	CD
A52264	2671	762	16	16	CD
A52264	2671	763	31	31	CD
A52264	2671	764	14	14	CD
A52264	2671	765	26	26	CD
A52264	2671	766	  	  	_SP
A52264	2671	767	8	8	CD
A52264	2671	768	06	06	CD
A52264	2671	769	  	  	_SP
A52264	2671	770	23	23	CD
A52264	2671	771	10	10	CD
A52264	2671	772	  	  	_SP
A52264	2671	773	15	15	CD
A52264	2671	774	65	65	CD
A52264	2671	775	04	04	CD
A52264	2671	776	98	98	CD
A52264	2671	777	  	  	_SP
A52264	2671	778	17	17	CD
A52264	2671	779	25	25	CD
A52264	2671	780	  	  	_SP
A52264	2671	781	22	22	CD
A52264	2671	782	01	01	CD
A52264	2671	783	A	a	DT
A52264	2671	784	Table	table	NN
A52264	2671	785	of	of	IN
A52264	2671	786	the	the	DT
A52264	2671	787	Suns	Suns	NNPS
A52264	2671	788	Declination	Declination	NNP
A52264	2671	789	,	,	,
A52264	2671	790	for	for	IN
A52264	2671	791	the	the	DT
A52264	2671	792	years	year	NNS
A52264	2671	793	1656	1656	CD
A52264	2671	794	,	,	,
A52264	2671	795	1660	1660	CD
A52264	2671	796	,	,	,
A52264	2671	797	1664	1664	CD
A52264	2671	798	,	,	,
A52264	2671	799	1668	1668	CD
A52264	2671	800	.	.	.
A52264	2672	1	Ianu	Ianu	NNP
A52264	2672	2	.	.	.
A52264	2673	1	Febr	Febr	NNP
A52264	2673	2	.	.	.
A52264	2674	1	Mar	Mar	NNP
A52264	2674	2	Apr.	April	NNP
A52264	2675	1	May.	May	NNP
A52264	2676	1	June	June	NNP
A52264	2676	2	July	July	NNP
A52264	2676	3	Aug.	August	NNP
A52264	2676	4	Sep.	September	NNP
A52264	2676	5	Octo	Octo	NNP
A52264	2676	6	Nov	Nov	NNP
A52264	2676	7	Dece	Dece	NNP
A52264	2676	8	.	.	.
A52264	2677	1	Dayes	Dayes	NNP
A52264	2677	2	south	south	NNP
A52264	2677	3	south	south	RB
A52264	2677	4	sout	sout	VBP
A52264	2677	5	north	north	NNP
A52264	2677	6	north	north	NNP
A52264	2677	7	north	north	NNP
A52264	2677	8	north	north	NNP
A52264	2677	9	north	north	NNP
A52264	2677	10	nort	nort	NNP
A52264	2677	11	south	south	NNP
A52264	2677	12	south	south	NNP
A52264	2677	13	south	south	NNP
A52264	2677	14	1	1	CD
A52264	2677	15	21	21	CD
A52264	2677	16	85	85	CD
A52264	2677	17	14	14	CD
A52264	2677	18	01	01	CD
A52264	2677	19	3	3	CD
A52264	2677	20	28	28	CD
A52264	2677	21	08	08	CD
A52264	2677	22	70	70	CD
A52264	2677	23	18	18	CD
A52264	2677	24	16	16	CD
A52264	2677	25	23	23	CD
A52264	2677	26	21	21	CD
A52264	2677	27	22	22	CD
A52264	2677	28	08	08	CD
A52264	2677	29	15	15	CD
A52264	2677	30	11	11	CD
A52264	2677	31	4	4	CD
A52264	2677	32	30	30	CD
A52264	2677	33	7	7	CD
A52264	2677	34	35	35	CD
A52264	2677	35	17	17	CD
A52264	2677	36	73	73	CD
A52264	2677	37	23	23	CD
A52264	2677	38	16	16	CD
A52264	2677	39	2	2	CD
A52264	2677	40	21	21	CD
A52264	2677	41	70	70	CD
A52264	2677	42	13	13	CD
A52264	2677	43	68	68	CD
A52264	2677	44	3	3	CD
A52264	2677	45	90	90	CD
A52264	2677	46	09	09	CD
A52264	2677	47	06	06	CD
A52264	2677	48	18	18	CD
A52264	2677	49	41	41	CD
A52264	2677	50	23	23	CD
A52264	2677	51	28	28	CD
A52264	2677	52	21	21	CD
A52264	2677	53	95	95	CD
A52264	2677	54	14	14	CD
A52264	2677	55	81	81	CD
A52264	2677	56	3	3	CD
A52264	2677	57	91	91	CD
A52264	2677	58	7	7	CD
A52264	2677	59	73	73	CD
A52264	2677	60	18	18	CD
A52264	2677	61	00	00	CD
A52264	2677	62	23	23	CD
A52264	2677	63	23	23	CD
A52264	2677	64	3	3	CD
A52264	2677	65	21	21	CD
A52264	2677	66	53	53	CD
A52264	2677	67	13	13	CD
A52264	2677	68	35	35	CD
A52264	2677	69	2	2	CD
A52264	2677	70	50	50	CD
A52264	2677	71	09	09	CD
A52264	2677	72	43	43	CD
A52264	2677	73	18	18	CD
A52264	2677	74	65	65	CD
A52264	2677	75	23	23	CD
A52264	2677	76	33	33	CD
A52264	2677	77	21	21	CD
A52264	2677	78	80	80	CD
A52264	2677	79	14	14	CD
A52264	2677	80	51	51	CD
A52264	2677	81	3	3	CD
A52264	2677	82	53	53	CD
A52264	2677	83	8	8	CD
A52264	2677	84	10	10	CD
A52264	2677	85	18	18	CD
A52264	2677	86	26	26	CD
A52264	2677	87	23	23	CD
A52264	2677	88	30	30	CD
A52264	2677	89	4	4	CD
A52264	2677	90	21	21	CD
A52264	2677	91	35	35	CD
A52264	2677	92	13	13	CD
A52264	2677	93	00	00	CD
A52264	2677	94	2	2	CD
A52264	2677	95	10	10	CD
A52264	2677	96	09	09	CD
A52264	2677	97	78	78	CD
A52264	2677	98	18	18	CD
A52264	2677	99	90	90	CD
A52264	2677	100	23	23	CD
A52264	2677	101	38	38	CD
A52264	2677	102	21	21	CD
A52264	2677	103	65	65	CD
A52264	2677	104	14	14	CD
A52264	2677	105	20	20	CD
A52264	2677	106	3	3	CD
A52264	2677	107	15	15	CD
A52264	2677	108	8	8	CD
A52264	2677	109	48	48	CD
A52264	2677	110	18	18	CD
A52264	2677	111	53	53	CD
A52264	2677	112	23	23	CD
A52264	2677	113	35	35	CD
A52264	2677	114	5	5	CD
A52264	2677	115	21	21	CD
A52264	2677	116	16	16	CD
A52264	2677	117	12	12	CD
A52264	2677	118	66	66	CD
A52264	2677	119	1	1	CD
A52264	2677	120	66	66	CD
A52264	2677	121	10	10	CD
A52264	2677	122	15	15	CD
A52264	2677	123	19	19	CD
A52264	2677	124	13	13	CD
A52264	2677	125	23	23	CD
A52264	2677	126	41	41	CD
A52264	2677	127	21	21	CD
A52264	2677	128	50	50	CD
A52264	2677	129	13	13	CD
A52264	2677	130	88	88	CD
A52264	2677	131	2	2	CD
A52264	2677	132	75	75	CD
A52264	2677	133	8	8	CD
A52264	2677	134	85	85	CD
A52264	2677	135	18	18	CD
A52264	2677	136	78	78	CD
A52264	2677	137	23	23	CD
A52264	2677	138	40	40	CD
A52264	2677	139	6	6	CD
A52264	2677	140	20	20	CD
A52264	2677	141	98	98	CD
A52264	2677	142	12	12	CD
A52264	2677	143	31	31	CD
A52264	2677	144	1	1	CD
A52264	2677	145	33	33	CD
A52264	2677	146	10	10	CD
A52264	2677	147	50	50	CD
A52264	2677	148	19	19	CD
A52264	2677	149	36	36	CD
A52264	2677	150	23	23	CD
A52264	2677	151	45	45	CD
A52264	2677	152	21	21	CD
A52264	2677	153	33	33	CD
A52264	2677	154	13	13	CD
A52264	2677	155	56	56	CD
A52264	2677	156	2	2	CD
A52264	2677	157	36	36	CD
A52264	2677	158	9	9	CD
A52264	2677	159	21	21	CD
A52264	2677	160	19	19	CD
A52264	2677	161	03	03	CD
A52264	2677	162	23	23	CD
A52264	2677	163	45	45	CD
A52264	2677	164	7	7	CD
A52264	2677	165	20	20	CD
A52264	2677	166	78	78	CD
A52264	2677	167	11	11	CD
A52264	2677	168	96	96	CD
A52264	2677	169	0	0	CD
A52264	2677	170	91	91	CD
A52264	2677	171	10	10	CD
A52264	2677	172	85	85	CD
A52264	2677	173	19	19	CD
A52264	2677	174	58	58	CD
A52264	2677	175	23	23	CD
A52264	2677	176	48	48	CD
A52264	2677	177	21	21	CD
A52264	2677	178	16	16	CD
A52264	2677	179	13	13	CD
A52264	2677	180	25	25	CD
A52264	2677	181	1	1	CD
A52264	2677	182	98	98	CD
A52264	2677	183	9	9	CD
A52264	2677	184	58	58	CD
A52264	2677	185	19	19	CD
A52264	2677	186	28	28	CD
A52264	2677	187	23	23	CD
A52264	2677	188	48	48	CD
A52264	2677	189	8	8	CD
A52264	2677	190	20	20	CD
A52264	2677	191	58	58	CD
A52264	2677	192	11	11	CD
A52264	2677	193	61	61	CD
A52264	2677	194	0	0	CD
A52264	2677	195	53	53	CD
A52264	2677	196	11	11	CD
A52264	2677	197	20	20	CD
A52264	2677	198	19	19	CD
A52264	2677	199	80	80	CD
A52264	2677	200	23	23	CD
A52264	2677	201	50	50	CD
A52264	2677	202	20	20	CD
A52264	2677	203	98	98	CD
A52264	2677	204	12	12	CD
A52264	2677	205	91	91	CD
A52264	2677	206	1	1	CD
A52264	2677	207	58	58	CD
A52264	2677	208	9	9	CD
A52264	2677	209	95	95	CD
A52264	2677	210	19	19	CD
A52264	2677	211	51	51	CD
A52264	2677	212	23	23	CD
A52264	2677	213	50	50	CD
A52264	2677	214	9	9	CD
A52264	2677	215	20	20	CD
A52264	2677	216	36	36	CD
A52264	2677	217	11	11	CD
A52264	2677	218	26	26	CD
A52264	2677	219	0	0	CD
A52264	2677	220	13	13	CD
A52264	2677	221	11	11	CD
A52264	2677	222	53	53	CD
A52264	2677	223	20	20	CD
A52264	2677	224	01	01	CD
A52264	2677	225	23	23	CD
A52264	2677	226	51	51	CD
A52264	2677	227	20	20	CD
A52264	2677	228	80	80	CD
A52264	2677	229	12	12	CD
A52264	2677	230	60	60	CD
A52264	2677	231	1	1	CD
A52264	2677	232	20	20	CD
A52264	2677	233	10	10	CD
A52264	2677	234	31	31	CD
A52264	2677	235	19	19	CD
A52264	2677	236	75	75	CD
A52264	2677	237	23	23	CD
A52264	2677	238	51	51	CD
A52264	2677	239	10	10	CD
A52264	2677	240	20	20	CD
A52264	2677	241	15	15	CD
A52264	2677	242	10	10	CD
A52264	2677	243	90	90	CD
A52264	2677	244	N26	N26	NNP
A52264	2677	245	11	11	CD
A52264	2677	246	88	88	CD
A52264	2677	247	20	20	CD
A52264	2677	248	21	21	CD
A52264	2677	249	23	23	CD
A52264	2677	250	52	52	CD
A52264	2677	251	20	20	CD
A52264	2677	252	61	61	CD
A52264	2677	253	12	12	CD
A52264	2677	254	26	26	CD
A52264	2677	255	0	0	CD
A52264	2677	256	81	81	CD
A52264	2677	257	10	10	CD
A52264	2677	258	68	68	CD
A52264	2677	259	19	19	CD
A52264	2677	260	98	98	CD
A52264	2677	261	23	23	CD
A52264	2677	262	52	52	CD
A52264	2677	263	11	11	CD
A52264	2677	264	19	19	CD
A52264	2677	265	93	93	CD
A52264	2677	266	10	10	CD
A52264	2677	267	53	53	CD
A52264	2677	268	0	0	CD
A52264	2677	269	66	66	CD
A52264	2677	270	12	12	CD
A52264	2677	271	21	21	CD
A52264	2677	272	20	20	CD
A52264	2677	273	41	41	CD
A52264	2677	274	23	23	CD
A52264	2677	275	53	53	CD
A52264	2677	276	20	20	CD
A52264	2677	277	41	41	CD
A52264	2677	278	11	11	CD
A52264	2677	279	93	93	CD
A52264	2677	280	0	0	CD
A52264	2677	281	41	41	CD
A52264	2677	282	11	11	CD
A52264	2677	283	03	03	CD
A52264	2677	284	20	20	CD
A52264	2677	285	20	20	CD
A52264	2677	286	23	23	CD
A52264	2677	287	53	53	CD
A52264	2677	288	12	12	CD
A52264	2677	289	19	19	CD
A52264	2677	290	70	70	CD
A52264	2677	291	10	10	CD
A52264	2677	292	16	16	CD
A52264	2677	293	1	1	CD
A52264	2677	294	05	05	CD
A52264	2677	295	12	12	CD
A52264	2677	296	55	55	CD
A52264	2677	297	20	20	CD
A52264	2677	298	61	61	CD
A52264	2677	299	23	23	CD
A52264	2677	300	51	51	CD
A52264	2677	301	20	20	CD
A52264	2677	302	21	21	CD
A52264	2677	303	11	11	CD
A52264	2677	304	60	60	CD
A52264	2677	305	0	0	CD
A52264	2677	306	03	03	CD
A52264	2677	307	11	11	CD
A52264	2677	308	38	38	CD
A52264	2677	309	20	20	CD
A52264	2677	310	41	41	CD
A52264	2677	311	23	23	CD
A52264	2677	312	51	51	CD
A52264	2677	313	13	13	CD
A52264	2677	314	●	●	SYM
A52264	2677	315	9	9	CD
A52264	2677	316	46	46	CD
A52264	2677	317	09	09	CD
A52264	2677	318	80	80	CD
A52264	2677	319	1	1	CD
A52264	2677	320	45	45	CD
A52264	2677	321	12	12	CD
A52264	2677	322	88	88	CD
A52264	2677	323	20	20	CD
A52264	2677	324	80	80	CD
A52264	2677	325	23	23	CD
A52264	2677	326	50	50	CD
A52264	2677	327	20	20	CD
A52264	2677	328	00	00	CD
A52264	2677	329	11	11	CD
A52264	2677	330	25	25	CD
A52264	2677	331	0	0	CD
A52264	2677	332	●	●	CD
A52264	2677	333	36	36	CD
A52264	2677	334	11	11	CD
A52264	2677	335	73	73	CD
A52264	2677	336	20	20	CD
A52264	2677	337	61	61	CD
A52264	2677	338	23	23	CD
A52264	2677	339	50	50	CD
A52264	2677	340	14	14	CD
A52264	2677	341	19	19	CD
A52264	2677	342	23	23	CD
A52264	2677	343	09	09	CD
A52264	2677	344	43	43	CD
A52264	2677	345	1	1	CD
A52264	2677	346	83	83	CD
A52264	2677	347	13	13	CD
A52264	2677	348	20	20	CD
A52264	2677	349	20	20	CD
A52264	2677	350	98	98	CD
A52264	2677	351	23	23	CD
A52264	2677	352	48	48	CD
A52264	2677	353	19	19	CD
A52264	2677	354	80	80	CD
A52264	2677	355	10	10	CD
A52264	2677	356	90	90	CD
A52264	2677	357	0	0	CD
A52264	2677	358	75	75	CD
A52264	2677	359	12	12	CD
A52264	2677	360	08	08	CD
A52264	2677	361	20	20	CD
A52264	2677	362	81	81	CD
A52264	2677	363	23	23	CD
A52264	2677	364	48	48	CD
A52264	2677	365	15	15	CD
A52264	2677	366	18	18	CD
A52264	2677	367	98	98	CD
A52264	2677	368	09	09	CD
A52264	2677	369	06	06	CD
A52264	2677	370	2	2	CD
A52264	2677	371	23	23	CD
A52264	2677	372	13	13	CD
A52264	2677	373	53	53	CD
A52264	2677	374	21	21	CD
A52264	2677	375	16	16	CD
A52264	2677	376	23	23	CD
A52264	2677	377	45	45	CD
A52264	2677	378	19	19	CD
A52264	2677	379	58	58	CD
A52264	2677	380	10	10	CD
A52264	2677	381	56	56	CD
A52264	2677	382	1	1	CD
A52264	2677	383	15	15	CD
A52264	2677	384	12	12	CD
A52264	2677	385	43	43	CD
A52264	2677	386	21	21	CD
A52264	2677	387	01	01	CD
A52264	2677	388	23	23	CD
A52264	2677	389	45	45	CD
A52264	2677	390	16	16	CD
A52264	2677	391	18	18	CD
A52264	2677	392	73	73	CD
A52264	2677	393	08	08	CD
A52264	2677	394	70	70	CD
A52264	2677	395	2	2	CD
A52264	2677	396	63	63	CD
A52264	2677	397	13	13	CD
A52264	2677	398	85	85	CD
A52264	2677	399	21	21	CD
A52264	2677	400	33	33	CD
A52264	2677	401	23	23	CD
A52264	2677	402	41	41	CD
A52264	2677	403	●	●	CD
A52264	2677	404	9	9	CD
A52264	2677	405	35	35	CD
A52264	2677	406	10	10	CD
A52264	2677	407	21	21	CD
A52264	2677	408	1	1	CD
A52264	2677	409	55	55	CD
A52264	2677	410	12	12	CD
A52264	2677	411	78	78	CD
A52264	2677	412	21	21	CD
A52264	2677	413	20	20	CD
A52264	2677	414	23	23	CD
A52264	2677	415	40	40	CD
A52264	2677	416	17	17	CD
A52264	2677	417	18	18	CD
A52264	2677	418	48	48	CD
A52264	2677	419	08	08	CD
A52264	2677	420	31	31	CD
A52264	2677	421	3	3	CD
A52264	2677	422	03	03	CD
A52264	2677	423	14	14	CD
A52264	2677	424	16	16	CD
A52264	2677	425	21	21	CD
A52264	2677	426	50	50	CD
A52264	2677	427	23	23	CD
A52264	2677	428	38	38	CD
A52264	2677	429	●	●	CD
A52264	2677	430	9	9	CD
A52264	2677	431	13	13	CD
A52264	2677	432	9	9	CD
A52264	2677	433	85	85	CD
A52264	2677	434	1	1	CD
A52264	2677	435	93	93	CD
A52264	2677	436	13	13	CD
A52264	2677	437	11	11	CD
A52264	2677	438	21	21	CD
A52264	2677	439	38	38	CD
A52264	2677	440	23	23	CD
A52264	2677	441	35	35	CD
A52264	2677	442	18	18	CD
A52264	2677	443	18	18	CD
A52264	2677	444	21	21	CD
A52264	2677	445	07	07	CD
A52264	2677	446	93	93	CD
A52264	2677	447	3	3	CD
A52264	2677	448	41	41	CD
A52264	2677	449	14	14	CD
A52264	2677	450	48	48	CD
A52264	2677	451	21	21	CD
A52264	2677	452	66	66	CD
A52264	2677	453	23	23	CD
A52264	2677	454	33	33	CD
A52264	2677	455	18	18	CD
A52264	2677	456	90	90	CD
A52264	2677	457	9	9	CD
A52264	2677	458	50	50	CD
A52264	2677	459	2	2	CD
A52264	2677	460	31	31	CD
A52264	2677	461	13	13	CD
A52264	2677	462	45	45	CD
A52264	2677	463	21	21	CD
A52264	2677	464	55	55	CD
A52264	2677	465	23	23	CD
A52264	2677	466	30	30	CD
A52264	2677	467	19	19	CD
A52264	2677	468	17	17	CD
A52264	2677	469	95	95	CD
A52264	2677	470	07	07	CD
A52264	2677	471	55	55	CD
A52264	2677	472	3	3	CD
A52264	2677	473	80	80	CD
A52264	2677	474	14	14	CD
A52264	2677	475	80	80	CD
A52264	2677	476	21	21	CD
A52264	2677	477	81	81	CD
A52264	2677	478	23	23	CD
A52264	2677	479	26	26	CD
A52264	2677	480	18	18	CD
A52264	2677	481	65	65	CD
A52264	2677	482	9	9	CD
A52264	2677	483	15	15	CD
A52264	2677	484	2	2	CD
A52264	2677	485	71	71	CD
A52264	2677	486	13	13	CD
A52264	2677	487	78	78	CD
A52264	2677	488	21	21	CD
A52264	2677	489	7	7	CD
A52264	2677	490	●	●	CD
A52264	2677	491	23	23	CD
A52264	2677	492	25	25	CD
A52264	2677	493	20	20	CD
A52264	2677	494	17	17	CD
A52264	2677	495	66	66	CD
A52264	2677	496	07	07	CD
A52264	2677	497	16	16	CD
A52264	2677	498	4	4	CD
A52264	2677	499	18	18	CD
A52264	2677	500	15	15	CD
A52264	2677	501	10	10	CD
A52264	2677	502	21	21	CD
A52264	2677	503	96	96	CD
A52264	2677	504	23	23	CD
A52264	2677	505	21	21	CD
A52264	2677	506	18	18	CD
A52264	2677	507	41	41	CD
A52264	2677	508	8	8	CD
A52264	2677	509	78	78	CD
A52264	2677	510	3	3	CD
A52264	2677	511	10	10	CD
A52264	2677	512	14	14	CD
A52264	2677	513	11	11	CD
A52264	2677	514	21	21	CD
A52264	2677	515	88	88	CD
A52264	2677	516	23	23	CD
A52264	2677	517	18	18	CD
A52264	2677	518	21	21	CD
A52264	2677	519	17	17	CD
A52264	2677	520	40	40	CD
A52264	2677	521	06	06	CD
A52264	2677	522	78	78	CD
A52264	2677	523	4	4	CD
A52264	2677	524	56	56	CD
A52264	2677	525	15	15	CD
A52264	2677	526	40	40	CD
A52264	2677	527	22	22	CD
A52264	2677	528	10	10	CD
A52264	2677	529	23	23	CD
A52264	2677	530	15	15	CD
A52264	2677	531	18	18	CD
A52264	2677	532	16	16	CD
A52264	2677	533	8	8	CD
A52264	2677	534	41	41	CD
A52264	2677	535	3	3	CD
A52264	2677	536	50	50	CD
A52264	2677	537	14	14	CD
A52264	2677	538	43	43	CD
A52264	2677	539	22	22	CD
A52264	2677	540	03	03	CD
A52264	2677	541	23	23	CD
A52264	2677	542	10	10	CD
A52264	2677	543	22	22	CD
A52264	2677	544	17	17	CD
A52264	2677	545	11	11	CD
A52264	2677	546	06	06	CD
A52264	2677	547	40	40	CD
A52264	2677	548	4	4	CD
A52264	2677	549	95	95	CD
A52264	2677	550	15	15	CD
A52264	2677	551	70	70	CD
A52264	2677	552	22	22	CD
A52264	2677	553	23	23	CD
A52264	2677	554	23	23	CD
A52264	2677	555	06	06	CD
A52264	2677	556	17	17	CD
A52264	2677	557	91	91	CD
A52264	2677	558	8	8	CD
A52264	2677	559	05	05	CD
A52264	2677	560	3	3	CD
A52264	2677	561	88	88	CD
A52264	2677	562	14	14	CD
A52264	2677	563	76	76	CD
A52264	2677	564	22	22	CD
A52264	2677	565	18	18	CD
A52264	2677	566	23	23	CD
A52264	2677	567	01	01	CD
A52264	2677	568	23	23	CD
A52264	2677	569	16	16	CD
A52264	2677	570	81	81	CD
A52264	2677	571	06	06	CD
A52264	2677	572	01	01	CD
A52264	2677	573	5	5	CD
A52264	2677	574	33	33	CD
A52264	2677	575	15	15	CD
A52264	2677	576	98	98	CD
A52264	2677	577	22	22	CD
A52264	2677	578	36	36	CD
A52264	2677	579	22	22	CD
A52264	2677	580	98	98	CD
A52264	2677	581	17	17	CD
A52264	2677	582	66	66	CD
A52264	2677	583	7	7	CD
A52264	2677	584	68	68	CD
A52264	2677	585	4	4	CD
A52264	2677	586	28	28	CD
A52264	2677	587	15	15	CD
A52264	2677	588	08	08	CD
A52264	2677	589	22	22	CD
A52264	2677	590	31	31	CD
A52264	2677	591	22	22	CD
A52264	2677	592	91	91	CD
A52264	2677	593	24	24	CD
A52264	2677	594	16	16	CD
A52264	2677	595	53	53	CD
A52264	2677	596	05	05	CD
A52264	2677	597	63	63	CD
A52264	2677	598	5	5	CD
A52264	2677	599	71	71	CD
A52264	2677	600	16	16	CD
A52264	2677	601	28	28	CD
A52264	2677	602	22	22	CD
A52264	2677	603	48	48	CD
A52264	2677	604	22	22	CD
A52264	2677	605	90	90	CD
A52264	2677	606	17	17	CD
A52264	2677	607	40	40	CD
A52264	2677	608	7	7	CD
A52264	2677	609	31	31	CD
A52264	2677	610	4	4	CD
A52264	2677	611	66	66	CD
A52264	2677	612	15	15	CD
A52264	2677	613	40	40	CD
A52264	2677	614	22	22	CD
A52264	2677	615	45	45	CD
A52264	2677	616	22	22	CD
A52264	2677	617	81	81	CD
A52264	2677	618	25	25	CD
A52264	2677	619	16	16	CD
A52264	2677	620	23	23	CD
A52264	2677	621	05	05	CD
A52264	2677	622	25	25	CD
A52264	2677	623	6	6	CD
A52264	2677	624	10	10	CD
A52264	2677	625	16	16	CD
A52264	2677	626	56	56	CD
A52264	2677	627	22	22	CD
A52264	2677	628	60	60	CD
A52264	2677	629	22	22	CD
A52264	2677	630	80	80	CD
A52264	2677	631	17	17	CD
A52264	2677	632	11	11	CD
A52264	2677	633	6	6	CD
A52264	2677	634	95	95	CD
A52264	2677	635	5	5	CD
A52264	2677	636	05	05	CD
A52264	2677	637	15	15	CD
A52264	2677	638	70	70	CD
A52264	2677	639	22	22	CD
A52264	2677	640	58	58	CD
A52264	2677	641	22	22	CD
A52264	2677	642	70	70	CD
A52264	2677	643	26	26	CD
A52264	2677	644	15	15	CD
A52264	2677	645	91	91	CD
A52264	2677	646	04	04	CD
A52264	2677	647	86	86	CD
A52264	2677	648	6	6	CD
A52264	2677	649	48	48	CD
A52264	2677	650	16	16	CD
A52264	2677	651	83	83	CD
A52264	2677	652	22	22	CD
A52264	2677	653	71	71	CD
A52264	2677	654	22	22	CD
A52264	2677	655	70	70	CD
A52264	2677	656	16	16	CD
A52264	2677	657	85	85	CD
A52264	2677	658	6	6	CD
A52264	2677	659	56	56	CD
A52264	2677	660	5	5	CD
A52264	2677	661	43	43	CD
A52264	2677	662	16	16	CD
A52264	2677	663	00	00	CD
A52264	2677	664	22	22	CD
A52264	2677	665	70	70	CD
A52264	2677	666	22	22	CD
A52264	2677	667	58	58	CD
A52264	2677	668	27	27	CD
A52264	2677	669	15	15	CD
A52264	2677	670	61	61	CD
A52264	2677	671	04	04	CD
A52264	2677	672	48	48	CD
A52264	2677	673	6	6	CD
A52264	2677	674	85	85	CD
A52264	2677	675	17	17	CD
A52264	2677	676	11	11	CD
A52264	2677	677	22	22	CD
A52264	2677	678	81	81	CD
A52264	2677	679	22	22	CD
A52264	2677	680	60	60	CD
A52264	2677	681	16	16	CD
A52264	2677	682	56	56	CD
A52264	2677	683	6	6	CD
A52264	2677	684	20	20	CD
A52264	2677	685	5	5	CD
A52264	2677	686	81	81	CD
A52264	2677	687	16	16	CD
A52264	2677	688	30	30	CD
A52264	2677	689	22	22	CD
A52264	2677	690	80	80	CD
A52264	2677	691	22	22	CD
A52264	2677	692	46	46	CD
A52264	2677	693	28	28	CD
A52264	2677	694	15	15	CD
A52264	2677	695	30	30	CD
A52264	2677	696	04	04	CD
A52264	2677	697	06	06	CD
A52264	2677	698	7	7	CD
A52264	2677	699	23	23	CD
A52264	2677	700	17	17	CD
A52264	2677	701	38	38	CD
A52264	2677	702	22	22	CD
A52264	2677	703	90	90	CD
A52264	2677	704	22	22	CD
A52264	2677	705	48	48	CD
A52264	2677	706	16	16	CD
A52264	2677	707	28	28	CD
A52264	2677	708	5	5	CD
A52264	2677	709	83	83	CD
A52264	2677	710	6	6	CD
A52264	2677	711	20	20	CD
A52264	2677	712	16	16	CD
A52264	2677	713	60	60	CD
A52264	2677	714	22	22	CD
A52264	2677	715	90	90	CD
A52264	2677	716	22	22	CD
A52264	2677	717	33	33	CD
A52264	2677	718	29	29	CD
A52264	2677	719	14	14	CD
A52264	2677	720	98	98	CD
A52264	2677	721	03	03	CD
A52264	2677	722	68	68	CD
A52264	2677	723	7	7	CD
A52264	2677	724	60	60	CD
A52264	2677	725	17	17	CD
A52264	2677	726	65	65	CD
A52264	2677	727	22	22	CD
A52264	2677	728	98	98	CD
A52264	2677	729	22	22	CD
A52264	2677	730	35	35	CD
A52264	2677	731	16	16	CD
A52264	2677	732	00	00	CD
A52264	2677	733	5	5	CD
A52264	2677	734	45	45	CD
A52264	2677	735	6	6	CD
A52264	2677	736	58	58	CD
A52264	2677	737	16	16	CD
A52264	2677	738	90	90	CD
A52264	2677	739	23	23	CD
A52264	2677	740	00	00	CD
A52264	2677	741	22	22	CD
A52264	2677	742	20	20	CD
A52264	2677	743	30	30	CD
A52264	2677	744	14	14	CD
A52264	2677	745	66	66	CD
A52264	2677	746	  	  	_SP
A52264	2677	747	7	7	CD
A52264	2677	748	96	96	CD
A52264	2677	749	17	17	CD
A52264	2677	750	90	90	CD
A52264	2677	751	23	23	CD
A52264	2677	752	06	06	CD
A52264	2677	753	22	22	CD
A52264	2677	754	21	21	CD
A52264	2677	755	15	15	CD
A52264	2677	756	71	71	CD
A52264	2677	757	5	5	CD
A52264	2677	758	06	06	CD
A52264	2677	759	6	6	CD
A52264	2677	760	96	96	CD
A52264	2677	761	17	17	CD
A52264	2677	762	●	●	SYM
A52264	2677	763	8	8	CD
A52264	2677	764	23	23	CD
A52264	2677	765	08	08	CD
A52264	2677	766	22	22	CD
A52264	2677	767	05	05	CD
A52264	2677	768	31	31	CD
A52264	2677	769	14	14	CD
A52264	2677	770	35	35	CD
A52264	2677	771	  	  	_SP
A52264	2677	772	8	8	CD
A52264	2677	773	33	33	CD
A52264	2677	774	  	  	_SP
A52264	2677	775	23	23	CD
A52264	2677	776	15	15	CD
A52264	2677	777	  	  	_SP
A52264	2677	778	15	15	CD
A52264	2677	779	41	41	CD
A52264	2677	780	4	4	CD
A52264	2677	781	68	68	CD
A52264	2677	782	  	  	_SP
A52264	2677	783	17	17	CD
A52264	2677	784	46	46	CD
A52264	2677	785	  	  	_SP
A52264	2677	786	21	21	CD
A52264	2677	787	90	90	CD
A52264	2677	788	A	a	DT
A52264	2677	789	Table	table	NN
A52264	2677	790	of	of	IN
A52264	2677	791	the	the	DT
A52264	2677	792	Suns	Suns	NNPS
A52264	2677	793	Declination	Declination	NNP
A52264	2677	794	,	,	,
A52264	2677	795	for	for	IN
A52264	2677	796	the	the	DT
A52264	2677	797	years	year	NNS
A52264	2677	798	1657	1657	CD
A52264	2677	799	,	,	,
A52264	2677	800	1661	1661	CD
A52264	2677	801	,	,	,
A52264	2677	802	1665	1665	CD
A52264	2677	803	,	,	,
A52264	2677	804	1669	1669	CD
A52264	2677	805	.	.	.
A52264	2678	1	Ianu	Ianu	NNP
A52264	2678	2	.	.	.
A52264	2679	1	Febr	Febr	NNP
A52264	2679	2	.	.	.
A52264	2680	1	Mar	Mar	NNP
A52264	2680	2	Apr.	April	NNP
A52264	2681	1	May.	May	NNP
A52264	2682	1	June	June	NNP
A52264	2682	2	July	July	NNP
A52264	2682	3	Aug.	August	NNP
A52264	2682	4	Sep.	September	NNP
A52264	2682	5	Octo	Octo	NNP
A52264	2682	6	Nov	Nov	NNP
A52264	2682	7	Dece	Dece	NNP
A52264	2682	8	.	.	.
A52264	2683	1	Dayes	Dayes	NNP
A52264	2683	2	.	.	.
A52264	2684	1	south	south	NNP
A52264	2684	2	south	south	NNP
A52264	2684	3	sout	sout	NNP
A52264	2684	4	north	north	NNP
A52264	2684	5	north	north	NNP
A52264	2684	6	north	north	NNP
A52264	2684	7	north	north	NNP
A52264	2684	8	north	north	NNP
A52264	2684	9	nort	nort	NNP
A52264	2684	10	south	south	NNP
A52264	2684	11	south	south	NNP
A52264	2684	12	south	south	NNP
A52264	2684	13	1	1	CD
A52264	2684	14	21	21	CD
A52264	2684	15	73	73	CD
A52264	2684	16	13	13	CD
A52264	2684	17	76	76	CD
A52264	2684	18	3	3	CD
A52264	2684	19	40	40	CD
A52264	2684	20	08	08	CD
A52264	2684	21	60	60	CD
A52264	2684	22	18	18	CD
A52264	2684	23	08	08	CD
A52264	2684	24	23	23	CD
A52264	2684	25	20	20	CD
A52264	2684	26	22	22	CD
A52264	2684	27	13	13	CD
A52264	2684	28	15	15	CD
A52264	2684	29	20	20	CD
A52264	2684	30	4	4	CD
A52264	2684	31	40	40	CD
A52264	2684	32	7	7	CD
A52264	2684	33	25	25	CD
A52264	2684	34	17	17	CD
A52264	2684	35	66	66	CD
A52264	2684	36	23	23	CD
A52264	2684	37	15	15	CD
A52264	2684	38	2	2	CD
A52264	2684	39	21	21	CD
A52264	2684	40	56	56	CD
A52264	2684	41	13	13	CD
A52264	2684	42	43	43	CD
A52264	2684	43	3	3	CD
A52264	2684	44	00	00	CD
A52264	2684	45	08	08	CD
A52264	2684	46	96	96	CD
A52264	2684	47	18	18	CD
A52264	2684	48	33	33	CD
A52264	2684	49	23	23	CD
A52264	2684	50	26	26	CD
A52264	2684	51	22	22	CD
A52264	2684	52	00	00	CD
A52264	2684	53	14	14	CD
A52264	2684	54	90	90	CD
A52264	2684	55	4	4	CD
A52264	2684	56	01	01	CD
A52264	2684	57	7	7	CD
A52264	2684	58	63	63	CD
A52264	2684	59	17	17	CD
A52264	2684	60	93	93	CD
A52264	2684	61	23	23	CD
A52264	2684	62	21	21	CD
A52264	2684	63	3	3	CD
A52264	2684	64	21	21	CD
A52264	2684	65	38	38	CD
A52264	2684	66	13	13	CD
A52264	2684	67	08	08	CD
A52264	2684	68	2	2	CD
A52264	2684	69	61	61	CD
A52264	2684	70	09	09	CD
A52264	2684	71	33	33	CD
A52264	2684	72	18	18	CD
A52264	2684	73	58	58	CD
A52264	2684	74	23	23	CD
A52264	2684	75	31	31	CD
A52264	2684	76	21	21	CD
A52264	2684	77	85	85	CD
A52264	2684	78	14	14	CD
A52264	2684	79	60	60	CD
A52264	2684	80	3	3	CD
A52264	2684	81	63	63	CD
A52264	2684	82	8	8	CD
A52264	2684	83	00	00	CD
A52264	2684	84	18	18	CD
A52264	2684	85	20	20	CD
A52264	2684	86	23	23	CD
A52264	2684	87	28	28	CD
A52264	2684	88	4	4	CD
A52264	2684	89	21	21	CD
A52264	2684	90	21	21	CD
A52264	2684	91	12	12	CD
A52264	2684	92	75	75	CD
A52264	2684	93	2	2	CD
A52264	2684	94	21	21	CD
A52264	2684	95	09	09	CD
A52264	2684	96	70	70	CD
A52264	2684	97	18	18	CD
A52264	2684	98	83	83	CD
A52264	2684	99	23	23	CD
A52264	2684	100	36	36	CD
A52264	2684	101	21	21	CD
A52264	2684	102	70	70	CD
A52264	2684	103	14	14	CD
A52264	2684	104	28	28	CD
A52264	2684	105	3	3	CD
A52264	2684	106	25	25	CD
A52264	2684	107	8	8	CD
A52264	2684	108	36	36	CD
A52264	2684	109	18	18	CD
A52264	2684	110	46	46	CD
A52264	2684	111	23	23	CD
A52264	2684	112	33	33	CD
A52264	2684	113	5	5	CD
A52264	2684	114	21	21	CD
A52264	2684	115	03	03	CD
A52264	2684	116	12	12	CD
A52264	2684	117	41	41	CD
A52264	2684	118	1	1	CD
A52264	2684	119	81	81	CD
A52264	2684	120	10	10	CD
A52264	2684	121	05	05	CD
A52264	2684	122	19	19	CD
A52264	2684	123	06	06	CD
A52264	2684	124	23	23	CD
A52264	2684	125	41	41	CD
A52264	2684	126	21	21	CD
A52264	2684	127	53	53	CD
A52264	2684	128	13	13	CD
A52264	2684	129	96	96	CD
A52264	2684	130	2	2	CD
A52264	2684	131	86	86	CD
A52264	2684	132	8	8	CD
A52264	2684	133	75	75	CD
A52264	2684	134	18	18	CD
A52264	2684	135	71	71	CD
A52264	2684	136	23	23	CD
A52264	2684	137	38	38	CD
A52264	2684	138	6	6	CD
A52264	2684	139	20	20	CD
A52264	2684	140	83	83	CD
A52264	2684	141	12	12	CD
A52264	2684	142	06	06	CD
A52264	2684	143	1	1	CD
A52264	2684	144	41	41	CD
A52264	2684	145	10	10	CD
A52264	2684	146	40	40	CD
A52264	2684	147	19	19	CD
A52264	2684	148	30	30	CD
A52264	2684	149	23	23	CD
A52264	2684	150	45	45	CD
A52264	2684	151	21	21	CD
A52264	2684	152	36	36	CD
A52264	2684	153	13	13	CD
A52264	2684	154	65	65	CD
A52264	2684	155	2	2	CD
A52264	2684	156	48	48	CD
A52264	2684	157	9	9	CD
A52264	2684	158	11	11	CD
A52264	2684	159	18	18	CD
A52264	2684	160	96	96	CD
A52264	2684	161	23	23	CD
A52264	2684	162	43	43	CD
A52264	2684	163	7	7	CD
A52264	2684	164	20	20	CD
A52264	2684	165	63	63	CD
A52264	2684	166	11	11	CD
A52264	2684	167	71	71	CD
A52264	2684	168	1	1	CD
A52264	2684	169	01	01	CD
A52264	2684	170	10	10	CD
A52264	2684	171	75	75	CD
A52264	2684	172	19	19	CD
A52264	2684	173	51	51	CD
A52264	2684	174	23	23	CD
A52264	2684	175	48	48	CD
A52264	2684	176	21	21	CD
A52264	2684	177	20	20	CD
A52264	2684	178	13	13	CD
A52264	2684	179	33	33	CD
A52264	2684	180	2	2	CD
A52264	2684	181	08	08	CD
A52264	2684	182	9	9	CD
A52264	2684	183	48	48	CD
A52264	2684	184	19	19	CD
A52264	2684	185	21	21	CD
A52264	2684	186	23	23	CD
A52264	2684	187	46	46	CD
A52264	2684	188	8	8	CD
A52264	2684	189	20	20	CD
A52264	2684	190	43	43	CD
A52264	2684	191	11	11	CD
A52264	2684	192	35	35	CD
A52264	2684	193	0	0	CD
A52264	2684	194	63	63	CD
A52264	2684	195	11	11	CD
A52264	2684	196	10	10	CD
A52264	2684	197	19	19	CD
A52264	2684	198	73	73	CD
A52264	2684	199	23	23	CD
A52264	2684	200	50	50	CD
A52264	2684	201	21	21	CD
A52264	2684	202	03	03	CD
A52264	2684	203	13	13	CD
A52264	2684	204	01	01	CD
A52264	2684	205	1	1	CD
A52264	2684	206	70	70	CD
A52264	2684	207	9	9	CD
A52264	2684	208	85	85	CD
A52264	2684	209	19	19	CD
A52264	2684	210	45	45	CD
A52264	2684	211	23	23	CD
A52264	2684	212	50	50	CD
A52264	2684	213	9	9	CD
A52264	2684	214	20	20	CD
A52264	2684	215	21	21	CD
A52264	2684	216	11	11	CD
A52264	2684	217	00	00	CD
A52264	2684	218	0	0	CD
A52264	2684	219	23	23	CD
A52264	2684	220	11	11	CD
A52264	2684	221	45	45	CD
A52264	2684	222	11	11	CD
A52264	2684	223	95	95	CD
A52264	2684	224	23	23	CD
A52264	2684	225	51	51	CD
A52264	2684	226	20	20	CD
A52264	2684	227	85	85	CD
A52264	2684	228	12	12	CD
A52264	2684	229	68	68	CD
A52264	2684	230	1	1	CD
A52264	2684	231	31	31	CD
A52264	2684	232	10	10	CD
A52264	2684	233	21	21	CD
A52264	2684	234	19	19	CD
A52264	2684	235	68	68	CD
A52264	2684	236	23	23	CD
A52264	2684	237	51	51	CD
A52264	2684	238	10	10	CD
A52264	2684	239	20	20	CD
A52264	2684	240	00	00	CD
A52264	2684	241	10	10	CD
A52264	2684	242	63	63	CD
A52264	2684	243	N16	N16	NNP
A52264	2684	244	11	11	CD
A52264	2684	245	78	78	CD
A52264	2684	246	20	20	CD
A52264	2684	247	16	16	CD
A52264	2684	248	23	23	CD
A52264	2684	249	52	52	CD
A52264	2684	250	20	20	CD
A52264	2684	251	66	66	CD
A52264	2684	252	12	12	CD
A52264	2684	253	35	35	CD
A52264	2684	254	0	0	CD
A52264	2684	255	91	91	CD
A52264	2684	256	10	10	CD
A52264	2684	257	58	58	CD
A52264	2684	258	19	19	CD
A52264	2684	259	91	91	CD
A52264	2684	260	23	23	CD
A52264	2684	261	52	52	CD
A52264	2684	262	11	11	CD
A52264	2684	263	19	19	CD
A52264	2684	264	76	76	CD
A52264	2684	265	10	10	CD
A52264	2684	266	26	26	CD
A52264	2684	267	0	0	CD
A52264	2684	268	55	55	CD
A52264	2684	269	12	12	CD
A52264	2684	270	11	11	CD
A52264	2684	271	20	20	CD
A52264	2684	272	36	36	CD
A52264	2684	273	23	23	CD
A52264	2684	274	53	53	CD
A52264	2684	275	20	20	CD
A52264	2684	276	46	46	CD
A52264	2684	277	12	12	CD
A52264	2684	278	01	01	CD
A52264	2684	279	0	0	CD
A52264	2684	280	53	53	CD
A52264	2684	281	10	10	CD
A52264	2684	282	93	93	CD
A52264	2684	283	20	20	CD
A52264	2684	284	13	13	CD
A52264	2684	285	23	23	CD
A52264	2684	286	53	53	CD
A52264	2684	287	12	12	CD
A52264	2684	288	19	19	CD
A52264	2684	289	53	53	CD
A52264	2684	290	09	09	CD
A52264	2684	291	90	90	CD
A52264	2684	292	0	0	CD
A52264	2684	293	95	95	CD
A52264	2684	294	12	12	CD
A52264	2684	295	46	46	CD
A52264	2684	296	20	20	CD
A52264	2684	297	56	56	CD
A52264	2684	298	23	23	CD
A52264	2684	299	51	51	CD
A52264	2684	300	20	20	CD
A52264	2684	301	26	26	CD
A52264	2684	302	11	11	CD
A52264	2684	303	68	68	CD
A52264	2684	304	0	0	CD
A52264	2684	305	13	13	CD
A52264	2684	306	11	11	CD
A52264	2684	307	30	30	CD
A52264	2684	308	20	20	CD
A52264	2684	309	35	35	CD
A52264	2684	310	23	23	CD
A52264	2684	311	51	51	CD
A52264	2684	312	13	13	CD
A52264	2684	313	19	19	CD
A52264	2684	314	30	30	CD
A52264	2684	315	09	09	CD
A52264	2684	316	53	53	CD
A52264	2684	317	1	1	CD
A52264	2684	318	35	35	CD
A52264	2684	319	12	12	CD
A52264	2684	320	80	80	CD
A52264	2684	321	20	20	CD
A52264	2684	322	75	75	CD
A52264	2684	323	23	23	CD
A52264	2684	324	50	50	CD
A52264	2684	325	20	20	CD
A52264	2684	326	06	06	CD
A52264	2684	327	11	11	CD
A52264	2684	328	35	35	CD
A52264	2684	329	0	0	CD
A52264	2684	330	●	●	CD
A52264	2684	331	26	26	CD
A52264	2684	332	11	11	CD
A52264	2684	333	65	65	CD
A52264	2684	334	20	20	CD
A52264	2684	335	56	56	CD
A52264	2684	336	23	23	CD
A52264	2684	337	50	50	CD
A52264	2684	338	14	14	CD
A52264	2684	339	19	19	CD
A52264	2684	340	05	05	CD
A52264	2684	341	09	09	CD
A52264	2684	342	16	16	CD
A52264	2684	343	1	1	CD
A52264	2684	344	73	73	CD
A52264	2684	345	13	13	CD
A52264	2684	346	11	11	CD
A52264	2684	347	20	20	CD
A52264	2684	348	93	93	CD
A52264	2684	349	23	23	CD
A52264	2684	350	48	48	CD
A52264	2684	351	19	19	CD
A52264	2684	352	85	85	CD
A52264	2684	353	11	11	CD
A52264	2684	354	15	15	CD
A52264	2684	355	0	0	CD
A52264	2684	356	65	65	CD
A52264	2684	357	12	12	CD
A52264	2684	358	00	00	CD
A52264	2684	359	20	20	CD
A52264	2684	360	76	76	CD
A52264	2684	361	23	23	CD
A52264	2684	362	48	48	CD
A52264	2684	363	15	15	CD
A52264	2684	364	18	18	CD
A52264	2684	365	80	80	CD
A52264	2684	366	08	08	CD
A52264	2684	367	80	80	CD
A52264	2684	368	2	2	CD
A52264	2684	369	13	13	CD
A52264	2684	370	13	13	CD
A52264	2684	371	45	45	CD
A52264	2684	372	21	21	CD
A52264	2684	373	11	11	CD
A52264	2684	374	23	23	CD
A52264	2684	375	46	46	CD
A52264	2684	376	19	19	CD
A52264	2684	377	63	63	CD
A52264	2684	378	10	10	CD
A52264	2684	379	65	65	CD
A52264	2684	380	1	1	CD
A52264	2684	381	05	05	CD
A52264	2684	382	12	12	CD
A52264	2684	383	35	35	CD
A52264	2684	384	20	20	CD
A52264	2684	385	96	96	CD
A52264	2684	386	23	23	CD
A52264	2684	387	45	45	CD
A52264	2684	388	16	16	CD
A52264	2684	389	18	18	CD
A52264	2684	390	55	55	CD
A52264	2684	391	08	08	CD
A52264	2684	392	41	41	CD
A52264	2684	393	2	2	CD
A52264	2684	394	51	51	CD
A52264	2684	395	13	13	CD
A52264	2684	396	76	76	CD
A52264	2684	397	21	21	CD
A52264	2684	398	28	28	CD
A52264	2684	399	23	23	CD
A52264	2684	400	43	43	CD
A52264	2684	401	19	19	CD
A52264	2684	402	41	41	CD
A52264	2684	403	10	10	CD
A52264	2684	404	30	30	CD
A52264	2684	405	1	1	CD
A52264	2684	406	43	43	CD
A52264	2684	407	12	12	CD
A52264	2684	408	68	68	CD
A52264	2684	409	21	21	CD
A52264	2684	410	15	15	CD
A52264	2684	411	23	23	CD
A52264	2684	412	41	41	CD
A52264	2684	413	17	17	CD
A52264	2684	414	18	18	CD
A52264	2684	415	28	28	CD
A52264	2684	416	08	08	CD
A52264	2684	417	05	05	CD
A52264	2684	418	2	2	CD
A52264	2684	419	90	90	CD
A52264	2684	420	14	14	CD
A52264	2684	421	08	08	CD
A52264	2684	422	21	21	CD
A52264	2684	423	45	45	CD
A52264	2684	424	23	23	CD
A52264	2684	425	38	38	CD
A52264	2684	426	19	19	CD
A52264	2684	427	20	20	CD
A52264	2684	428	9	9	CD
A52264	2684	429	95	95	CD
A52264	2684	430	1	1	CD
A52264	2684	431	83	83	CD
A52264	2684	432	13	13	CD
A52264	2684	433	20	20	CD
A52264	2684	434	21	21	CD
A52264	2684	435	33	33	CD
A52264	2684	436	23	23	CD
A52264	2684	437	36	36	CD
A52264	2684	438	18	18	CD
A52264	2684	439	18	18	CD
A52264	2684	440	03	03	CD
A52264	2684	441	07	07	CD
A52264	2684	442	66	66	CD
A52264	2684	443	3	3	CD
A52264	2684	444	30	30	CD
A52264	2684	445	14	14	CD
A52264	2684	446	40	40	CD
A52264	2684	447	21	21	CD
A52264	2684	448	61	61	CD
A52264	2684	449	23	23	CD
A52264	2684	450	33	33	CD
A52264	2684	451	18	18	CD
A52264	2684	452	96	96	CD
A52264	2684	453	9	9	CD
A52264	2684	454	60	60	CD
A52264	2684	455	2	2	CD
A52264	2684	456	21	21	CD
A52264	2684	457	13	13	CD
A52264	2684	458	36	36	CD
A52264	2684	459	21	21	CD
A52264	2684	460	51	51	CD
A52264	2684	461	23	23	CD
A52264	2684	462	31	31	CD
A52264	2684	463	19	19	CD
A52264	2684	464	17	17	CD
A52264	2684	465	75	75	CD
A52264	2684	466	07	07	CD
A52264	2684	467	28	28	CD
A52264	2684	468	3	3	CD
A52264	2684	469	68	68	CD
A52264	2684	470	14	14	CD
A52264	2684	471	70	70	CD
A52264	2684	472	21	21	CD
A52264	2684	473	76	76	CD
A52264	2684	474	23	23	CD
A52264	2684	475	28	28	CD
A52264	2684	476	18	18	CD
A52264	2684	477	71	71	CD
A52264	2684	478	9	9	CD
A52264	2684	479	25	25	CD
A52264	2684	480	2	2	CD
A52264	2684	481	61	61	CD
A52264	2684	482	13	13	CD
A52264	2684	483	70	70	CD
A52264	2684	484	21	21	CD
A52264	2684	485	68	68	CD
A52264	2684	486	123	123	CD
A52264	2684	487	26	26	CD
A52264	2684	488	20	20	CD
A52264	2684	489	17	17	CD
A52264	2684	490	46	46	CD
A52264	2684	491	06	06	CD
A52264	2684	492	90	90	CD
A52264	2684	493	3	3	CD
A52264	2684	494	08	08	CD
A52264	2684	495	15	15	CD
A52264	2684	496	01	01	CD
A52264	2684	497	21	21	CD
A52264	2684	498	91	91	CD
A52264	2684	499	23	23	CD
A52264	2684	500	23	23	CD
A52264	2684	501	18	18	CD
A52264	2684	502	48	48	CD
A52264	2684	503	8	8	CD
A52264	2684	504	88	88	CD
A52264	2684	505	3	3	CD
A52264	2684	506	00	00	CD
A52264	2684	507	14	14	CD
A52264	2684	508	03	03	CD
A52264	2684	509	21	21	CD
A52264	2684	510	83	83	CD
A52264	2684	511	23	23	CD
A52264	2684	512	20	20	CD
A52264	2684	513	21	21	CD
A52264	2684	514	17	17	CD
A52264	2684	515	18	18	CD
A52264	2684	516	06	06	CD
A52264	2684	517	51	51	CD
A52264	2684	518	4	4	CD
A52264	2684	519	46	46	CD
A52264	2684	520	15	15	CD
A52264	2684	521	31	31	CD
A52264	2684	522	22	22	CD
A52264	2684	523	06	06	CD
A52264	2684	524	23	23	CD
A52264	2684	525	16	16	CD
A52264	2684	526	18	18	CD
A52264	2684	527	23	23	CD
A52264	2684	528	8	8	CD
A52264	2684	529	51	51	CD
A52264	2684	530	3	3	CD
A52264	2684	531	38	38	CD
A52264	2684	532	14	14	CD
A52264	2684	533	35	35	CD
A52264	2684	534	22	22	CD
A52264	2684	535	00	00	CD
A52264	2684	536	23	23	CD
A52264	2684	537	11	11	CD
A52264	2684	538	22	22	CD
A52264	2684	539	16	16	CD
A52264	2684	540	90	90	CD
A52264	2684	541	06	06	CD
A52264	2684	542	13	13	CD
A52264	2684	543	4	4	CD
A52264	2684	544	85	85	CD
A52264	2684	545	15	15	CD
A52264	2684	546	61	61	CD
A52264	2684	547	22	22	CD
A52264	2684	548	20	20	CD
A52264	2684	549	23	23	CD
A52264	2684	550	10	10	CD
A52264	2684	551	17	17	CD
A52264	2684	552	98	98	CD
A52264	2684	553	8	8	CD
A52264	2684	554	15	15	CD
A52264	2684	555	3	3	CD
A52264	2684	556	78	78	CD
A52264	2684	557	14	14	CD
A52264	2684	558	68	68	CD
A52264	2684	559	22	22	CD
A52264	2684	560	15	15	CD
A52264	2684	561	23	23	CD
A52264	2684	562	03	03	CD
A52264	2684	563	23	23	CD
A52264	2684	564	16	16	CD
A52264	2684	565	60	60	CD
A52264	2684	566	05	05	CD
A52264	2684	567	75	75	CD
A52264	2684	568	5	5	CD
A52264	2684	569	23	23	CD
A52264	2684	570	15	15	CD
A52264	2684	571	90	90	CD
A52264	2684	572	22	22	CD
A52264	2684	573	33	33	CD
A52264	2684	574	23	23	CD
A52264	2684	575	01	01	CD
A52264	2684	576	17	17	CD
A52264	2684	577	73	73	CD
A52264	2684	578	7	7	CD
A52264	2684	579	78	78	CD
A52264	2684	580	4	4	CD
A52264	2684	581	16	16	CD
A52264	2684	582	15	15	CD
A52264	2684	583	00	00	CD
A52264	2684	584	22	22	CD
A52264	2684	585	28	28	CD
A52264	2684	586	22	22	CD
A52264	2684	587	95	95	CD
A52264	2684	588	24	24	CD
A52264	2684	589	16	16	CD
A52264	2684	590	30	30	CD
A52264	2684	591	05	05	CD
A52264	2684	592	35	35	CD
A52264	2684	593	5	5	CD
A52264	2684	594	61	61	CD
A52264	2684	595	16	16	CD
A52264	2684	596	20	20	CD
A52264	2684	597	22	22	CD
A52264	2684	598	45	45	CD
A52264	2684	599	22	22	CD
A52264	2684	600	91	91	CD
A52264	2684	601	17	17	CD
A52264	2684	602	46	46	CD
A52264	2684	603	7	7	CD
A52264	2684	604	41	41	CD
A52264	2684	605	4	4	CD
A52264	2684	606	55	55	CD
A52264	2684	607	15	15	CD
A52264	2684	608	31	31	CD
A52264	2684	609	22	22	CD
A52264	2684	610	41	41	CD
A52264	2684	611	22	22	CD
A52264	2684	612	85	85	CD
A52264	2684	613	25	25	CD
A52264	2684	614	16	16	CD
A52264	2684	615	00	00	CD
A52264	2684	616	04	04	CD
A52264	2684	617	96	96	CD
A52264	2684	618	6	6	CD
A52264	2684	619	00	00	CD
A52264	2684	620	16	16	CD
A52264	2684	621	48	48	CD
A52264	2684	622	22	22	CD
A52264	2684	623	56	56	CD
A52264	2684	624	22	22	CD
A52264	2684	625	83	83	CD
A52264	2684	626	17	17	CD
A52264	2684	627	20	20	CD
A52264	2684	628	7	7	CD
A52264	2684	629	05	05	CD
A52264	2684	630	4	4	CD
A52264	2684	631	95	95	CD
A52264	2684	632	15	15	CD
A52264	2684	633	61	61	CD
A52264	2684	634	22	22	CD
A52264	2684	635	55	55	CD
A52264	2684	636	22	22	CD
A52264	2684	637	73	73	CD
A52264	2684	638	26	26	CD
A52264	2684	639	15	15	CD
A52264	2684	640	70	70	CD
A52264	2684	641	04	04	CD
A52264	2684	642	56	56	CD
A52264	2684	643	6	6	CD
A52264	2684	644	36	36	CD
A52264	2684	645	16	16	CD
A52264	2684	646	76	76	CD
A52264	2684	647	22	22	CD
A52264	2684	648	68	68	CD
A52264	2684	649	22	22	CD
A52264	2684	650	73	73	CD
A52264	2684	651	16	16	CD
A52264	2684	652	93	93	CD
A52264	2684	653	6	6	CD
A52264	2684	654	68	68	CD
A52264	2684	655	5	5	CD
A52264	2684	656	33	33	CD
A52264	2684	657	15	15	CD
A52264	2684	658	91	91	CD
A52264	2684	659	22	22	CD
A52264	2684	660	66	66	CD
A52264	2684	661	22	22	CD
A52264	2684	662	61	61	CD
A52264	2684	663	27	27	CD
A52264	2684	664	15	15	CD
A52264	2684	665	38	38	CD
A52264	2684	666	04	04	CD
A52264	2684	667	18	18	CD
A52264	2684	668	6	6	CD
A52264	2684	669	75	75	CD
A52264	2684	670	17	17	CD
A52264	2684	671	03	03	CD
A52264	2684	672	22	22	CD
A52264	2684	673	78	78	CD
A52264	2684	674	22	22	CD
A52264	2684	675	61	61	CD
A52264	2684	676	16	16	CD
A52264	2684	677	65	65	CD
A52264	2684	678	6	6	CD
A52264	2684	679	30	30	CD
A52264	2684	680	5	5	CD
A52264	2684	681	71	71	CD
A52264	2684	682	16	16	CD
A52264	2684	683	21	21	CD
A52264	2684	684	22	22	CD
A52264	2684	685	76	76	CD
A52264	2684	686	22	22	CD
A52264	2684	687	50	50	CD
A52264	2684	688	28	28	CD
A52264	2684	689	15	15	CD
A52264	2684	690	06	06	CD
A52264	2684	691	03	03	CD
A52264	2684	692	78	78	CD
A52264	2684	693	7	7	CD
A52264	2684	694	11	11	CD
A52264	2684	695	17	17	CD
A52264	2684	696	30	30	CD
A52264	2684	697	22	22	CD
A52264	2684	698	88	88	CD
A52264	2684	699	22	22	CD
A52264	2684	700	51	51	CD
A52264	2684	701	16	16	CD
A52264	2684	702	36	36	CD
A52264	2684	703	5	5	CD
A52264	2684	704	93	93	CD
A52264	2684	705	6	6	CD
A52264	2684	706	10	10	CD
A52264	2684	707	16	16	CD
A52264	2684	708	51	51	CD
A52264	2684	709	22	22	CD
A52264	2684	710	86	86	CD
A52264	2684	711	22	22	CD
A52264	2684	712	36	36	CD
A52264	2684	713	29	29	CD
A52264	2684	714	14	14	CD
A52264	2684	715	75	75	CD
A52264	2684	716	  	  	_SP
A52264	2684	717	7	7	CD
A52264	2684	718	50	50	CD
A52264	2684	719	17	17	CD
A52264	2684	720	56	56	CD
A52264	2684	721	22	22	CD
A52264	2684	722	96	96	CD
A52264	2684	723	22	22	CD
A52264	2684	724	38	38	CD
A52264	2684	725	16	16	CD
A52264	2684	726	08	08	CD
A52264	2684	727	5	5	CD
A52264	2684	728	55	55	CD
A52264	2684	729	6	6	CD
A52264	2684	730	48	48	CD
A52264	2684	731	16	16	CD
A52264	2684	732	81	81	CD
A52264	2684	733	22	22	CD
A52264	2684	734	96	96	CD
A52264	2684	735	22	22	CD
A52264	2684	736	●	●	CD
A52264	2684	737	●	●	NFP
A52264	2684	738	30	30	CD
A52264	2684	739	14	14	CD
A52264	2684	740	43	43	CD
A52264	2684	741	  	  	_SP
A52264	2684	742	7	7	CD
A52264	2684	743	86	86	CD
A52264	2684	744	17	17	CD
A52264	2684	745	83	83	CD
A52264	2684	746	23	23	CD
A52264	2684	747	05	05	CD
A52264	2684	748	22	22	CD
A52264	2684	749	26	26	CD
A52264	2684	750	15	15	CD
A52264	2684	751	80	80	CD
A52264	2684	752	5	5	CD
A52264	2684	753	16	16	CD
A52264	2684	754	6	6	CD
A52264	2684	755	86	86	CD
A52264	2684	756	17	17	CD
A52264	2684	757	10	10	CD
A52264	2684	758	23	23	CD
A52264	2684	759	06	06	CD
A52264	2684	760	22	22	CD
A52264	2684	761	08	08	CD
A52264	2684	762	31	31	CD
A52264	2684	763	14	14	CD
A52264	2684	764	10	10	CD
A52264	2684	765	  	  	_SP
A52264	2684	766	8	8	CD
A52264	2684	767	23	23	CD
A52264	2684	768	  	  	_SP
A52264	2684	769	23	23	CD
A52264	2684	770	13	13	CD
A52264	2684	771	  	  	_SP
A52264	2684	772	15	15	CD
A52264	2684	773	50	50	CD
A52264	2684	774	4	4	CD
A52264	2684	775	78	78	CD
A52264	2684	776	  	  	_SP
A52264	2684	777	17	17	CD
A52264	2684	778	38	38	CD
A52264	2684	779	  	  	_SP
A52264	2684	780	21	21	CD
A52264	2684	781	93	93	CD
A52264	2684	782	A	a	DT
A52264	2684	783	Table	table	NN
A52264	2684	784	of	of	IN
A52264	2684	785	the	the	DT
A52264	2684	786	Suns	Suns	NNPS
A52264	2684	787	right	right	JJ
A52264	2684	788	Ascension	ascension	NN
A52264	2684	789	in	in	IN
A52264	2684	790	hours	hour	NNS
A52264	2684	791	and	and	CC
A52264	2684	792	minutes	minute	NNS
A52264	2684	793	.	.	.
A52264	2685	1	Janu	Janu	NNP
A52264	2685	2	Febr	Febr	NNP
A52264	2685	3	.	.	.
A52264	2686	1	Mar.	March	NNP
A52264	2687	1	Apr.	April	NNP
A52264	2688	1	May	May	NNP
A52264	2688	2	Iune	Iune	NNP
A52264	2688	3	Jul	Jul	NNP
A52264	2688	4	Aug.	August	NNP
A52264	2688	5	Sept.	September	NNP
A52264	2688	6	Octo	Octo	NNP
A52264	2688	7	.	.	.
A52264	2689	1	Nov.	November	NNP
A52264	2689	2	Dece	Dece	NNP
A52264	2689	3	.	.	.
A52264	2690	1	Dayes	Dayes	NNP
A52264	2690	2	H.	H.	NNP
A52264	2690	3	M.	M.	NNP
A52264	2690	4	H.	H.	NNP
A52264	2690	5	M.	M.	NNP
A52264	2690	6	H.	H.	NNP
A52264	2690	7	M.	M.	NNP
A52264	2690	8	H	H	NNP
A52264	2690	9	M	M	NNP
A52264	2690	10	H.	H.	NNP
A52264	2690	11	M	M	NNP
A52264	2690	12	H.	H.	NNP
A52264	2690	13	M	M	NNP
A52264	2690	14	H	H	NNP
A52264	2690	15	M	M	NNP
A52264	2690	16	H.	H.	NNP
A52264	2690	17	M	M	NNP
A52264	2690	18	H.	H.	NNP
A52264	2690	19	M	M	NNP
A52264	2690	20	H.	H.	NNP
A52264	2690	21	M	M	NNP
A52264	2690	22	H.	H.	NNP
A52264	2690	23	M	M	NNP
A52264	2690	24	H.	H.	NNP
A52264	2690	25	M	M	NNP
A52264	2690	26	1	1	CD
A52264	2690	27	19	19	CD
A52264	2690	28	53	53	CD
A52264	2690	29	21	21	CD
A52264	2690	30	68	68	CD
A52264	2690	31	23	23	CD
A52264	2690	32	45	45	CD
A52264	2690	33	1	1	CD
A52264	2690	34	33	33	CD
A52264	2690	35	3	3	CD
A52264	2690	36	21	21	CD
A52264	2690	37	5	5	CD
A52264	2690	38	30	30	CD
A52264	2690	39	7	7	CD
A52264	2690	40	36	36	CD
A52264	2690	41	9	9	CD
A52264	2690	42	40	40	CD
A52264	2690	43	11	11	CD
A52264	2690	44	30	30	CD
A52264	2690	45	13	13	CD
A52264	2690	46	10	10	CD
A52264	2690	47	15	15	CD
A52264	2690	48	10	10	CD
A52264	2690	49	17	17	CD
A52264	2690	50	23	23	CD
A52264	2690	51	2	2	CD
A52264	2690	52	19	19	CD
A52264	2690	53	61	61	CD
A52264	2690	54	21	21	CD
A52264	2690	55	75	75	CD
A52264	2690	56	23	23	CD
A52264	2690	57	51	51	CD
A52264	2690	58	1	1	CD
A52264	2690	59	38	38	CD
A52264	2690	60	3	3	CD
A52264	2690	61	28	28	CD
A52264	2690	62	5	5	CD
A52264	2690	63	36	36	CD
A52264	2690	64	7	7	CD
A52264	2690	65	43	43	CD
A52264	2690	66	9	9	CD
A52264	2690	67	46	46	CD
A52264	2690	68	11	11	CD
A52264	2690	69	35	35	CD
A52264	2690	70	13	13	CD
A52264	2690	71	16	16	CD
A52264	2690	72	15	15	CD
A52264	2690	73	16	16	CD
A52264	2690	74	17	17	CD
A52264	2690	75	31	31	CD
A52264	2690	76	3	3	CD
A52264	2690	77	19	19	CD
A52264	2690	78	68	68	CD
A52264	2690	79	21	21	CD
A52264	2690	80	81	81	CD
A52264	2690	81	23	23	CD
A52264	2690	82	56	56	CD
A52264	2690	83	1	1	CD
A52264	2690	84	45	45	CD
A52264	2690	85	3	3	CD
A52264	2690	86	35	35	CD
A52264	2690	87	5	5	CD
A52264	2690	88	43	43	CD
A52264	2690	89	7	7	CD
A52264	2690	90	50	50	CD
A52264	2690	91	9	9	CD
A52264	2690	92	51	51	CD
A52264	2690	93	11	11	CD
A52264	2690	94	41	41	CD
A52264	2690	95	13	13	CD
A52264	2690	96	23	23	CD
A52264	2690	97	15	15	CD
A52264	2690	98	23	23	CD
A52264	2690	99	17	17	CD
A52264	2690	100	38	38	CD
A52264	2690	101	4	4	CD
A52264	2690	102	19	19	CD
A52264	2690	103	75	75	CD
A52264	2690	104	21	21	CD
A52264	2690	105	88	88	CD
A52264	2690	106	23	23	CD
A52264	2690	107	63	63	CD
A52264	2690	108	1	1	CD
A52264	2690	109	51	51	CD
A52264	2690	110	3	3	CD
A52264	2690	111	40	40	CD
A52264	2690	112	5	5	CD
A52264	2690	113	50	50	CD
A52264	2690	114	7	7	CD
A52264	2690	115	56	56	CD
A52264	2690	116	9	9	CD
A52264	2690	117	58	58	CD
A52264	2690	118	11	11	CD
A52264	2690	119	48	48	CD
A52264	2690	120	13	13	CD
A52264	2690	121	28	28	CD
A52264	2690	122	15	15	CD
A52264	2690	123	30	30	CD
A52264	2690	124	17	17	CD
A52264	2690	125	45	45	CD
A52264	2690	126	5	5	CD
A52264	2690	127	19	19	CD
A52264	2690	128	83	83	CD
A52264	2690	129	21	21	CD
A52264	2690	130	95	95	CD
A52264	2690	131	23	23	CD
A52264	2690	132	70	70	CD
A52264	2690	133	1	1	CD
A52264	2690	134	56	56	CD
A52264	2690	135	3	3	CD
A52264	2690	136	46	46	CD
A52264	2690	137	5	5	CD
A52264	2690	138	56	56	CD
A52264	2690	139	7	7	CD
A52264	2690	140	63	63	CD
A52264	2690	141	9	9	CD
A52264	2690	142	65	65	CD
A52264	2690	143	11	11	CD
A52264	2690	144	53	53	CD
A52264	2690	145	13	13	CD
A52264	2690	146	35	35	CD
A52264	2690	147	15	15	CD
A52264	2690	148	38	38	CD
A52264	2690	149	17	17	CD
A52264	2690	150	53	53	CD
A52264	2690	151	6	6	CD
A52264	2690	152	19	19	CD
A52264	2690	153	90	90	CD
A52264	2690	154	22	22	CD
A52264	2690	155	00	00	CD
A52264	2690	156	23	23	CD
A52264	2690	157	75	75	CD
A52264	2690	158	1	1	CD
A52264	2690	159	63	63	CD
A52264	2690	160	3	3	CD
A52264	2690	161	53	53	CD
A52264	2690	162	5	5	CD
A52264	2690	163	63	63	CD
A52264	2690	164	7	7	CD
A52264	2690	165	70	70	CD
A52264	2690	166	9	9	CD
A52264	2690	167	71	71	CD
A52264	2690	168	11	11	CD
A52264	2690	169	60	60	CD
A52264	2690	170	13	13	CD
A52264	2690	171	41	41	CD
A52264	2690	172	15	15	CD
A52264	2690	173	45	45	CD
A52264	2690	174	17	17	CD
A52264	2690	175	60	60	CD
A52264	2690	176	7	7	CD
A52264	2690	177	19	19	CD
A52264	2690	178	96	96	CD
A52264	2690	179	22	22	CD
A52264	2690	180	06	06	CD
A52264	2690	181	23	23	CD
A52264	2690	182	81	81	CD
A52264	2690	183	1	1	CD
A52264	2690	184	70	70	CD
A52264	2690	185	3	3	CD
A52264	2690	186	60	60	CD
A52264	2690	187	5	5	CD
A52264	2690	188	71	71	CD
A52264	2690	189	7	7	CD
A52264	2690	190	76	76	CD
A52264	2690	191	9	9	CD
A52264	2690	192	76	76	CD
A52264	2690	193	11	11	CD
A52264	2690	194	65	65	CD
A52264	2690	195	13	13	CD
A52264	2690	196	48	48	CD
A52264	2690	197	15	15	CD
A52264	2690	198	51	51	CD
A52264	2690	199	17	17	CD
A52264	2690	200	68	68	CD
A52264	2690	201	8	8	CD
A52264	2690	202	20	20	CD
A52264	2690	203	05	05	CD
A52264	2690	204	22	22	CD
A52264	2690	205	13	13	CD
A52264	2690	206	23	23	CD
A52264	2690	207	86	86	CD
A52264	2690	208	1	1	CD
A52264	2690	209	75	75	CD
A52264	2690	210	3	3	CD
A52264	2690	211	66	66	CD
A52264	2690	212	5	5	CD
A52264	2690	213	78	78	CD
A52264	2690	214	7	7	CD
A52264	2690	215	83	83	CD
A52264	2690	216	9	9	CD
A52264	2690	217	83	83	CD
A52264	2690	218	11	11	CD
A52264	2690	219	71	71	CD
A52264	2690	220	13	13	CD
A52264	2690	221	53	53	CD
A52264	2690	222	15	15	CD
A52264	2690	223	58	58	CD
A52264	2690	224	17	17	CD
A52264	2690	225	75	75	CD
A52264	2690	226	9	9	CD
A52264	2690	227	20	20	CD
A52264	2690	228	11	11	CD
A52264	2690	229	22	22	CD
A52264	2690	230	20	20	CD
A52264	2690	231	23	23	CD
A52264	2690	232	93	93	CD
A52264	2690	233	1	1	CD
A52264	2690	234	81	81	CD
A52264	2690	235	3	3	CD
A52264	2690	236	73	73	CD
A52264	2690	237	5	5	CD
A52264	2690	238	85	85	CD
A52264	2690	239	7	7	CD
A52264	2690	240	90	90	CD
A52264	2690	241	9	9	CD
A52264	2690	242	90	90	CD
A52264	2690	243	11	11	CD
A52264	2690	244	78	78	CD
A52264	2690	245	13	13	CD
A52264	2690	246	60	60	CD
A52264	2690	247	15	15	CD
A52264	2690	248	65	65	CD
A52264	2690	249	17	17	CD
A52264	2690	250	83	83	CD
A52264	2690	251	10	10	CD
A52264	2690	252	20	20	CD
A52264	2690	253	18	18	CD
A52264	2690	254	22	22	CD
A52264	2690	255	26	26	CD
A52264	2690	256	00	00	CD
A52264	2690	257	00	00	CD
A52264	2690	258	1	1	CD
A52264	2690	259	88	88	CD
A52264	2690	260	3	3	CD
A52264	2690	261	80	80	CD
A52264	2690	262	5	5	CD
A52264	2690	263	91	91	CD
A52264	2690	264	7	7	CD
A52264	2690	265	96	96	CD
A52264	2690	266	9	9	CD
A52264	2690	267	96	96	CD
A52264	2690	268	11	11	CD
A52264	2690	269	83	83	CD
A52264	2690	270	13	13	CD
A52264	2690	271	66	66	CD
A52264	2690	272	15	15	CD
A52264	2690	273	71	71	CD
A52264	2690	274	17	17	CD
A52264	2690	275	90	90	CD
A52264	2690	276	11	11	CD
A52264	2690	277	20	20	CD
A52264	2690	278	25	25	CD
A52264	2690	279	22	22	CD
A52264	2690	280	33	33	CD
A52264	2690	281	0	0	CD
A52264	2690	282	05	05	CD
A52264	2690	283	1	1	CD
A52264	2690	284	95	95	CD
A52264	2690	285	3	3	CD
A52264	2690	286	86	86	CD
A52264	2690	287	5	5	CD
A52264	2690	288	98	98	CD
A52264	2690	289	8	8	CD
A52264	2690	290	03	03	CD
A52264	2690	291	10	10	CD
A52264	2690	292	01	01	CD
A52264	2690	293	11	11	CD
A52264	2690	294	90	90	CD
A52264	2690	295	13	13	CD
A52264	2690	296	73	73	CD
A52264	2690	297	15	15	CD
A52264	2690	298	80	80	CD
A52264	2690	299	17	17	CD
A52264	2690	300	98	98	CD
A52264	2690	301	12	12	CD
A52264	2690	302	20	20	CD
A52264	2690	303	33	33	CD
A52264	2690	304	22	22	CD
A52264	2690	305	40	40	CD
A52264	2690	306	0	0	CD
A52264	2690	307	11	11	CD
A52264	2690	308	2	2	CD
A52264	2690	309	00	00	CD
A52264	2690	310	3	3	CD
A52264	2690	311	93	93	CD
A52264	2690	312	6	6	CD
A52264	2690	313	05	05	CD
A52264	2690	314	8	8	CD
A52264	2690	315	10	10	CD
A52264	2690	316	10	10	CD
A52264	2690	317	08	08	CD
A52264	2690	318	11	11	CD
A52264	2690	319	95	95	CD
A52264	2690	320	13	13	CD
A52264	2690	321	80	80	CD
A52264	2690	322	15	15	CD
A52264	2690	323	86	86	CD
A52264	2690	324	18	18	CD
A52264	2690	325	05	05	CD
A52264	2690	326	13	13	CD
A52264	2690	327	20	20	CD
A52264	2690	328	40	40	CD
A52264	2690	329	22	22	CD
A52264	2690	330	45	45	CD
A52264	2690	331	0	0	CD
A52264	2690	332	18	18	CD
A52264	2690	333	2	2	CD
A52264	2690	334	06	06	CD
A52264	2690	335	4	4	CD
A52264	2690	336	0	0	CD
A52264	2690	337	●	●	CD
A52264	2690	338	6	6	CD
A52264	2690	339	13	13	CD
A52264	2690	340	8	8	CD
A52264	2690	341	16	16	CD
A52264	2690	342	10	10	CD
A52264	2690	343	15	15	CD
A52264	2690	344	12	12	CD
A52264	2690	345	01	01	CD
A52264	2690	346	13	13	CD
A52264	2690	347	85	85	CD
A52264	2690	348	15	15	CD
A52264	2690	349	93	93	CD
A52264	2690	350	18	18	CD
A52264	2690	351	11	11	CD
A52264	2690	352	14	14	CD
A52264	2690	353	20	20	CD
A52264	2690	354	46	46	CD
A52264	2690	355	22	22	CD
A52264	2690	356	51	51	CD
A52264	2690	357	0	0	CD
A52264	2690	358	23	23	CD
A52264	2690	359	2	2	CD
A52264	2690	360	13	13	CD
A52264	2690	361	4	4	CD
A52264	2690	362	06	06	CD
A52264	2690	363	6	6	CD
A52264	2690	364	20	20	CD
A52264	2690	365	8	8	CD
A52264	2690	366	23	23	CD
A52264	2690	367	10	10	CD
A52264	2690	368	20	20	CD
A52264	2690	369	12	12	CD
A52264	2690	370	06	06	CD
A52264	2690	371	13	13	CD
A52264	2690	372	91	91	CD
A52264	2690	373	16	16	CD
A52264	2690	374	00	00	CD
A52264	2690	375	18	18	CD
A52264	2690	376	20	20	CD
A52264	2690	377	15	15	CD
A52264	2690	378	20	20	CD
A52264	2690	379	53	53	CD
A52264	2690	380	22	22	CD
A52264	2690	381	58	58	CD
A52264	2690	382	0	0	CD
A52264	2690	383	30	30	CD
A52264	2690	384	2	2	CD
A52264	2690	385	18	18	CD
A52264	2690	386	4	4	CD
A52264	2690	387	13	13	CD
A52264	2690	388	6	6	CD
A52264	2690	389	26	26	CD
A52264	2690	390	8	8	CD
A52264	2690	391	30	30	CD
A52264	2690	392	10	10	CD
A52264	2690	393	26	26	CD
A52264	2690	394	12	12	CD
A52264	2690	395	13	13	CD
A52264	2690	396	13	13	CD
A52264	2690	397	98	98	CD
A52264	2690	398	16	16	CD
A52264	2690	399	08	08	CD
A52264	2690	400	18	18	CD
A52264	2690	401	26	26	CD
A52264	2690	402	16	16	CD
A52264	2690	403	20	20	CD
A52264	2690	404	60	60	CD
A52264	2690	405	22	22	CD
A52264	2690	406	65	65	CD
A52264	2690	407	0	0	CD
A52264	2690	408	35	35	CD
A52264	2690	409	2	2	CD
A52264	2690	410	25	25	CD
A52264	2690	411	4	4	CD
A52264	2690	412	20	20	CD
A52264	2690	413	6	6	CD
A52264	2690	414	33	33	CD
A52264	2690	415	8	8	CD
A52264	2690	416	36	36	CD
A52264	2690	417	10	10	CD
A52264	2690	418	33	33	CD
A52264	2690	419	12	12	CD
A52264	2690	420	20	20	CD
A52264	2690	421	14	14	CD
A52264	2690	422	05	05	CD
A52264	2690	423	16	16	CD
A52264	2690	424	10	10	CD
A52264	2690	425	18	18	CD
A52264	2690	426	35	35	CD
A52264	2690	427	17	17	CD
A52264	2690	428	20	20	CD
A52264	2690	429	66	66	CD
A52264	2690	430	22	22	CD
A52264	2690	431	70	70	CD
A52264	2690	432	0	0	CD
A52264	2690	433	41	41	CD
A52264	2690	434	2	2	CD
A52264	2690	435	31	31	CD
A52264	2690	436	4	4	CD
A52264	2690	437	26	26	CD
A52264	2690	438	6	6	CD
A52264	2690	439	40	40	CD
A52264	2690	440	8	8	CD
A52264	2690	441	43	43	CD
A52264	2690	442	10	10	CD
A52264	2690	443	38	38	CD
A52264	2690	444	12	12	CD
A52264	2690	445	25	25	CD
A52264	2690	446	14	14	CD
A52264	2690	447	11	11	CD
A52264	2690	448	16	16	CD
A52264	2690	449	21	21	CD
A52264	2690	450	18	18	CD
A52264	2690	451	41	41	CD
A52264	2690	452	18	18	CD
A52264	2690	453	20	20	CD
A52264	2690	454	75	75	CD
A52264	2690	455	20	20	CD
A52264	2690	456	76	76	CD
A52264	2690	457	0	0	CD
A52264	2690	458	48	48	CD
A52264	2690	459	2	2	CD
A52264	2690	460	38	38	CD
A52264	2690	461	4	4	CD
A52264	2690	462	33	33	CD
A52264	2690	463	6	6	CD
A52264	2690	464	40	40	CD
A52264	2690	465	8	8	CD
A52264	2690	466	50	50	CD
A52264	2690	467	10	10	CD
A52264	2690	468	45	45	CD
A52264	2690	469	12	12	CD
A52264	2690	470	31	31	CD
A52264	2690	471	14	14	CD
A52264	2690	472	18	18	CD
A52264	2690	473	16	16	CD
A52264	2690	474	28	28	CD
A52264	2690	475	18	18	CD
A52264	2690	476	50	50	CD
A52264	2690	477	19	19	CD
A52264	2690	478	20	20	CD
A52264	2690	479	81	81	CD
A52264	2690	480	22	22	CD
A52264	2690	481	83	83	CD
A52264	2690	482	0	0	CD
A52264	2690	483	53	53	CD
A52264	2690	484	2	2	CD
A52264	2690	485	45	45	CD
A52264	2690	486	4	4	CD
A52264	2690	487	40	40	CD
A52264	2690	488	6	6	CD
A52264	2690	489	53	53	CD
A52264	2690	490	8	8	CD
A52264	2690	491	56	56	CD
A52264	2690	492	10	10	CD
A52264	2690	493	51	51	CD
A52264	2690	494	12	12	CD
A52264	2690	495	38	38	CD
A52264	2690	496	14	14	CD
A52264	2690	497	23	23	CD
A52264	2690	498	16	16	CD
A52264	2690	499	36	36	CD
A52264	2690	500	18	18	CD
A52264	2690	501	56	56	CD
A52264	2690	502	20	20	CD
A52264	2690	503	20	20	CD
A52264	2690	504	88	88	CD
A52264	2690	505	22	22	CD
A52264	2690	506	90	90	CD
A52264	2690	507	0	0	CD
A52264	2690	508	60	60	CD
A52264	2690	509	2	2	CD
A52264	2690	510	50	50	CD
A52264	2690	511	4	4	CD
A52264	2690	512	46	46	CD
A52264	2690	513	6	6	CD
A52264	2690	514	61	61	CD
A52264	2690	515	8	8	CD
A52264	2690	516	63	63	CD
A52264	2690	517	10	10	CD
A52264	2690	518	56	56	CD
A52264	2690	519	12	12	CD
A52264	2690	520	43	43	CD
A52264	2690	521	14	14	CD
A52264	2690	522	30	30	CD
A52264	2690	523	16	16	CD
A52264	2690	524	43	43	CD
A52264	2690	525	18	18	CD
A52264	2690	526	65	65	CD
A52264	2690	527	21	21	CD
A52264	2690	528	20	20	CD
A52264	2690	529	95	95	CD
A52264	2690	530	22	22	CD
A52264	2690	531	95	95	CD
A52264	2690	532	0	0	CD
A52264	2690	533	66	66	CD
A52264	2690	534	2	2	CD
A52264	2690	535	56	56	CD
A52264	2690	536	4	4	CD
A52264	2690	537	55	55	CD
A52264	2690	538	6	6	CD
A52264	2690	539	68	68	CD
A52264	2690	540	8	8	CD
A52264	2690	541	70	70	CD
A52264	2690	542	10	10	CD
A52264	2690	543	63	63	CD
A52264	2690	544	12	12	CD
A52264	2690	545	50	50	CD
A52264	2690	546	14	14	CD
A52264	2690	547	36	36	CD
A52264	2690	548	16	16	CD
A52264	2690	549	50	50	CD
A52264	2690	550	18	18	CD
A52264	2690	551	71	71	CD
A52264	2690	552	22	22	CD
A52264	2690	553	21	21	CD
A52264	2690	554	01	01	CD
A52264	2690	555	23	23	CD
A52264	2690	556	01	01	CD
A52264	2690	557	0	0	CD
A52264	2690	558	71	71	CD
A52264	2690	559	2	2	CD
A52264	2690	560	63	63	CD
A52264	2690	561	4	4	CD
A52264	2690	562	61	61	CD
A52264	2690	563	6	6	CD
A52264	2690	564	75	75	CD
A52264	2690	565	8	8	CD
A52264	2690	566	76	76	CD
A52264	2690	567	10	10	CD
A52264	2690	568	70	70	CD
A52264	2690	569	12	12	CD
A52264	2690	570	55	55	CD
A52264	2690	571	14	14	CD
A52264	2690	572	43	43	CD
A52264	2690	573	16	16	CD
A52264	2690	574	58	58	CD
A52264	2690	575	18	18	CD
A52264	2690	576	80	80	CD
A52264	2690	577	23	23	CD
A52264	2690	578	21	21	CD
A52264	2690	579	08	08	CD
A52264	2690	580	23	23	CD
A52264	2690	581	08	08	CD
A52264	2690	582	0	0	CD
A52264	2690	583	78	78	CD
A52264	2690	584	2	2	CD
A52264	2690	585	70	70	CD
A52264	2690	586	4	4	CD
A52264	2690	587	68	68	CD
A52264	2690	588	6	6	CD
A52264	2690	589	81	81	CD
A52264	2690	590	8	8	CD
A52264	2690	591	81	81	CD
A52264	2690	592	10	10	CD
A52264	2690	593	75	75	CD
A52264	2690	594	12	12	CD
A52264	2690	595	61	61	CD
A52264	2690	596	14	14	CD
A52264	2690	597	50	50	CD
A52264	2690	598	16	16	CD
A52264	2690	599	65	65	CD
A52264	2690	600	18	18	CD
A52264	2690	601	86	86	CD
A52264	2690	602	24	24	CD
A52264	2690	603	21	21	CD
A52264	2690	604	15	15	CD
A52264	2690	605	23	23	CD
A52264	2690	606	13	13	CD
A52264	2690	607	0	0	CD
A52264	2690	608	83	83	CD
A52264	2690	609	2	2	CD
A52264	2690	610	76	76	CD
A52264	2690	611	4	4	CD
A52264	2690	612	75	75	CD
A52264	2690	613	6	6	CD
A52264	2690	614	88	88	CD
A52264	2690	615	8	8	CD
A52264	2690	616	88	88	CD
A52264	2690	617	10	10	CD
A52264	2690	618	81	81	CD
A52264	2690	619	12	12	CD
A52264	2690	620	68	68	CD
A52264	2690	621	14	14	CD
A52264	2690	622	56	56	CD
A52264	2690	623	16	16	CD
A52264	2690	624	71	71	CD
A52264	2690	625	18	18	CD
A52264	2690	626	93	93	CD
A52264	2690	627	25	25	CD
A52264	2690	628	21	21	CD
A52264	2690	629	21	21	CD
A52264	2690	630	23	23	CD
A52264	2690	631	20	20	CD
A52264	2690	632	0	0	CD
A52264	2690	633	90	90	CD
A52264	2690	634	2	2	CD
A52264	2690	635	81	81	CD
A52264	2690	636	4	4	CD
A52264	2690	637	81	81	CD
A52264	2690	638	6	6	CD
A52264	2690	639	95	95	CD
A52264	2690	640	8	8	CD
A52264	2690	641	95	95	CD
A52264	2690	642	10	10	CD
A52264	2690	643	88	88	CD
A52264	2690	644	12	12	CD
A52264	2690	645	73	73	CD
A52264	2690	646	14	14	CD
A52264	2690	647	63	63	CD
A52264	2690	648	16	16	CD
A52264	2690	649	80	80	CD
A52264	2690	650	19	19	CD
A52264	2690	651	01	01	CD
A52264	2690	652	26	26	CD
A52264	2690	653	21	21	CD
A52264	2690	654	28	28	CD
A52264	2690	655	23	23	CD
A52264	2690	656	26	26	CD
A52264	2690	657	0	0	CD
A52264	2690	658	96	96	CD
A52264	2690	659	2	2	CD
A52264	2690	660	88	88	CD
A52264	2690	661	4	4	CD
A52264	2690	662	88	88	CD
A52264	2690	663	7	7	CD
A52264	2690	664	01	01	CD
A52264	2690	665	9	9	CD
A52264	2690	666	01	01	CD
A52264	2690	667	10	10	CD
A52264	2690	668	93	93	CD
A52264	2690	669	12	12	CD
A52264	2690	670	80	80	CD
A52264	2690	671	14	14	CD
A52264	2690	672	70	70	CD
A52264	2690	673	16	16	CD
A52264	2690	674	86	86	CD
A52264	2690	675	19	19	CD
A52264	2690	676	08	08	CD
A52264	2690	677	27	27	CD
A52264	2690	678	21	21	CD
A52264	2690	679	35	35	CD
A52264	2690	680	23	23	CD
A52264	2690	681	33	33	CD
A52264	2690	682	1	1	CD
A52264	2690	683	01	01	CD
A52264	2690	684	2	2	CD
A52264	2690	685	95	95	CD
A52264	2690	686	4	4	CD
A52264	2690	687	95	95	CD
A52264	2690	688	7	7	CD
A52264	2690	689	10	10	CD
A52264	2690	690	9	9	CD
A52264	2690	691	08	08	CD
A52264	2690	692	11	11	CD
A52264	2690	693	00	00	CD
A52264	2690	694	12	12	CD
A52264	2690	695	86	86	CD
A52264	2690	696	14	14	CD
A52264	2690	697	76	76	CD
A52264	2690	698	16	16	CD
A52264	2690	699	93	93	CD
A52264	2690	700	19	19	CD
A52264	2690	701	16	16	CD
A52264	2690	702	28	28	CD
A52264	2690	703	21	21	CD
A52264	2690	704	41	41	CD
A52264	2690	705	23	23	CD
A52264	2690	706	38	38	CD
A52264	2690	707	1	1	CD
A52264	2690	708	08	08	CD
A52264	2690	709	3	3	CD
A52264	2690	710	01	01	CD
A52264	2690	711	5	5	CD
A52264	2690	712	01	01	CD
A52264	2690	713	7	7	CD
A52264	2690	714	16	16	CD
A52264	2690	715	9	9	CD
A52264	2690	716	15	15	CD
A52264	2690	717	11	11	CD
A52264	2690	718	05	05	CD
A52264	2690	719	12	12	CD
A52264	2690	720	91	91	CD
A52264	2690	721	14	14	CD
A52264	2690	722	83	83	CD
A52264	2690	723	17	17	CD
A52264	2690	724	01	01	CD
A52264	2690	725	19	19	CD
A52264	2690	726	23	23	CD
A52264	2690	727	29	29	CD
A52264	2690	728	21	21	CD
A52264	2690	729	48	48	CD
A52264	2690	730	    	    	_SP
A52264	2690	731	1	1	CD
A52264	2690	732	15	15	CD
A52264	2690	733	3	3	CD
A52264	2690	734	08	08	CD
A52264	2690	735	5	5	CD
A52264	2690	736	08	08	CD
A52264	2690	737	7	7	CD
A52264	2690	738	23	23	CD
A52264	2690	739	9	9	CD
A52264	2690	740	21	21	CD
A52264	2690	741	11	11	CD
A52264	2690	742	11	11	CD
A52264	2690	743	12	12	CD
A52264	2690	744	98	98	CD
A52264	2690	745	14	14	CD
A52264	2690	746	90	90	CD
A52264	2690	747	17	17	CD
A52264	2690	748	08	08	CD
A52264	2690	749	19	19	CD
A52264	2690	750	30	30	CD
A52264	2690	751	30	30	CD
A52264	2690	752	21	21	CD
A52264	2690	753	55	55	CD
A52264	2690	754	    	    	_SP
A52264	2690	755	1	1	CD
A52264	2690	756	20	20	CD
A52264	2690	757	3	3	CD
A52264	2690	758	15	15	CD
A52264	2690	759	5	5	CD
A52264	2690	760	16	16	CD
A52264	2690	761	7	7	CD
A52264	2690	762	30	30	CD
A52264	2690	763	9	9	CD
A52264	2690	764	26	26	CD
A52264	2690	765	11	11	CD
A52264	2690	766	18	18	CD
A52264	2690	767	13	13	CD
A52264	2690	768	05	05	CD
A52264	2690	769	14	14	CD
A52264	2690	770	96	96	CD
A52264	2690	771	17	17	CD
A52264	2690	772	16	16	CD
A52264	2690	773	19	19	CD
A52264	2690	774	38	38	CD
A52264	2690	775	31	31	CD
A52264	2690	776	21	21	CD
A52264	2690	777	61	61	CD
A52264	2690	778	    	    	_SP
A52264	2690	779	1	1	CD
A52264	2690	780	26	26	CD
A52264	2690	781	    	    	_SP
A52264	2690	782	5	5	CD
A52264	2690	783	23	23	CD
A52264	2690	784	    	    	_SP
A52264	2690	785	9	9	CD
A52264	2690	786	33	33	CD
A52264	2690	787	11	11	CD
A52264	2690	788	23	23	CD
A52264	2690	789	    	    	_SP
A52264	2690	790	15	15	CD
A52264	2690	791	03	03	CD
A52264	2690	792	    	    	_SP
A52264	2690	793	19	19	CD
A52264	2690	794	45	45	CD
A52264	2690	795	Declination	Declination	NNP
A52264	2690	796	and	and	CC
A52264	2690	797	Right	right	UH
A52264	2690	798	Ascension	ascension	NN
A52264	2690	799	of	of	IN
A52264	2690	800	the	the	DT
A52264	2690	801	Stars	star	NNS
A52264	2690	802	.	.	.
A52264	2691	1	Declination	Declination	NNP
A52264	2691	2	Dist	Dist	NNP
A52264	2691	3	.	.	.
A52264	2692	1	from	from	IN
A52264	2692	2	the	the	DT
A52264	2692	3	pole	pole	NN
A52264	2692	4	Right	Right	NNP
A52264	2692	5	Ascenation	Ascenation	NNP
A52264	2692	6	The	the	DT
A52264	2692	7	names	name	NNS
A52264	2692	8	of	of	IN
A52264	2692	9	the	the	DT
A52264	2692	10	Stars	Stars	NNPS
A52264	2692	11	.	.	.
A52264	2693	1	D.	D.	NNP
A52264	2693	2	M.	M.	NNP
A52264	2693	3	  	  	_SP
A52264	2693	4	D.	D.	NNP
A52264	2693	5	M.	M.	NNP
A52264	2693	6	H.	H.	NNP
A52264	2693	7	M.	M.	NNP
A52264	2693	8	Brest	Brest	NNP
A52264	2693	9	of	of	IN
A52264	2693	10	Cassiopeia	Cassiopeia	NNP
A52264	2693	11	54	54	CD
A52264	2693	12	76	76	CD
A52264	2693	13	N	n	CD
A52264	2693	14	35	35	CD
A52264	2693	15	24	24	CD
A52264	2693	16	0	0	CD
A52264	2693	17	35	35	CD
A52264	2693	18	Pole	Pole	NNP
A52264	2693	19	-	-	HYPH
A52264	2693	20	star	star	NNP
A52264	2693	21	87	87	CD
A52264	2693	22	48	48	CD
A52264	2693	23	N	n	CD
A52264	2693	24	02	02	CD
A52264	2693	25	52	52	CD
A52264	2693	26	0	0	CD
A52264	2693	27	51	51	CD
A52264	2693	28	Girdle	girdle	NN
A52264	2693	29	of	of	IN
A52264	2693	30	Andromeda	Andromeda	NNP
A52264	2693	31	33	33	CD
A52264	2693	32	83	83	CD
A52264	2693	33	N	n	CD
A52264	2693	34	56	56	CD
A52264	2693	35	17	17	CD
A52264	2693	36	0	0	CD
A52264	2693	37	83	83	CD
A52264	2693	38	Knees	knee	NNS
A52264	2693	39	of	of	IN
A52264	2693	40	Cassiopeia	Cassiopeia	NNP
A52264	2693	41	58	58	CD
A52264	2693	42	41	41	CD
A52264	2693	43	N	n	CD
A52264	2693	44	31	31	CD
A52264	2693	45	59	59	CD
A52264	2693	46	1	1	CD
A52264	2693	47	05	05	CD
A52264	2693	48	Whales	whale	NNS
A52264	2693	49	belly	belly	NN
A52264	2693	50	12	12	CD
A52264	2693	51	00	00	CD
A52264	2693	52	S	S	NNP
A52264	2693	53	78	78	CD
A52264	2693	54	00	00	CD
A52264	2693	55	1	1	CD
A52264	2693	56	58	58	CD
A52264	2693	57	South	South	NNP
A52264	2693	58	,	,	,
A52264	2693	59	foot	foot	NN
A52264	2693	60	by	by	IN
A52264	2693	61	Andr	Andr	NNP
A52264	2693	62	.	.	.
A52264	2694	1	40	40	CD
A52264	2694	2	65	65	CD
A52264	2694	3	N	n	CD
A52264	2694	4	19	19	CD
A52264	2694	5	35	35	CD
A52264	2694	6	1	1	CD
A52264	2694	7	70	70	CD
A52264	2694	8	Rams	Rams	NNPS
A52264	2694	9	head	head	VBP
A52264	2694	10	21	21	CD
A52264	2694	11	81	81	CD
A52264	2694	12	N	n	CD
A52264	2694	13	68	68	CD
A52264	2694	14	19	19	CD
A52264	2694	15	1	1	CD
A52264	2694	16	80	80	CD
A52264	2694	17	Head	Head	NNP
A52264	2694	18	of	of	IN
A52264	2694	19	Medusa	Medusa	NNP
A52264	2694	20	39	39	CD
A52264	2694	21	58	58	CD
A52264	2694	22	N	n	CD
A52264	2694	23	50	50	CD
A52264	2694	24	42	42	CD
A52264	2694	25	2	2	CD
A52264	2694	26	76	76	CD
A52264	2694	27	Perseus	Perseus	NNP
A52264	2694	28	right	right	JJ
A52264	2694	29	side	side	NN
A52264	2694	30	48	48	CD
A52264	2694	31	55	55	CD
A52264	2694	32	N	n	CD
A52264	2694	33	41	41	CD
A52264	2694	34	45	45	CD
A52264	2694	35	2	2	CD
A52264	2694	36	98	98	CD
A52264	2694	37	Buls	bul	NNS
A52264	2694	38	eye	eye	NN
A52264	2694	39	15	15	CD
A52264	2694	40	75	75	CD
A52264	2694	41	N	n	CD
A52264	2694	42	74	74	CD
A52264	2694	43	25	25	CD
A52264	2694	44	4	4	CD
A52264	2694	45	26	26	CD
A52264	2694	46	The	the	DT
A52264	2694	47	Goat	Goat	NNP
A52264	2694	48	45	45	CD
A52264	2694	49	58	58	CD
A52264	2694	50	N	n	CD
A52264	2694	51	44	44	CD
A52264	2694	52	42	42	CD
A52264	2694	53	4	4	CD
A52264	2694	54	85	85	CD
A52264	2694	55	Orions	Orions	NNPS
A52264	2694	56	left	leave	VBD
A52264	2694	57	foot	foot	NN
A52264	2694	58	08	08	CD
A52264	2694	59	63	63	CD
A52264	2694	60	S	S	NNP
A52264	2694	61	81	81	CD
A52264	2694	62	37	37	CD
A52264	2694	63	4	4	CD
A52264	2694	64	96	96	CD
A52264	2694	65	Orions	Orions	NNPS
A52264	2694	66	left	leave	VBD
A52264	2694	67	shoulder	shoulder	NN
A52264	2694	68	05	05	CD
A52264	2694	69	98	98	CD
A52264	2694	70	N	n	CD
A52264	2694	71	84	84	CD
A52264	2694	72	02	02	CD
A52264	2694	73	5	5	CD
A52264	2694	74	10	10	CD
A52264	2694	75	First	first	RB
A52264	2694	76	in	in	IN
A52264	2694	77	Orions	Orions	NNPS
A52264	2694	78	girdle	girdle	VBP
A52264	2694	79	00	00	CD
A52264	2694	80	58	58	CD
A52264	2694	81	S	s	NN
A52264	2694	82	89	89	CD
A52264	2694	83	42	42	CD
A52264	2694	84	5	5	CD
A52264	2694	85	25	25	CD
A52264	2694	86	Second	second	JJ
A52264	2694	87	in	in	IN
A52264	2694	88	Orions	Orions	NNP
A52264	2694	89	gird	gird	NN
A52264	2694	90	.	.	.
A52264	2695	1	01	01	CD
A52264	2695	2	45	45	CD
A52264	2695	3	S	s	NN
A52264	2695	4	88	88	CD
A52264	2695	5	55	55	CD
A52264	2695	6	5	5	CD
A52264	2695	7	31	31	CD
A52264	2695	8	Third	third	NN
A52264	2695	9	in	in	IN
A52264	2695	10	Orions	Orions	NNPS
A52264	2695	11	girdle	girdle	VBP
A52264	2695	12	02	02	CD
A52264	2695	13	15	15	CD
A52264	2695	14	S	S	NNP
A52264	2695	15	87	87	CD
A52264	2695	16	85	85	CD
A52264	2695	17	5	5	CD
A52264	2695	18	38	38	CD
A52264	2695	19	Wagoners	wagoner	NNS
A52264	2695	20	right	right	JJ
A52264	2695	21	shold	shold	NN
A52264	2695	22	.	.	.
A52264	2696	1	44	44	CD
A52264	2696	2	86	86	CD
A52264	2696	3	N	n	CD
A52264	2696	4	45	45	CD
A52264	2696	5	14	14	CD
A52264	2696	6	5	5	CD
A52264	2696	7	70	70	CD
A52264	2696	8	Orions	Orions	NNPS
A52264	2696	9	right	right	JJ
A52264	2696	10	shoulder	shoulder	NN
A52264	2696	11	07	07	CD
A52264	2696	12	30	30	CD
A52264	2696	13	N	n	CD
A52264	2696	14	82	82	CD
A52264	2696	15	70	70	CD
A52264	2696	16	5	5	CD
A52264	2696	17	60	60	CD
A52264	2696	18	Bright	bright	JJ
A52264	2696	19	foot	foot	NN
A52264	2696	20	of	of	IN
A52264	2696	21	Twins	Twins	NNP
A52264	2696	22	16	16	CD
A52264	2696	23	65	65	CD
A52264	2696	24	N	n	CD
A52264	2696	25	73	73	CD
A52264	2696	26	35	35	CD
A52264	2696	27	6	6	CD
A52264	2696	28	30	30	CD
A52264	2696	29	The	the	DT
A52264	2696	30	great	great	JJ
A52264	2696	31	Dog	Dog	NNP
A52264	2696	32	16	16	CD
A52264	2696	33	21	21	CD
A52264	2696	34	S	s	NN
A52264	2696	35	73	73	CD
A52264	2696	36	79	79	CD
A52264	2696	37	6	6	CD
A52264	2696	38	50	50	CD
A52264	2696	39	Upper	upper	JJ
A52264	2696	40	head	head	NN
A52264	2696	41	of	of	IN
A52264	2696	42	Twins	Twins	NNP
A52264	2696	43	32	32	CD
A52264	2696	44	50	50	CD
A52264	2696	45	N	n	CD
A52264	2696	46	57	57	CD
A52264	2696	47	50	50	CD
A52264	2696	48	7	7	CD
A52264	2696	49	20	20	CD
A52264	2696	50	The	the	DT
A52264	2696	51	lesse	lesse	NN
A52264	2696	52	Dog	Dog	NNP
A52264	2696	53	06	06	CD
A52264	2696	54	10	10	CD
A52264	2696	55	N	n	CD
A52264	2696	56	83	83	CD
A52264	2696	57	90	90	CD
A52264	2696	58	7	7	CD
A52264	2696	59	36	36	CD
A52264	2696	60	Lower	low	JJR
A52264	2696	61	head	head	NN
A52264	2696	62	of	of	IN
A52264	2696	63	Twins	Twins	NNP
A52264	2696	64	28	28	CD
A52264	2696	65	80	80	CD
A52264	2696	66	N	n	CD
A52264	2696	67	61	61	CD
A52264	2696	68	20	20	CD
A52264	2696	69	7	7	CD
A52264	2696	70	40	40	CD
A52264	2696	71	Brightest	brightest	RBS
A52264	2696	72	in	in	IN
A52264	2696	73	Hydra	Hydra	NNP
A52264	2696	74	07	07	CD
A52264	2696	75	16	16	CD
A52264	2696	76	S	s	NN
A52264	2696	77	82	82	CD
A52264	2696	78	84	84	CD
A52264	2696	79	09	09	CD
A52264	2696	80	16	16	CD
A52264	2696	81	Lions	Lions	NNP
A52264	2696	82	heart	heart	NN
A52264	2696	83	13	13	CD
A52264	2696	84	63	63	CD
A52264	2696	85	N	n	CD
A52264	2696	86	76	76	CD
A52264	2696	87	37	37	CD
A52264	2696	88	09	09	CD
A52264	2696	89	83	83	CD
A52264	2696	90	Lions	lion	NNS
A52264	2696	91	back	back	RB
A52264	2696	92	22	22	CD
A52264	2696	93	06	06	CD
A52264	2696	94	N	n	CD
A52264	2696	95	65	65	CD
A52264	2696	96	94	94	CD
A52264	2696	97	11	11	CD
A52264	2696	98	50	50	CD
A52264	2696	99	Lions	lion	NNS
A52264	2696	100	tail	tail	NN
A52264	2696	101	16	16	CD
A52264	2696	102	50	50	CD
A52264	2696	103	N	n	CD
A52264	2696	104	73	73	CD
A52264	2696	105	50	50	CD
A52264	2696	106	11	11	CD
A52264	2696	107	51	51	CD
A52264	2696	108	Great	great	JJ
A52264	2696	109	Bears	Bears	NNPS
A52264	2696	110	rump	rump	VBP
A52264	2696	111	.	.	.
A52264	2697	1	58	58	CD
A52264	2697	2	72	72	CD
A52264	2697	3	N	n	CD
A52264	2697	4	31	31	CD
A52264	2697	5	28	28	CD
A52264	2697	6	10	10	CD
A52264	2697	7	66	66	CD
A52264	2697	8	First	first	RB
A52264	2697	9	in	in	IN
A52264	2697	10	the	the	DT
A52264	2697	11	great	great	JJ
A52264	2697	12	Bears	bear	NNS
A52264	2697	13	tail	tail	VBP
A52264	2697	14	next	next	JJ
A52264	2697	15	her	-PRON-	PRP$
A52264	2697	16	rump	rump	JJ
A52264	2697	17	57	57	CD
A52264	2697	18	85	85	CD
A52264	2697	19	N	n	CD
A52264	2697	20	32	32	CD
A52264	2697	21	15	15	CD
A52264	2697	22	12	12	CD
A52264	2697	23	63	63	CD
A52264	2697	24	Virgines	virgine	NNS
A52264	2697	25	spike	spike	VBP
A52264	2697	26	●	●	$
A52264	2697	27	9	9	CD
A52264	2697	28	32	32	CD
A52264	2697	29	S	s	NN
A52264	2697	30	80	80	CD
A52264	2697	31	68	68	CD
A52264	2697	32	13	13	CD
A52264	2697	33	11	11	CD
A52264	2697	34	Middlemost	middlemost	NN
A52264	2697	35	in	in	IN
A52264	2697	36	the	the	DT
A52264	2697	37	great	great	JJ
A52264	2697	38	Bears	bear	NNS
A52264	2697	39	tail	tail	VBP
A52264	2697	40	56	56	CD
A52264	2697	41	75	75	CD
A52264	2697	42	N	n	CD
A52264	2697	43	33	33	CD
A52264	2697	44	25	25	CD
A52264	2697	45	13	13	CD
A52264	2697	46	16	16	CD
A52264	2697	47	In	in	IN
A52264	2697	48	the	the	DT
A52264	2697	49	end	end	NN
A52264	2697	50	of	of	IN
A52264	2697	51	her	-PRON-	PRP$
A52264	2697	52	tail	tail	VBP
A52264	2697	53	51	51	CD
A52264	2697	54	08	08	CD
A52264	2697	55	N	n	CD
A52264	2697	56	38	38	CD
A52264	2697	57	92	92	CD
A52264	2697	58	13	13	CD
A52264	2697	59	56	56	CD
A52264	2697	60	Between	between	IN
A52264	2697	61	Bootes	Bootes	NNPS
A52264	2697	62	thighs	thigh	VBZ
A52264	2697	63	21	21	CD
A52264	2697	64	03	03	CD
A52264	2697	65	N	n	CD
A52264	2697	66	68	68	CD
A52264	2697	67	97	97	CD
A52264	2697	68	14	14	CD
A52264	2697	69	00	00	CD
A52264	2697	70	South	South	NNP
A52264	2697	71	Ballance	Ballance	NNP
A52264	2697	72	14	14	CD
A52264	2697	73	55	55	CD
A52264	2697	74	S	s	NN
A52264	2697	75	75	75	CD
A52264	2697	76	45	45	CD
A52264	2697	77	14	14	CD
A52264	2697	78	53	53	CD
A52264	2697	79	North	North	NNP
A52264	2697	80	Ballance	Ballance	NNP
A52264	2697	81	08	08	CD
A52264	2697	82	05	05	CD
A52264	2697	83	S	s	NN
A52264	2697	84	81	81	CD
A52264	2697	85	95	95	CD
A52264	2697	86	14	14	CD
A52264	2697	87	96	96	CD
A52264	2697	88	Scorpions	scorpion	NNS
A52264	2697	89	heart	heart	NN
A52264	2697	90	25	25	CD
A52264	2697	91	58	58	CD
A52264	2697	92	S	S	NNP
A52264	2697	93	64	64	CD
A52264	2697	94	42	42	CD
A52264	2697	95	16	16	CD
A52264	2697	96	13	13	CD
A52264	2697	97	Hercules	Hercules	NNP
A52264	2697	98	head	head	VBP
A52264	2697	99	14	14	CD
A52264	2697	100	85	85	CD
A52264	2697	101	N	n	CD
A52264	2697	102	75	75	CD
A52264	2697	103	15	15	CD
A52264	2697	104	16	16	CD
A52264	2697	105	98	98	CD
A52264	2697	106	Serpentaries	Serpentaries	NNPS
A52264	2697	107	head	head	VBP
A52264	2697	108	12	12	CD
A52264	2697	109	86	86	CD
A52264	2697	110	N	n	CD
A52264	2697	111	77	77	CD
A52264	2697	112	14	14	CD
A52264	2697	113	17	17	CD
A52264	2697	114	31	31	CD
A52264	2697	115	Dragons	Dragons	NNPS
A52264	2697	116	head	head	VBP
A52264	2697	117	51	51	CD
A52264	2697	118	60	60	CD
A52264	2697	119	N	n	CD
A52264	2697	120	38	38	CD
A52264	2697	121	40	40	CD
A52264	2697	122	17	17	CD
A52264	2697	123	80	80	CD
A52264	2697	124	Brightest	brightest	RBS
A52264	2697	125	in	in	IN
A52264	2697	126	the	the	DT
A52264	2697	127	Harp	Harp	NNP
A52264	2697	128	38	38	CD
A52264	2697	129	50	50	CD
A52264	2697	130	N	n	CD
A52264	2697	131	51	51	CD
A52264	2697	132	50	50	CD
A52264	2697	133	18	18	CD
A52264	2697	134	41	41	CD
A52264	2697	135	Eagles	eagle	NNS
A52264	2697	136	heart	heart	NN
A52264	2697	137	08	08	CD
A52264	2697	138	02	02	CD
A52264	2697	139	N	n	CD
A52264	2697	140	81	81	CD
A52264	2697	141	98	98	CD
A52264	2697	142	19	19	CD
A52264	2697	143	56	56	CD
A52264	2697	144	Swans	swan	NNS
A52264	2697	145	tail	tail	VBP
A52264	2697	146	44	44	CD
A52264	2697	147	08	08	CD
A52264	2697	148	N	n	CD
A52264	2697	149	45	45	CD
A52264	2697	150	92	92	CD
A52264	2697	151	20	20	CD
A52264	2697	152	50	50	CD
A52264	2697	153	Pegasus	Pegasus	NNP
A52264	2697	154	mouth	mouth	NN
A52264	2697	155	08	08	CD
A52264	2697	156	32	32	CD
A52264	2697	157	N	n	CD
A52264	2697	158	81	81	CD
A52264	2697	159	68	68	CD
A52264	2697	160	21	21	CD
A52264	2697	161	45	45	CD
A52264	2697	162	Pegasus	Pegasus	NNP
A52264	2697	163	shoulder	shoulder	NN
A52264	2697	164	17	17	CD
A52264	2697	165	38	38	CD
A52264	2697	166	N	n	CD
A52264	2697	167	76	76	CD
A52264	2697	168	62	62	CD
A52264	2697	169	23	23	CD
A52264	2697	170	91	91	CD
A52264	2697	171	The	the	DT
A52264	2697	172	head	head	NN
A52264	2697	173	of	of	IN
A52264	2697	174	Androm	Androm	NNP
A52264	2697	175	.	.	.
A52264	2698	1	27	27	CD
A52264	2698	2	22	22	CD
A52264	2698	3	N	n	CD
A52264	2698	4	62	62	CD
A52264	2698	5	78	78	CD
A52264	2698	6	23	23	CD
A52264	2698	7	85	85	CD
A52264	2698	8	Rules	rule	NNS
A52264	2698	9	for	for	IN
A52264	2698	10	finding	finding	NN
A52264	2698	11	of	of	IN
A52264	2698	12	the	the	DT
A52264	2698	13	Poles	Poles	NNPS
A52264	2698	14	elevation	elevation	NN
A52264	2698	15	by	by	IN
A52264	2698	16	the	the	DT
A52264	2698	17	meridian	meridian	JJ
A52264	2698	18	altitude	altitude	NN
A52264	2698	19	of	of	IN
A52264	2698	20	the	the	DT
A52264	2698	21	Sun	Sun	NNP
A52264	2698	22	or	or	CC
A52264	2698	23	stars	star	NNS
A52264	2698	24	,	,	,
A52264	2698	25	and	and	CC
A52264	2698	26	by	by	IN
A52264	2698	27	the	the	DT
A52264	2698	28	Table	table	NN
A52264	2698	29	of	of	IN
A52264	2698	30	their	-PRON-	PRP$
A52264	2698	31	Declinations	declination	NNS
A52264	2698	32	aforegoing	aforegoe	VBG
A52264	2698	33	.	.	.
A52264	2699	1	Case	case	NN
A52264	2699	2	1	1	CD
A52264	2699	3	.	.	.
A52264	2700	1	IF	if	IN
A52264	2700	2	the	the	DT
A52264	2700	3	Sun	Sun	NNP
A52264	2700	4	or	or	CC
A52264	2700	5	star	star	NNP
A52264	2700	6	be	be	VBP
A52264	2700	7	on	on	IN
A52264	2700	8	the	the	DT
A52264	2700	9	meridian	meridian	NN
A52264	2700	10	to	to	IN
A52264	2700	11	the	the	DT
A52264	2700	12	southwards	southward	NNS
A52264	2700	13	,	,	,
A52264	2700	14	and	and	CC
A52264	2700	15	have	have	VBP
A52264	2700	16	south	south	JJ
A52264	2700	17	declination	declination	NN
A52264	2700	18	.	.	.
A52264	2701	1	Adde	Adde	NNP
A52264	2701	2	the	the	DT
A52264	2701	3	suns	sun	NNS
A52264	2701	4	declination	declination	NN
A52264	2701	5	to	to	IN
A52264	2701	6	his	-PRON-	PRP$
A52264	2701	7	meridian	meridian	JJ
A52264	2701	8	altitude	altitude	NN
A52264	2701	9	,	,	,
A52264	2701	10	and	and	CC
A52264	2701	11	taking	take	VBG
A52264	2701	12	that	that	DT
A52264	2701	13	total	total	NN
A52264	2701	14	from	from	IN
A52264	2701	15	90	90	CD
A52264	2701	16	degrees	degree	NNS
A52264	2701	17	,	,	,
A52264	2701	18	what	what	WP
A52264	2701	19	remaineth	remaineth	NNP
A52264	2701	20	is	be	VBZ
A52264	2701	21	the	the	DT
A52264	2701	22	latitude	latitude	NN
A52264	2701	23	of	of	IN
A52264	2701	24	the	the	DT
A52264	2701	25	place	place	NN
A52264	2701	26	desired	desire	VBN
A52264	2701	27	.	.	.
A52264	2702	1	As	as	IN
A52264	2702	2	the	the	DT
A52264	2702	3	7	7	CD
A52264	2702	4	of	of	IN
A52264	2702	5	February	February	NNP
A52264	2702	6	,	,	,
A52264	2702	7	1654	1654	CD
A52264	2702	8	,	,	,
A52264	2702	9	by	by	IN
A52264	2702	10	the	the	DT
A52264	2702	11	aforegoing	aforegoe	VBG
A52264	2702	12	Table	table	NN
A52264	2702	13	,	,	,
A52264	2702	14	the	the	DT
A52264	2702	15	suns	suns	NNPS
A52264	2702	16	decl	decl	NNP
A52264	2702	17	.	.	.
A52264	2703	1	south	south	NNP
A52264	2703	2	.	.	.
A52264	2704	1	is	be	VBZ
A52264	2704	2	11.80	11.80	CD
A52264	2704	3	The	the	DT
A52264	2704	4	suns	suns	NNPS
A52264	2704	5	meridian	meridian	JJ
A52264	2704	6	altitude	altitude	NN
A52264	2704	7	15.27	15.27	CD
A52264	2704	8	The	the	DT
A52264	2704	9	sum	sum	NN
A52264	2704	10	or	or	CC
A52264	2704	11	total	total	NN
A52264	2704	12	is	be	VBZ
A52264	2704	13	27.07	27.07	CD
A52264	2704	14	Which	which	WDT
A52264	2704	15	substracted	substracte	VBD
A52264	2704	16	from	from	IN
A52264	2704	17	90.00	90.00	CD
A52264	2704	18	There	there	EX
A52264	2704	19	remains	remain	VBZ
A52264	2704	20	the	the	DT
A52264	2704	21	North	North	NNP
A52264	2704	22	latitude	latitude	NN
A52264	2704	23	62.93	62.93	CD
A52264	2704	24	But	but	CC
A52264	2704	25	when	when	WRB
A52264	2704	26	you	-PRON-	PRP
A52264	2704	27	have	have	VBP
A52264	2704	28	added	add	VBN
A52264	2704	29	the	the	DT
A52264	2704	30	suns	sun	NNS
A52264	2704	31	declination	declination	NN
A52264	2704	32	to	to	IN
A52264	2704	33	his	-PRON-	PRP$
A52264	2704	34	meridian	meridian	JJ
A52264	2704	35	altitude	altitude	NN
A52264	2704	36	,	,	,
A52264	2704	37	if	if	IN
A52264	2704	38	the	the	DT
A52264	2704	39	total	total	JJ
A52264	2704	40	exceed	exceed	VBP
A52264	2704	41	90	90	CD
A52264	2704	42	:	:	:
A52264	2704	43	substract	substract	NN
A52264	2704	44	90	90	CD
A52264	2704	45	degr	degr	NN
A52264	2704	46	.	.	.
A52264	2705	1	from	from	IN
A52264	2705	2	it	-PRON-	PRP
A52264	2705	3	,	,	,
A52264	2705	4	and	and	CC
A52264	2705	5	what	what	WP
A52264	2705	6	remaineth	remaineth	NNP
A52264	2705	7	is	be	VBZ
A52264	2705	8	your	-PRON-	PRP$
A52264	2705	9	latitude	latitude	NN
A52264	2705	10	to	to	IN
A52264	2705	11	the	the	DT
A52264	2705	12	southwards	southward	NNS
A52264	2705	13	.	.	.
A52264	2706	1	As	as	IN
A52264	2706	2	admit	admit	VBP
A52264	2706	3	the	the	DT
A52264	2706	4	suns	sun	NNS
A52264	2706	5	declination	declination	NN
A52264	2706	6	to	to	TO
A52264	2706	7	be	be	VB
A52264	2706	8	southerly	southerly	RB
A52264	2706	9	11.80	11.80	CD
A52264	2706	10	And	and	CC
A52264	2706	11	his	-PRON-	PRP$
A52264	2706	12	meridian	meridian	JJ
A52264	2706	13	altitude	altitude	NN
A52264	2706	14	87.23	87.23	CD
A52264	2706	15	The	the	DT
A52264	2706	16	sum	sum	NN
A52264	2706	17	or	or	CC
A52264	2706	18	total	total	NN
A52264	2706	19	is	be	VBZ
A52264	2706	20	99.03	99.03	CD
A52264	2706	21	From	from	IN
A52264	2706	22	which	which	WDT
A52264	2706	23	substracting	substracte	VBG
A52264	2706	24	90.00	90.00	CD
A52264	2706	25	There	there	EX
A52264	2706	26	remains	remain	VBZ
A52264	2706	27	the	the	DT
A52264	2706	28	latitude	latitude	NN
A52264	2706	29	south	south	NN
A52264	2706	30	.	.	.
A52264	2707	1	09.03	09.03	CD
A52264	2707	2	Case	case	NN
A52264	2707	3	.	.	.
A52264	2708	1	2	2	LS
A52264	2708	2	.	.	.
A52264	2709	1	If	if	IN
A52264	2709	2	the	the	DT
A52264	2709	3	sun	sun	NN
A52264	2709	4	or	or	CC
A52264	2709	5	star	star	NN
A52264	2709	6	be	be	VBP
A52264	2709	7	on	on	IN
A52264	2709	8	the	the	DT
A52264	2709	9	meridian	meridian	NN
A52264	2709	10	to	to	IN
A52264	2709	11	the	the	DT
A52264	2709	12	southwards	southward	NNS
A52264	2709	13	,	,	,
A52264	2709	14	and	and	CC
A52264	2709	15	have	have	VB
A52264	2709	16	north	north	NN
A52264	2709	17	declination	declination	NN
A52264	2709	18	.	.	.
A52264	2710	1	Substract	substract	VB
A52264	2710	2	the	the	DT
A52264	2710	3	suns	sun	NNS
A52264	2710	4	declination	declination	NN
A52264	2710	5	from	from	IN
A52264	2710	6	his	-PRON-	PRP$
A52264	2710	7	meridian	meridian	JJ
A52264	2710	8	altitude	altitude	NN
A52264	2710	9	,	,	,
A52264	2710	10	and	and	CC
A52264	2710	11	that	that	IN
A52264	2710	12	which	which	WDT
A52264	2710	13	remains	remain	VBZ
A52264	2710	14	substract	substract	NN
A52264	2710	15	from	from	IN
A52264	2710	16	90	90	CD
A52264	2710	17	,	,	,
A52264	2710	18	and	and	CC
A52264	2710	19	then	then	RB
A52264	2710	20	the	the	DT
A52264	2710	21	remainer	remainer	NN
A52264	2710	22	is	be	VBZ
A52264	2710	23	the	the	DT
A52264	2710	24	poles	pole	NNS
A52264	2710	25	elevation	elevation	VBP
A52264	2710	26	northerly	northerly	RB
A52264	2710	27	.	.	.
A52264	2711	1	Case	case	NN
A52264	2711	2	3	3	CD
A52264	2711	3	.	.	.
A52264	2712	1	If	if	IN
A52264	2712	2	the	the	DT
A52264	2712	3	sun	sun	NN
A52264	2712	4	or	or	CC
A52264	2712	5	star	star	NN
A52264	2712	6	be	be	VBP
A52264	2712	7	on	on	IN
A52264	2712	8	the	the	DT
A52264	2712	9	meridian	meridian	NN
A52264	2712	10	to	to	IN
A52264	2712	11	the	the	DT
A52264	2712	12	northwards	northward	NNS
A52264	2712	13	,	,	,
A52264	2712	14	and	and	CC
A52264	2712	15	have	have	VB
A52264	2712	16	north	north	JJ
A52264	2712	17	declination	declination	NN
A52264	2712	18	▪	▪	NN
A52264	2712	19	Adde	Adde	NNP
A52264	2712	20	the	the	DT
A52264	2712	21	suns	sun	NNS
A52264	2712	22	declination	declination	NN
A52264	2712	23	to	to	IN
A52264	2712	24	his	-PRON-	PRP$
A52264	2712	25	meridian	meridian	JJ
A52264	2712	26	altitude	altitude	NN
A52264	2712	27	,	,	,
A52264	2712	28	the	the	DT
A52264	2712	29	total	total	JJ
A52264	2712	30	take	take	VBP
A52264	2712	31	from	from	IN
A52264	2712	32	90	90	CD
A52264	2712	33	,	,	,
A52264	2712	34	and	and	CC
A52264	2712	35	what	what	WP
A52264	2712	36	remaineth	remaineth	NNP
A52264	2712	37	is	be	VBZ
A52264	2712	38	the	the	DT
A52264	2712	39	poles	pole	NNS
A52264	2712	40	elevation	elevation	NN
A52264	2712	41	southerly	southerly	RB
A52264	2712	42	.	.	.
A52264	2713	1	But	but	CC
A52264	2713	2	when	when	WRB
A52264	2713	3	you	-PRON-	PRP
A52264	2713	4	have	have	VBP
A52264	2713	5	added	add	VBN
A52264	2713	6	the	the	DT
A52264	2713	7	suns	sun	NNS
A52264	2713	8	declination	declination	NN
A52264	2713	9	to	to	IN
A52264	2713	10	his	-PRON-	PRP$
A52264	2713	11	meridian	meridian	JJ
A52264	2713	12	altitude	altitude	NN
A52264	2713	13	,	,	,
A52264	2713	14	if	if	IN
A52264	2713	15	it	-PRON-	PRP
A52264	2713	16	exceed	exceed	VBP
A52264	2713	17	90	90	CD
A52264	2713	18	,	,	,
A52264	2713	19	substract	substract	VB
A52264	2713	20	90	90	CD
A52264	2713	21	from	from	IN
A52264	2713	22	it	-PRON-	PRP
A52264	2713	23	,	,	,
A52264	2713	24	and	and	CC
A52264	2713	25	what	what	WP
A52264	2713	26	remaineth	remaineth	NNP
A52264	2713	27	is	be	VBZ
A52264	2713	28	your	-PRON-	PRP$
A52264	2713	29	latitude	latitude	NN
A52264	2713	30	northerly	northerly	RB
A52264	2713	31	.	.	.
A52264	2714	1	Case	case	NN
A52264	2714	2	4	4	CD
A52264	2714	3	.	.	.
A52264	2715	1	If	if	IN
A52264	2715	2	the	the	DT
A52264	2715	3	sun	sun	NN
A52264	2715	4	be	be	VBP
A52264	2715	5	to	to	IN
A52264	2715	6	the	the	DT
A52264	2715	7	northwards	northward	NNS
A52264	2715	8	at	at	IN
A52264	2715	9	noon	noon	NN
A52264	2715	10	,	,	,
A52264	2715	11	and	and	CC
A52264	2715	12	declination	declination	NN
A52264	2715	13	south	south	NN
A52264	2715	14	.	.	.
A52264	2716	1	Substract	substract	VB
A52264	2716	2	the	the	DT
A52264	2716	3	suns	sun	NNS
A52264	2716	4	declination	declination	NN
A52264	2716	5	from	from	IN
A52264	2716	6	his	-PRON-	PRP$
A52264	2716	7	meridian	meridian	JJ
A52264	2716	8	altitude	altitude	NN
A52264	2716	9	,	,	,
A52264	2716	10	and	and	CC
A52264	2716	11	that	that	IN
A52264	2716	12	which	which	WDT
A52264	2716	13	remains	remain	VBZ
A52264	2716	14	substract	substract	NN
A52264	2716	15	from	from	IN
A52264	2716	16	90	90	CD
A52264	2716	17	,	,	,
A52264	2716	18	what	what	WP
A52264	2716	19	then	then	RB
A52264	2716	20	remaineth	remaineth	NNP
A52264	2716	21	is	be	VBZ
A52264	2716	22	your	-PRON-	PRP$
A52264	2716	23	latitude	latitude	NN
A52264	2716	24	southerly	southerly	RB
A52264	2716	25	.	.	.
A52264	2717	1	And	and	CC
A52264	2717	2	what	what	WP
A52264	2717	3	is	be	VBZ
A52264	2717	4	said	say	VBN
A52264	2717	5	of	of	IN
A52264	2717	6	the	the	DT
A52264	2717	7	Sun	Sun	NNP
A52264	2717	8	,	,	,
A52264	2717	9	is	be	VBZ
A52264	2717	10	also	also	RB
A52264	2717	11	to	to	TO
A52264	2717	12	be	be	VB
A52264	2717	13	understood	understand	VBN
A52264	2717	14	of	of	IN
A52264	2717	15	the	the	DT
A52264	2717	16	Stars	Stars	NNPS
A52264	2717	17	,	,	,
A52264	2717	18	being	be	VBG
A52264	2717	19	upon	upon	IN
A52264	2717	20	the	the	DT
A52264	2717	21	Meridian	Meridian	NNP
A52264	2717	22	.	.	.
A52264	2718	1	Case	case	NN
A52264	2718	2	5	5	CD
A52264	2718	3	.	.	.
A52264	2719	1	If	if	IN
A52264	2719	2	you	-PRON-	PRP
A52264	2719	3	observe	observe	VBP
A52264	2719	4	when	when	WRB
A52264	2719	5	the	the	DT
A52264	2719	6	Sun	Sun	NNP
A52264	2719	7	hath	hath	NN
A52264	2719	8	no	no	DT
A52264	2719	9	declination	declination	NN
A52264	2719	10	.	.	.
A52264	2720	1	Substract	substract	VB
A52264	2720	2	his	-PRON-	PRP$
A52264	2720	3	meridian	meridian	JJ
A52264	2720	4	altitude	altitude	NN
A52264	2720	5	from	from	IN
A52264	2720	6	90	90	CD
A52264	2720	7	,	,	,
A52264	2720	8	what	what	WDT
A52264	2720	9	remaineth	remaineth	NNP
A52264	2720	10	is	be	VBZ
A52264	2720	11	your	-PRON-	PRP$
A52264	2720	12	latitude	latitude	NN
A52264	2720	13	.	.	.
A52264	2721	1	Case	case	NN
A52264	2721	2	6	6	CD
A52264	2721	3	.	.	.
A52264	2722	1	If	if	IN
A52264	2722	2	you	-PRON-	PRP
A52264	2722	3	chance	chance	VBP
A52264	2722	4	to	to	TO
A52264	2722	5	observe	observe	VB
A52264	2722	6	when	when	WRB
A52264	2722	7	the	the	DT
A52264	2722	8	Sun	Sun	NNP
A52264	2722	9	or	or	CC
A52264	2722	10	star	star	NNP
A52264	2722	11	is	be	VBZ
A52264	2722	12	in	in	IN
A52264	2722	13	the	the	DT
A52264	2722	14	Zenith	Zenith	NNP
A52264	2722	15	,	,	,
A52264	2722	16	that	that	RB
A52264	2722	17	is	is	RB
A52264	2722	18	90	90	CD
A52264	2722	19	degrees	degree	NNS
A52264	2722	20	above	above	IN
A52264	2722	21	the	the	DT
A52264	2722	22	Horizon	Horizon	NNP
A52264	2722	23	.	.	.
A52264	2723	1	Look	look	VB
A52264	2723	2	in	in	IN
A52264	2723	3	the	the	DT
A52264	2723	4	table	table	NN
A52264	2723	5	for	for	IN
A52264	2723	6	the	the	DT
A52264	2723	7	declination	declination	NN
A52264	2723	8	of	of	IN
A52264	2723	9	the	the	DT
A52264	2723	10	Sun	Sun	NNP
A52264	2723	11	or	or	CC
A52264	2723	12	of	of	IN
A52264	2723	13	that	that	DT
A52264	2723	14	star	star	NN
A52264	2723	15	,	,	,
A52264	2723	16	and	and	CC
A52264	2723	17	the	the	DT
A52264	2723	18	same	same	JJ
A52264	2723	19	is	be	VBZ
A52264	2723	20	your	-PRON-	PRP$
A52264	2723	21	latitude	latitude	NN
A52264	2723	22	.	.	.
A52264	2724	1	Case	case	NN
A52264	2724	2	7	7	CD
A52264	2724	3	.	.	.
A52264	2725	1	If	if	IN
A52264	2725	2	the	the	DT
A52264	2725	3	Sun	Sun	NNP
A52264	2725	4	come	come	VBP
A52264	2725	5	to	to	IN
A52264	2725	6	the	the	DT
A52264	2725	7	meridian	meridian	NN
A52264	2725	8	under	under	IN
A52264	2725	9	the	the	DT
A52264	2725	10	Pole	Pole	NNP
A52264	2725	11	.	.	.
A52264	2726	1	If	if	IN
A52264	2726	2	you	-PRON-	PRP
A52264	2726	3	be	be	VBP
A52264	2726	4	within	within	IN
A52264	2726	5	the	the	DT
A52264	2726	6	Artick	Artick	NNP
A52264	2726	7	or	or	CC
A52264	2726	8	Antartick	Antartick	NNP
A52264	2726	9	circle	circle	NN
A52264	2726	10	,	,	,
A52264	2726	11	and	and	CC
A52264	2726	12	observe	observe	VB
A52264	2726	13	the	the	DT
A52264	2726	14	Sun	Sun	NNP
A52264	2726	15	upon	upon	IN
A52264	2726	16	the	the	DT
A52264	2726	17	meridian	meridian	NN
A52264	2726	18	under	under	IN
A52264	2726	19	the	the	DT
A52264	2726	20	Pole	Pole	NNP
A52264	2726	21	;	;	:
A52264	2726	22	substract	substract	VB
A52264	2726	23	the	the	DT
A52264	2726	24	Suns	Suns	NNP
A52264	2726	25	declination	declination	NN
A52264	2726	26	from	from	IN
A52264	2726	27	90	90	CD
A52264	2726	28	,	,	,
A52264	2726	29	the	the	DT
A52264	2726	30	remainer	remainer	NN
A52264	2726	31	is	be	VBZ
A52264	2726	32	the	the	DT
A52264	2726	33	Suns	Suns	NNP
A52264	2726	34	distance	distance	NN
A52264	2726	35	from	from	IN
A52264	2726	36	the	the	DT
A52264	2726	37	Pole	Pole	NNP
A52264	2726	38	;	;	:
A52264	2726	39	which	which	WDT
A52264	2726	40	distance	distance	NN
A52264	2726	41	added	add	VBD
A52264	2726	42	to	to	IN
A52264	2726	43	his	-PRON-	PRP$
A52264	2726	44	meridian	meridian	JJ
A52264	2726	45	altitude	altitude	NN
A52264	2726	46	,	,	,
A52264	2726	47	the	the	DT
A52264	2726	48	sum	sum	NN
A52264	2726	49	or	or	CC
A52264	2726	50	total	total	NN
A52264	2726	51	is	be	VBZ
A52264	2726	52	the	the	DT
A52264	2726	53	latitude	latitude	NN
A52264	2726	54	sought	seek	VBN
A52264	2726	55	.	.	.
A52264	2727	1	And	and	CC
A52264	2727	2	what	what	WP
A52264	2727	3	is	be	VBZ
A52264	2727	4	here	here	RB
A52264	2727	5	said	say	VBN
A52264	2727	6	of	of	IN
A52264	2727	7	the	the	DT
A52264	2727	8	Sun	Sun	NNP
A52264	2727	9	is	be	VBZ
A52264	2727	10	to	to	TO
A52264	2727	11	be	be	VB
A52264	2727	12	understood	understand	VBN
A52264	2727	13	of	of	IN
A52264	2727	14	the	the	DT
A52264	2727	15	stars	star	NNS
A52264	2727	16	,	,	,
A52264	2727	17	whose	whose	WP$
A52264	2727	18	declinations	declination	NNS
A52264	2727	19	,	,	,
A52264	2727	20	distances	distance	NNS
A52264	2727	21	from	from	IN
A52264	2727	22	the	the	DT
A52264	2727	23	pole	pole	NN
A52264	2727	24	,	,	,
A52264	2727	25	and	and	CC
A52264	2727	26	right	right	JJ
A52264	2727	27	ascensions	ascension	NNS
A52264	2727	28	we	-PRON-	PRP
A52264	2727	29	have	have	VBP
A52264	2727	30	expressed	express	VBN
A52264	2727	31	in	in	IN
A52264	2727	32	the	the	DT
A52264	2727	33	foregoing	foregoing	JJ
A52264	2727	34	Table	table	NN
A52264	2727	35	.	.	.
A52264	2728	1	FINIS	FINIS	NNP
A52264	2728	2	.	.	.