id	sid	tid	token	lemma	pos
A47139	1	1	An	an	DT
A47139	1	2	essay	essay	NN
A47139	1	3	for	for	IN
A47139	1	4	the	the	DT
A47139	1	5	discovery	discovery	NN
A47139	1	6	of	of	IN
A47139	1	7	some	some	DT
A47139	1	8	new	new	JJ
A47139	1	9	geometrical	geometrical	JJ
A47139	1	10	problems	problem	NNS
A47139	1	11	(	(	-LRB-
A47139	1	12	judged	judge	VBN
A47139	1	13	by	by	IN
A47139	1	14	some	some	DT
A47139	1	15	learned	learn	VBN
A47139	1	16	men	man	NNS
A47139	1	17	,	,	,
A47139	1	18	impracticable	impracticable	JJ
A47139	1	19	)	)	-RRB-
A47139	1	20	concerning	concern	VBG
A47139	1	21	angular	angular	JJ
A47139	1	22	sections	section	NNS
A47139	1	23	,	,	,
A47139	1	24	beginning	begin	VBG
A47139	1	25	with	with	IN
A47139	1	26	the	the	DT
A47139	1	27	geometrical	geometrical	JJ
A47139	1	28	trisection	trisection	NN
A47139	1	29	of	of	IN
A47139	1	30	any	any	DT
A47139	1	31	right	right	JJ
A47139	1	32	lined	line	VBN
A47139	1	33	angle	angle	NN
A47139	1	34	,	,	,
A47139	1	35	by	by	IN
A47139	1	36	plain	plain	JJ
A47139	1	37	geometry	geometry	NN
A47139	1	38	of	of	IN
A47139	1	39	right	right	JJ
A47139	1	40	lines	line	NNS
A47139	1	41	and	and	CC
A47139	1	42	arches	arch	NNS
A47139	1	43	of	of	IN
A47139	1	44	circles	circle	NNS
A47139	1	45	,	,	,
A47139	1	46	with	with	IN
A47139	1	47	rule	rule	NN
A47139	1	48	and	and	CC
A47139	1	49	compass	compass	VB
A47139	1	50	only	only	RB
A47139	1	51	,	,	,
A47139	1	52	with	with	IN
A47139	1	53	out	out	IN
A47139	1	54	all	all	DT
A47139	1	55	conick	conick	NN
A47139	1	56	sections	section	NNS
A47139	1	57	,	,	,
A47139	1	58	and	and	CC
A47139	1	59	cubick	cubick	NN
A47139	1	60	æquations	æquation	NNS
A47139	1	61	.	.	.
A47139	2	1	Whether	whether	IN
A47139	2	2	the	the	DT
A47139	2	3	following	follow	VBG
A47139	2	4	praxis	praxis	NN
A47139	2	5	,	,	,
A47139	2	6	and	and	CC
A47139	2	7	apparent	apparent	JJ
A47139	2	8	demonstration	demonstration	NN
A47139	2	9	thereof	thereof	RB
A47139	2	10	doth	doth	NNP
A47139	2	11	not	not	RB
A47139	2	12	only	only	RB
A47139	2	13	make	make	VBP
A47139	2	14	it	-PRON-	PRP
A47139	2	15	practicable	practicable	JJ
A47139	2	16	,	,	,
A47139	2	17	but	but	CC
A47139	2	18	easie	easie	VB
A47139	2	19	to	to	IN
A47139	2	20	the	the	DT
A47139	2	21	understanding	understanding	NN
A47139	2	22	of	of	IN
A47139	2	23	a	a	DT
A47139	2	24	tiro	tiro	NN
A47139	2	25	,	,	,
A47139	2	26	who	who	WP
A47139	2	27	but	but	CC
A47139	2	28	understands	understand	VBZ
A47139	2	29	a	a	DT
A47139	2	30	little	little	JJ
A47139	2	31	in	in	IN
A47139	2	32	true	true	JJ
A47139	2	33	geometrical	geometrical	JJ
A47139	2	34	learning	learning	NN
A47139	2	35	.	.	.
A47139	3	1	Which	which	WDT
A47139	3	2	layeth	layeth	VBD
A47139	3	3	a	a	DT
A47139	3	4	foundation	foundation	NN
A47139	3	5	of	of	IN
A47139	3	6	a	a	DT
A47139	3	7	plain	plain	JJ
A47139	3	8	method	method	NN
A47139	3	9	how	how	WRB
A47139	3	10	to	to	TO
A47139	3	11	sect	sect	VB
A47139	3	12	any	any	DT
A47139	3	13	angle	angle	NN
A47139	3	14	into	into	IN
A47139	3	15	any	any	DT
A47139	3	16	other	other	JJ
A47139	3	17	number	number	NN
A47139	3	18	of	of	IN
A47139	3	19	parts	part	NNS
A47139	3	20	required	require	VBN
A47139	3	21	,	,	,
A47139	3	22	even	even	RB
A47139	3	23	as	as	IN
A47139	3	24	4	4	CD
A47139	3	25	.	.	.
A47139	4	1	6	6	CD
A47139	4	2	.	.	.
A47139	5	1	8	8	LS
A47139	5	2	.	.	.
A47139	6	1	10	10	CD
A47139	6	2	;	;	:
A47139	6	3	or	or	CC
A47139	6	4	uneven	uneven	RB
A47139	6	5	,	,	,
A47139	6	6	as	as	IN
A47139	6	7	5	5	CD
A47139	6	8	.	.	.
A47139	7	1	7	7	LS
A47139	7	2	.	.	.
A47139	8	1	9	9	CD
A47139	8	2	.	.	.
A47139	9	1	11	11	CD
A47139	9	2	.	.	.
A47139	10	1	&	&	CC
A47139	10	2	c.	c.	NNP
A47139	10	3	As	as	IN
A47139	10	4	also	also	RB
A47139	10	5	to	to	TO
A47139	10	6	divide	divide	VB
A47139	10	7	a	a	DT
A47139	10	8	circle	circle	NN
A47139	10	9	into	into	IN
A47139	10	10	any	any	DT
A47139	10	11	number	number	NN
A47139	10	12	even	even	RB
A47139	10	13	,	,	,
A47139	10	14	or	or	CC
A47139	10	15	uneven	uneven	JJ
A47139	10	16	of	of	IN
A47139	10	17	equal	equal	JJ
A47139	10	18	parts	part	NNS
A47139	10	19	.	.	.
A47139	11	1	All	all	DT
A47139	11	2	which	which	WDT
A47139	11	3	have	have	VBP
A47139	11	4	great	great	JJ
A47139	11	5	uses	use	NNS
A47139	11	6	in	in	IN
A47139	11	7	the	the	DT
A47139	11	8	improvement	improvement	NN
A47139	11	9	of	of	IN
A47139	11	10	the	the	DT
A47139	11	11	mathematical	mathematical	JJ
A47139	11	12	sciences	science	NNS
A47139	11	13	,	,	,
A47139	11	14	some	some	DT
A47139	11	15	of	of	IN
A47139	11	16	which	which	WDT
A47139	11	17	are	be	VBP
A47139	11	18	here	here	RB
A47139	11	19	specified	specify	VBN
A47139	11	20	.	.	.
A47139	12	1	Proposed	propose	VBN
A47139	12	2	and	and	CC
A47139	12	3	submitted	submit	VBN
A47139	12	4	to	to	IN
A47139	12	5	the	the	DT
A47139	12	6	impartial	impartial	JJ
A47139	12	7	tryal	tryal	NN
A47139	12	8	and	and	CC
A47139	12	9	examination	examination	NN
A47139	12	10	of	of	IN
A47139	12	11	the	the	DT
A47139	12	12	right	right	JJ
A47139	12	13	reason	reason	NN
A47139	12	14	of	of	IN
A47139	12	15	such	such	JJ
A47139	12	16	artises	artise	NNS
A47139	12	17	,	,	,
A47139	12	18	to	to	IN
A47139	12	19	whose	whose	WP$
A47139	12	20	hands	hand	NNS
A47139	12	21	it	-PRON-	PRP
A47139	12	22	may	may	MD
A47139	12	23	come	come	VB
A47139	12	24	.	.	.
A47139	13	1	By	by	IN
A47139	13	2	G.K.	G.K.	NNP
A47139	13	3	Keith	Keith	NNP
A47139	13	4	,	,	,
A47139	13	5	George	George	NNP
A47139	13	6	,	,	,
A47139	13	7	1639?-1716	1639?-1716	CD
A47139	13	8	.	.	.
A47139	14	1	1697	1697	CD
A47139	14	2	Approx	Approx	NNP
A47139	14	3	.	.	.
A47139	15	1	27	27	CD
A47139	15	2	KB	kb	NN
A47139	15	3	of	of	IN
A47139	15	4	XML	xml	NN
A47139	15	5	-	-	HYPH
A47139	15	6	encoded	encode	VBN
A47139	15	7	text	text	NN
A47139	15	8	transcribed	transcribed	NNP
A47139	15	9	from	from	IN
A47139	15	10	11	11	CD
A47139	15	11	1-bit	1-bit	CD
A47139	15	12	group	group	NN
A47139	15	13	-	-	HYPH
A47139	15	14	IV	IV	NNP
A47139	15	15	TIFF	TIFF	NNP
A47139	15	16	page	page	NN
A47139	15	17	images	image	NNS
A47139	15	18	.	.	.
A47139	16	1	Text	Text	NNP
A47139	16	2	Creation	Creation	NNP
A47139	16	3	Partnership	Partnership	NNP
A47139	16	4	,	,	,
A47139	16	5	Ann	Ann	NNP
A47139	16	6	Arbor	Arbor	NNP
A47139	16	7	,	,	,
A47139	16	8	MI	MI	NNP
A47139	16	9	;	;	:
A47139	16	10	Oxford	Oxford	NNP
A47139	16	11	(	(	-LRB-
A47139	16	12	UK	UK	NNP
A47139	16	13	)	)	-RRB-
A47139	16	14	:	:	:
A47139	16	15	2005	2005	CD
A47139	16	16	-	-	SYM
A47139	16	17	12	12	CD
A47139	16	18	(	(	-LRB-
A47139	16	19	EEBO	EEBO	NNP
A47139	16	20	-	-	HYPH
A47139	16	21	TCP	TCP	NNP
A47139	16	22	Phase	Phase	NNP
A47139	16	23	1	1	CD
A47139	16	24	)	)	-RRB-
A47139	16	25	.	.	.
A47139	17	1	A47139	A47139	NNP
A47139	17	2	Wing	Wing	NNP
A47139	17	3	K160	K160	NNP
A47139	17	4	ESTC	ESTC	NNP
A47139	17	5	R221663	R221663	NNP
A47139	17	6	99832942	99832942	CD
A47139	17	7	99832942	99832942	CD
A47139	17	8	37417	37417	CD
A47139	17	9	This	this	DT
A47139	17	10	keyboarded	keyboarded	JJ
A47139	17	11	and	and	CC
A47139	17	12	encoded	encode	VBD
A47139	17	13	edition	edition	NN
A47139	17	14	of	of	IN
A47139	17	15	the	the	DT
A47139	17	16	work	work	NN
A47139	17	17	described	describe	VBN
A47139	17	18	above	above	RB
A47139	17	19	is	be	VBZ
A47139	17	20	co	co	VBN
A47139	17	21	-	-	VBN
A47139	17	22	owned	own	VBN
A47139	17	23	by	by	IN
A47139	17	24	the	the	DT
A47139	17	25	institutions	institution	NNS
A47139	17	26	providing	provide	VBG
A47139	17	27	financial	financial	JJ
A47139	17	28	support	support	NN
A47139	17	29	to	to	IN
A47139	17	30	the	the	DT
A47139	17	31	Early	early	JJ
A47139	17	32	English	English	NNP
A47139	17	33	Books	Books	NNPS
A47139	17	34	Online	Online	NNP
A47139	17	35	Text	Text	NNP
A47139	17	36	Creation	Creation	NNP
A47139	17	37	Partnership	Partnership	NNP
A47139	17	38	.	.	.
A47139	18	1	This	this	DT
A47139	18	2	Phase	Phase	NNP
A47139	18	3	I	-PRON-	PRP
A47139	18	4	text	text	NN
A47139	18	5	is	be	VBZ
A47139	18	6	available	available	JJ
A47139	18	7	for	for	IN
A47139	18	8	reuse	reuse	NN
A47139	18	9	,	,	,
A47139	18	10	according	accord	VBG
A47139	18	11	to	to	IN
A47139	18	12	the	the	DT
A47139	18	13	terms	term	NNS
A47139	18	14	of	of	IN
A47139	18	15	Creative	Creative	NNP
A47139	18	16	Commons	Commons	NNPS
A47139	18	17	0	0	CD
A47139	18	18	1.0	1.0	CD
A47139	18	19	Universal	Universal	NNP
A47139	18	20	.	.	.
A47139	19	1	The	the	DT
A47139	19	2	text	text	NN
A47139	19	3	can	can	MD
A47139	19	4	be	be	VB
A47139	19	5	copied	copy	VBN
A47139	19	6	,	,	,
A47139	19	7	modified	modify	VBN
A47139	19	8	,	,	,
A47139	19	9	distributed	distribute	VBN
A47139	19	10	and	and	CC
A47139	19	11	performed	perform	VBN
A47139	19	12	,	,	,
A47139	19	13	even	even	RB
A47139	19	14	for	for	IN
A47139	19	15	commercial	commercial	JJ
A47139	19	16	purposes	purpose	NNS
A47139	19	17	,	,	,
A47139	19	18	all	all	DT
A47139	19	19	without	without	IN
A47139	19	20	asking	ask	VBG
A47139	19	21	permission	permission	NN
A47139	19	22	.	.	.
A47139	20	1	Early	early	JJ
A47139	20	2	English	english	JJ
A47139	20	3	books	book	NNS
A47139	20	4	online	online	RB
A47139	20	5	.	.	.
A47139	21	1	(	(	-LRB-
A47139	21	2	EEBO	eebo	NN
A47139	21	3	-	-	HYPH
A47139	21	4	TCP	TCP	NNP
A47139	21	5	;	;	:
A47139	21	6	phase	phase	NN
A47139	21	7	1	1	CD
A47139	21	8	,	,	,
A47139	21	9	no	no	UH
A47139	21	10	.	.	.
A47139	22	1	A47139	A47139	NNP
A47139	22	2	)	)	-RRB-
A47139	22	3	Transcribed	Transcribed	NNP
A47139	22	4	from	from	IN
A47139	22	5	:	:	:
A47139	22	6	(	(	-LRB-
A47139	22	7	Early	early	JJ
A47139	22	8	English	english	JJ
A47139	22	9	Books	book	NNS
A47139	22	10	Online	online	RB
A47139	22	11	;	;	,
A47139	22	12	image	image	NN
A47139	22	13	set	set	NN
A47139	22	14	37417	37417	CD
A47139	22	15	)	)	-RRB-
A47139	22	16	Images	image	NNS
A47139	22	17	scanned	scan	VBN
A47139	22	18	from	from	IN
A47139	22	19	microfilm	microfilm	NN
A47139	22	20	:	:	:
A47139	22	21	(	(	-LRB-
A47139	22	22	Early	early	JJ
A47139	22	23	English	english	JJ
A47139	22	24	books	book	NNS
A47139	22	25	,	,	,
A47139	22	26	1641	1641	CD
A47139	22	27	-	-	SYM
A47139	22	28	1700	1700	CD
A47139	22	29	;	;	:
A47139	22	30	2188:04	2188:04	LS
A47139	22	31	)	)	-RRB-
A47139	22	32	An	an	DT
A47139	22	33	essay	essay	NN
A47139	22	34	for	for	IN
A47139	22	35	the	the	DT
A47139	22	36	discovery	discovery	NN
A47139	22	37	of	of	IN
A47139	22	38	some	some	DT
A47139	22	39	new	new	JJ
A47139	22	40	geometrical	geometrical	JJ
A47139	22	41	problems	problem	NNS
A47139	22	42	(	(	-LRB-
A47139	22	43	judged	judge	VBN
A47139	22	44	by	by	IN
A47139	22	45	some	some	DT
A47139	22	46	learned	learn	VBN
A47139	22	47	men	man	NNS
A47139	22	48	,	,	,
A47139	22	49	impracticable	impracticable	JJ
A47139	22	50	)	)	-RRB-
A47139	22	51	concerning	concern	VBG
A47139	22	52	angular	angular	JJ
A47139	22	53	sections	section	NNS
A47139	22	54	,	,	,
A47139	22	55	beginning	begin	VBG
A47139	22	56	with	with	IN
A47139	22	57	the	the	DT
A47139	22	58	geometrical	geometrical	JJ
A47139	22	59	trisection	trisection	NN
A47139	22	60	of	of	IN
A47139	22	61	any	any	DT
A47139	22	62	right	right	JJ
A47139	22	63	lined	line	VBN
A47139	22	64	angle	angle	NN
A47139	22	65	,	,	,
A47139	22	66	by	by	IN
A47139	22	67	plain	plain	JJ
A47139	22	68	geometry	geometry	NN
A47139	22	69	of	of	IN
A47139	22	70	right	right	JJ
A47139	22	71	lines	line	NNS
A47139	22	72	and	and	CC
A47139	22	73	arches	arch	NNS
A47139	22	74	of	of	IN
A47139	22	75	circles	circle	NNS
A47139	22	76	,	,	,
A47139	22	77	with	with	IN
A47139	22	78	rule	rule	NN
A47139	22	79	and	and	CC
A47139	22	80	compass	compass	VB
A47139	22	81	only	only	RB
A47139	22	82	,	,	,
A47139	22	83	with	with	IN
A47139	22	84	out	out	IN
A47139	22	85	all	all	DT
A47139	22	86	conick	conick	NN
A47139	22	87	sections	section	NNS
A47139	22	88	,	,	,
A47139	22	89	and	and	CC
A47139	22	90	cubick	cubick	NN
A47139	22	91	æquations	æquation	NNS
A47139	22	92	.	.	.
A47139	23	1	Whether	whether	IN
A47139	23	2	the	the	DT
A47139	23	3	following	follow	VBG
A47139	23	4	praxis	praxis	NN
A47139	23	5	,	,	,
A47139	23	6	and	and	CC
A47139	23	7	apparent	apparent	JJ
A47139	23	8	demonstration	demonstration	NN
A47139	23	9	thereof	thereof	RB
A47139	23	10	doth	doth	NNP
A47139	23	11	not	not	RB
A47139	23	12	only	only	RB
A47139	23	13	make	make	VBP
A47139	23	14	it	-PRON-	PRP
A47139	23	15	practicable	practicable	JJ
A47139	23	16	,	,	,
A47139	23	17	but	but	CC
A47139	23	18	easie	easie	VB
A47139	23	19	to	to	IN
A47139	23	20	the	the	DT
A47139	23	21	understanding	understanding	NN
A47139	23	22	of	of	IN
A47139	23	23	a	a	DT
A47139	23	24	tiro	tiro	NN
A47139	23	25	,	,	,
A47139	23	26	who	who	WP
A47139	23	27	but	but	CC
A47139	23	28	understands	understand	VBZ
A47139	23	29	a	a	DT
A47139	23	30	little	little	JJ
A47139	23	31	in	in	IN
A47139	23	32	true	true	JJ
A47139	23	33	geometrical	geometrical	JJ
A47139	23	34	learning	learning	NN
A47139	23	35	.	.	.
A47139	24	1	Which	which	WDT
A47139	24	2	layeth	layeth	VBD
A47139	24	3	a	a	DT
A47139	24	4	foundation	foundation	NN
A47139	24	5	of	of	IN
A47139	24	6	a	a	DT
A47139	24	7	plain	plain	JJ
A47139	24	8	method	method	NN
A47139	24	9	how	how	WRB
A47139	24	10	to	to	TO
A47139	24	11	sect	sect	VB
A47139	24	12	any	any	DT
A47139	24	13	angle	angle	NN
A47139	24	14	into	into	IN
A47139	24	15	any	any	DT
A47139	24	16	other	other	JJ
A47139	24	17	number	number	NN
A47139	24	18	of	of	IN
A47139	24	19	parts	part	NNS
A47139	24	20	required	require	VBN
A47139	24	21	,	,	,
A47139	24	22	even	even	RB
A47139	24	23	as	as	IN
A47139	24	24	4	4	CD
A47139	24	25	.	.	.
A47139	25	1	6	6	CD
A47139	25	2	.	.	.
A47139	26	1	8	8	LS
A47139	26	2	.	.	.
A47139	27	1	10	10	CD
A47139	27	2	;	;	:
A47139	27	3	or	or	CC
A47139	27	4	uneven	uneven	RB
A47139	27	5	,	,	,
A47139	27	6	as	as	IN
A47139	27	7	5	5	CD
A47139	27	8	.	.	.
A47139	28	1	7	7	LS
A47139	28	2	.	.	.
A47139	29	1	9	9	CD
A47139	29	2	.	.	.
A47139	30	1	11	11	CD
A47139	30	2	.	.	.
A47139	31	1	&	&	CC
A47139	31	2	c.	c.	NNP
A47139	31	3	As	as	IN
A47139	31	4	also	also	RB
A47139	31	5	to	to	TO
A47139	31	6	divide	divide	VB
A47139	31	7	a	a	DT
A47139	31	8	circle	circle	NN
A47139	31	9	into	into	IN
A47139	31	10	any	any	DT
A47139	31	11	number	number	NN
A47139	31	12	even	even	RB
A47139	31	13	,	,	,
A47139	31	14	or	or	CC
A47139	31	15	uneven	uneven	JJ
A47139	31	16	of	of	IN
A47139	31	17	equal	equal	JJ
A47139	31	18	parts	part	NNS
A47139	31	19	.	.	.
A47139	32	1	All	all	DT
A47139	32	2	which	which	WDT
A47139	32	3	have	have	VBP
A47139	32	4	great	great	JJ
A47139	32	5	uses	use	NNS
A47139	32	6	in	in	IN
A47139	32	7	the	the	DT
A47139	32	8	improvement	improvement	NN
A47139	32	9	of	of	IN
A47139	32	10	the	the	DT
A47139	32	11	mathematical	mathematical	JJ
A47139	32	12	sciences	science	NNS
A47139	32	13	,	,	,
A47139	32	14	some	some	DT
A47139	32	15	of	of	IN
A47139	32	16	which	which	WDT
A47139	32	17	are	be	VBP
A47139	32	18	here	here	RB
A47139	32	19	specified	specify	VBN
A47139	32	20	.	.	.
A47139	33	1	Proposed	propose	VBN
A47139	33	2	and	and	CC
A47139	33	3	submitted	submit	VBN
A47139	33	4	to	to	IN
A47139	33	5	the	the	DT
A47139	33	6	impartial	impartial	JJ
A47139	33	7	tryal	tryal	NN
A47139	33	8	and	and	CC
A47139	33	9	examination	examination	NN
A47139	33	10	of	of	IN
A47139	33	11	the	the	DT
A47139	33	12	right	right	JJ
A47139	33	13	reason	reason	NN
A47139	33	14	of	of	IN
A47139	33	15	such	such	JJ
A47139	33	16	artises	artise	NNS
A47139	33	17	,	,	,
A47139	33	18	to	to	IN
A47139	33	19	whose	whose	WP$
A47139	33	20	hands	hand	NNS
A47139	33	21	it	-PRON-	PRP
A47139	33	22	may	may	MD
A47139	33	23	come	come	VB
A47139	33	24	.	.	.
A47139	34	1	By	by	IN
A47139	34	2	G.K.	G.K.	NNP
A47139	34	3	Keith	Keith	NNP
A47139	34	4	,	,	,
A47139	34	5	George	George	NNP
A47139	34	6	,	,	,
A47139	34	7	1639?-1716	1639?-1716	CD
A47139	34	8	.	.	.
A47139	35	1	12	12	CD
A47139	35	2	p.	p.	NN
A47139	35	3	,	,	,
A47139	35	4	[	[	-LRB-
A47139	35	5	4	4	CD
A47139	35	6	]	]	-RRB-
A47139	35	7	leaves	leave	NNS
A47139	35	8	of	of	IN
A47139	35	9	plates	plate	NNS
A47139	35	10	:	:	:
A47139	35	11	ill	ill	NNP
A47139	35	12	.	.	.
A47139	35	13	printed	printed	NNP
A47139	35	14	1697	1697	CD
A47139	35	15	.	.	.
A47139	36	1	And	and	CC
A47139	36	2	to	to	TO
A47139	36	3	be	be	VB
A47139	36	4	sold	sell	VBN
A47139	36	5	by	by	IN
A47139	36	6	the	the	DT
A47139	36	7	author	author	NN
A47139	36	8	,	,	,
A47139	36	9	at	at	IN
A47139	36	10	his	-PRON-	PRP$
A47139	36	11	house	house	NN
A47139	36	12	in	in	IN
A47139	36	13	Pudding	Pudding	NNP
A47139	36	14	-	-	HYPH
A47139	36	15	Lane	Lane	NNP
A47139	36	16	,	,	,
A47139	36	17	at	at	IN
A47139	36	18	the	the	DT
A47139	36	19	sign	sign	NN
A47139	36	20	of	of	IN
A47139	36	21	he	-PRON-	PRP
A47139	36	22	[	[	-LRB-
A47139	36	23	sic	sic	NN
A47139	36	24	]	]	-RRB-
A47139	36	25	Golden	Golden	NNP
A47139	36	26	-	-	HYPH
A47139	36	27	Ball	Ball	NNP
A47139	36	28	,	,	,
A47139	36	29	near	near	IN
A47139	36	30	the	the	DT
A47139	36	31	Monument	Monument	NNP
A47139	36	32	;	;	:
A47139	36	33	and	and	CC
A47139	36	34	by	by	IN
A47139	36	35	B.	B.	NNP
A47139	36	36	Aylmer	Aylmer	NNP
A47139	36	37	at	at	IN
A47139	36	38	the	the	DT
A47139	36	39	Three	Three	NNP
A47139	36	40	Pigeons	Pigeons	NNPS
A47139	36	41	over	over	RB
A47139	36	42	against	against	IN
A47139	36	43	the	the	DT
A47139	36	44	Royal	Royal	NNP
A47139	36	45	-	-	HYPH
A47139	36	46	Exchange	Exchange	NNP
A47139	36	47	,	,	,
A47139	36	48	London	London	NNP
A47139	36	49	:	:	:
A47139	36	50	[	[	-LRB-
A47139	36	51	1697	1697	CD
A47139	36	52	]	]	-RRB-
A47139	36	53	G.K.	G.K.	NNP
A47139	36	54	=	=	SYM
A47139	36	55	George	George	NNP
A47139	36	56	Keith	Keith	NNP
A47139	36	57	.	.	.
A47139	37	1	Reproduction	reproduction	NN
A47139	37	2	of	of	IN
A47139	37	3	the	the	DT
A47139	37	4	original	original	NN
A47139	37	5	in	in	IN
A47139	37	6	Dr.	Dr.	NNP
A47139	37	7	Williams	Williams	NNP
A47139	37	8	'	'	POS
A47139	37	9	Library	Library	NNP
A47139	37	10	,	,	,
A47139	37	11	London	London	NNP
A47139	37	12	.	.	.
A47139	38	1	Created	create	VBN
A47139	38	2	by	by	IN
A47139	38	3	converting	convert	VBG
A47139	38	4	TCP	TCP	NNP
A47139	38	5	files	file	NNS
A47139	38	6	to	to	IN
A47139	38	7	TEI	TEI	NNP
A47139	38	8	P5	P5	NNP
A47139	38	9	using	use	VBG
A47139	38	10	tcp2tei.xsl	tcp2tei.xsl	NN
A47139	38	11	,	,	,
A47139	38	12	TEI	TEI	NNP
A47139	38	13	@	@	CC
A47139	38	14	Oxford	Oxford	NNP
A47139	38	15	.	.	.
A47139	39	1	Re	Re	NNS
A47139	39	2	-	-	VBN
A47139	39	3	processed	process	VBN
A47139	39	4	by	by	IN
A47139	39	5	University	University	NNP
A47139	39	6	of	of	IN
A47139	39	7	Nebraska	Nebraska	NNP
A47139	39	8	-	-	HYPH
A47139	39	9	Lincoln	Lincoln	NNP
A47139	39	10	and	and	CC
A47139	39	11	Northwestern	Northwestern	NNP
A47139	39	12	,	,	,
A47139	39	13	with	with	IN
A47139	39	14	changes	change	NNS
A47139	39	15	to	to	TO
A47139	39	16	facilitate	facilitate	VB
A47139	39	17	morpho	morpho	NN
A47139	39	18	-	-	HYPH
A47139	39	19	syntactic	syntactic	JJ
A47139	39	20	tagging	tagging	NN
A47139	39	21	.	.	.
A47139	40	1	Gap	Gap	NNP
A47139	40	2	elements	element	NNS
A47139	40	3	of	of	IN
A47139	40	4	known	know	VBN
A47139	40	5	extent	extent	NN
A47139	40	6	have	have	VBP
A47139	40	7	been	be	VBN
A47139	40	8	transformed	transform	VBN
A47139	40	9	into	into	IN
A47139	40	10	placeholder	placeholder	NN
A47139	40	11	characters	character	NNS
A47139	40	12	or	or	CC
A47139	40	13	elements	element	NNS
A47139	40	14	to	to	TO
A47139	40	15	simplify	simplify	VB
A47139	40	16	the	the	DT
A47139	40	17	filling	filling	NN
A47139	40	18	in	in	RP
A47139	40	19	of	of	IN
A47139	40	20	gaps	gap	NNS
A47139	40	21	by	by	IN
A47139	40	22	user	user	NN
A47139	40	23	contributors	contributor	NNS
A47139	40	24	.	.	.
A47139	41	1	EEBO	EEBO	NNP
A47139	41	2	-	-	HYPH
A47139	41	3	TCP	TCP	NNP
A47139	41	4	is	be	VBZ
A47139	41	5	a	a	DT
A47139	41	6	partnership	partnership	NN
A47139	41	7	between	between	IN
A47139	41	8	the	the	DT
A47139	41	9	Universities	Universities	NNPS
A47139	41	10	of	of	IN
A47139	41	11	Michigan	Michigan	NNP
A47139	41	12	and	and	CC
A47139	41	13	Oxford	Oxford	NNP
A47139	41	14	and	and	CC
A47139	41	15	the	the	DT
A47139	41	16	publisher	publisher	NN
A47139	41	17	ProQuest	ProQuest	NNP
A47139	41	18	to	to	TO
A47139	41	19	create	create	VB
A47139	41	20	accurately	accurately	RB
A47139	41	21	transcribed	transcribe	VBN
A47139	41	22	and	and	CC
A47139	41	23	encoded	encode	VBN
A47139	41	24	texts	text	NNS
A47139	41	25	based	base	VBN
A47139	41	26	on	on	IN
A47139	41	27	the	the	DT
A47139	41	28	image	image	NN
A47139	41	29	sets	set	NNS
A47139	41	30	published	publish	VBN
A47139	41	31	by	by	IN
A47139	41	32	ProQuest	ProQuest	NNP
A47139	41	33	via	via	IN
A47139	41	34	their	-PRON-	PRP$
A47139	41	35	Early	early	JJ
A47139	41	36	English	english	JJ
A47139	41	37	Books	book	NNS
A47139	41	38	Online	Online	NNP
A47139	41	39	(	(	-LRB-
A47139	41	40	EEBO	EEBO	NNP
A47139	41	41	)	)	-RRB-
A47139	41	42	database	database	NN
A47139	41	43	(	(	-LRB-
A47139	41	44	http://eebo.chadwyck.com	http://eebo.chadwyck.com	ADD
A47139	41	45	)	)	-RRB-
A47139	41	46	.	.	.
A47139	42	1	The	the	DT
A47139	42	2	general	general	JJ
A47139	42	3	aim	aim	NN
A47139	42	4	of	of	IN
A47139	42	5	EEBO	eebo	NN
A47139	42	6	-	-	HYPH
A47139	42	7	TCP	TCP	NNP
A47139	42	8	is	be	VBZ
A47139	42	9	to	to	TO
A47139	42	10	encode	encode	VB
A47139	42	11	one	one	CD
A47139	42	12	copy	copy	NN
A47139	42	13	(	(	-LRB-
A47139	42	14	usually	usually	RB
A47139	42	15	the	the	DT
A47139	42	16	first	first	JJ
A47139	42	17	edition	edition	NN
A47139	42	18	)	)	-RRB-
A47139	42	19	of	of	IN
A47139	42	20	every	every	DT
A47139	42	21	monographic	monographic	JJ
A47139	42	22	English	English	NNP
A47139	42	23	-	-	HYPH
A47139	42	24	language	language	NN
A47139	42	25	title	title	NN
A47139	42	26	published	publish	VBN
A47139	42	27	between	between	IN
A47139	42	28	1473	1473	CD
A47139	42	29	and	and	CC
A47139	42	30	1700	1700	CD
A47139	42	31	available	available	JJ
A47139	42	32	in	in	IN
A47139	42	33	EEBO	EEBO	NNP
A47139	42	34	.	.	.
A47139	43	1	EEBO	EEBO	NNP
A47139	43	2	-	-	HYPH
A47139	43	3	TCP	TCP	NNP
A47139	43	4	aimed	aim	VBN
A47139	43	5	to	to	TO
A47139	43	6	produce	produce	VB
A47139	43	7	large	large	JJ
A47139	43	8	quantities	quantity	NNS
A47139	43	9	of	of	IN
A47139	43	10	textual	textual	JJ
A47139	43	11	data	datum	NNS
A47139	43	12	within	within	IN
A47139	43	13	the	the	DT
A47139	43	14	usual	usual	JJ
A47139	43	15	project	project	NN
A47139	43	16	restraints	restraint	NNS
A47139	43	17	of	of	IN
A47139	43	18	time	time	NN
A47139	43	19	and	and	CC
A47139	43	20	funding	funding	NN
A47139	43	21	,	,	,
A47139	43	22	and	and	CC
A47139	43	23	therefore	therefore	RB
A47139	43	24	chose	choose	VBD
A47139	43	25	to	to	TO
A47139	43	26	create	create	VB
A47139	43	27	diplomatic	diplomatic	JJ
A47139	43	28	transcriptions	transcription	NNS
A47139	43	29	(	(	-LRB-
A47139	43	30	as	as	IN
A47139	43	31	opposed	oppose	VBN
A47139	43	32	to	to	IN
A47139	43	33	critical	critical	JJ
A47139	43	34	editions	edition	NNS
A47139	43	35	)	)	-RRB-
A47139	43	36	with	with	IN
A47139	43	37	light	light	JJ
A47139	43	38	-	-	HYPH
A47139	43	39	touch	touch	NN
A47139	43	40	,	,	,
A47139	43	41	mainly	mainly	RB
A47139	43	42	structural	structural	JJ
A47139	43	43	encoding	encoding	NN
A47139	43	44	based	base	VBN
A47139	43	45	on	on	IN
A47139	43	46	the	the	DT
A47139	43	47	Text	Text	NNP
A47139	43	48	Encoding	Encoding	NNP
A47139	43	49	Initiative	Initiative	NNP
A47139	43	50	(	(	-LRB-
A47139	43	51	http://www.tei-c.org	http://www.tei-c.org	NFP
A47139	43	52	)	)	-RRB-
A47139	43	53	.	.	.
A47139	44	1	The	the	DT
A47139	44	2	EEBO	EEBO	NNP
A47139	44	3	-	-	HYPH
A47139	44	4	TCP	TCP	NNP
A47139	44	5	project	project	NN
A47139	44	6	was	be	VBD
A47139	44	7	divided	divide	VBN
A47139	44	8	into	into	IN
A47139	44	9	two	two	CD
A47139	44	10	phases	phase	NNS
A47139	44	11	.	.	.
A47139	45	1	The	the	DT
A47139	45	2	25,363	25,363	CD
A47139	45	3	texts	text	NNS
A47139	45	4	created	create	VBN
A47139	45	5	during	during	IN
A47139	45	6	Phase	Phase	NNP
A47139	45	7	1	1	CD
A47139	45	8	of	of	IN
A47139	45	9	the	the	DT
A47139	45	10	project	project	NN
A47139	45	11	have	have	VBP
A47139	45	12	been	be	VBN
A47139	45	13	released	release	VBN
A47139	45	14	into	into	IN
A47139	45	15	the	the	DT
A47139	45	16	public	public	JJ
A47139	45	17	domain	domain	NN
A47139	45	18	as	as	IN
A47139	45	19	of	of	IN
A47139	45	20	1	1	CD
A47139	45	21	January	January	NNP
A47139	45	22	2015	2015	CD
A47139	45	23	.	.	.
A47139	46	1	Anyone	anyone	NN
A47139	46	2	can	can	MD
A47139	46	3	now	now	RB
A47139	46	4	take	take	VB
A47139	46	5	and	and	CC
A47139	46	6	use	use	VB
A47139	46	7	these	these	DT
A47139	46	8	texts	text	NNS
A47139	46	9	for	for	IN
A47139	46	10	their	-PRON-	PRP$
A47139	46	11	own	own	JJ
A47139	46	12	purposes	purpose	NNS
A47139	46	13	,	,	,
A47139	46	14	but	but	CC
A47139	46	15	we	-PRON-	PRP
A47139	46	16	respectfully	respectfully	RB
A47139	46	17	request	request	VBP
A47139	46	18	that	that	DT
A47139	46	19	due	due	JJ
A47139	46	20	credit	credit	NN
A47139	46	21	and	and	CC
A47139	46	22	attribution	attribution	NN
A47139	46	23	is	be	VBZ
A47139	46	24	given	give	VBN
A47139	46	25	to	to	IN
A47139	46	26	their	-PRON-	PRP$
A47139	46	27	original	original	JJ
A47139	46	28	source	source	NN
A47139	46	29	.	.	.
A47139	47	1	Users	user	NNS
A47139	47	2	should	should	MD
A47139	47	3	be	be	VB
A47139	47	4	aware	aware	JJ
A47139	47	5	of	of	IN
A47139	47	6	the	the	DT
A47139	47	7	process	process	NN
A47139	47	8	of	of	IN
A47139	47	9	creating	create	VBG
A47139	47	10	the	the	DT
A47139	47	11	TCP	TCP	NNP
A47139	47	12	texts	text	NNS
A47139	47	13	,	,	,
A47139	47	14	and	and	CC
A47139	47	15	therefore	therefore	RB
A47139	47	16	of	of	IN
A47139	47	17	any	any	DT
A47139	47	18	assumptions	assumption	NNS
A47139	47	19	that	that	WDT
A47139	47	20	can	can	MD
A47139	47	21	be	be	VB
A47139	47	22	made	make	VBN
A47139	47	23	about	about	IN
A47139	47	24	the	the	DT
A47139	47	25	data	datum	NNS
A47139	47	26	.	.	.
A47139	48	1	Text	text	NN
A47139	48	2	selection	selection	NN
A47139	48	3	was	be	VBD
A47139	48	4	based	base	VBN
A47139	48	5	on	on	IN
A47139	48	6	the	the	DT
A47139	48	7	New	New	NNP
A47139	48	8	Cambridge	Cambridge	NNP
A47139	48	9	Bibliography	Bibliography	NNP
A47139	48	10	of	of	IN
A47139	48	11	English	English	NNP
A47139	48	12	Literature	Literature	NNP
A47139	48	13	(	(	-LRB-
A47139	48	14	NCBEL	NCBEL	NNP
A47139	48	15	)	)	-RRB-
A47139	48	16	.	.	.
A47139	49	1	If	if	IN
A47139	49	2	an	an	DT
A47139	49	3	author	author	NN
A47139	49	4	(	(	-LRB-
A47139	49	5	or	or	CC
A47139	49	6	for	for	IN
A47139	49	7	an	an	DT
A47139	49	8	anonymous	anonymous	JJ
A47139	49	9	work	work	NN
A47139	49	10	,	,	,
A47139	49	11	the	the	DT
A47139	49	12	title	title	NN
A47139	49	13	)	)	-RRB-
A47139	49	14	appears	appear	VBZ
A47139	49	15	in	in	IN
A47139	49	16	NCBEL	NCBEL	NNP
A47139	49	17	,	,	,
A47139	49	18	then	then	RB
A47139	49	19	their	-PRON-	PRP$
A47139	49	20	works	work	NNS
A47139	49	21	are	be	VBP
A47139	49	22	eligible	eligible	JJ
A47139	49	23	for	for	IN
A47139	49	24	inclusion	inclusion	NN
A47139	49	25	.	.	.
A47139	50	1	Selection	selection	NN
A47139	50	2	was	be	VBD
A47139	50	3	intended	intend	VBN
A47139	50	4	to	to	TO
A47139	50	5	range	range	VB
A47139	50	6	over	over	RP
A47139	50	7	a	a	DT
A47139	50	8	wide	wide	JJ
A47139	50	9	variety	variety	NN
A47139	50	10	of	of	IN
A47139	50	11	subject	subject	JJ
A47139	50	12	areas	area	NNS
A47139	50	13	,	,	,
A47139	50	14	to	to	TO
A47139	50	15	reflect	reflect	VB
A47139	50	16	the	the	DT
A47139	50	17	true	true	JJ
A47139	50	18	nature	nature	NN
A47139	50	19	of	of	IN
A47139	50	20	the	the	DT
A47139	50	21	print	print	NN
A47139	50	22	record	record	NN
A47139	50	23	of	of	IN
A47139	50	24	the	the	DT
A47139	50	25	period	period	NN
A47139	50	26	.	.	.
A47139	51	1	In	in	IN
A47139	51	2	general	general	JJ
A47139	51	3	,	,	,
A47139	51	4	first	first	JJ
A47139	51	5	editions	edition	NNS
A47139	51	6	of	of	IN
A47139	51	7	a	a	DT
A47139	51	8	works	work	NNS
A47139	51	9	in	in	IN
A47139	51	10	English	English	NNP
A47139	51	11	were	be	VBD
A47139	51	12	prioritized	prioritize	VBN
A47139	51	13	,	,	,
A47139	51	14	although	although	IN
A47139	51	15	there	there	EX
A47139	51	16	are	be	VBP
A47139	51	17	a	a	DT
A47139	51	18	number	number	NN
A47139	51	19	of	of	IN
A47139	51	20	works	work	NNS
A47139	51	21	in	in	IN
A47139	51	22	other	other	JJ
A47139	51	23	languages	language	NNS
A47139	51	24	,	,	,
A47139	51	25	notably	notably	RB
A47139	51	26	Latin	Latin	NNP
A47139	51	27	and	and	CC
A47139	51	28	Welsh	Welsh	NNP
A47139	51	29	,	,	,
A47139	51	30	included	include	VBD
A47139	51	31	and	and	CC
A47139	51	32	sometimes	sometimes	RB
A47139	51	33	a	a	DT
A47139	51	34	second	second	JJ
A47139	51	35	or	or	CC
A47139	51	36	later	later	JJ
A47139	51	37	edition	edition	NN
A47139	51	38	of	of	IN
A47139	51	39	a	a	DT
A47139	51	40	work	work	NN
A47139	51	41	was	be	VBD
A47139	51	42	chosen	choose	VBN
A47139	51	43	if	if	IN
A47139	51	44	there	there	EX
A47139	51	45	was	be	VBD
A47139	51	46	a	a	DT
A47139	51	47	compelling	compelling	JJ
A47139	51	48	reason	reason	NN
A47139	51	49	to	to	TO
A47139	51	50	do	do	VB
A47139	51	51	so	so	RB
A47139	51	52	.	.	.
A47139	52	1	Image	image	NN
A47139	52	2	sets	set	NNS
A47139	52	3	were	be	VBD
A47139	52	4	sent	send	VBN
A47139	52	5	to	to	IN
A47139	52	6	external	external	JJ
A47139	52	7	keying	keying	NN
A47139	52	8	companies	company	NNS
A47139	52	9	for	for	IN
A47139	52	10	transcription	transcription	NN
A47139	52	11	and	and	CC
A47139	52	12	basic	basic	JJ
A47139	52	13	encoding	encoding	NN
A47139	52	14	.	.	.
A47139	53	1	Quality	quality	JJ
A47139	53	2	assurance	assurance	NN
A47139	53	3	was	be	VBD
A47139	53	4	then	then	RB
A47139	53	5	carried	carry	VBN
A47139	53	6	out	out	RP
A47139	53	7	by	by	IN
A47139	53	8	editorial	editorial	JJ
A47139	53	9	teams	team	NNS
A47139	53	10	in	in	IN
A47139	53	11	Oxford	Oxford	NNP
A47139	53	12	and	and	CC
A47139	53	13	Michigan	Michigan	NNP
A47139	53	14	.	.	.
A47139	54	1	5	5	CD
A47139	54	2	%	%	NN
A47139	54	3	(	(	-LRB-
A47139	54	4	or	or	CC
A47139	54	5	5	5	CD
A47139	54	6	pages	page	NNS
A47139	54	7	,	,	,
A47139	54	8	whichever	whichever	WDT
A47139	54	9	is	be	VBZ
A47139	54	10	the	the	DT
A47139	54	11	greater	great	JJR
A47139	54	12	)	)	-RRB-
A47139	54	13	of	of	IN
A47139	54	14	each	each	DT
A47139	54	15	text	text	NN
A47139	54	16	was	be	VBD
A47139	54	17	proofread	proofread	NN
A47139	54	18	for	for	IN
A47139	54	19	accuracy	accuracy	NN
A47139	54	20	and	and	CC
A47139	54	21	those	those	DT
A47139	54	22	which	which	WDT
A47139	54	23	did	do	VBD
A47139	54	24	not	not	RB
A47139	54	25	meet	meet	VB
A47139	54	26	QA	qa	NN
A47139	54	27	standards	standard	NNS
A47139	54	28	were	be	VBD
A47139	54	29	returned	return	VBN
A47139	54	30	to	to	IN
A47139	54	31	the	the	DT
A47139	54	32	keyers	keyer	NNS
A47139	54	33	to	to	TO
A47139	54	34	be	be	VB
A47139	54	35	redone	redone	NN
A47139	54	36	.	.	.
A47139	55	1	After	after	IN
A47139	55	2	proofreading	proofreading	NN
A47139	55	3	,	,	,
A47139	55	4	the	the	DT
A47139	55	5	encoding	encoding	NN
A47139	55	6	was	be	VBD
A47139	55	7	enhanced	enhance	VBN
A47139	55	8	and/or	and/or	CC
A47139	55	9	corrected	correct	VBD
A47139	55	10	and	and	CC
A47139	55	11	characters	character	NNS
A47139	55	12	marked	mark	VBN
A47139	55	13	as	as	IN
A47139	55	14	illegible	illegible	JJ
A47139	55	15	were	be	VBD
A47139	55	16	corrected	correct	VBN
A47139	55	17	where	where	WRB
A47139	55	18	possible	possible	JJ
A47139	55	19	up	up	IN
A47139	55	20	to	to	IN
A47139	55	21	a	a	DT
A47139	55	22	limit	limit	NN
A47139	55	23	of	of	IN
A47139	55	24	100	100	CD
A47139	55	25	instances	instance	NNS
A47139	55	26	per	per	IN
A47139	55	27	text	text	NN
A47139	55	28	.	.	.
A47139	56	1	Any	any	DT
A47139	56	2	remaining	remain	VBG
A47139	56	3	illegibles	illegible	NNS
A47139	56	4	were	be	VBD
A47139	56	5	encoded	encode	VBN
A47139	56	6	as	as	IN
A47139	56	7	<	<	XX
A47139	56	8	gap	gap	NN
A47139	56	9	>	>	XX
A47139	56	10	s	s	XX
A47139	56	11	.	.	.
A47139	57	1	Understanding	understand	VBG
A47139	57	2	these	these	DT
A47139	57	3	processes	process	NNS
A47139	57	4	should	should	MD
A47139	57	5	make	make	VB
A47139	57	6	clear	clear	JJ
A47139	57	7	that	that	IN
A47139	57	8	,	,	,
A47139	57	9	while	while	IN
A47139	57	10	the	the	DT
A47139	57	11	overall	overall	JJ
A47139	57	12	quality	quality	NN
A47139	57	13	of	of	IN
A47139	57	14	TCP	TCP	NNP
A47139	57	15	data	datum	NNS
A47139	57	16	is	be	VBZ
A47139	57	17	very	very	RB
A47139	57	18	good	good	JJ
A47139	57	19	,	,	,
A47139	57	20	some	some	DT
A47139	57	21	errors	error	NNS
A47139	57	22	will	will	MD
A47139	57	23	remain	remain	VB
A47139	57	24	and	and	CC
A47139	57	25	some	some	DT
A47139	57	26	readable	readable	JJ
A47139	57	27	characters	character	NNS
A47139	57	28	will	will	MD
A47139	57	29	be	be	VB
A47139	57	30	marked	mark	VBN
A47139	57	31	as	as	IN
A47139	57	32	illegible	illegible	JJ
A47139	57	33	.	.	.
A47139	58	1	Users	user	NNS
A47139	58	2	should	should	MD
A47139	58	3	bear	bear	VB
A47139	58	4	in	in	IN
A47139	58	5	mind	mind	NN
A47139	58	6	that	that	IN
A47139	58	7	in	in	IN
A47139	58	8	all	all	DT
A47139	58	9	likelihood	likelihood	NN
A47139	58	10	such	such	JJ
A47139	58	11	instances	instance	NNS
A47139	58	12	will	will	MD
A47139	58	13	never	never	RB
A47139	58	14	have	have	VB
A47139	58	15	been	be	VBN
A47139	58	16	looked	look	VBN
A47139	58	17	at	at	IN
A47139	58	18	by	by	IN
A47139	58	19	a	a	DT
A47139	58	20	TCP	TCP	NNP
A47139	58	21	editor	editor	NN
A47139	58	22	.	.	.
A47139	59	1	The	the	DT
A47139	59	2	texts	text	NNS
A47139	59	3	were	be	VBD
A47139	59	4	encoded	encode	VBN
A47139	59	5	and	and	CC
A47139	59	6	linked	link	VBN
A47139	59	7	to	to	IN
A47139	59	8	page	page	NN
A47139	59	9	images	image	NNS
A47139	59	10	in	in	IN
A47139	59	11	accordance	accordance	NN
A47139	59	12	with	with	IN
A47139	59	13	level	level	NN
A47139	59	14	4	4	CD
A47139	59	15	of	of	IN
A47139	59	16	the	the	DT
A47139	59	17	TEI	TEI	NNP
A47139	59	18	in	in	IN
A47139	59	19	Libraries	Libraries	NNP
A47139	59	20	guidelines	guideline	NNS
A47139	59	21	.	.	.
A47139	60	1	Copies	copy	NNS
A47139	60	2	of	of	IN
A47139	60	3	the	the	DT
A47139	60	4	texts	text	NNS
A47139	60	5	have	have	VBP
A47139	60	6	been	be	VBN
A47139	60	7	issued	issue	VBN
A47139	60	8	variously	variously	RB
A47139	60	9	as	as	IN
A47139	60	10	SGML	SGML	NNP
A47139	60	11	(	(	-LRB-
A47139	60	12	TCP	TCP	NNP
A47139	60	13	schema	schema	NN
A47139	60	14	;	;	:
A47139	60	15	ASCII	ASCII	NNP
A47139	60	16	text	text	NN
A47139	60	17	with	with	IN
A47139	60	18	mnemonic	mnemonic	NNP
A47139	60	19	sdata	sdata	NNP
A47139	60	20	character	character	NNP
A47139	60	21	entities	entity	NNS
A47139	60	22	)	)	-RRB-
A47139	60	23	;	;	:
A47139	60	24	displayable	displayable	JJ
A47139	60	25	XML	xml	NN
A47139	60	26	(	(	-LRB-
A47139	60	27	TCP	TCP	NNP
A47139	60	28	schema	schema	NN
A47139	60	29	;	;	:
A47139	60	30	characters	character	NNS
A47139	60	31	represented	represent	VBD
A47139	60	32	either	either	CC
A47139	60	33	as	as	IN
A47139	60	34	UTF-8	UTF-8	NNP
A47139	60	35	Unicode	Unicode	NNP
A47139	60	36	or	or	CC
A47139	60	37	text	text	NN
A47139	60	38	strings	string	NNS
A47139	60	39	within	within	IN
A47139	60	40	braces	brace	NNS
A47139	60	41	)	)	-RRB-
A47139	60	42	;	;	:
A47139	60	43	or	or	CC
A47139	60	44	lossless	lossless	JJ
A47139	60	45	XML	xml	NN
A47139	60	46	(	(	-LRB-
A47139	60	47	TEI	TEI	NNP
A47139	60	48	P5	P5	NNP
A47139	60	49	,	,	,
A47139	60	50	characters	character	NNS
A47139	60	51	represented	represent	VBD
A47139	60	52	either	either	CC
A47139	60	53	as	as	IN
A47139	60	54	UTF-8	UTF-8	NNP
A47139	60	55	Unicode	Unicode	NNP
A47139	60	56	or	or	CC
A47139	60	57	TEI	TEI	NNP
A47139	60	58	g	g	NN
A47139	60	59	elements	element	NNS
A47139	60	60	)	)	-RRB-
A47139	60	61	.	.	.
A47139	61	1	Keying	keying	NN
A47139	61	2	and	and	CC
A47139	61	3	markup	markup	NN
A47139	61	4	guidelines	guideline	NNS
A47139	61	5	are	be	VBP
A47139	61	6	available	available	JJ
A47139	61	7	at	at	IN
A47139	61	8	the	the	DT
A47139	61	9	Text	Text	NNP
A47139	61	10	Creation	Creation	NNP
A47139	61	11	Partnership	Partnership	NNP
A47139	61	12	web	web	NN
A47139	61	13	site	site	NN
A47139	61	14	.	.	.
A47139	62	1	eng	eng	NNP
A47139	62	2	Geometry	Geometry	NNP
A47139	62	3	--	--	:
A47139	62	4	Early	early	RB
A47139	62	5	works	work	NNS
A47139	62	6	to	to	IN
A47139	62	7	1800	1800	CD
A47139	62	8	.	.	.
A47139	63	1	2005	2005	CD
A47139	63	2	-	-	SYM
A47139	63	3	05	05	CD
A47139	63	4	TCP	TCP	NNP
A47139	63	5	Assigned	assign	VBN
A47139	63	6	for	for	IN
A47139	63	7	keying	keying	NN
A47139	63	8	and	and	CC
A47139	63	9	markup	markup	NNP
A47139	63	10	2005	2005	CD
A47139	63	11	-	-	SYM
A47139	63	12	06	06	CD
A47139	63	13	Aptara	Aptara	NNP
A47139	63	14	Keyed	Keyed	NNP
A47139	63	15	and	and	CC
A47139	63	16	coded	code	VBN
A47139	63	17	from	from	IN
A47139	63	18	ProQuest	ProQuest	NNP
A47139	63	19	page	page	NN
A47139	63	20	images	image	NNS
A47139	63	21	2005	2005	CD
A47139	63	22	-	-	SYM
A47139	63	23	07	07	CD
A47139	63	24	Mona	Mona	NNP
A47139	63	25	Logarbo	Logarbo	NNP
A47139	63	26	Sampled	Sampled	NNP
A47139	63	27	and	and	CC
A47139	63	28	proofread	proofread	JJ
A47139	63	29	2005	2005	CD
A47139	63	30	-	-	SYM
A47139	63	31	07	07	CD
A47139	63	32	Mona	Mona	NNP
A47139	63	33	Logarbo	Logarbo	NNP
A47139	63	34	Text	Text	NNP
A47139	63	35	and	and	CC
A47139	63	36	markup	markup	NN
A47139	63	37	reviewed	review	VBD
A47139	63	38	and	and	CC
A47139	63	39	edited	edit	VBD
A47139	63	40	2005	2005	CD
A47139	63	41	-	-	SYM
A47139	63	42	10	10	CD
A47139	63	43	pfs	pfs	NN
A47139	63	44	Batch	Batch	NNP
A47139	63	45	review	review	NN
A47139	63	46	(	(	-LRB-
A47139	63	47	QC	QC	NNP
A47139	63	48	)	)	-RRB-
A47139	63	49	and	and	CC
A47139	63	50	XML	xml	NN
A47139	63	51	conversion	conversion	NN
A47139	63	52	AN	an	DT
A47139	63	53	ESSAY	ESSAY	NNP
A47139	63	54	For	for	IN
A47139	63	55	the	the	DT
A47139	63	56	Discovery	Discovery	NNP
A47139	63	57	of	of	IN
A47139	63	58	Some	some	DT
A47139	63	59	NEW	NEW	NNP
A47139	63	60	Geometrical	Geometrical	NNP
A47139	63	61	Problems	Problems	NNPS
A47139	63	62	,	,	,
A47139	63	63	(	(	-LRB-
A47139	63	64	Judged	judge	VBN
A47139	63	65	by	by	IN
A47139	63	66	some	some	DT
A47139	63	67	Learned	learned	JJ
A47139	63	68	Men	Men	NNPS
A47139	63	69	,	,	,
A47139	63	70	Impracticable	Impracticable	NNP
A47139	63	71	)	)	-RRB-
A47139	63	72	Concerning	concern	VBG
A47139	63	73	ANGULAR	angular	NN
A47139	63	74	SECTIONS	section	NNS
A47139	63	75	,	,	,
A47139	63	76	Beginning	begin	VBG
A47139	63	77	with	with	IN
A47139	63	78	the	the	DT
A47139	63	79	GEOMETRICAL	GEOMETRICAL	NNP
A47139	63	80	TRISECTION	TRISECTION	NNP
A47139	63	81	of	of	IN
A47139	63	82	any	any	DT
A47139	63	83	Right	Right	NNP
A47139	63	84	Lined	Lined	NNP
A47139	63	85	Angle	Angle	NNP
A47139	63	86	,	,	,
A47139	63	87	by	by	IN
A47139	63	88	Plain	Plain	NNP
A47139	63	89	Geometry	Geometry	NNP
A47139	63	90	of	of	IN
A47139	63	91	Right	Right	NNP
A47139	63	92	Lines	Lines	NNPS
A47139	63	93	and	and	CC
A47139	63	94	Arches	Arches	NNPS
A47139	63	95	of	of	IN
A47139	63	96	Circles	Circles	NNP
A47139	63	97	,	,	,
A47139	63	98	With	with	IN
A47139	63	99	RVLE	RVLE	NNP
A47139	63	100	and	and	CC
A47139	63	101	COMPASS	COMPASS	NNP
A47139	63	102	only	only	RB
A47139	63	103	,	,	,
A47139	63	104	without	without	IN
A47139	63	105	all	all	DT
A47139	63	106	Conick	Conick	NNP
A47139	63	107	Sections	Sections	NNPS
A47139	63	108	,	,	,
A47139	63	109	and	and	CC
A47139	63	110	Cubick	Cubick	NNP
A47139	63	111	Aequations	Aequations	NNPS
A47139	63	112	.	.	.
A47139	64	1	Whether	whether	IN
A47139	64	2	the	the	DT
A47139	64	3	following	follow	VBG
A47139	64	4	Praxis	Praxis	NNP
A47139	64	5	,	,	,
A47139	64	6	and	and	CC
A47139	64	7	apparent	apparent	JJ
A47139	64	8	demonstration	demonstration	NN
A47139	64	9	thereof	thereof	RB
A47139	64	10	doth	doth	NNP
A47139	64	11	not	not	RB
A47139	64	12	only	only	RB
A47139	64	13	make	make	VBP
A47139	64	14	it	-PRON-	PRP
A47139	64	15	Practicable	practicable	JJ
A47139	64	16	,	,	,
A47139	64	17	but	but	CC
A47139	64	18	easie	easie	VB
A47139	64	19	to	to	IN
A47139	64	20	the	the	DT
A47139	64	21	Understanding	understanding	NN
A47139	64	22	of	of	IN
A47139	64	23	a	a	DT
A47139	64	24	Tiro	Tiro	NNP
A47139	64	25	,	,	,
A47139	64	26	who	who	WP
A47139	64	27	but	but	CC
A47139	64	28	understands	understand	VBZ
A47139	64	29	a	a	DT
A47139	64	30	little	little	JJ
A47139	64	31	in	in	IN
A47139	64	32	true	true	JJ
A47139	64	33	Geometrical	Geometrical	NNP
A47139	64	34	Learning	Learning	NNP
A47139	64	35	.	.	.
A47139	65	1	Which	which	WDT
A47139	65	2	layeth	layeth	VBD
A47139	65	3	a	a	DT
A47139	65	4	Foundation	Foundation	NNP
A47139	65	5	of	of	IN
A47139	65	6	a	a	DT
A47139	65	7	Plain	Plain	NNP
A47139	65	8	Method	Method	NNP
A47139	65	9	how	how	WRB
A47139	65	10	to	to	IN
A47139	65	11	Sect	Sect	NNP
A47139	65	12	any	any	DT
A47139	65	13	Angle	Angle	NNP
A47139	65	14	into	into	IN
A47139	65	15	any	any	DT
A47139	65	16	other	other	JJ
A47139	65	17	Number	number	NN
A47139	65	18	of	of	IN
A47139	65	19	Parts	Parts	NNPS
A47139	65	20	required	require	VBN
A47139	65	21	,	,	,
A47139	65	22	Even	even	RB
A47139	65	23	as	as	IN
A47139	65	24	4	4	CD
A47139	65	25	.	.	.
A47139	66	1	6	6	CD
A47139	66	2	.	.	.
A47139	67	1	8	8	LS
A47139	67	2	.	.	.
A47139	68	1	10	10	CD
A47139	68	2	;	;	:
A47139	68	3	or	or	CC
A47139	68	4	Vneven	Vneven	NNP
A47139	68	5	,	,	,
A47139	68	6	as	as	IN
A47139	68	7	5	5	CD
A47139	68	8	.	.	.
A47139	69	1	7	7	LS
A47139	69	2	.	.	.
A47139	70	1	9	9	CD
A47139	70	2	.	.	.
A47139	71	1	11	11	CD
A47139	71	2	.	.	.
A47139	72	1	&	&	CC
A47139	72	2	c.	c.	NNP
A47139	72	3	As	as	IN
A47139	72	4	also	also	RB
A47139	72	5	to	to	TO
A47139	72	6	divide	divide	VB
A47139	72	7	a	a	DT
A47139	72	8	Circle	Circle	NNP
A47139	72	9	into	into	IN
A47139	72	10	any	any	DT
A47139	72	11	number	number	NN
A47139	72	12	Even	even	RB
A47139	72	13	,	,	,
A47139	72	14	or	or	CC
A47139	72	15	Vneven	Vneven	NNP
A47139	72	16	of	of	IN
A47139	72	17	equal	equal	JJ
A47139	72	18	parts	part	NNS
A47139	72	19	.	.	.
A47139	73	1	All	all	DT
A47139	73	2	which	which	WDT
A47139	73	3	have	have	VBP
A47139	73	4	great	great	JJ
A47139	73	5	Uses	use	NNS
A47139	73	6	in	in	IN
A47139	73	7	the	the	DT
A47139	73	8	Improvement	improvement	NN
A47139	73	9	of	of	IN
A47139	73	10	the	the	DT
A47139	73	11	Mathematical	Mathematical	NNP
A47139	73	12	Sciences	Sciences	NNPS
A47139	73	13	,	,	,
A47139	73	14	some	some	DT
A47139	73	15	of	of	IN
A47139	73	16	which	which	WDT
A47139	73	17	are	be	VBP
A47139	73	18	here	here	RB
A47139	73	19	specified	specify	VBN
A47139	73	20	.	.	.
A47139	74	1	Proposed	propose	VBN
A47139	74	2	and	and	CC
A47139	74	3	Submitted	submit	VBN
A47139	74	4	to	to	IN
A47139	74	5	the	the	DT
A47139	74	6	Impartial	Impartial	NNP
A47139	74	7	Tryal	Tryal	NNP
A47139	74	8	and	and	CC
A47139	74	9	Examination	Examination	NNP
A47139	74	10	of	of	IN
A47139	74	11	the	the	DT
A47139	74	12	Right	Right	NNP
A47139	74	13	Reason	Reason	NNP
A47139	74	14	of	of	IN
A47139	74	15	such	such	JJ
A47139	74	16	Artists	Artists	NNPS
A47139	74	17	,	,	,
A47139	74	18	to	to	IN
A47139	74	19	whose	whose	WP$
A47139	74	20	Hands	hand	NNS
A47139	74	21	it	-PRON-	PRP
A47139	74	22	may	may	MD
A47139	74	23	come	come	VB
A47139	74	24	.	.	.
A47139	75	1	By	by	IN
A47139	75	2	G.	G.	NNP
A47139	75	3	K.	K.	NNP
A47139	75	4	London	London	NNP
A47139	75	5	,	,	,
A47139	75	6	Printed	Printed	NNP
A47139	75	7	1697	1697	CD
A47139	75	8	.	.	.
A47139	76	1	And	and	CC
A47139	76	2	to	to	TO
A47139	76	3	be	be	VB
A47139	76	4	Sold	sell	VBN
A47139	76	5	by	by	IN
A47139	76	6	the	the	DT
A47139	76	7	Author	author	NN
A47139	76	8	,	,	,
A47139	76	9	at	at	IN
A47139	76	10	his	-PRON-	PRP$
A47139	76	11	House	House	NNP
A47139	76	12	in	in	IN
A47139	76	13	Pudding	Pudding	NNP
A47139	76	14	-	-	HYPH
A47139	76	15	Lane	Lane	NNP
A47139	76	16	,	,	,
A47139	76	17	at	at	IN
A47139	76	18	the	the	DT
A47139	76	19	Sign	Sign	NNP
A47139	76	20	of	of	IN
A47139	76	21	he	-PRON-	PRP
A47139	76	22	Golden	Golden	NNP
A47139	76	23	-	-	HYPH
A47139	76	24	Ball	Ball	NNP
A47139	76	25	,	,	,
A47139	76	26	near	near	IN
A47139	76	27	the	the	DT
A47139	76	28	Monument	Monument	NNP
A47139	76	29	;	;	:
A47139	76	30	And	and	CC
A47139	76	31	by	by	IN
A47139	76	32	B.	B.	NNP
A47139	76	33	Aylmer	Aylmer	NNP
A47139	76	34	at	at	IN
A47139	76	35	the	the	DT
A47139	76	36	Three	Three	NNP
A47139	76	37	Pigeons	Pigeons	NNPS
A47139	76	38	over	over	RB
A47139	76	39	against	against	IN
A47139	76	40	the	the	DT
A47139	76	41	Royal	Royal	NNP
A47139	76	42	-	-	HYPH
A47139	76	43	Exchange	Exchange	NNP
A47139	76	44	.	.	.
A47139	77	1	Some	some	DT
A47139	77	2	New	New	NNP
A47139	77	3	Geometrical	Geometrical	NNP
A47139	77	4	Problems	Problems	NNPS
A47139	77	5	,	,	,
A47139	77	6	&	&	CC
A47139	77	7	c.	c.	NNP
A47139	77	8	ALthough	although	IN
A47139	77	9	the	the	DT
A47139	77	10	Trisection	Trisection	NNP
A47139	77	11	of	of	IN
A47139	77	12	a	a	DT
A47139	77	13	right	right	NN
A47139	77	14	lined	line	VBN
A47139	77	15	Angle	Angle	NNP
A47139	77	16	and	and	CC
A47139	77	17	also	also	RB
A47139	77	18	its	-PRON-	PRP$
A47139	77	19	Section	section	NN
A47139	77	20	into	into	IN
A47139	77	21	any	any	DT
A47139	77	22	parts	part	NNS
A47139	77	23	required	require	VBN
A47139	77	24	,	,	,
A47139	77	25	to	to	IN
A47139	77	26	a	a	DT
A47139	77	27	true	true	JJ
A47139	77	28	Mathematical	mathematical	JJ
A47139	77	29	exactness	exactness	NN
A47139	77	30	,	,	,
A47139	77	31	is	be	VBZ
A47139	77	32	denyed	denyed	JJ
A47139	77	33	to	to	TO
A47139	77	34	be	be	VB
A47139	77	35	practicable	practicable	JJ
A47139	77	36	by	by	IN
A47139	77	37	plain	plain	JJ
A47139	77	38	Geometry	Geometry	NNP
A47139	77	39	(	(	-LRB-
A47139	77	40	of	of	IN
A47139	77	41	right	right	JJ
A47139	77	42	Lines	Lines	NNPS
A47139	77	43	and	and	CC
A47139	77	44	Arches	Arches	NNPS
A47139	77	45	of	of	IN
A47139	77	46	Circles	Circles	NNP
A47139	77	47	,	,	,
A47139	77	48	with	with	IN
A47139	77	49	Rule	Rule	NNP
A47139	77	50	and	and	CC
A47139	77	51	Compass	Compass	NNP
A47139	77	52	only	only	RB
A47139	77	53	,	,	,
A47139	77	54	without	without	IN
A47139	77	55	all	all	DT
A47139	77	56	Conick	Conick	NNP
A47139	77	57	Sections	Sections	NNPS
A47139	77	58	,	,	,
A47139	77	59	and	and	CC
A47139	77	60	Algebra	Algebra	NNP
A47139	77	61	Equations	Equations	NNP
A47139	77	62	)	)	-RRB-
A47139	77	63	by	by	IN
A47139	77	64	some	some	DT
A47139	77	65	learned	learn	VBN
A47139	77	66	Artists	artist	NNS
A47139	77	67	;	;	:
A47139	77	68	yet	yet	CC
A47139	77	69	others	other	NNS
A47139	77	70	as	as	IN
A47139	77	71	learned	learn	VBN
A47139	77	72	are	be	VBP
A47139	77	73	not	not	RB
A47139	77	74	so	so	RB
A47139	77	75	positive	positive	JJ
A47139	77	76	,	,	,
A47139	77	77	but	but	CC
A47139	77	78	acknowledge	acknowledge	VB
A47139	77	79	the	the	DT
A47139	77	80	Practise	practise	NN
A47139	77	81	of	of	IN
A47139	77	82	it	-PRON-	PRP
A47139	77	83	is	be	VBZ
A47139	77	84	not	not	RB
A47139	77	85	as	as	RB
A47139	77	86	yet	yet	RB
A47139	77	87	discovered	discover	VBN
A47139	77	88	,	,	,
A47139	77	89	among	among	IN
A47139	77	90	whom	whom	WP
A47139	77	91	is	be	VBZ
A47139	77	92	the	the	DT
A47139	77	93	learned	learned	JJ
A47139	77	94	Is	be	VBZ
A47139	77	95	.	.	.
A47139	78	1	Barrow	Barrow	NNP
A47139	78	2	,	,	,
A47139	78	3	who	who	WP
A47139	78	4	hath	hath	VBP
A47139	78	5	writ	writ	NNP
A47139	78	6	thus	thus	RB
A47139	78	7	,	,	,
A47139	78	8	in	in	IN
A47139	78	9	Corol	Corol	NNP
A47139	78	10	.	.	.
A47139	79	1	ad	ad	NN
A47139	79	2	.	.	.
A47139	80	1	9	9	CD
A47139	80	2	.	.	.
A47139	81	1	1	1	LS
A47139	81	2	.	.	.
A47139	81	3	elem	elem	NNP
A47139	81	4	.	.	.
A47139	82	1	Eucl	eucl	VB
A47139	82	2	.	.	.
A47139	83	1	Methodus	Methodus	NNP
A47139	83	2	vero	vero	NN
A47139	83	3	regula	regula	NN
A47139	83	4	&	&	CC
A47139	83	5	Circino	Circino	NNP
A47139	83	6	angulos	angulo	NNS
A47139	83	7	secandi	secandi	NN
A47139	83	8	in	in	IN
A47139	83	9	aequales	aequales	NNP
A47139	83	10	quotcunque	quotcunque	NNP
A47139	83	11	hactenus	hactenus	NNP
A47139	83	12	Geometras	Geometras	NNP
A47139	83	13	latuit	latuit	NN
A47139	83	14	.	.	.
A47139	84	1	and	and	CC
A47139	84	2	in	in	IN
A47139	84	3	Schol	Schol	NNP
A47139	84	4	.	.	.
A47139	85	1	ad	ad	NN
A47139	85	2	16	16	CD
A47139	85	3	.	.	.
A47139	86	1	4	4	LS
A47139	86	2	.	.	.
A47139	87	1	Elem	Elem	NNP
A47139	87	2	.	.	.
A47139	88	1	Coeterum	Coeterum	NNP
A47139	88	2	divisio	divisio	JJ
A47139	88	3	circumferentiae	circumferentiae	NN
A47139	88	4	in	in	IN
A47139	88	5	partes	partes	NNP
A47139	88	6	datas	datas	NNP
A47139	88	7	etiamnum	etiamnum	NNP
A47139	88	8	desideratur	desideratur	NNP
A47139	88	9	.	.	.
A47139	89	1	The	the	DT
A47139	89	2	Praxis	Praxis	NNP
A47139	89	3	of	of	IN
A47139	89	4	the	the	DT
A47139	89	5	Trisection	Trisection	NNP
A47139	89	6	of	of	IN
A47139	89	7	any	any	DT
A47139	89	8	given	give	VBN
A47139	89	9	Angle	Angle	NNP
A47139	89	10	.	.	.
A47139	90	1	1	1	LS
A47139	90	2	.	.	.
A47139	91	1	Divide	divide	VB
A47139	91	2	the	the	DT
A47139	91	3	Cord	Cord	NNP
A47139	91	4	BC	BC	NNP
A47139	91	5	into	into	IN
A47139	91	6	3	3	CD
A47139	91	7	equal	equal	JJ
A47139	91	8	Parts	part	NNS
A47139	91	9	,	,	,
A47139	91	10	as	as	IN
A47139	91	11	BE	BE	NNP
A47139	91	12	=	=	SYM
A47139	91	13	EE	EE	NNP
A47139	91	14	=	=	SYM
A47139	91	15	EC	EC	NNP
A47139	91	16	by	by	IN
A47139	91	17	10	10	CD
A47139	91	18	.	.	.
A47139	92	1	6	6	LS
A47139	92	2	.	.	.
A47139	92	3	elem	elem	NNP
A47139	92	4	.	.	.
A47139	93	1	Euclid	euclid	JJ
A47139	93	2	.	.	.
A47139	94	1	and	and	CC
A47139	94	2	draw	draw	VB
A47139	94	3	the	the	DT
A47139	94	4	2	2	CD
A47139	94	5	Perpendiculars	perpendicular	NNS
A47139	94	6	EF	EF	NNP
A47139	94	7	.	.	.
A47139	95	1	EF	EF	NNP
A47139	95	2	.	.	.
A47139	96	1	2	2	LS
A47139	96	2	.	.	.
A47139	97	1	With	with	IN
A47139	97	2	the	the	DT
A47139	97	3	extent	extent	NN
A47139	97	4	of	of	IN
A47139	97	5	⅓	⅓	NNP
A47139	97	6	of	of	IN
A47139	97	7	the	the	DT
A47139	97	8	Cord	Cord	NNP
A47139	97	9	as	as	IN
A47139	97	10	EC	EC	NNP
A47139	97	11	measure	measure	NN
A47139	97	12	on	on	IN
A47139	97	13	the	the	DT
A47139	97	14	Arch	Arch	NNP
A47139	97	15	from	from	IN
A47139	97	16	C	c	NN
A47139	97	17	to	to	IN
A47139	97	18	G	g	NN
A47139	97	19	,	,	,
A47139	97	20	and	and	CC
A47139	97	21	draw	draw	VB
A47139	97	22	the	the	DT
A47139	97	23	Line	Line	NNP
A47139	97	24	or	or	CC
A47139	97	25	Cord	Cord	NNP
A47139	97	26	GC	GC	NNP
A47139	97	27	=	=	SYM
A47139	97	28	EC	EC	NNP
A47139	97	29	.	.	.
A47139	98	1	3	3	LS
A47139	98	2	.	.	.
A47139	99	1	With	with	IN
A47139	99	2	another	another	DT
A47139	99	3	Radius	Radius	NNP
A47139	99	4	less	less	JJR
A47139	99	5	than	than	IN
A47139	99	6	AC	AC	NNP
A47139	99	7	,	,	,
A47139	99	8	viz	viz	NN
A47139	99	9	.	.	.
A47139	100	1	AK	AK	NNP
A47139	100	2	draw	draw	VBP
A47139	100	3	a	a	DT
A47139	100	4	second	second	JJ
A47139	100	5	arch	arch	NN
A47139	100	6	as	as	IN
A47139	100	7	KL	KL	NNP
A47139	100	8	,	,	,
A47139	100	9	until	until	IN
A47139	100	10	it	-PRON-	PRP
A47139	100	11	cut	cut	VBD
A47139	100	12	the	the	DT
A47139	100	13	perpendicular	perpendicular	JJ
A47139	100	14	EF	EF	NNP
A47139	100	15	,	,	,
A47139	100	16	and	and	CC
A47139	100	17	let	let	VB
A47139	100	18	the	the	DT
A47139	100	19	Radius	Radius	NNP
A47139	100	20	AK	AK	NNP
A47139	100	21	be	be	VB
A47139	100	22	so	so	RB
A47139	100	23	long	long	RB
A47139	100	24	,	,	,
A47139	100	25	that	that	IN
A47139	100	26	the	the	DT
A47139	100	27	extent	extent	NN
A47139	100	28	of	of	IN
A47139	100	29	the	the	DT
A47139	100	30	Cord	Cord	NNP
A47139	100	31	betwixt	betwixt	JJ
A47139	100	32	K	k	NN
A47139	100	33	and	and	CC
A47139	100	34	L	L	NNP
A47139	100	35	be	be	VB
A47139	100	36	somewhat	somewhat	RB
A47139	100	37	longer	long	JJR
A47139	100	38	than	than	IN
A47139	100	39	EC	EC	NNP
A47139	100	40	,	,	,
A47139	100	41	and	and	CC
A47139	100	42	with	with	IN
A47139	100	43	the	the	DT
A47139	100	44	same	same	JJ
A47139	100	45	extent	extent	NN
A47139	100	46	EC	EC	NNP
A47139	100	47	measure	measure	NN
A47139	100	48	on	on	IN
A47139	100	49	this	this	DT
A47139	100	50	second	second	JJ
A47139	100	51	arch	arch	JJ
A47139	100	52	KR	KR	NNP
A47139	100	53	=	=	SYM
A47139	100	54	EC	EC	NNP
A47139	100	55	.	.	.
A47139	101	1	4	4	LS
A47139	101	2	.	.	.
A47139	102	1	From	from	IN
A47139	102	2	G	g	NN
A47139	102	3	to	to	IN
A47139	102	4	R	r	NN
A47139	102	5	draw	draw	VB
A47139	102	6	a	a	DT
A47139	102	7	straight	straight	JJ
A47139	102	8	Line	Line	NNP
A47139	102	9	by	by	IN
A47139	102	10	post	post	NN
A47139	102	11	1	1	CD
A47139	102	12	.	.	.
A47139	103	1	1	1	LS
A47139	103	2	.	.	.
A47139	103	3	elem	elem	NNP
A47139	103	4	.	.	.
A47139	104	1	and	and	CC
A47139	104	2	produce	produce	VB
A47139	104	3	the	the	DT
A47139	104	4	same	same	JJ
A47139	104	5	by	by	IN
A47139	104	6	post	post	NNP
A47139	104	7	2	2	CD
A47139	104	8	.	.	.
A47139	104	9	until	until	IN
A47139	104	10	it	-PRON-	PRP
A47139	104	11	cut	cut	VBD
A47139	104	12	the	the	DT
A47139	104	13	Perpendiculars	perpendicular	NNS
A47139	104	14	at	at	IN
A47139	104	15	I	I	NNP
A47139	104	16	and	and	CC
A47139	104	17	O.	O.	NNP
A47139	105	1	5	5	CD
A47139	105	2	.	.	.
A47139	106	1	Draw	draw	VB
A47139	106	2	the	the	DT
A47139	106	3	straight	straight	JJ
A47139	106	4	lines	line	NNS
A47139	106	5	AI	AI	NNP
A47139	106	6	and	and	CC
A47139	106	7	AO	AO	NNP
A47139	106	8	,	,	,
A47139	106	9	and	and	CC
A47139	106	10	extend	extend	VB
A47139	106	11	them	-PRON-	PRP
A47139	106	12	to	to	IN
A47139	106	13	H	h	NN
A47139	106	14	on	on	IN
A47139	106	15	both	both	DT
A47139	106	16	sides	side	NNS
A47139	106	17	,	,	,
A47139	106	18	so	so	IN
A47139	106	19	that	that	IN
A47139	106	20	the	the	DT
A47139	106	21	one	one	CD
A47139	106	22	line	line	NN
A47139	106	23	shall	shall	MD
A47139	106	24	be	be	VB
A47139	106	25	AIH	aih	NN
A47139	106	26	,	,	,
A47139	106	27	and	and	CC
A47139	106	28	the	the	DT
A47139	106	29	other	other	JJ
A47139	106	30	AOH	AOH	NNP
A47139	106	31	,	,	,
A47139	106	32	which	which	WDT
A47139	106	33	two	two	CD
A47139	106	34	Lines	line	NNS
A47139	106	35	shall	shall	MD
A47139	106	36	sect	sect	VB
A47139	106	37	the	the	DT
A47139	106	38	given	give	VBN
A47139	106	39	angle	angle	NN
A47139	106	40	BAC	BAC	NNP
A47139	106	41	into	into	IN
A47139	106	42	three	three	CD
A47139	106	43	parts	part	NNS
A47139	106	44	or	or	CC
A47139	106	45	angles	angle	NNS
A47139	106	46	,	,	,
A47139	106	47	viz	viz	NN
A47139	106	48	.	.	.
A47139	107	1	BAH	BAH	NNP
A47139	107	2	,	,	,
A47139	107	3	HAH	HAH	NNP
A47139	107	4	,	,	,
A47139	107	5	HAC	HAC	NNP
A47139	107	6	.	.	.
A47139	108	1	The	the	DT
A47139	108	2	Question	question	NN
A47139	108	3	,	,	,
A47139	108	4	or	or	CC
A47139	108	5	Problem	problem	NN
A47139	108	6	to	to	TO
A47139	108	7	be	be	VB
A47139	108	8	resolved	resolve	VBN
A47139	108	9	is	be	VBZ
A47139	108	10	,	,	,
A47139	108	11	whether	whether	IN
A47139	108	12	these	these	DT
A47139	108	13	three	three	CD
A47139	108	14	angles	angle	NNS
A47139	108	15	are	be	VBP
A47139	108	16	not	not	RB
A47139	108	17	equal	equal	JJ
A47139	108	18	,	,	,
A47139	108	19	and	and	CC
A47139	108	20	consequently	consequently	RB
A47139	108	21	that	that	IN
A47139	108	22	the	the	DT
A47139	108	23	angle	angle	NN
A47139	108	24	BAC	BAC	NNP
A47139	108	25	is	be	VBZ
A47139	108	26	trisected	trisect	VBN
A47139	108	27	into	into	IN
A47139	108	28	equal	equal	JJ
A47139	108	29	angles	angle	NNS
A47139	108	30	.	.	.
A47139	109	1	The	the	DT
A47139	109	2	apparent	apparent	JJ
A47139	109	3	demonstration	demonstration	NN
A47139	109	4	that	that	WDT
A47139	109	5	is	be	VBZ
A47139	109	6	here	here	RB
A47139	109	7	proposed	propose	VBN
A47139	109	8	to	to	TO
A47139	109	9	prove	prove	VB
A47139	109	10	it	-PRON-	PRP
A47139	109	11	,	,	,
A47139	109	12	followeth	followeth	NNP
A47139	109	13	.	.	.
A47139	110	1	In	in	IN
A47139	110	2	order	order	NN
A47139	110	3	to	to	IN
A47139	110	4	the	the	DT
A47139	110	5	apparent	apparent	JJ
A47139	110	6	following	following	JJ
A47139	110	7	demonstration	demonstration	NN
A47139	110	8	,	,	,
A47139	110	9	by	by	IN
A47139	110	10	way	way	NN
A47139	110	11	of	of	IN
A47139	110	12	Preparation	Preparation	NNP
A47139	110	13	,	,	,
A47139	110	14	1	1	CD
A47139	110	15	.	.	.
A47139	111	1	Draw	draw	VB
A47139	111	2	the	the	DT
A47139	111	3	line	line	NN
A47139	111	4	OI	OI	NNP
A47139	111	5	,	,	,
A47139	111	6	which	which	WDT
A47139	111	7	shall	shall	MD
A47139	111	8	be	be	VB
A47139	111	9	parallel	parallel	JJ
A47139	111	10	to	to	IN
A47139	111	11	EE	ee	NN
A47139	111	12	by	by	IN
A47139	111	13	28	28	CD
A47139	111	14	.	.	.
A47139	112	1	1	1	LS
A47139	112	2	.	.	.
A47139	112	3	elem	elem	NNP
A47139	112	4	.	.	.
A47139	113	1	and	and	CC
A47139	113	2	extend	extend	VB
A47139	113	3	it	-PRON-	PRP
A47139	113	4	on	on	IN
A47139	113	5	both	both	DT
A47139	113	6	sides	side	NNS
A47139	113	7	,	,	,
A47139	113	8	from	from	IN
A47139	113	9	I	-PRON-	PRP
A47139	113	10	to	to	IN
A47139	113	11	N	n	NN
A47139	113	12	on	on	IN
A47139	113	13	the	the	DT
A47139	113	14	one	one	CD
A47139	113	15	side	side	NN
A47139	113	16	,	,	,
A47139	113	17	and	and	CC
A47139	113	18	from	from	IN
A47139	113	19	O	o	NN
A47139	113	20	to	to	IN
A47139	113	21	N	n	NN
A47139	113	22	on	on	IN
A47139	113	23	the	the	DT
A47139	113	24	other	other	JJ
A47139	113	25	,	,	,
A47139	113	26	making	make	VBG
A47139	113	27	IN	IN	NNP
A47139	113	28	=	=	SYM
A47139	113	29	ON	ON	NNP
A47139	113	30	=	=	SYM
A47139	113	31	EC	EC	NNP
A47139	113	32	=	=	SYM
A47139	113	33	OI	OI	NNP
A47139	113	34	.	.	.
A47139	114	1	2	2	LS
A47139	114	2	.	.	.
A47139	115	1	With	with	IN
A47139	115	2	Radius	Radius	NNP
A47139	115	3	IN	IN	NNP
A47139	115	4	,	,	,
A47139	115	5	and	and	CC
A47139	115	6	ON	ON	NNP
A47139	115	7	,	,	,
A47139	115	8	describe	describe	VB
A47139	115	9	the	the	DT
A47139	115	10	arches	arch	NNS
A47139	115	11	on	on	IN
A47139	115	12	both	both	DT
A47139	115	13	sides	side	NNS
A47139	115	14	NM	NM	NNP
A47139	115	15	until	until	IN
A47139	115	16	these	these	DT
A47139	115	17	arches	arch	NNS
A47139	115	18	cut	cut	VBP
A47139	115	19	the	the	DT
A47139	115	20	lines	line	NNS
A47139	115	21	AC	AC	NNP
A47139	115	22	and	and	CC
A47139	115	23	AB	AB	NNP
A47139	115	24	,	,	,
A47139	115	25	so	so	RB
A47139	115	26	shall	shall	MD
A47139	115	27	the	the	DT
A47139	115	28	lines	line	NNS
A47139	115	29	or	or	CC
A47139	115	30	cords	cord	NNS
A47139	115	31	drawn	draw	VBN
A47139	115	32	betwixt	betwixt	NNP
A47139	115	33	I	I	NNP
A47139	115	34	and	and	CC
A47139	115	35	M	M	NNP
A47139	115	36	and	and	CC
A47139	115	37	O	O	NNP
A47139	115	38	and	and	CC
A47139	115	39	M	M	NNP
A47139	115	40	,	,	,
A47139	115	41	viz	viz	NN
A47139	115	42	.	.	.
A47139	116	1	IM	IM	NNP
A47139	116	2	and	and	CC
A47139	116	3	OM	OM	NNP
A47139	116	4	=	=	SYM
A47139	116	5	EC	EC	NNP
A47139	116	6	.	.	.
A47139	117	1	3	3	LS
A47139	117	2	.	.	.
A47139	118	1	Make	make	VB
A47139	118	2	the	the	DT
A47139	118	3	angle	angle	NN
A47139	118	4	IMP	IMP	NNP
A47139	118	5	=	=	SYM
A47139	118	6	angle	angle	NN
A47139	118	7	MIN	MIN	NNP
A47139	118	8	by	by	IN
A47139	118	9	23	23	CD
A47139	118	10	.	.	.
A47139	119	1	1	1	LS
A47139	119	2	.	.	.
A47139	119	3	elem	elem	NNP
A47139	119	4	.	.	.
A47139	120	1	and	and	CC
A47139	120	2	OMP	OMP	NNP
A47139	120	3	=	=	SYM
A47139	120	4	MON	MON	NNP
A47139	120	5	,	,	,
A47139	120	6	and	and	CC
A47139	120	7	extend	extend	VB
A47139	120	8	the	the	DT
A47139	120	9	line	line	NN
A47139	120	10	MP	MP	NNP
A47139	120	11	,	,	,
A47139	120	12	until	until	IN
A47139	120	13	it	-PRON-	PRP
A47139	120	14	cut	cut	VBD
A47139	120	15	the	the	DT
A47139	120	16	line	line	NN
A47139	120	17	AI	ai	NN
A47139	120	18	at	at	IN
A47139	120	19	P	p	NN
A47139	120	20	,	,	,
A47139	120	21	and	and	CC
A47139	120	22	AO	AO	NNP
A47139	120	23	at	at	IN
A47139	120	24	P.	P.	NNP
A47139	120	25	4	4	CD
A47139	120	26	.	.	.
A47139	121	1	Draw	draw	VB
A47139	121	2	the	the	DT
A47139	121	3	line	line	NN
A47139	121	4	OP	op	NN
A47139	121	5	parallel	parallel	NN
A47139	121	6	to	to	IN
A47139	121	7	IM	IM	NNP
A47139	121	8	,	,	,
A47139	121	9	until	until	IN
A47139	121	10	it	-PRON-	PRP
A47139	121	11	cut	cut	VBD
A47139	121	12	MP	MP	NNP
A47139	121	13	,	,	,
A47139	121	14	whence	whence	NN
A47139	121	15	the	the	DT
A47139	121	16	perfect	perfect	JJ
A47139	121	17	Rhombus	Rhombus	NNP
A47139	121	18	OMPI	OMPI	NNP
A47139	121	19	shall	shall	MD
A47139	121	20	be	be	VB
A47139	121	21	formed	form	VBN
A47139	121	22	,	,	,
A47139	121	23	having	have	VBG
A47139	121	24	the	the	DT
A47139	121	25	opposit	opposit	JJ
A47139	121	26	side	side	NN
A47139	121	27	;	;	:
A47139	121	28	paralel	paralel	NNS
A47139	121	29	and	and	CC
A47139	121	30	equal	equal	JJ
A47139	121	31	,	,	,
A47139	121	32	for	for	IN
A47139	121	33	PM	pm	NN
A47139	121	34	by	by	IN
A47139	121	35	construction	construction	NN
A47139	121	36	is	be	VBZ
A47139	121	37	parallel	parallel	JJ
A47139	121	38	with	with	IN
A47139	121	39	OI	OI	NNP
A47139	121	40	,	,	,
A47139	121	41	and	and	CC
A47139	121	42	OP	op	NN
A47139	121	43	with	with	IN
A47139	121	44	IM	IM	NNP
A47139	121	45	and	and	CC
A47139	121	46	that	that	IN
A47139	121	47	the	the	DT
A47139	121	48	Line	Line	NNP
A47139	121	49	OP	OP	NNP
A47139	121	50	drawn	draw	VBD
A47139	121	51	parallel	parallel	RB
A47139	121	52	to	to	IN
A47139	121	53	IM	IM	NNP
A47139	121	54	can	can	MD
A47139	121	55	cut	cut	VB
A47139	121	56	the	the	DT
A47139	121	57	Line	Line	NNP
A47139	121	58	PM	pm	NN
A47139	121	59	no	no	UH
A47139	121	60	where	where	WRB
A47139	121	61	but	but	CC
A47139	121	62	at	at	IN
A47139	121	63	P	p	NN
A47139	121	64	on	on	IN
A47139	121	65	the	the	DT
A47139	121	66	line	line	NN
A47139	121	67	AI	AI	NNP
A47139	121	68	is	be	VBZ
A47139	121	69	proved	prove	VBN
A47139	121	70	thus	thus	RB
A47139	121	71	.	.	.
A47139	122	1	Suppose	suppose	VB
A47139	122	2	it	-PRON-	PRP
A47139	122	3	cut	cut	VBD
A47139	122	4	the	the	DT
A47139	122	5	line	line	NN
A47139	122	6	PM	pm	NN
A47139	122	7	any	any	RB
A47139	122	8	where	where	WRB
A47139	122	9	else	else	RB
A47139	122	10	,	,	,
A47139	122	11	than	than	IN
A47139	122	12	on	on	IN
A47139	122	13	the	the	DT
A47139	122	14	line	line	NN
A47139	122	15	AI	AI	NNP
A47139	122	16	on	on	IN
A47139	122	17	either	either	DT
A47139	122	18	side	side	NN
A47139	122	19	,	,	,
A47139	122	20	it	-PRON-	PRP
A47139	122	21	should	should	MD
A47139	122	22	make	make	VB
A47139	122	23	PM	PM	NNP
A47139	122	24	either	either	CC
A47139	122	25	longer	long	RBR
A47139	122	26	or	or	CC
A47139	122	27	shorter	short	JJR
A47139	122	28	than	than	IN
A47139	122	29	its	-PRON-	PRP$
A47139	122	30	opposit	opposit	JJ
A47139	122	31	side	side	NN
A47139	122	32	(	(	-LRB-
A47139	122	33	for	for	IN
A47139	122	34	the	the	DT
A47139	122	35	arch	arch	JJ
A47139	122	36	drawn	draw	VBN
A47139	122	37	by	by	IN
A47139	122	38	the	the	DT
A47139	122	39	radius	radius	NN
A47139	122	40	MI	MI	NNP
A47139	122	41	,	,	,
A47139	122	42	and	and	CC
A47139	122	43	cutting	cut	VBG
A47139	122	44	the	the	DT
A47139	122	45	line	line	NN
A47139	122	46	AI	ai	NN
A47139	122	47	at	at	IN
A47139	122	48	P	p	NN
A47139	122	49	proveth	proveth	JJ
A47139	122	50	MP	MP	NNP
A47139	122	51	=	=	SYM
A47139	122	52	MI	MI	NNP
A47139	122	53	by	by	IN
A47139	122	54	def	def	NN
A47139	122	55	.	.	.
A47139	123	1	15	15	CD
A47139	123	2	.	.	.
A47139	124	1	1	1	LS
A47139	124	2	.	.	.
A47139	124	3	elem	elem	NNP
A47139	124	4	.	.	.
A47139	124	5	)	)	-RRB-
A47139	125	1	as	as	IN
A47139	125	2	also	also	RB
A47139	125	3	OP	OP	NNP
A47139	125	4	should	should	MD
A47139	125	5	be	be	VB
A47139	125	6	longer	long	RBR
A47139	125	7	or	or	CC
A47139	125	8	shorter	short	JJR
A47139	125	9	than	than	IN
A47139	125	10	IM	IM	NNP
A47139	125	11	,	,	,
A47139	125	12	(	(	-LRB-
A47139	125	13	as	as	IN
A47139	125	14	the	the	DT
A47139	125	15	like	like	JJ
A47139	125	16	arch	arch	NN
A47139	125	17	conceived	conceive	VBD
A47139	125	18	to	to	TO
A47139	125	19	be	be	VB
A47139	125	20	drawn	draw	VBN
A47139	125	21	by	by	IN
A47139	125	22	radius	radius	NN
A47139	125	23	OI	OI	NNP
A47139	125	24	,	,	,
A47139	125	25	and	and	CC
A47139	125	26	cutting	cut	VBG
A47139	125	27	AI	AI	NNP
A47139	125	28	at	at	IN
A47139	125	29	P	p	NN
A47139	125	30	,	,	,
A47139	125	31	proveth	proveth	JJ
A47139	125	32	OI	oi	NN
A47139	125	33	=	=	SYM
A47139	125	34	OP	op	NN
A47139	125	35	by	by	IN
A47139	125	36	the	the	DT
A47139	125	37	same	same	JJ
A47139	125	38	,	,	,
A47139	125	39	def	def	JJ
A47139	125	40	.	.	.
A47139	126	1	15	15	CD
A47139	126	2	.	.	.
A47139	127	1	1	1	LS
A47139	127	2	.	.	.
A47139	127	3	elem	elem	NNP
A47139	127	4	.	.	.
A47139	127	5	)	)	-RRB-
A47139	128	1	but	but	CC
A47139	128	2	both	both	PDT
A47139	128	3	these	these	DT
A47139	128	4	Consequences	consequence	NNS
A47139	128	5	are	be	VBP
A47139	128	6	absurd	absurd	JJ
A47139	128	7	,	,	,
A47139	128	8	making	make	VBG
A47139	128	9	the	the	DT
A47139	128	10	opposit	opposit	JJ
A47139	128	11	sides	side	NNS
A47139	128	12	of	of	IN
A47139	128	13	a	a	DT
A47139	128	14	Paralellogram	Paralellogram	NNP
A47139	128	15	to	to	TO
A47139	128	16	be	be	VB
A47139	128	17	unequal	unequal	JJ
A47139	128	18	,	,	,
A47139	128	19	contrary	contrary	JJ
A47139	128	20	to	to	IN
A47139	128	21	34	34	CD
A47139	128	22	.	.	.
A47139	129	1	1	1	LS
A47139	129	2	.	.	.
A47139	129	3	elem	elem	NNP
A47139	129	4	.	.	.
A47139	130	1	Because	because	IN
A47139	130	2	the	the	DT
A47139	130	3	Figure	Figure	NNP
A47139	130	4	OPMI	OPMI	NNP
A47139	130	5	is	be	VBZ
A47139	130	6	proved	prove	VBN
A47139	130	7	to	to	TO
A47139	130	8	be	be	VB
A47139	130	9	a	a	DT
A47139	130	10	perfect	perfect	JJ
A47139	130	11	Rhombus	Rhombus	NNP
A47139	130	12	,	,	,
A47139	130	13	having	have	VBG
A47139	130	14	all	all	PDT
A47139	130	15	the	the	DT
A47139	130	16	sides	side	NNS
A47139	130	17	equal	equal	JJ
A47139	130	18	,	,	,
A47139	130	19	whereof	whereof	IN
A47139	130	20	the	the	DT
A47139	130	21	line	line	NN
A47139	130	22	PI	PI	NNP
A47139	130	23	is	be	VBZ
A47139	130	24	the	the	DT
A47139	130	25	diagonal	diagonal	JJ
A47139	130	26	,	,	,
A47139	130	27	(	(	-LRB-
A47139	130	28	it	-PRON-	PRP
A47139	130	29	being	be	VBG
A47139	130	30	proved	prove	VBN
A47139	130	31	that	that	IN
A47139	130	32	OP	op	NN
A47139	130	33	and	and	CC
A47139	130	34	PM	pm	NN
A47139	130	35	terminate	terminate	VBP
A47139	130	36	on	on	IN
A47139	130	37	AI	AI	NNP
A47139	130	38	)	)	-RRB-
A47139	130	39	therefore	therefore	RB
A47139	130	40	the	the	DT
A47139	130	41	angle	angle	NN
A47139	130	42	OIP	OIP	NNP
A47139	130	43	(	(	-LRB-
A47139	130	44	=	=	SYM
A47139	130	45	OIA	OIA	NNP
A47139	130	46	)	)	-RRB-
A47139	130	47	=	=	SYM
A47139	130	48	PIM	PIM	NNP
A47139	130	49	=	=	NFP
A47139	130	50	(	(	-LRB-
A47139	130	51	AIM	AIM	NNP
A47139	130	52	)	)	-RRB-
A47139	130	53	by	by	IN
A47139	130	54	8	8	CD
A47139	130	55	.	.	.
A47139	130	56	and	and	CC
A47139	130	57	4	4	CD
A47139	130	58	.	.	.
A47139	131	1	1	1	LS
A47139	131	2	.	.	.
A47139	131	3	elem	elem	NNP
A47139	131	4	.	.	.
A47139	132	1	Lastly	lastly	RB
A47139	132	2	,	,	,
A47139	132	3	these	these	DT
A47139	132	4	two	two	CD
A47139	132	5	Triangles	Triangles	NNPS
A47139	132	6	OAI	OAI	NNP
A47139	132	7	and	and	CC
A47139	132	8	IAM	IAM	NNP
A47139	132	9	shall	shall	MD
A47139	132	10	be	be	VB
A47139	132	11	according	accord	VBG
A47139	132	12	to	to	IN
A47139	132	13	the	the	DT
A47139	132	14	4th	4th	NN
A47139	132	15	.	.	.
A47139	133	1	prop	prop	NNP
A47139	133	2	.	.	.
A47139	134	1	1	1	LS
A47139	134	2	.	.	.
A47139	134	3	elem	elem	NNP
A47139	134	4	.	.	.
A47139	135	1	and	and	CC
A47139	135	2	so	so	RB
A47139	135	3	shall	shall	MD
A47139	135	4	OAI	OAI	NNP
A47139	135	5	and	and	CC
A47139	135	6	OAM	OAM	NNP
A47139	135	7	,	,	,
A47139	135	8	for	for	IN
A47139	135	9	OI	OI	NNP
A47139	135	10	=	=	SYM
A47139	135	11	IM	IM	NNP
A47139	135	12	as	as	IN
A47139	135	13	above	above	IN
A47139	135	14	proved	prove	VBN
A47139	135	15	,	,	,
A47139	135	16	and	and	CC
A47139	135	17	AI	AI	NNP
A47139	135	18	is	be	VBZ
A47139	135	19	common	common	JJ
A47139	135	20	to	to	IN
A47139	135	21	both	both	DT
A47139	135	22	,	,	,
A47139	135	23	and	and	CC
A47139	135	24	the	the	DT
A47139	135	25	Angle	Angle	NNP
A47139	135	26	OIA	OIA	NNP
A47139	135	27	=	=	SYM
A47139	135	28	AIM	AIM	NNP
A47139	135	29	as	as	IN
A47139	135	30	is	be	VBZ
A47139	135	31	above	above	RB
A47139	135	32	proved	prove	VBN
A47139	135	33	,	,	,
A47139	135	34	therefore	therefore	RB
A47139	135	35	by	by	IN
A47139	135	36	4	4	CD
A47139	135	37	.	.	.
A47139	136	1	1	1	LS
A47139	136	2	.	.	.
A47139	136	3	elem	elem	NNP
A47139	136	4	.	.	.
A47139	137	1	AM	AM	NNP
A47139	137	2	=	=	SYM
A47139	137	3	AO	AO	NNP
A47139	137	4	=	=	SYM
A47139	137	5	AI	AI	NNP
A47139	137	6	,	,	,
A47139	137	7	and	and	CC
A47139	137	8	consequently	consequently	RB
A47139	137	9	by	by	IN
A47139	137	10	8	8	CD
A47139	137	11	.	.	.
A47139	138	1	1	1	LS
A47139	138	2	.	.	.
A47139	138	3	the	the	DT
A47139	138	4	angles	angle	NNS
A47139	138	5	IAM	IAM	NNP
A47139	138	6	=	=	SYM
A47139	138	7	OAI	OAI	NNP
A47139	138	8	=	=	SYM
A47139	138	9	OAM	OAM	NNP
A47139	138	10	,	,	,
A47139	138	11	therefore	therefore	RB
A47139	138	12	the	the	DT
A47139	138	13	given	give	VBN
A47139	138	14	angle	angle	NN
A47139	138	15	BAC	BAC	NNP
A47139	138	16	is	be	VBZ
A47139	138	17	Geometrically	geometrically	RB
A47139	138	18	trisected	trisect	VBN
A47139	138	19	by	by	IN
A47139	138	20	the	the	DT
A47139	138	21	Lines	Lines	NNPS
A47139	138	22	AO	AO	NNP
A47139	138	23	and	and	CC
A47139	138	24	AI	AI	NNP
A47139	138	25	extended	extend	VBD
A47139	138	26	to	to	IN
A47139	138	27	H.	H.	NNP
A47139	138	28	Q.	Q.	NNP
A47139	138	29	E.	E.	NNP
A47139	138	30	D.	D.	NNP
A47139	138	31	Here	here	RB
A47139	138	32	Note	Note	NNP
A47139	138	33	,	,	,
A47139	138	34	let	let	VB
A47139	138	35	the	the	DT
A47139	138	36	Radius	radius	NN
A47139	138	37	be	be	VB
A47139	138	38	ever	ever	RB
A47139	138	39	so	so	RB
A47139	138	40	much	much	RB
A47139	138	41	changed	change	VBN
A47139	138	42	betwixt	betwixt	NNP
A47139	138	43	M	M	NNP
A47139	138	44	and	and	CC
A47139	138	45	C	C	NNP
A47139	138	46	,	,	,
A47139	138	47	taking	take	VBG
A47139	138	48	it	-PRON-	PRP
A47139	138	49	at	at	IN
A47139	138	50	any	any	DT
A47139	138	51	extent	extent	NN
A47139	138	52	from	from	IN
A47139	138	53	A	a	NN
A47139	138	54	,	,	,
A47139	138	55	and	and	CC
A47139	138	56	let	let	VB
A47139	138	57	ever	ever	RB
A47139	138	58	so	so	RB
A47139	138	59	many	many	JJ
A47139	138	60	Concentrick	Concentrick	NNP
A47139	138	61	Arches	Arches	NNPS
A47139	138	62	be	be	VB
A47139	138	63	drawn	draw	VBN
A47139	138	64	from	from	IN
A47139	138	65	the	the	DT
A47139	138	66	Center	Center	NNP
A47139	138	67	A	a	DT
A47139	138	68	betwixt	betwixt	JJ
A47139	138	69	IM	IM	NNP
A47139	138	70	and	and	CC
A47139	138	71	GC	GC	NNP
A47139	138	72	,	,	,
A47139	138	73	their	-PRON-	PRP$
A47139	138	74	Cords	Cords	NNP
A47139	138	75	terminating	terminate	VBG
A47139	138	76	on	on	IN
A47139	138	77	the	the	DT
A47139	138	78	streight	streight	JJ
A47139	138	79	Lines	Lines	NNP
A47139	138	80	MC	MC	NNP
A47139	138	81	on	on	IN
A47139	138	82	the	the	DT
A47139	138	83	one	one	CD
A47139	138	84	side	side	NN
A47139	138	85	,	,	,
A47139	138	86	and	and	CC
A47139	138	87	IG	IG	NNP
A47139	138	88	on	on	IN
A47139	138	89	the	the	DT
A47139	138	90	other	other	JJ
A47139	138	91	shall	shall	MD
A47139	138	92	all	all	DT
A47139	138	93	be	be	VB
A47139	138	94	equal	equal	JJ
A47139	138	95	,	,	,
A47139	138	96	one	one	CD
A47139	138	97	to	to	IN
A47139	138	98	another	another	DT
A47139	138	99	,	,	,
A47139	138	100	and	and	CC
A47139	138	101	to	to	IN
A47139	138	102	the	the	DT
A47139	138	103	Cord	Cord	NNP
A47139	138	104	GC	GC	NNP
A47139	138	105	=	=	SYM
A47139	138	106	●	●	.
A47139	138	107	BC	BC	NNP
A47139	138	108	.	.	.
A47139	139	1	as	as	IN
A47139	139	2	the	the	DT
A47139	139	3	demonstration	demonstration	NN
A47139	139	4	above	above	IN
A47139	139	5	given	give	VBN
A47139	139	6	proveth	proveth	NNP
A47139	139	7	,	,	,
A47139	139	8	for	for	IN
A47139	139	9	the	the	DT
A47139	139	10	reason	reason	NN
A47139	139	11	that	that	WDT
A47139	139	12	proveth	proveth	VBP
A47139	139	13	the	the	DT
A47139	139	14	Cords	Cords	NNPS
A47139	139	15	of	of	IN
A47139	139	16	any	any	DT
A47139	139	17	3	3	CD
A47139	139	18	Concentrick	Concentrick	NNP
A47139	139	19	Arches	Arches	NNPS
A47139	139	20	,	,	,
A47139	139	21	terminating	terminate	VBG
A47139	139	22	on	on	IN
A47139	139	23	two	two	CD
A47139	139	24	streight	streight	JJ
A47139	139	25	Lines	line	NNS
A47139	139	26	to	to	TO
A47139	139	27	be	be	VB
A47139	139	28	equal	equal	JJ
A47139	139	29	within	within	IN
A47139	139	30	the	the	DT
A47139	139	31	limits	limit	NNS
A47139	139	32	MI	MI	NNP
A47139	139	33	and	and	CC
A47139	139	34	GC	GC	NNP
A47139	139	35	,	,	,
A47139	139	36	being	be	VBG
A47139	139	37	a	a	DT
A47139	139	38	Trapezia	Trapezia	NNP
A47139	139	39	,	,	,
A47139	139	40	proveth	proveth	VB
A47139	139	41	any	any	DT
A47139	139	42	other	other	JJ
A47139	139	43	3	3	CD
A47139	139	44	to	to	TO
A47139	139	45	be	be	VB
A47139	139	46	equal	equal	JJ
A47139	139	47	within	within	IN
A47139	139	48	the	the	DT
A47139	139	49	same	same	JJ
A47139	139	50	limits	limit	NNS
A47139	139	51	.	.	.
A47139	140	1	But	but	CC
A47139	140	2	if	if	IN
A47139	140	3	we	-PRON-	PRP
A47139	140	4	draw	draw	VBP
A47139	140	5	any	any	DT
A47139	140	6	Concentrick	Concentrick	NNP
A47139	140	7	Arches	Arches	NNPS
A47139	140	8	without	without	IN
A47139	140	9	the	the	DT
A47139	140	10	Trapezia	Trapezia	NNP
A47139	140	11	IGCM	igcm	NN
A47139	140	12	,	,	,
A47139	140	13	as	as	IN
A47139	140	14	with	with	IN
A47139	140	15	a	a	DT
A47139	140	16	less	less	JJR
A47139	140	17	Radius	radius	NN
A47139	140	18	,	,	,
A47139	140	19	than	than	IN
A47139	140	20	AM	am	NN
A47139	140	21	,	,	,
A47139	140	22	or	or	CC
A47139	140	23	with	with	IN
A47139	140	24	a	a	DT
A47139	140	25	greater	great	JJR
A47139	140	26	Radius	Radius	NNP
A47139	140	27	,	,	,
A47139	140	28	than	than	IN
A47139	140	29	AC	AC	NNP
A47139	140	30	,	,	,
A47139	140	31	the	the	DT
A47139	140	32	Case	Case	NNP
A47139	140	33	is	be	VBZ
A47139	140	34	altered	alter	VBN
A47139	140	35	,	,	,
A47139	140	36	and	and	CC
A47139	140	37	the	the	DT
A47139	140	38	equal	equal	JJ
A47139	140	39	Cords	Cords	NNPS
A47139	140	40	will	will	MD
A47139	140	41	not	not	RB
A47139	140	42	terminate	terminate	VB
A47139	140	43	on	on	IN
A47139	140	44	the	the	DT
A47139	140	45	streight	streight	JJ
A47139	140	46	Line	Line	NNP
A47139	140	47	IG	IG	NNP
A47139	140	48	,	,	,
A47139	140	49	but	but	CC
A47139	140	50	diviate	diviate	NN
A47139	140	51	or	or	CC
A47139	140	52	depart	depart	NN
A47139	140	53	therefrom	therefrom	NNP
A47139	140	54	,	,	,
A47139	140	55	as	as	IN
A47139	140	56	both	both	CC
A47139	140	57	true	true	JJ
A47139	140	58	Reason	reason	NN
A47139	140	59	doth	doth	NN
A47139	140	60	prove	prove	NN
A47139	140	61	,	,	,
A47139	140	62	and	and	CC
A47139	140	63	even	even	RB
A47139	140	64	ocular	ocular	IN
A47139	140	65	inspection	inspection	NN
A47139	140	66	doth	doth	NN
A47139	140	67	shew	shew	NN
A47139	140	68	;	;	:
A47139	140	69	for	for	IN
A47139	140	70	though	though	IN
A47139	140	71	the	the	DT
A47139	140	72	Eye	Eye	NNP
A47139	140	73	is	be	VBZ
A47139	140	74	not	not	RB
A47139	140	75	able	able	JJ
A47139	140	76	to	to	TO
A47139	140	77	judge	judge	VB
A47139	140	78	of	of	IN
A47139	140	79	a	a	DT
A47139	140	80	straight	straight	JJ
A47139	140	81	Line	line	NN
A47139	140	82	,	,	,
A47139	140	83	yet	yet	CC
A47139	140	84	when	when	WRB
A47139	140	85	a	a	DT
A47139	140	86	Line	line	NN
A47139	140	87	is	be	VBZ
A47139	140	88	visibly	visibly	RB
A47139	140	89	apparent	apparent	JJ
A47139	140	90	to	to	TO
A47139	140	91	make	make	VB
A47139	140	92	an	an	DT
A47139	140	93	Angle	angle	NN
A47139	140	94	with	with	IN
A47139	140	95	another	another	DT
A47139	140	96	Line	line	NN
A47139	140	97	,	,	,
A47139	140	98	these	these	DT
A47139	140	99	two	two	CD
A47139	140	100	Lines	line	NNS
A47139	140	101	can	can	MD
A47139	140	102	not	not	RB
A47139	140	103	be	be	VB
A47139	140	104	a	a	DT
A47139	140	105	straight	straight	JJ
A47139	140	106	Line	line	NN
A47139	140	107	.	.	.
A47139	141	1	I	-PRON-	PRP
A47139	141	2	call	call	VBP
A47139	141	3	the	the	DT
A47139	141	4	Figure	figure	NN
A47139	141	5	IMCG	IMCG	VBZ
A47139	141	6	a	a	DT
A47139	141	7	Trapezia	Trapezia	NNP
A47139	141	8	,	,	,
A47139	141	9	for	for	IN
A47139	141	10	it	-PRON-	PRP
A47139	141	11	is	be	VBZ
A47139	141	12	not	not	RB
A47139	141	13	any	any	DT
A47139	141	14	Paralellogram	Paralellogram	NNP
A47139	141	15	,	,	,
A47139	141	16	because	because	IN
A47139	141	17	the	the	DT
A47139	141	18	side	side	NN
A47139	141	19	IG	IG	NNP
A47139	141	20	,	,	,
A47139	141	21	is	be	VBZ
A47139	141	22	not	not	RB
A47139	141	23	parallel	parallel	JJ
A47139	141	24	to	to	IN
A47139	141	25	the	the	DT
A47139	141	26	side	side	NN
A47139	141	27	MC	MC	NNP
A47139	141	28	,	,	,
A47139	141	29	but	but	CC
A47139	141	30	very	very	RB
A47139	141	31	unparalel	unparalel	RB
A47139	141	32	,	,	,
A47139	141	33	which	which	WDT
A47139	141	34	makes	make	VBZ
A47139	141	35	the	the	DT
A47139	141	36	side	side	NN
A47139	141	37	IG	IG	NNP
A47139	141	38	to	to	TO
A47139	141	39	be	be	VB
A47139	141	40	longer	long	JJR
A47139	141	41	than	than	IN
A47139	141	42	the	the	DT
A47139	141	43	side	side	NN
A47139	141	44	MC	MC	NNP
A47139	141	45	,	,	,
A47139	141	46	but	but	CC
A47139	141	47	this	this	DT
A47139	141	48	doth	doth	NN
A47139	141	49	not	not	RB
A47139	141	50	hinder	hinder	VBP
A47139	141	51	that	that	IN
A47139	141	52	all	all	PDT
A47139	141	53	the	the	DT
A47139	141	54	Cords	Cords	NNPS
A47139	141	55	of	of	IN
A47139	141	56	the	the	DT
A47139	141	57	Concentrick	Concentrick	NNP
A47139	141	58	Arches	Arches	NNPS
A47139	141	59	drawn	draw	VBN
A47139	141	60	betwixt	betwixt	VBP
A47139	141	61	IG	IG	NNP
A47139	141	62	and	and	CC
A47139	141	63	MC	MC	NNP
A47139	141	64	are	be	VBP
A47139	141	65	equal	equal	JJ
A47139	141	66	,	,	,
A47139	141	67	for	for	IN
A47139	141	68	let	let	VB
A47139	141	69	them	-PRON-	PRP
A47139	141	70	be	be	VB
A47139	141	71	ever	ever	RB
A47139	141	72	so	so	RB
A47139	141	73	many	many	JJ
A47139	141	74	within	within	IN
A47139	141	75	the	the	DT
A47139	141	76	limits	limit	NNS
A47139	141	77	IM	IM	NNP
A47139	141	78	and	and	CC
A47139	141	79	GC	GC	NNP
A47139	141	80	,	,	,
A47139	141	81	they	-PRON-	PRP
A47139	141	82	are	be	VBP
A47139	141	83	all	all	RB
A47139	141	84	equal	equal	JJ
A47139	141	85	,	,	,
A47139	141	86	though	though	IN
A47139	141	87	their	-PRON-	PRP$
A47139	141	88	Arches	arch	NNS
A47139	141	89	are	be	VBP
A47139	141	90	unequal	unequal	JJ
A47139	141	91	being	be	VBG
A47139	141	92	from	from	IN
A47139	141	93	a	a	DT
A47139	141	94	differing	differ	VBG
A47139	141	95	Radius	radius	NN
A47139	141	96	.	.	.
A47139	142	1	And	and	CC
A47139	142	2	though	though	IN
A47139	142	3	the	the	DT
A47139	142	4	demonstration	demonstration	NN
A47139	142	5	above	above	IN
A47139	142	6	given	give	VBN
A47139	142	7	may	may	MD
A47139	142	8	seem	seem	VB
A47139	142	9	sufficient	sufficient	JJ
A47139	142	10	to	to	TO
A47139	142	11	prove	prove	VB
A47139	142	12	it	-PRON-	PRP
A47139	142	13	,	,	,
A47139	142	14	yet	yet	RB
A47139	142	15	for	for	IN
A47139	142	16	a	a	DT
A47139	142	17	further	further	JJ
A47139	142	18	proof	proof	NN
A47139	142	19	,	,	,
A47139	142	20	let	let	VB
A47139	142	21	a	a	DT
A47139	142	22	Line	line	NN
A47139	142	23	be	be	VB
A47139	142	24	drawn	draw	VBN
A47139	142	25	,	,	,
A47139	142	26	or	or	CC
A47139	142	27	conceived	conceive	VBN
A47139	142	28	to	to	TO
A47139	142	29	be	be	VB
A47139	142	30	drawn	draw	VBN
A47139	142	31	(	(	-LRB-
A47139	142	32	as	as	IN
A47139	142	33	in	in	IN
A47139	142	34	this	this	DT
A47139	142	35	Figure	figure	NN
A47139	142	36	it	-PRON-	PRP
A47139	142	37	is	be	VBZ
A47139	142	38	only	only	RB
A47139	142	39	conceived	conceive	VBN
A47139	142	40	)	)	-RRB-
A47139	142	41	from	from	IN
A47139	142	42	I	-PRON-	PRP
A47139	142	43	Paralel	Paralel	NNP
A47139	142	44	to	to	IN
A47139	142	45	AC	AC	NNP
A47139	142	46	,	,	,
A47139	142	47	towards	towards	IN
A47139	142	48	FC	FC	NNP
A47139	142	49	and	and	CC
A47139	142	50	beyond	beyond	IN
A47139	142	51	it	-PRON-	PRP
A47139	142	52	,	,	,
A47139	142	53	all	all	PDT
A47139	142	54	the	the	DT
A47139	142	55	extream	extream	JJ
A47139	142	56	Points	point	NNS
A47139	142	57	of	of	IN
A47139	142	58	the	the	DT
A47139	142	59	Cords	Cords	NNPS
A47139	142	60	of	of	IN
A47139	142	61	the	the	DT
A47139	142	62	Concentick	Concentick	NNP
A47139	142	63	Arches	Arches	NNPS
A47139	142	64	,	,	,
A47139	142	65	above	above	RB
A47139	142	66	mentioned	mention	VBN
A47139	142	67	,	,	,
A47139	142	68	terminating	terminate	VBG
A47139	142	69	on	on	IN
A47139	142	70	the	the	DT
A47139	142	71	streight	streight	JJ
A47139	142	72	line	line	NN
A47139	142	73	IG	IG	NNP
A47139	142	74	,	,	,
A47139	142	75	do	do	VBP
A47139	142	76	gradually	gradually	RB
A47139	142	77	still	still	RB
A47139	142	78	more	more	RBR
A47139	142	79	and	and	CC
A47139	142	80	more	more	JJR
A47139	142	81	depart	depart	NN
A47139	142	82	from	from	IN
A47139	142	83	that	that	DT
A47139	142	84	parallel	parallel	NN
A47139	142	85	towards	towards	IN
A47139	142	86	the	the	DT
A47139	142	87	perpendicular	perpendicular	JJ
A47139	142	88	IF	if	IN
A47139	142	89	within	within	IN
A47139	142	90	the	the	DT
A47139	142	91	aforesaid	aforesaid	JJ
A47139	142	92	limits	limit	NNS
A47139	142	93	,	,	,
A47139	142	94	IM	IM	NNP
A47139	142	95	and	and	CC
A47139	142	96	GC	GC	NNP
A47139	142	97	,	,	,
A47139	142	98	on	on	IN
A47139	142	99	the	the	DT
A47139	142	100	first	first	JJ
A47139	142	101	Arch	Arch	NNP
A47139	142	102	,	,	,
A47139	142	103	which	which	WDT
A47139	142	104	I	-PRON-	PRP
A47139	142	105	call	call	VBP
A47139	142	106	the	the	DT
A47139	142	107	primitive	primitive	JJ
A47139	142	108	Arch	Arch	NNP
A47139	142	109	;	;	:
A47139	142	110	but	but	CC
A47139	142	111	if	if	IN
A47139	142	112	we	-PRON-	PRP
A47139	142	113	draw	draw	VBP
A47139	142	114	any	any	DT
A47139	142	115	Arch	Arch	NNP
A47139	142	116	,	,	,
A47139	142	117	without	without	IN
A47139	142	118	GC	GC	NNP
A47139	142	119	by	by	IN
A47139	142	120	a	a	DT
A47139	142	121	longer	long	JJR
A47139	142	122	Radius	Radius	NNP
A47139	142	123	than	than	IN
A47139	142	124	AC	AC	NNP
A47139	142	125	,	,	,
A47139	142	126	or	or	CC
A47139	142	127	within	within	IN
A47139	142	128	IM	IM	NNP
A47139	142	129	by	by	IN
A47139	142	130	a	a	DT
A47139	142	131	shorter	short	JJR
A47139	142	132	Radius	radius	NN
A47139	142	133	than	than	IN
A47139	142	134	AM	AM	NNP
A47139	142	135	,	,	,
A47139	142	136	the	the	DT
A47139	142	137	Cords	Cords	NNPS
A47139	142	138	of	of	IN
A47139	142	139	those	those	DT
A47139	142	140	concentrick	concentrick	NN
A47139	142	141	Arches	arch	NNS
A47139	142	142	,	,	,
A47139	142	143	if	if	IN
A47139	142	144	equal	equal	JJ
A47139	142	145	,	,	,
A47139	142	146	shall	shall	MD
A47139	142	147	deviate	deviate	VB
A47139	142	148	from	from	IN
A47139	142	149	the	the	DT
A47139	142	150	streight	streight	JJ
A47139	142	151	line	line	NN
A47139	142	152	IG	IG	NNP
A47139	142	153	,	,	,
A47139	142	154	and	and	CC
A47139	142	155	come	come	VB
A47139	142	156	nearer	nearer	RB
A47139	142	157	to	to	IN
A47139	142	158	the	the	DT
A47139	142	159	Parallel	Parallel	NNP
A47139	142	160	above	above	IN
A47139	142	161	mentioned	mention	VBN
A47139	142	162	,	,	,
A47139	142	163	but	but	CC
A47139	142	164	that	that	IN
A47139	142	165	within	within	IN
A47139	142	166	the	the	DT
A47139	142	167	Trapezia	Trapezia	NNP
A47139	142	168	above	above	RB
A47139	142	169	said	say	VBD
A47139	142	170	IMCG	IMCG	NNP
A47139	142	171	,	,	,
A47139	142	172	the	the	DT
A47139	142	173	equal	equal	JJ
A47139	142	174	Cords	cord	NNS
A47139	142	175	of	of	IN
A47139	142	176	all	all	PDT
A47139	142	177	these	these	DT
A47139	142	178	Arches	arch	NNS
A47139	142	179	shall	shall	MD
A47139	142	180	terminate	terminate	VB
A47139	142	181	on	on	IN
A47139	142	182	the	the	DT
A47139	142	183	straight	straight	JJ
A47139	142	184	line	line	NN
A47139	142	185	IGI	IGI	NNP
A47139	142	186	thus	thus	RB
A47139	142	187	further	further	RB
A47139	142	188	prove	prove	NN
A47139	142	189	.	.	.
A47139	143	1	Draw	draw	VB
A47139	143	2	,	,	,
A47139	143	3	(	(	-LRB-
A47139	143	4	or	or	CC
A47139	143	5	conceive	conceive	VB
A47139	143	6	as	as	IN
A47139	143	7	drawn	draw	VBN
A47139	143	8	in	in	IN
A47139	143	9	this	this	DT
A47139	143	10	Figure	figure	NN
A47139	143	11	)	)	-RRB-
A47139	143	12	a	a	DT
A47139	143	13	straight	straight	JJ
A47139	143	14	Line	line	NN
A47139	143	15	from	from	IN
A47139	143	16	C	c	NN
A47139	143	17	to	to	IN
A47139	143	18	H	h	NN
A47139	143	19	parallel	parallel	NN
A47139	143	20	to	to	IN
A47139	143	21	IM	IM	NNP
A47139	143	22	,	,	,
A47139	143	23	and	and	CC
A47139	143	24	take	take	VB
A47139	143	25	a	a	DT
A47139	143	26	Cord	Cord	NNP
A47139	143	27	of	of	IN
A47139	143	28	any	any	DT
A47139	143	29	of	of	IN
A47139	143	30	those	those	DT
A47139	143	31	Concentrick	Concentrick	NNP
A47139	143	32	Arches	Arches	NNPS
A47139	143	33	=	=	SYM
A47139	143	34	⅓	⅓	NN
A47139	143	35	of	of	IN
A47139	143	36	the	the	DT
A47139	143	37	Cord	Cord	NNP
A47139	143	38	BC	BC	NNP
A47139	143	39	=	=	SYM
A47139	143	40	IM	IM	NNP
A47139	143	41	,	,	,
A47139	143	42	I	-PRON-	PRP
A47139	143	43	say	say	VBP
A47139	143	44	it	-PRON-	PRP
A47139	143	45	must	must	MD
A47139	143	46	terminate	terminate	VB
A47139	143	47	on	on	IN
A47139	143	48	the	the	DT
A47139	143	49	line	line	NN
A47139	143	50	IG	IG	NNP
A47139	143	51	,	,	,
A47139	143	52	and	and	CC
A47139	143	53	neither	neither	CC
A47139	143	54	go	go	VB
A47139	143	55	without	without	IN
A47139	143	56	it	-PRON-	PRP
A47139	143	57	,	,	,
A47139	143	58	nor	nor	CC
A47139	143	59	within	within	IN
A47139	143	60	it	-PRON-	PRP
A47139	143	61	,	,	,
A47139	143	62	otherwise	otherwise	RB
A47139	143	63	the	the	DT
A47139	143	64	same	same	JJ
A47139	143	65	extent	extent	NN
A47139	143	66	cutting	cut	VBG
A47139	143	67	the	the	DT
A47139	143	68	paralel	paralel	NNS
A47139	143	69	Lines	line	NNS
A47139	143	70	,	,	,
A47139	143	71	viz	viz	NN
A47139	143	72	.	.	.
A47139	144	1	the	the	DT
A47139	144	2	one	one	CD
A47139	144	3	parallel	parallel	NN
A47139	144	4	to	to	IN
A47139	144	5	MC	MC	NNP
A47139	144	6	,	,	,
A47139	144	7	the	the	DT
A47139	144	8	other	other	JJ
A47139	144	9	to	to	IN
A47139	144	10	IM	IM	NNP
A47139	144	11	,	,	,
A47139	144	12	shall	shall	MD
A47139	144	13	make	make	VB
A47139	144	14	the	the	DT
A47139	144	15	opposite	opposite	JJ
A47139	144	16	sides	side	NNS
A47139	144	17	of	of	IN
A47139	144	18	a	a	DT
A47139	144	19	Paralellogram	Paralellogram	NNP
A47139	144	20	unequal	unequal	JJ
A47139	144	21	contrary	contrary	NN
A47139	144	22	to	to	IN
A47139	144	23	34	34	CD
A47139	144	24	.	.	.
A47139	145	1	1	1	LS
A47139	145	2	.	.	.
A47139	145	3	elem	elem	NNP
A47139	145	4	.	.	.
A47139	146	1	Eucl	eucl	VB
A47139	146	2	.	.	.
A47139	147	1	as	as	IN
A47139	147	2	the	the	DT
A47139	147	3	due	due	JJ
A47139	147	4	Cosideration	cosideration	NN
A47139	147	5	of	of	IN
A47139	147	6	the	the	DT
A47139	147	7	Figure	Figure	NNP
A47139	147	8	Will	Will	MD
A47139	147	9	show	show	VB
A47139	147	10	,	,	,
A47139	147	11	and	and	CC
A47139	147	12	the	the	DT
A47139	147	13	part	part	NN
A47139	147	14	equal	equal	JJ
A47139	147	15	to	to	IN
A47139	147	16	the	the	DT
A47139	147	17	whole	whole	NN
A47139	147	18	.	.	.
A47139	148	1	I	-PRON-	PRP
A47139	148	2	have	have	VBP
A47139	148	3	in	in	IN
A47139	148	4	the	the	DT
A47139	148	5	Example	Example	NNP
A47139	148	6	of	of	IN
A47139	148	7	Trisection	Trisection	NNP
A47139	148	8	used	use	VBD
A47139	148	9	an	an	DT
A47139	148	10	obtuse	obtuse	JJ
A47139	148	11	Angle	Angle	NNP
A47139	148	12	,	,	,
A47139	148	13	because	because	IN
A47139	148	14	it	-PRON-	PRP
A47139	148	15	is	be	VBZ
A47139	148	16	more	more	RBR
A47139	148	17	commodious	commodious	JJ
A47139	148	18	and	and	CC
A47139	148	19	easie	easie	VB
A47139	148	20	to	to	TO
A47139	148	21	be	be	VB
A47139	148	22	done	do	VBN
A47139	148	23	by	by	IN
A47139	148	24	Manual	Manual	NNP
A47139	148	25	Operation	Operation	NNP
A47139	148	26	in	in	IN
A47139	148	27	an	an	DT
A47139	148	28	obtuse	obtuse	JJ
A47139	148	29	Angle	Angle	NNP
A47139	148	30	than	than	IN
A47139	148	31	in	in	IN
A47139	148	32	an	an	DT
A47139	148	33	Acute	acute	NN
A47139	148	34	as	as	IN
A47139	148	35	Experience	Experience	NNP
A47139	148	36	will	will	MD
A47139	148	37	show	show	VB
A47139	148	38	,	,	,
A47139	148	39	though	though	IN
A47139	148	40	the	the	DT
A47139	148	41	demonstration	demonstration	NN
A47139	148	42	is	be	VBZ
A47139	148	43	the	the	DT
A47139	148	44	same	same	JJ
A47139	148	45	both	both	DT
A47139	148	46	in	in	IN
A47139	148	47	the	the	DT
A47139	148	48	Obtuse	Obtuse	NNP
A47139	148	49	and	and	CC
A47139	148	50	Acute	Acute	NNP
A47139	148	51	.	.	.
A47139	149	1	Nor	nor	CC
A47139	149	2	is	be	VBZ
A47139	149	3	it	-PRON-	PRP
A47139	149	4	any	any	DT
A47139	149	5	just	just	RB
A47139	149	6	exception	exception	NN
A47139	149	7	,	,	,
A47139	149	8	that	that	IN
A47139	149	9	some	some	DT
A47139	149	10	acute	acute	JJ
A47139	149	11	Angles	angle	NNS
A47139	149	12	being	be	VBG
A47139	149	13	small	small	JJ
A47139	149	14	,	,	,
A47139	149	15	can	can	MD
A47139	149	16	hardly	hardly	RB
A47139	149	17	be	be	VB
A47139	149	18	trisected	trisect	VBN
A47139	149	19	by	by	IN
A47139	149	20	this	this	DT
A47139	149	21	Method	Method	NNP
A47139	149	22	;	;	:
A47139	149	23	for	for	IN
A47139	149	24	when	when	WRB
A47139	149	25	Angles	angle	NNS
A47139	149	26	are	be	VBP
A47139	149	27	very	very	RB
A47139	149	28	acute	acute	JJ
A47139	149	29	,	,	,
A47139	149	30	they	-PRON-	PRP
A47139	149	31	can	can	MD
A47139	149	32	hardly	hardly	RB
A47139	149	33	be	be	VB
A47139	149	34	bisected	bisect	VBN
A47139	149	35	.	.	.
A47139	150	1	But	but	CC
A47139	150	2	the	the	DT
A47139	150	3	proper	proper	JJ
A47139	150	4	Remedy	remedy	NN
A47139	150	5	for	for	IN
A47139	150	6	both	both	DT
A47139	150	7	is	be	VBZ
A47139	150	8	,	,	,
A47139	150	9	when	when	WRB
A47139	150	10	the	the	DT
A47139	150	11	Angle	Angle	NNP
A47139	150	12	is	be	VBZ
A47139	150	13	small	small	JJ
A47139	150	14	,	,	,
A47139	150	15	double	double	JJ
A47139	150	16	or	or	CC
A47139	150	17	quadruple	quadruple	JJ
A47139	150	18	it	-PRON-	PRP
A47139	150	19	,	,	,
A47139	150	20	and	and	CC
A47139	150	21	then	then	RB
A47139	150	22	bisect	bisect	JJ
A47139	150	23	or	or	CC
A47139	150	24	trisect	trisect	JJ
A47139	150	25	it	-PRON-	PRP
A47139	150	26	,	,	,
A47139	150	27	as	as	IN
A47139	150	28	occasion	occasion	NN
A47139	150	29	requires	require	VBZ
A47139	150	30	.	.	.
A47139	151	1	The	the	DT
A47139	151	2	Praxis	Praxis	NNP
A47139	151	3	of	of	IN
A47139	151	4	the	the	DT
A47139	151	5	Trisection	Trisection	NNP
A47139	151	6	hath	hath	NN
A47139	151	7	these	these	DT
A47139	151	8	following	follow	VBG
A47139	151	9	great	great	JJ
A47139	151	10	Uses	use	NNS
A47139	151	11	.	.	.
A47139	152	1	By	by	IN
A47139	152	2	the	the	DT
A47139	152	3	Trisection	Trisection	NNP
A47139	152	4	of	of	IN
A47139	152	5	the	the	DT
A47139	152	6	Angle	Angle	NNP
A47139	152	7	of	of	IN
A47139	152	8	120	120	CD
A47139	152	9	degrees	degree	NNS
A47139	152	10	we	-PRON-	PRP
A47139	152	11	have	have	VBP
A47139	152	12	the	the	DT
A47139	152	13	true	true	JJ
A47139	152	14	Mathematical	Mathematical	NNP
A47139	152	15	Cord	Cord	NNP
A47139	152	16	of	of	IN
A47139	152	17	40	40	CD
A47139	152	18	degrees	degree	NNS
A47139	152	19	,	,	,
A47139	152	20	and	and	CC
A47139	152	21	seeing	see	VBG
A47139	152	22	it	-PRON-	PRP
A47139	152	23	is	be	VBZ
A47139	152	24	demonstrated	demonstrate	VBN
A47139	152	25	in	in	IN
A47139	152	26	11	11	CD
A47139	152	27	.	.	.
A47139	153	1	4	4	LS
A47139	153	2	.	.	.
A47139	153	3	elem	elem	NNP
A47139	153	4	.	.	.
A47139	154	1	Euclid	euclid	JJ
A47139	154	2	.	.	.
A47139	155	1	to	to	TO
A47139	155	2	find	find	VB
A47139	155	3	the	the	DT
A47139	155	4	Cord	Cord	NNP
A47139	155	5	of	of	IN
A47139	155	6	⅕	⅕	,
A47139	155	7	of	of	IN
A47139	155	8	the	the	DT
A47139	155	9	Circle	Circle	NNP
A47139	155	10	,	,	,
A47139	155	11	=	=	SYM
A47139	155	12	72	72	CD
A47139	155	13	degrees	degree	NNS
A47139	155	14	the	the	DT
A47139	155	15	½	½	NNP
A47139	155	16	=	=	SYM
A47139	155	17	36	36	CD
A47139	155	18	by	by	IN
A47139	155	19	substracting	substracte	VBG
A47139	155	20	36d	36d	NNS
A47139	155	21	.	.	.
A47139	156	1	from	from	IN
A47139	156	2	40d	40d	NNS
A47139	156	3	.	.	.
A47139	157	1	we	-PRON-	PRP
A47139	157	2	have	have	VBP
A47139	157	3	the	the	DT
A47139	157	4	true	true	JJ
A47139	157	5	Cord	Cord	NNP
A47139	157	6	of	of	IN
A47139	157	7	4	4	CD
A47139	157	8	degrees	degree	NNS
A47139	157	9	,	,	,
A47139	157	10	that	that	WDT
A47139	157	11	bisected	bisect	VBD
A47139	157	12	gives	give	VBZ
A47139	157	13	the	the	DT
A47139	157	14	Cord	Cord	NNP
A47139	157	15	of	of	IN
A47139	157	16	2	2	CD
A47139	157	17	degrees	degree	NNS
A47139	157	18	and	and	CC
A47139	157	19	that	that	IN
A47139	157	20	again	again	RB
A47139	157	21	bisected	bisect	VBD
A47139	157	22	gives	give	VBZ
A47139	157	23	the	the	DT
A47139	157	24	Cord	Cord	NNP
A47139	157	25	of	of	IN
A47139	157	26	I	-PRON-	PRP
A47139	157	27	degree	degree	VBP
A47139	157	28	.	.	.
A47139	158	1	Also	also	RB
A47139	158	2	40	40	CD
A47139	158	3	degrees	degree	NNS
A47139	158	4	twice	twice	RB
A47139	158	5	bisected	bisect	VBN
A47139	158	6	gives	give	VBZ
A47139	158	7	10	10	CD
A47139	158	8	degrees	degree	NNS
A47139	158	9	,	,	,
A47139	158	10	and	and	CC
A47139	158	11	that	that	IN
A47139	158	12	again	again	RB
A47139	158	13	bisected	bisect	VBD
A47139	158	14	gives	give	VBZ
A47139	158	15	5	5	CD
A47139	158	16	.	.	.
A47139	158	17	and	and	CC
A47139	158	18	thus	thus	RB
A47139	158	19	by	by	IN
A47139	158	20	the	the	DT
A47139	158	21	Trisection	Trisection	NNP
A47139	158	22	of	of	IN
A47139	158	23	120	120	CD
A47139	158	24	or	or	CC
A47139	158	25	60	60	CD
A47139	158	26	degrees	degree	NNS
A47139	158	27	,	,	,
A47139	158	28	and	and	CC
A47139	158	29	certain	certain	JJ
A47139	158	30	other	other	JJ
A47139	158	31	bisections	bisection	NNS
A47139	158	32	a	a	DT
A47139	158	33	line	line	NN
A47139	158	34	of	of	IN
A47139	158	35	Cords	Cords	NNPS
A47139	158	36	truly	truly	RB
A47139	158	37	Geometrical	geometrical	JJ
A47139	158	38	or	or	CC
A47139	158	39	Mathematical	Mathematical	NNP
A47139	158	40	can	can	MD
A47139	158	41	be	be	VB
A47139	158	42	made	make	VBN
A47139	158	43	by	by	IN
A47139	158	44	plain	plain	JJ
A47139	158	45	Geometry	Geometry	NNP
A47139	158	46	,	,	,
A47139	158	47	without	without	IN
A47139	158	48	all	all	DT
A47139	158	49	conick	conick	NN
A47139	158	50	Sections	section	NNS
A47139	158	51	or	or	CC
A47139	158	52	Algebra	Algebra	NNP
A47139	158	53	Aequations	Aequations	NNPS
A47139	158	54	,	,	,
A47139	158	55	and	and	CC
A47139	158	56	tedious	tedious	JJ
A47139	158	57	Extractions	extraction	NNS
A47139	158	58	of	of	IN
A47139	158	59	Roots	root	NNS
A47139	158	60	,	,	,
A47139	158	61	and	and	CC
A47139	158	62	also	also	RB
A47139	158	63	without	without	IN
A47139	158	64	any	any	DT
A47139	158	65	Table	table	NN
A47139	158	66	of	of	IN
A47139	158	67	natural	natural	JJ
A47139	158	68	Sines	Sines	NNPS
A47139	158	69	,	,	,
A47139	158	70	which	which	WDT
A47139	158	71	never	never	RB
A47139	158	72	hitherto	hitherto	VBD
A47139	158	73	hath	hath	NNP
A47139	158	74	been	be	VBN
A47139	158	75	taught	teach	VBN
A47139	158	76	(	(	-LRB-
A47139	158	77	so	so	RB
A47139	158	78	far	far	RB
A47139	158	79	as	as	IN
A47139	158	80	I	-PRON-	PRP
A47139	158	81	ever	ever	RB
A47139	158	82	heard	hear	VBD
A47139	158	83	or	or	CC
A47139	158	84	read	read	VB
A47139	158	85	)	)	-RRB-
A47139	158	86	in	in	IN
A47139	158	87	a	a	DT
A47139	158	88	plain	plain	JJ
A47139	158	89	method	method	NN
A47139	158	90	,	,	,
A47139	158	91	by	by	IN
A47139	158	92	plain	plain	JJ
A47139	158	93	Geometry	Geometry	NNP
A47139	158	94	,	,	,
A47139	158	95	so	so	IN
A47139	158	96	as	as	IN
A47139	158	97	to	to	TO
A47139	158	98	be	be	VB
A47139	158	99	made	make	VBN
A47139	158	100	intelligible	intelligible	JJ
A47139	158	101	to	to	IN
A47139	158	102	any	any	DT
A47139	158	103	Tiro	Tiro	NNP
A47139	158	104	or	or	CC
A47139	158	105	Young	Young	NNP
A47139	158	106	Artist	Artist	NNP
A47139	158	107	;	;	:
A47139	158	108	and	and	CC
A47139	158	109	yet	yet	RB
A47139	158	110	such	such	PDT
A47139	158	111	a	a	DT
A47139	158	112	method	method	NN
A47139	158	113	is	be	VBZ
A47139	158	114	altogether	altogether	RB
A47139	158	115	necessary	necessary	JJ
A47139	158	116	for	for	IN
A47139	158	117	the	the	DT
A47139	158	118	perfection	perfection	NN
A47139	158	119	of	of	IN
A47139	158	120	Geometry	Geometry	NNP
A47139	158	121	and	and	CC
A47139	158	122	Mathematical	Mathematical	NNP
A47139	158	123	Learning	Learning	NNP
A47139	158	124	,	,	,
A47139	158	125	that	that	IN
A47139	158	126	the	the	DT
A47139	158	127	way	way	NN
A47139	158	128	to	to	TO
A47139	158	129	trisect	trisect	VB
A47139	158	130	any	any	DT
A47139	158	131	Angle	Angle	NNP
A47139	158	132	be	be	VB
A47139	158	133	known	know	VBN
A47139	158	134	by	by	IN
A47139	158	135	plain	plain	JJ
A47139	158	136	Geometry	Geometry	NNP
A47139	158	137	,	,	,
A47139	158	138	seeing	see	VBG
A47139	158	139	many	many	JJ
A47139	158	140	things	thing	NNS
A47139	158	141	in	in	IN
A47139	158	142	plain	plain	JJ
A47139	158	143	Geometry	Geometry	NNP
A47139	158	144	require	require	VBP
A47139	158	145	a	a	DT
A47139	158	146	true	true	JJ
A47139	158	147	line	line	NN
A47139	158	148	of	of	IN
A47139	158	149	Cords	Cords	NNP
A47139	158	150	,	,	,
A47139	158	151	and	and	CC
A47139	158	152	a	a	DT
A47139	158	153	true	true	JJ
A47139	158	154	line	line	NN
A47139	158	155	of	of	IN
A47139	158	156	Cords	Cords	NNPS
A47139	158	157	can	can	MD
A47139	158	158	not	not	RB
A47139	158	159	be	be	VB
A47139	158	160	found	find	VBN
A47139	158	161	without	without	IN
A47139	158	162	the	the	DT
A47139	158	163	Trisection	Trisection	NNP
A47139	158	164	of	of	IN
A47139	158	165	certain	certain	JJ
A47139	158	166	Angles	Angles	NNPS
A47139	158	167	,	,	,
A47139	158	168	or	or	CC
A47139	158	169	some	some	DT
A47139	158	170	other	other	JJ
A47139	158	171	Section	Section	NNP
A47139	158	172	than	than	IN
A47139	158	173	Bisection	bisection	NN
A47139	158	174	;	;	:
A47139	158	175	and	and	CC
A47139	158	176	to	to	TO
A47139	158	177	refer	refer	VB
A47139	158	178	a	a	DT
A47139	158	179	Tiro	Tiro	NNP
A47139	158	180	,	,	,
A47139	158	181	or	or	CC
A47139	158	182	Young	Young	NNP
A47139	158	183	Scholar	Scholar	NNP
A47139	158	184	,	,	,
A47139	158	185	to	to	IN
A47139	158	186	the	the	DT
A47139	158	187	conick	conick	JJ
A47139	158	188	Sections	section	NNS
A47139	158	189	,	,	,
A47139	158	190	and	and	CC
A47139	158	191	tedious	tedious	JJ
A47139	158	192	Algebra	Algebra	NNP
A47139	158	193	Aequations	Aequations	NNPS
A47139	158	194	and	and	CC
A47139	158	195	Resolutions	resolution	NNS
A47139	158	196	how	how	WRB
A47139	158	197	to	to	TO
A47139	158	198	trisect	trisect	VB
A47139	158	199	an	an	DT
A47139	158	200	Angle	angle	NN
A47139	158	201	,	,	,
A47139	158	202	or	or	CC
A47139	158	203	understand	understand	VB
A47139	158	204	how	how	WRB
A47139	158	205	to	to	TO
A47139	158	206	make	make	VB
A47139	158	207	a	a	DT
A47139	158	208	true	true	JJ
A47139	158	209	Geometrical	Geometrical	NNP
A47139	158	210	Line	Line	NNP
A47139	158	211	of	of	IN
A47139	158	212	Cords	Cords	NNP
A47139	158	213	is	be	VBZ
A47139	158	214	altogether	altogether	RB
A47139	158	215	immethodical	immethodical	JJ
A47139	158	216	,	,	,
A47139	158	217	even	even	RB
A47139	158	218	as	as	RB
A47139	158	219	much	much	JJ
A47139	158	220	or	or	CC
A47139	158	221	more	more	JJR
A47139	158	222	as	as	IN
A47139	158	223	to	to	TO
A47139	158	224	referr	referr	VB
A47139	158	225	him	-PRON-	PRP
A47139	158	226	to	to	IN
A47139	158	227	some	some	DT
A47139	158	228	of	of	IN
A47139	158	229	the	the	DT
A47139	158	230	difficultest	difficultest	NN
A47139	158	231	Problems	problem	NNS
A47139	158	232	in	in	IN
A47139	158	233	Euclid	Euclid	NNP
A47139	158	234	's	's	POS
A47139	158	235	Elements	Elements	NNPS
A47139	158	236	to	to	TO
A47139	158	237	understand	understand	VB
A47139	158	238	the	the	DT
A47139	158	239	demonstration	demonstration	NN
A47139	158	240	of	of	IN
A47139	158	241	one	one	CD
A47139	158	242	of	of	IN
A47139	158	243	the	the	DT
A47139	158	244	first	first	JJ
A47139	158	245	Propositions	Propositions	NNPS
A47139	158	246	in	in	IN
A47139	158	247	those	those	DT
A47139	158	248	Elements	element	NNS
A47139	158	249	.	.	.
A47139	159	1	Seeing	see	VBG
A47139	159	2	therefore	therefore	RB
A47139	159	3	Geometry	Geometry	NNP
A47139	159	4	as	as	IN
A47139	159	5	it	-PRON-	PRP
A47139	159	6	is	be	VBZ
A47139	159	7	one	one	CD
A47139	159	8	of	of	IN
A47139	159	9	the	the	DT
A47139	159	10	best	good	JJS
A47139	159	11	natural	natural	JJ
A47139	159	12	Sciences	Sciences	NNPS
A47139	159	13	for	for	IN
A47139	159	14	certainty	certainty	NN
A47139	159	15	and	and	CC
A47139	159	16	use	use	NN
A47139	159	17	,	,	,
A47139	159	18	so	so	RB
A47139	159	19	for	for	IN
A47139	159	20	good	good	JJ
A47139	159	21	Method	Method	NNP
A47139	159	22	;	;	:
A47139	159	23	and	and	CC
A47139	159	24	the	the	DT
A47139	159	25	nature	nature	NN
A47139	159	26	of	of	IN
A47139	159	27	good	good	JJ
A47139	159	28	Method	Method	NNP
A47139	159	29	requireth	requireth	NN
A47139	159	30	that	that	IN
A47139	159	31	in	in	IN
A47139	159	32	reaching	reach	VBG
A47139	159	33	we	-PRON-	PRP
A47139	159	34	proceed	proceed	VBP
A47139	159	35	to	to	IN
A47139	159	36	the	the	DT
A47139	159	37	more	more	RBR
A47139	159	38	unknown	unknown	JJ
A47139	159	39	from	from	IN
A47139	159	40	and	and	CC
A47139	159	41	by	by	IN
A47139	159	42	the	the	DT
A47139	159	43	more	more	RBR
A47139	159	44	known	know	VBN
A47139	159	45	,	,	,
A47139	159	46	therefore	therefore	RB
A47139	159	47	to	to	TO
A47139	159	48	presuppose	presuppose	VB
A47139	159	49	the	the	DT
A47139	159	50	knowledge	knowledge	NN
A47139	159	51	of	of	IN
A47139	159	52	conick	conick	JJ
A47139	159	53	Sections	section	NNS
A47139	159	54	to	to	IN
A47139	159	55	the	the	DT
A47139	159	56	knowledge	knowledge	NN
A47139	159	57	of	of	IN
A47139	159	58	some	some	DT
A47139	159	59	necessary	necessary	JJ
A47139	159	60	Problems	problem	NNS
A47139	159	61	in	in	IN
A47139	159	62	plain	plain	JJ
A47139	159	63	Geometry	Geometry	NNP
A47139	159	64	,	,	,
A47139	159	65	is	be	VBZ
A47139	159	66	greatly	greatly	RB
A47139	159	67	incongruous	incongruous	JJ
A47139	159	68	and	and	CC
A47139	159	69	an	an	DT
A47139	159	70	immethodical	immethodical	JJ
A47139	159	71	Hysteron	Hysteron	NNP
A47139	159	72	Proteron	Proteron	NNP
A47139	159	73	,	,	,
A47139	159	74	which	which	WDT
A47139	159	75	this	this	DT
A47139	159	76	new	new	JJ
A47139	159	77	Praxis	praxis	JJ
A47139	159	78	doth	doth	NN
A47139	159	79	Remedy	remedy	NN
A47139	159	80	.	.	.
A47139	160	1	2	2	LS
A47139	160	2	.	.	.
A47139	161	1	By	by	IN
A47139	161	2	this	this	DT
A47139	161	3	Praxis	Praxis	NNP
A47139	161	4	of	of	IN
A47139	161	5	Trisection	Trisection	NNP
A47139	161	6	a	a	NNP
A47139	161	7	Foundation	Foundation	NNP
A47139	161	8	of	of	IN
A47139	161	9	Method	Method	NNP
A47139	161	10	is	be	VBZ
A47139	161	11	Iaid	Iaid	NNP
A47139	161	12	to	to	TO
A47139	161	13	sect	sect	VB
A47139	161	14	any	any	DT
A47139	161	15	Angle	Angle	NNP
A47139	161	16	given	give	VBN
A47139	161	17	into	into	IN
A47139	161	18	any	any	DT
A47139	161	19	other	other	JJ
A47139	161	20	equal	equal	JJ
A47139	161	21	parts	part	NNS
A47139	161	22	whatsoever	whatsoever	RB
A47139	161	23	,	,	,
A47139	161	24	even	even	RB
A47139	161	25	as	as	IN
A47139	161	26	4	4	CD
A47139	161	27	.	.	.
A47139	162	1	6	6	CD
A47139	162	2	.	.	.
A47139	163	1	8	8	LS
A47139	163	2	.	.	.
A47139	164	1	10	10	CD
A47139	164	2	.	.	.
A47139	164	3	or	or	CC
A47139	164	4	uneven	uneven	JJ
A47139	164	5	as	as	IN
A47139	164	6	5	5	CD
A47139	164	7	.	.	.
A47139	165	1	7	7	LS
A47139	165	2	.	.	.
A47139	166	1	9	9	CD
A47139	166	2	.	.	.
A47139	167	1	11	11	CD
A47139	167	2	.	.	.
A47139	168	1	&	&	CC
A47139	168	2	c.	c.	NNP
A47139	168	3	and	and	CC
A47139	168	4	an	an	DT
A47139	168	5	universal	universal	JJ
A47139	168	6	Cannon	Cannon	NNP
A47139	168	7	is	be	VBZ
A47139	168	8	formed	form	VBN
A47139	168	9	,	,	,
A47139	168	10	as	as	IN
A47139	168	11	by	by	IN
A47139	168	12	trisection	trisection	NN
A47139	168	13	of	of	IN
A47139	168	14	the	the	DT
A47139	168	15	Cord	Cord	NNP
A47139	168	16	of	of	IN
A47139	168	17	an	an	DT
A47139	168	18	Angle	Angle	NNP
A47139	168	19	,	,	,
A47139	168	20	that	that	IN
A47139	168	21	Angle	Angle	NNP
A47139	168	22	is	be	VBZ
A47139	168	23	trisected	trisect	VBN
A47139	168	24	,	,	,
A47139	168	25	so	so	RB
A47139	168	26	by	by	IN
A47139	168	27	quinquisection	quinquisection	NN
A47139	168	28	of	of	IN
A47139	168	29	the	the	DT
A47139	168	30	Cord	Cord	NNP
A47139	168	31	of	of	IN
A47139	168	32	an	an	DT
A47139	168	33	Angle	angle	NN
A47139	168	34	it	-PRON-	PRP
A47139	168	35	is	be	VBZ
A47139	168	36	quinquisected	quinquisecte	VBN
A47139	168	37	,	,	,
A47139	168	38	and	and	CC
A47139	168	39	the	the	DT
A47139	168	40	like	like	JJ
A47139	168	41	of	of	IN
A47139	168	42	all	all	DT
A47139	168	43	others	other	NNS
A47139	168	44	.	.	.
A47139	169	1	3	3	LS
A47139	169	2	.	.	.
A47139	170	1	By	by	IN
A47139	170	2	the	the	DT
A47139	170	3	like	like	JJ
A47139	170	4	method	method	NN
A47139	170	5	a	a	DT
A47139	170	6	Circle	Circle	NNP
A47139	170	7	is	be	VBZ
A47139	170	8	divided	divide	VBN
A47139	170	9	into	into	IN
A47139	170	10	any	any	DT
A47139	170	11	number	number	NN
A47139	170	12	of	of	IN
A47139	170	13	equal	equal	JJ
A47139	170	14	parts	part	NNS
A47139	170	15	even	even	RB
A47139	170	16	or	or	CC
A47139	170	17	uneven	uneven	JJ
A47139	170	18	.	.	.
A47139	171	1	4	4	LS
A47139	171	2	.	.	.
A47139	172	1	And	and	CC
A47139	172	2	,	,	,
A47139	172	3	by	by	IN
A47139	172	4	the	the	DT
A47139	172	5	like	like	JJ
A47139	172	6	Method	Method	NNP
A47139	172	7	,	,	,
A47139	172	8	the	the	DT
A47139	172	9	quantity	quantity	NN
A47139	172	10	of	of	IN
A47139	172	11	any	any	DT
A47139	172	12	Right	right	NN
A47139	172	13	-	-	HYPH
A47139	172	14	lined	line	VBN
A47139	172	15	Angle	Angle	NNP
A47139	172	16	can	can	MD
A47139	172	17	be	be	VB
A47139	172	18	found	find	VBN
A47139	172	19	in	in	IN
A47139	172	20	degrees	degree	NNS
A47139	172	21	,	,	,
A47139	172	22	and	and	CC
A47139	172	23	odd	odd	JJ
A47139	172	24	Minutes	Minutes	NNP
A47139	172	25	,	,	,
A47139	172	26	without	without	IN
A47139	172	27	any	any	DT
A47139	172	28	line	line	NN
A47139	172	29	of	of	IN
A47139	172	30	Cords	Cords	NNPS
A47139	172	31	by	by	IN
A47139	172	32	a	a	DT
A47139	172	33	line	line	NN
A47139	172	34	of	of	IN
A47139	172	35	equal	equal	JJ
A47139	172	36	parts	part	NNS
A47139	172	37	only	only	RB
A47139	172	38	,	,	,
A47139	172	39	as	as	IN
A47139	172	40	the	the	DT
A47139	172	41	diagonal	diagonal	JJ
A47139	172	42	Scale	Scale	NNP
A47139	172	43	of	of	IN
A47139	172	44	Inch	Inch	NNP
A47139	172	45	,	,	,
A47139	172	46	or	or	CC
A47139	172	47	half	half	NN
A47139	172	48	Inch	Inch	NNP
A47139	172	49	or	or	CC
A47139	172	50	¼	¼	RB
A47139	172	51	to	to	IN
A47139	172	52	a	a	DT
A47139	172	53	far	far	RB
A47139	172	54	greater	great	JJR
A47139	172	55	exactness	exactness	NN
A47139	172	56	than	than	IN
A47139	172	57	by	by	IN
A47139	172	58	a	a	DT
A47139	172	59	line	line	NN
A47139	172	60	of	of	IN
A47139	172	61	Cords	Cords	NNPS
A47139	172	62	.	.	.
A47139	173	1	5	5	CD
A47139	173	2	.	.	.
A47139	174	1	By	by	IN
A47139	174	2	the	the	DT
A47139	174	3	same	same	JJ
A47139	174	4	,	,	,
A47139	174	5	a	a	DT
A47139	174	6	way	way	NN
A47139	174	7	is	be	VBZ
A47139	174	8	taught	teach	VBN
A47139	174	9	how	how	WRB
A47139	174	10	to	to	TO
A47139	174	11	protract	protract	VB
A47139	174	12	or	or	CC
A47139	174	13	project	project	VB
A47139	174	14	any	any	DT
A47139	174	15	Angle	Angle	NNP
A47139	174	16	,	,	,
A47139	174	17	whose	whose	WP$
A47139	174	18	degrees	degree	NNS
A47139	174	19	and	and	CC
A47139	174	20	odd	odd	JJ
A47139	174	21	Minutes	Minutes	NNPS
A47139	174	22	are	be	VBP
A47139	174	23	given	give	VBN
A47139	174	24	.	.	.
A47139	175	1	6	6	CD
A47139	175	2	.	.	.
A47139	176	1	Having	have	VBG
A47139	176	2	any	any	DT
A47139	176	3	one	one	CD
A47139	176	4	Angle	angle	NN
A47139	176	5	given	give	VBN
A47139	176	6	in	in	IN
A47139	176	7	any	any	DT
A47139	176	8	Triangle	Triangle	NNP
A47139	176	9	,	,	,
A47139	176	10	and	and	CC
A47139	176	11	the	the	DT
A47139	176	12	Ratio	ratio	NN
A47139	176	13	of	of	IN
A47139	176	14	the	the	DT
A47139	176	15	2	2	CD
A47139	176	16	other	other	JJ
A47139	176	17	Angles	Angles	NNPS
A47139	176	18	,	,	,
A47139	176	19	without	without	IN
A47139	176	20	any	any	DT
A47139	176	21	side	side	NN
A47139	176	22	given	give	VBN
A47139	176	23	,	,	,
A47139	176	24	to	to	TO
A47139	176	25	find	find	VB
A47139	176	26	the	the	DT
A47139	176	27	other	other	JJ
A47139	176	28	2	2	CD
A47139	176	29	Angles	Angles	NNPS
A47139	176	30	,	,	,
A47139	176	31	and	and	CC
A47139	176	32	truly	truly	RB
A47139	176	33	to	to	TO
A47139	176	34	protract	protract	VB
A47139	176	35	them	-PRON-	PRP
A47139	176	36	.	.	.
A47139	177	1	7	7	LS
A47139	177	2	.	.	.
A47139	178	1	From	from	IN
A47139	178	2	a	a	DT
A47139	178	3	point	point	NN
A47139	178	4	given	give	VBN
A47139	178	5	on	on	IN
A47139	178	6	any	any	DT
A47139	178	7	line	line	NN
A47139	178	8	given	give	VBN
A47139	178	9	to	to	TO
A47139	178	10	raise	raise	VB
A47139	178	11	an	an	DT
A47139	178	12	Isosceles	Isosceles	NNP
A47139	178	13	Triangle	Triangle	NNP
A47139	178	14	,	,	,
A47139	178	15	one	one	CD
A47139	178	16	of	of	IN
A47139	178	17	whose	whose	WP$
A47139	178	18	sides	side	NNS
A47139	178	19	being	be	VBG
A47139	178	20	produced	produce	VBN
A47139	178	21	below	below	IN
A47139	178	22	that	that	DT
A47139	178	23	line	line	NN
A47139	178	24	given	give	VBN
A47139	178	25	shall	shall	MD
A47139	178	26	terminate	terminate	VB
A47139	178	27	on	on	IN
A47139	178	28	any	any	DT
A47139	178	29	Point	Point	NNP
A47139	178	30	,	,	,
A47139	178	31	given	give	VBN
A47139	178	32	below	below	IN
A47139	178	33	the	the	DT
A47139	178	34	same	same	JJ
A47139	178	35	,	,	,
A47139	178	36	the	the	DT
A47139	178	37	which	which	WDT
A47139	178	38	hath	hath	NNP
A47139	178	39	special	special	JJ
A47139	178	40	use	use	NN
A47139	178	41	to	to	TO
A47139	178	42	solve	solve	VB
A47139	178	43	some	some	DT
A47139	178	44	new	new	JJ
A47139	178	45	Problems	problem	NNS
A47139	178	46	in	in	IN
A47139	178	47	Surveying	Surveying	NNP
A47139	178	48	,	,	,
A47139	178	49	Geography	Geography	NNP
A47139	178	50	,	,	,
A47139	178	51	Architecture	Architecture	NNP
A47139	178	52	,	,	,
A47139	178	53	Navigation	Navigation	NNP
A47139	178	54	.	.	.
A47139	179	1	8	8	LS
A47139	179	2	.	.	.
A47139	180	1	As	as	IN
A47139	180	2	this	this	DT
A47139	180	3	method	method	NN
A47139	180	4	of	of	IN
A47139	180	5	Praxis	Praxis	NNP
A47139	180	6	saveth	saveth	VB
A47139	180	7	the	the	DT
A47139	180	8	pains	pain	NNS
A47139	180	9	of	of	IN
A47139	180	10	finding	find	VBG
A47139	180	11	out	out	RP
A47139	180	12	Trisection	Trisection	NNP
A47139	180	13	of	of	IN
A47139	180	14	an	an	DT
A47139	180	15	Angle	angle	NN
A47139	180	16	by	by	IN
A47139	180	17	a	a	DT
A47139	180	18	conick	conick	NN
A47139	180	19	Section	section	NN
A47139	180	20	,	,	,
A47139	180	21	and	and	CC
A47139	180	22	Algebra	Algebra	NNP
A47139	180	23	Aequations	Aequations	NNPS
A47139	180	24	,	,	,
A47139	180	25	by	by	IN
A47139	180	26	teaching	teach	VBG
A47139	180	27	the	the	DT
A47139	180	28	same	same	JJ
A47139	180	29	more	more	RBR
A47139	180	30	easily	easily	RB
A47139	180	31	by	by	IN
A47139	180	32	plain	plain	JJ
A47139	180	33	Geometry	Geometry	NNP
A47139	180	34	,	,	,
A47139	180	35	so	so	CC
A47139	180	36	it	-PRON-	PRP
A47139	180	37	is	be	VBZ
A47139	180	38	probable	probable	JJ
A47139	180	39	it	-PRON-	PRP
A47139	180	40	may	may	MD
A47139	180	41	prove	prove	VB
A47139	180	42	of	of	IN
A47139	180	43	great	great	JJ
A47139	180	44	use	use	NN
A47139	180	45	,	,	,
A47139	180	46	both	both	CC
A47139	180	47	in	in	IN
A47139	180	48	conick	conick	JJ
A47139	180	49	Sections	section	NNS
A47139	180	50	,	,	,
A47139	180	51	Algebra	Algebra	NNP
A47139	180	52	Questions	Questions	NNPS
A47139	180	53	,	,	,
A47139	180	54	and	and	CC
A47139	180	55	other	other	JJ
A47139	180	56	abstruse	abstruse	NN
A47139	180	57	Theorems	Theorems	NNPS
A47139	180	58	to	to	TO
A47139	180	59	improve	improve	VB
A47139	180	60	the	the	DT
A47139	180	61	Mathematical	Mathematical	NNP
A47139	180	62	Sciences	Sciences	NNPS
A47139	180	63	.	.	.
A47139	181	1	9	9	CD
A47139	181	2	.	.	.
A47139	182	1	How	how	WRB
A47139	182	2	to	to	TO
A47139	182	3	find	find	VB
A47139	182	4	the	the	DT
A47139	182	5	natural	natural	JJ
A47139	182	6	Cord	Cord	NNP
A47139	182	7	,	,	,
A47139	182	8	Sine	Sine	NNP
A47139	182	9	,	,	,
A47139	182	10	Tangent	Tangent	NNP
A47139	182	11	,	,	,
A47139	182	12	Secant	secant	NN
A47139	182	13	of	of	IN
A47139	182	14	any	any	DT
A47139	182	15	Angle	Angle	NNP
A47139	182	16	given	give	VBN
A47139	182	17	in	in	IN
A47139	182	18	degrees	degree	NNS
A47139	182	19	and	and	CC
A47139	182	20	Minutes	Minutes	NNPS
A47139	182	21	,	,	,
A47139	182	22	in	in	IN
A47139	182	23	true	true	JJ
A47139	182	24	Lines	line	NNS
A47139	182	25	,	,	,
A47139	182	26	more	more	RBR
A47139	182	27	exactly	exactly	RB
A47139	182	28	,	,	,
A47139	182	29	than	than	IN
A47139	182	30	by	by	IN
A47139	182	31	any	any	DT
A47139	182	32	common	common	JJ
A47139	182	33	Line	Line	NNP
A47139	182	34	of	of	IN
A47139	182	35	Cords	Cords	NNPS
A47139	182	36	.	.	.
A47139	183	1	Here	here	RB
A47139	183	2	followeth	followeth	VB
A47139	183	3	another	another	DT
A47139	183	4	Demonstration	Demonstration	NNP
A47139	183	5	of	of	IN
A47139	183	6	the	the	DT
A47139	183	7	same	same	JJ
A47139	183	8	Praxis	Praxis	NNP
A47139	183	9	of	of	IN
A47139	183	10	the	the	DT
A47139	183	11	Trisection	Trisection	NNP
A47139	183	12	.	.	.
A47139	184	1	In	in	IN
A47139	184	2	a	a	DT
A47139	184	3	Second	second	JJ
A47139	184	4	Figure	figure	NN
A47139	184	5	.	.	.
A47139	185	1	BY	by	IN
A47139	185	2	the	the	DT
A47139	185	3	method	method	NN
A47139	185	4	of	of	IN
A47139	185	5	the	the	DT
A47139	185	6	foregoing	foregoing	JJ
A47139	185	7	Praxis	Praxis	NNP
A47139	185	8	,	,	,
A47139	185	9	let	let	VB
A47139	185	10	the	the	DT
A47139	185	11	points	point	NNS
A47139	185	12	I	-PRON-	PRP
A47139	185	13	and	and	CC
A47139	185	14	O	o	UH
A47139	185	15	be	be	VB
A47139	185	16	found	find	VBN
A47139	185	17	,	,	,
A47139	185	18	and	and	CC
A47139	185	19	the	the	DT
A47139	185	20	lines	line	NNS
A47139	185	21	AI	AI	NNP
A47139	185	22	and	and	CC
A47139	185	23	AO	AO	NNP
A47139	185	24	,	,	,
A47139	185	25	which	which	WDT
A47139	185	26	I	-PRON-	PRP
A47139	185	27	say	say	VBP
A47139	185	28	shall	shall	MD
A47139	185	29	trisect	trisect	VB
A47139	185	30	the	the	DT
A47139	185	31	Angle	Angle	NNP
A47139	185	32	NAK	NAK	NNP
A47139	185	33	=	=	SYM
A47139	185	34	BAC	BAC	NNP
A47139	185	35	,	,	,
A47139	185	36	Geometically	geometically	RB
A47139	185	37	into	into	IN
A47139	185	38	three	three	CD
A47139	185	39	equal	equal	JJ
A47139	185	40	parts	part	NNS
A47139	185	41	.	.	.
A47139	186	1	In	in	IN
A47139	186	2	order	order	NN
A47139	186	3	to	to	IN
A47139	186	4	the	the	DT
A47139	186	5	demonstration	demonstration	NN
A47139	186	6	of	of	IN
A47139	186	7	which	which	WDT
A47139	186	8	,	,	,
A47139	186	9	extend	extend	VB
A47139	186	10	the	the	DT
A47139	186	11	line	line	NN
A47139	186	12	AI	ai	NN
A47139	186	13	to	to	IN
A47139	186	14	D	d	NN
A47139	186	15	on	on	IN
A47139	186	16	the	the	DT
A47139	186	17	arch	arch	JJ
A47139	186	18	BFC	BFC	NNP
A47139	186	19	.	.	.
A47139	187	1	and	and	CC
A47139	187	2	AO	AO	NNP
A47139	187	3	to	to	IN
A47139	187	4	X.	X.	NNP
A47139	188	1	Again	again	RB
A47139	188	2	,	,	,
A47139	188	3	with	with	IN
A47139	188	4	the	the	DT
A47139	188	5	extent	extent	NN
A47139	188	6	AI	AI	NNP
A47139	188	7	on	on	IN
A47139	188	8	the	the	DT
A47139	188	9	center	center	NN
A47139	188	10	I	-PRON-	PRP
A47139	188	11	describe	describe	VBP
A47139	188	12	the	the	DT
A47139	188	13	circle	circle	NN
A47139	188	14	ASHT	ASHT	NNP
A47139	188	15	.	.	.
A47139	189	1	and	and	CC
A47139	189	2	with	with	IN
A47139	189	3	the	the	DT
A47139	189	4	same	same	JJ
A47139	189	5	Radius	Radius	NNP
A47139	189	6	describe	describe	VB
A47139	189	7	the	the	DT
A47139	189	8	arch	arch	JJ
A47139	189	9	KLON	KLON	NNP
A47139	189	10	.	.	.
A47139	190	1	Again	again	RB
A47139	190	2	,	,	,
A47139	190	3	draw	draw	VB
A47139	190	4	IH	IH	NNP
A47139	190	5	parallel	parallel	NN
A47139	190	6	to	to	IN
A47139	190	7	AK	AK	NNP
A47139	190	8	,	,	,
A47139	190	9	extending	extend	VBG
A47139	190	10	IH	IH	NNP
A47139	190	11	to	to	IN
A47139	190	12	the	the	DT
A47139	190	13	Circumference	Circumference	NNP
A47139	190	14	of	of	IN
A47139	190	15	the	the	DT
A47139	190	16	Circle	Circle	NNP
A47139	190	17	ASHT	ASHT	NNP
A47139	190	18	.	.	.
A47139	191	1	Again	again	RB
A47139	191	2	,	,	,
A47139	191	3	draw	draw	VB
A47139	191	4	AS	as	IN
A47139	191	5	parallel	parallel	NN
A47139	191	6	and	and	CC
A47139	191	7	equal	equal	JJ
A47139	191	8	to	to	IN
A47139	191	9	OI	OI	NNP
A47139	191	10	,	,	,
A47139	191	11	which	which	WDT
A47139	191	12	shall	shall	MD
A47139	191	13	cut	cut	VB
A47139	191	14	the	the	DT
A47139	191	15	circle	circle	NN
A47139	191	16	at	at	IN
A47139	191	17	S	S	NNP
A47139	191	18	,	,	,
A47139	191	19	because	because	IN
A47139	191	20	OI	OI	NNP
A47139	191	21	=	=	SYM
A47139	191	22	AS	AS	NNP
A47139	191	23	cuts	cut	VBZ
A47139	191	24	the	the	DT
A47139	191	25	arch	arch	JJ
A47139	191	26	KION	kion	NN
A47139	191	27	,	,	,
A47139	191	28	having	have	VBG
A47139	191	29	the	the	DT
A47139	191	30	same	same	JJ
A47139	191	31	Radius	Radius	NNP
A47139	191	32	.	.	.
A47139	192	1	Again	again	RB
A47139	192	2	,	,	,
A47139	192	3	from	from	IN
A47139	192	4	the	the	DT
A47139	192	5	point	point	NN
A47139	192	6	S	s	NN
A47139	192	7	on	on	IN
A47139	192	8	the	the	DT
A47139	192	9	circumference	circumference	NN
A47139	192	10	,	,	,
A47139	192	11	draw	draw	VB
A47139	192	12	the	the	DT
A47139	192	13	line	line	NN
A47139	192	14	SH	SH	NNP
A47139	192	15	parallel	parallel	JJ
A47139	192	16	to	to	IN
A47139	192	17	AI	AI	NNP
A47139	192	18	,	,	,
A47139	192	19	which	which	WDT
A47139	192	20	shall	shall	MD
A47139	192	21	necessarily	necessarily	RB
A47139	192	22	cut	cut	VB
A47139	192	23	the	the	DT
A47139	192	24	line	line	NN
A47139	192	25	IH	IH	NNP
A47139	192	26	on	on	IN
A47139	192	27	the	the	DT
A47139	192	28	circumference	circumference	NN
A47139	192	29	at	at	IN
A47139	192	30	the	the	DT
A47139	192	31	point	point	NN
A47139	192	32	H	h	NN
A47139	192	33	,	,	,
A47139	192	34	because	because	IN
A47139	192	35	by	by	IN
A47139	192	36	construction	construction	NN
A47139	192	37	IH	IH	NNP
A47139	192	38	is	be	VBZ
A47139	192	39	parallel	parallel	JJ
A47139	192	40	to	to	IN
A47139	192	41	AK	AK	NNP
A47139	192	42	,	,	,
A47139	192	43	and	and	CC
A47139	192	44	KH	KH	NNP
A47139	192	45	to	to	IN
A47139	192	46	AI	AI	NNP
A47139	192	47	,	,	,
A47139	192	48	which	which	WDT
A47139	192	49	makes	make	VBZ
A47139	192	50	the	the	DT
A47139	192	51	Parallogram	Parallogram	NNP
A47139	192	52	AKHI	AKHI	NNP
A47139	192	53	,	,	,
A47139	192	54	whose	whose	WP$
A47139	192	55	opposit	opposit	JJ
A47139	192	56	sides	side	NNS
A47139	192	57	are	be	VBP
A47139	192	58	equal	equal	JJ
A47139	192	59	,	,	,
A47139	192	60	but	but	CC
A47139	192	61	if	if	IN
A47139	192	62	SH	SH	NNP
A47139	192	63	,	,	,
A47139	192	64	and	and	CC
A47139	192	65	IH	IH	NNP
A47139	192	66	did	do	VBD
A47139	192	67	meet	meet	VB
A47139	192	68	any	any	DT
A47139	192	69	where	where	WRB
A47139	192	70	else	else	RB
A47139	192	71	than	than	IN
A47139	192	72	on	on	IN
A47139	192	73	the	the	DT
A47139	192	74	circumference	circumference	NN
A47139	192	75	,	,	,
A47139	192	76	as	as	IN
A47139	192	77	either	either	DT
A47139	192	78	within	within	IN
A47139	192	79	,	,	,
A47139	192	80	or	or	CC
A47139	192	81	without	without	IN
A47139	192	82	it	-PRON-	PRP
A47139	192	83	,	,	,
A47139	192	84	the	the	DT
A47139	192	85	opposit	opposit	JJ
A47139	192	86	sides	side	NNS
A47139	192	87	of	of	IN
A47139	192	88	the	the	DT
A47139	192	89	Parallogram	Parallogram	NNP
A47139	192	90	should	should	MD
A47139	192	91	not	not	RB
A47139	192	92	be	be	VB
A47139	192	93	equal	equal	JJ
A47139	192	94	contrary	contrary	NN
A47139	192	95	to	to	IN
A47139	192	96	34	34	CD
A47139	192	97	.	.	.
A47139	193	1	1	1	LS
A47139	193	2	.	.	.
A47139	194	1	Eucl	eucl	VB
A47139	194	2	.	.	.
A47139	195	1	elem	elem	NNP
A47139	195	2	.	.	.
A47139	196	1	Again	again	RB
A47139	196	2	,	,	,
A47139	196	3	draw	draw	VB
A47139	196	4	the	the	DT
A47139	196	5	line	line	NN
A47139	196	6	SI	SI	NNP
A47139	196	7	,	,	,
A47139	196	8	and	and	CC
A47139	196	9	extend	extend	VB
A47139	196	10	the	the	DT
A47139	196	11	line	line	NN
A47139	196	12	OI	OI	NNP
A47139	196	13	from	from	IN
A47139	196	14	I	-PRON-	PRP
A47139	196	15	to	to	IN
A47139	196	16	K	k	NN
A47139	196	17	until	until	IN
A47139	196	18	it	-PRON-	PRP
A47139	196	19	cut	cut	VBD
A47139	196	20	SH	SH	NNP
A47139	196	21	at	at	IN
A47139	196	22	K	K	NNP
A47139	196	23	,	,	,
A47139	196	24	which	which	WDT
A47139	196	25	shall	shall	MD
A47139	196	26	form	form	VB
A47139	196	27	another	another	DT
A47139	196	28	Parallogram	Parallogram	NNP
A47139	196	29	ASKI	ASKI	NNP
A47139	196	30	,	,	,
A47139	196	31	which	which	WDT
A47139	196	32	being	be	VBG
A47139	196	33	divided	divide	VBN
A47139	196	34	by	by	IN
A47139	196	35	the	the	DT
A47139	196	36	Diagonal	diagonal	JJ
A47139	196	37	line	line	NN
A47139	196	38	SI	SI	NNP
A47139	196	39	,	,	,
A47139	196	40	shall	shall	MD
A47139	196	41	give	give	VB
A47139	196	42	two	two	CD
A47139	196	43	equal	equal	JJ
A47139	196	44	Isosceies	Isosceies	NNPS
A47139	196	45	Triangles	triangle	NNS
A47139	196	46	AIS	AIS	NNP
A47139	196	47	(	(	-LRB-
A47139	196	48	=	=	SYM
A47139	196	49	OAI	OAI	NNP
A47139	196	50	)	)	-RRB-
A47139	196	51	ISK	ISK	NNP
A47139	196	52	.	.	.
A47139	197	1	The	the	DT
A47139	197	2	Demonstration	Demonstration	NNP
A47139	197	3	.	.	.
A47139	198	1	In	in	IN
A47139	198	2	the	the	DT
A47139	198	3	Isoceles	isocele	NNS
A47139	198	4	triangle	triangle	NN
A47139	198	5	ISH	ISH	NNP
A47139	198	6	(	(	-LRB-
A47139	198	7	whose	whose	WP$
A47139	198	8	sides	side	NNS
A47139	198	9	IS	be	VBZ
A47139	198	10	=	=	SYM
A47139	198	11	IH	IH	NNP
A47139	198	12	by	by	IN
A47139	198	13	15	15	CD
A47139	198	14	.	.	.
A47139	198	15	def	def	NNP
A47139	198	16	.	.	.
A47139	199	1	1	1	LS
A47139	199	2	.	.	.
A47139	199	3	elem	elem	NNP
A47139	199	4	.	.	.
A47139	199	5	)	)	-RRB-
A47139	200	1	the	the	DT
A47139	200	2	angle	angle	NN
A47139	200	3	IHS	IHS	NNP
A47139	200	4	=	=	SYM
A47139	200	5	ISH	ISH	NNP
A47139	200	6	by	by	IN
A47139	200	7	5	5	CD
A47139	200	8	.	.	.
A47139	201	1	1	1	LS
A47139	201	2	.	.	.
A47139	201	3	elem	elem	NNP
A47139	201	4	.	.	.
A47139	202	1	and	and	CC
A47139	202	2	IHS	IHS	NNP
A47139	202	3	=	=	SYM
A47139	202	4	IAK	IAK	NNP
A47139	202	5	by	by	IN
A47139	202	6	8	8	CD
A47139	202	7	.	.	.
A47139	203	1	1	1	LS
A47139	203	2	.	.	.
A47139	203	3	elem	elem	NNP
A47139	203	4	.	.	.
A47139	204	1	therefore	therefore	RB
A47139	204	2	IAK	IAK	NNP
A47139	204	3	=	=	SYM
A47139	204	4	ISH	ISH	NNP
A47139	204	5	.	.	.
A47139	205	1	but	but	CC
A47139	205	2	ISH	ISH	NNP
A47139	205	3	=	=	SYM
A47139	205	4	AIS	AIS	NNP
A47139	205	5	=	=	SYM
A47139	205	6	OAI	OAI	NNP
A47139	205	7	being	be	VBG
A47139	205	8	alternate	alternate	JJ
A47139	205	9	Angles	angle	NNS
A47139	205	10	betwixt	betwixt	NN
A47139	205	11	Parallels	parallel	NNS
A47139	205	12	by	by	IN
A47139	205	13	29	29	CD
A47139	205	14	.	.	.
A47139	206	1	1	1	LS
A47139	206	2	.	.	.
A47139	206	3	elem	elem	NNP
A47139	206	4	.	.	.
A47139	207	1	and	and	CC
A47139	207	2	therefore	therefore	RB
A47139	207	3	lasty	lasty	JJ
A47139	207	4	,	,	,
A47139	207	5	OAI	OAI	NNP
A47139	207	6	=	=	SYM
A47139	207	7	IAK	IAK	NNP
A47139	207	8	,	,	,
A47139	207	9	and	and	CC
A47139	207	10	by	by	IN
A47139	207	11	the	the	DT
A47139	207	12	like	like	JJ
A47139	207	13	method	method	NN
A47139	207	14	OAI	OAI	NNP
A47139	207	15	is	be	VBZ
A47139	207	16	proved	prove	VBN
A47139	207	17	=	=	-RRB-
A47139	207	18	OAN	oan	VB
A47139	207	19	drawing	draw	VBG
A47139	207	20	the	the	DT
A47139	207	21	like	like	UH
A47139	207	22	parallel	parallel	JJ
A47139	207	23	Lines	line	NNS
A47139	207	24	on	on	IN
A47139	207	25	the	the	DT
A47139	207	26	other	other	JJ
A47139	207	27	side	side	NN
A47139	207	28	of	of	IN
A47139	207	29	the	the	DT
A47139	207	30	Triangle	Triangle	NNP
A47139	207	31	OAI	OAI	NNP
A47139	207	32	,	,	,
A47139	207	33	and	and	CC
A47139	207	34	therefore	therefore	RB
A47139	207	35	the	the	DT
A47139	207	36	angle	angle	NN
A47139	207	37	BAC	BAC	NNP
A47139	207	38	is	be	VBZ
A47139	207	39	trisected	trisect	VBN
A47139	207	40	by	by	IN
A47139	207	41	3	3	CD
A47139	207	42	equal	equal	JJ
A47139	207	43	angles	angle	NNS
A47139	207	44	NAO	NAO	NNP
A47139	207	45	=	=	SYM
A47139	207	46	OAI	OAI	NNP
A47139	207	47	=	=	SYM
A47139	207	48	IAK	IAK	NNP
A47139	207	49	=	=	SYM
A47139	207	50	BAX	BAX	NNP
A47139	207	51	=	=	SYM
A47139	207	52	XAD	XAD	NNP
A47139	207	53	=	=	SYM
A47139	207	54	DAC	DAC	NNP
A47139	207	55	.	.	.
A47139	208	1	Q.	Q.	NNP
A47139	208	2	E.	E.	NNP
A47139	208	3	D.	D.	NNP
A47139	208	4	The	the	DT
A47139	208	5	Praxis	Praxis	NNP
A47139	208	6	of	of	IN
A47139	208	7	the	the	DT
A47139	208	8	Section	Section	NNP
A47139	208	9	of	of	IN
A47139	208	10	a	a	DT
A47139	208	11	Right	Right	NNP
A47139	208	12	Lined	Lined	NNP
A47139	208	13	Angle	Angle	NNP
A47139	208	14	into	into	IN
A47139	208	15	Six	six	CD
A47139	208	16	equal	equal	JJ
A47139	208	17	parts	part	NNS
A47139	208	18	.	.	.
A47139	209	1	BEcause	because	IN
A47139	209	2	of	of	IN
A47139	209	3	the	the	DT
A47139	209	4	affinity	affinity	NN
A47139	209	5	of	of	IN
A47139	209	6	the	the	DT
A47139	209	7	Figure	Figure	NNP
A47139	209	8	of	of	IN
A47139	209	9	the	the	DT
A47139	209	10	Trisection	Trisection	NNP
A47139	209	11	with	with	IN
A47139	209	12	the	the	DT
A47139	209	13	Figure	figure	NN
A47139	209	14	of	of	IN
A47139	209	15	the	the	DT
A47139	209	16	Sextisection	Sextisection	NNP
A47139	209	17	,	,	,
A47139	209	18	I	-PRON-	PRP
A47139	209	19	shall	shall	MD
A47139	209	20	begin	begin	VB
A47139	209	21	with	with	IN
A47139	209	22	the	the	DT
A47139	209	23	Sextisection	Sextisection	NNP
A47139	209	24	,	,	,
A47139	209	25	and	and	CC
A47139	209	26	then	then	RB
A47139	209	27	proceed	proceed	VB
A47139	209	28	to	to	IN
A47139	209	29	the	the	DT
A47139	209	30	Quinquisection	Quinquisection	NNP
A47139	209	31	.	.	.
A47139	210	1	In	in	IN
A47139	210	2	the	the	DT
A47139	210	3	3d	3d	JJ
A47139	210	4	figure	figure	NN
A47139	210	5	,	,	,
A47139	210	6	let	let	VB
A47139	210	7	the	the	DT
A47139	210	8	given	give	VBN
A47139	210	9	angle	angle	NN
A47139	210	10	be	be	VB
A47139	210	11	BAC	BAC	NNP
A47139	210	12	,	,	,
A47139	210	13	as	as	IN
A47139	210	14	above	above	RB
A47139	210	15	,	,	,
A47139	210	16	whose	whose	WP$
A47139	210	17	Cord	Cord	NNP
A47139	210	18	is	be	VBZ
A47139	210	19	BC	BC	NNP
A47139	210	20	,	,	,
A47139	210	21	and	and	CC
A47139	210	22	its	-PRON-	PRP$
A47139	210	23	arch	arch	JJ
A47139	210	24	BEFGC	befgc	NN
A47139	210	25	.	.	.
A47139	211	1	1	1	LS
A47139	211	2	.	.	.
A47139	212	1	Divide	divide	VB
A47139	212	2	the	the	DT
A47139	212	3	Cord	Cord	NNP
A47139	212	4	BC	BC	NNP
A47139	212	5	into	into	IN
A47139	212	6	6	6	CD
A47139	212	7	equal	equal	JJ
A47139	212	8	parts	part	NNS
A47139	212	9	,	,	,
A47139	212	10	which	which	WDT
A47139	212	11	Divisions	Divisions	NNPS
A47139	212	12	are	be	VBP
A47139	212	13	marked	mark	VBN
A47139	212	14	with	with	IN
A47139	212	15	*	*	NFP
A47139	212	16	*	*	NFP
A47139	212	17	*	*	NFP
A47139	212	18	*	*	NFP
A47139	212	19	*	*	NFP
A47139	212	20	.	.	.
A47139	213	1	and	and	CC
A47139	213	2	on	on	IN
A47139	213	3	the	the	DT
A47139	213	4	middle	middle	JJ
A47139	213	5	division	division	NN
A47139	213	6	draw	draw	VBP
A47139	213	7	the	the	DT
A47139	213	8	line	line	NN
A47139	213	9	ADI	ADI	NNP
A47139	213	10	to	to	IN
A47139	213	11	the	the	DT
A47139	213	12	arch	arch	JJ
A47139	213	13	BEFGC	befgc	NN
A47139	213	14	.	.	.
A47139	214	1	2	2	LS
A47139	214	2	.	.	.
A47139	215	1	With	with	IN
A47139	215	2	the	the	DT
A47139	215	3	extent	extent	NN
A47139	215	4	of	of	IN
A47139	215	5	one	one	CD
A47139	215	6	of	of	IN
A47139	215	7	the	the	DT
A47139	215	8	Divisions	Divisions	NNPS
A47139	215	9	,	,	,
A47139	215	10	on	on	IN
A47139	215	11	the	the	DT
A47139	215	12	given	give	VBN
A47139	215	13	arch	arch	JJ
A47139	215	14	measure	measure	NN
A47139	215	15	from	from	IN
A47139	215	16	C	C	NNP
A47139	215	17	to	to	IN
A47139	215	18	F	F	NNP
A47139	215	19	,	,	,
A47139	215	20	and	and	CC
A47139	215	21	with	with	IN
A47139	215	22	the	the	DT
A47139	215	23	same	same	JJ
A47139	215	24	extent	extent	NN
A47139	215	25	from	from	IN
A47139	215	26	F	F	NNP
A47139	215	27	to	to	IN
A47139	215	28	E	E	NNP
A47139	215	29	,	,	,
A47139	215	30	and	and	CC
A47139	215	31	from	from	IN
A47139	215	32	E	e	NN
A47139	215	33	to	to	IN
A47139	215	34	G	g	NN
A47139	215	35	,	,	,
A47139	215	36	marking	mark	VBG
A47139	215	37	the	the	DT
A47139	215	38	points	point	NNS
A47139	215	39	E.	E.	NNP
A47139	215	40	F.	F.	NNP
A47139	215	41	G.	G.	NNP
A47139	215	42	and	and	CC
A47139	215	43	with	with	IN
A47139	215	44	the	the	DT
A47139	215	45	same	same	JJ
A47139	215	46	extent	extent	NN
A47139	215	47	measure	measure	NN
A47139	215	48	from	from	IN
A47139	215	49	B	b	NN
A47139	215	50	to	to	IN
A47139	215	51	E	e	NN
A47139	215	52	,	,	,
A47139	215	53	from	from	IN
A47139	215	54	E	e	NN
A47139	215	55	to	to	IN
A47139	215	56	F	F	NNP
A47139	215	57	,	,	,
A47139	215	58	and	and	CC
A47139	215	59	from	from	IN
A47139	215	60	F	f	NN
A47139	215	61	to	to	IN
A47139	215	62	G	g	VB
A47139	215	63	marking	mark	VBG
A47139	215	64	the	the	DT
A47139	215	65	points	point	NNS
A47139	215	66	EFG	EFG	NNP
A47139	215	67	.	.	.
A47139	216	1	3	3	LS
A47139	216	2	.	.	.
A47139	217	1	With	with	IN
A47139	217	2	a	a	DT
A47139	217	3	less	less	JJR
A47139	217	4	Radius	Radius	NNP
A47139	217	5	than	than	IN
A47139	217	6	AC	AC	NNP
A47139	217	7	as	as	IN
A47139	217	8	AK	AK	NNP
A47139	217	9	draw	draw	VBP
A47139	217	10	a	a	DT
A47139	217	11	second	second	JJ
A47139	217	12	Arch	Arch	NNP
A47139	217	13	as	as	IN
A47139	217	14	KLHLK	KLHLK	NNP
A47139	217	15	.	.	.
A47139	218	1	which	which	WDT
A47139	218	2	Radius	Radius	NNP
A47139	218	3	must	must	MD
A47139	218	4	be	be	VB
A47139	218	5	so	so	RB
A47139	218	6	long	long	JJ
A47139	218	7	that	that	IN
A47139	218	8	the	the	DT
A47139	218	9	extent	extent	NN
A47139	218	10	of	of	IN
A47139	218	11	the	the	DT
A47139	218	12	1	1	CD
A47139	218	13	6th	6th	NN
A47139	218	14	of	of	IN
A47139	218	15	the	the	DT
A47139	218	16	Cord	Cord	NNP
A47139	218	17	thrice	thrice	NN
A47139	218	18	repeated	repeat	VBN
A47139	218	19	,	,	,
A47139	218	20	may	may	MD
A47139	218	21	fall	fall	VB
A47139	218	22	short	short	RB
A47139	218	23	of	of	IN
A47139	218	24	reaching	reach	VBG
A47139	218	25	the	the	DT
A47139	218	26	line	line	NN
A47139	218	27	ADI	ADI	NNP
A47139	218	28	.	.	.
A47139	219	1	4	4	LS
A47139	219	2	.	.	.
A47139	220	1	With	with	IN
A47139	220	2	the	the	DT
A47139	220	3	same	same	JJ
A47139	220	4	extent	extent	NN
A47139	220	5	on	on	IN
A47139	220	6	this	this	DT
A47139	220	7	2d	2d	NN
A47139	220	8	.	.	.
A47139	221	1	arch	arch	VB
A47139	221	2	,	,	,
A47139	221	3	measure	measure	NN
A47139	221	4	from	from	IN
A47139	221	5	AC	AC	NNP
A47139	221	6	,	,	,
A47139	221	7	and	and	CC
A47139	221	8	from	from	IN
A47139	221	9	AB	AB	NNP
A47139	221	10	to	to	IN
A47139	221	11	K	K	NNP
A47139	221	12	,	,	,
A47139	221	13	and	and	CC
A47139	221	14	from	from	IN
A47139	221	15	K	K	NNP
A47139	221	16	to	to	IN
A47139	221	17	L	l	NN
A47139	221	18	,	,	,
A47139	221	19	and	and	CC
A47139	221	20	from	from	IN
A47139	221	21	L	l	NN
A47139	221	22	to	to	IN
A47139	221	23	H	h	NN
A47139	221	24	,	,	,
A47139	221	25	by	by	IN
A47139	221	26	a	a	DT
A47139	221	27	threefold	threefold	JJ
A47139	221	28	repitition	repitition	NN
A47139	221	29	of	of	IN
A47139	221	30	the	the	DT
A47139	221	31	same	same	JJ
A47139	221	32	extent	extent	NN
A47139	221	33	.	.	.
A47139	222	1	5	5	CD
A47139	222	2	.	.	.
A47139	223	1	From	from	IN
A47139	223	2	the	the	DT
A47139	223	3	point	point	NN
A47139	223	4	G	g	NN
A47139	223	5	on	on	IN
A47139	223	6	the	the	DT
A47139	223	7	first	first	JJ
A47139	223	8	arch	arch	NN
A47139	223	9	to	to	IN
A47139	223	10	the	the	DT
A47139	223	11	point	point	NN
A47139	223	12	H	h	NN
A47139	223	13	on	on	IN
A47139	223	14	the	the	DT
A47139	223	15	second	second	JJ
A47139	223	16	arch	arch	NN
A47139	223	17	,	,	,
A47139	223	18	draw	draw	VB
A47139	223	19	a	a	DT
A47139	223	20	straight	straight	JJ
A47139	223	21	line	line	NN
A47139	223	22	,	,	,
A47139	223	23	and	and	CC
A47139	223	24	produce	produce	VB
A47139	223	25	it	-PRON-	PRP
A47139	223	26	until	until	IN
A47139	223	27	it	-PRON-	PRP
A47139	223	28	cut	cut	VBD
A47139	223	29	the	the	DT
A47139	223	30	line	line	NN
A47139	223	31	ADI	ADI	NNP
A47139	223	32	at	at	IN
A47139	223	33	the	the	DT
A47139	223	34	point	point	NN
A47139	223	35	I.	i.	NN
A47139	224	1	6	6	CD
A47139	224	2	.	.	.
A47139	225	1	With	with	IN
A47139	225	2	the	the	DT
A47139	225	3	Radius	Radius	NNP
A47139	225	4	AI	AI	NNP
A47139	225	5	draw	draw	VB
A47139	225	6	a	a	DT
A47139	225	7	3d	3d	NN
A47139	225	8	.	.	.
A47139	226	1	concentrick	concentrick	VB
A47139	226	2	Arch	Arch	NNP
A47139	226	3	,	,	,
A47139	226	4	betwixt	betwixt	VB
A47139	226	5	the	the	DT
A47139	226	6	lines	line	NNS
A47139	226	7	AB	AB	NNP
A47139	226	8	and	and	CC
A47139	226	9	AC	AC	NNP
A47139	226	10	,	,	,
A47139	226	11	I	-PRON-	PRP
A47139	226	12	say	say	VBP
A47139	226	13	the	the	DT
A47139	226	14	extent	extent	NN
A47139	226	15	of	of	IN
A47139	226	16	the	the	DT
A47139	226	17	16th	16th	JJ
A47139	226	18	part	part	NN
A47139	226	19	of	of	IN
A47139	226	20	the	the	DT
A47139	226	21	cord	cord	NN
A47139	226	22	BC	BC	NNP
A47139	226	23	=	=	SYM
A47139	226	24	MC	MC	NNP
A47139	226	25	,	,	,
A47139	226	26	being	be	VBG
A47139	226	27	6	6	CD
A47139	226	28	times	time	NNS
A47139	226	29	repeated	repeat	VBN
A47139	226	30	shall	shall	MD
A47139	226	31	cut	cut	VB
A47139	226	32	the	the	DT
A47139	226	33	said	say	VBN
A47139	226	34	3d	3d	NN
A47139	226	35	arch	arch	VB
A47139	226	36	into	into	IN
A47139	226	37	six	six	CD
A47139	226	38	Equal	equal	JJ
A47139	226	39	parts	part	NNS
A47139	226	40	to	to	IN
A47139	226	41	every	every	DT
A47139	226	42	one	one	CD
A47139	226	43	of	of	IN
A47139	226	44	which	which	WDT
A47139	226	45	straight	straight	JJ
A47139	226	46	lines	line	NNS
A47139	226	47	drawn	draw	VBN
A47139	226	48	from	from	IN
A47139	226	49	the	the	DT
A47139	226	50	Center	Center	NNP
A47139	226	51	A	A	NNP
A47139	226	52	,	,	,
A47139	226	53	and	and	CC
A47139	226	54	produced	produce	VBN
A47139	226	55	to	to	IN
A47139	226	56	the	the	DT
A47139	226	57	outmost	outmost	JJ
A47139	226	58	arch	arch	NN
A47139	226	59	,	,	,
A47139	226	60	shall	shall	MD
A47139	226	61	divide	divide	VB
A47139	226	62	the	the	DT
A47139	226	63	given	give	VBN
A47139	226	64	angle	angle	NN
A47139	226	65	BAC	BAC	NNP
A47139	226	66	into	into	IN
A47139	226	67	six	six	CD
A47139	226	68	equal	equal	JJ
A47139	226	69	parts	part	NNS
A47139	226	70	orangles	orangle	NNS
A47139	226	71	,	,	,
A47139	226	72	marked	mark	VBN
A47139	226	73	with	with	IN
A47139	226	74	1	1	CD
A47139	226	75	.	.	.
A47139	227	1	2	2	LS
A47139	227	2	.	.	.
A47139	228	1	3	3	LS
A47139	228	2	.	.	.
A47139	229	1	4	4	LS
A47139	229	2	.	.	.
A47139	230	1	5	5	CD
A47139	230	2	.	.	.
A47139	231	1	6	6	CD
A47139	231	2	.	.	.
A47139	232	1	In	in	IN
A47139	232	2	order	order	NN
A47139	232	3	to	to	IN
A47139	232	4	the	the	DT
A47139	232	5	demonstration	demonstration	NN
A47139	232	6	of	of	IN
A47139	232	7	the	the	DT
A47139	232	8	Praxis	Praxis	NNP
A47139	232	9	of	of	IN
A47139	232	10	this	this	DT
A47139	232	11	Section	Section	NNP
A47139	232	12	of	of	IN
A47139	232	13	an	an	DT
A47139	232	14	angle	angle	NN
A47139	232	15	into	into	IN
A47139	232	16	6	6	CD
A47139	232	17	equal	equal	JJ
A47139	232	18	parts	part	NNS
A47139	232	19	,	,	,
A47139	232	20	on	on	IN
A47139	232	21	the	the	DT
A47139	232	22	point	point	NN
A47139	232	23	5	5	CD
A47139	232	24	,	,	,
A47139	232	25	making	make	VBG
A47139	232	26	it	-PRON-	PRP
A47139	232	27	a	a	DT
A47139	232	28	center	center	NN
A47139	232	29	with	with	IN
A47139	232	30	Radius	Radius	NNP
A47139	232	31	5A	5a	RB
A47139	232	32	describe	describe	VB
A47139	232	33	the	the	DT
A47139	232	34	circle	circle	NN
A47139	232	35	AOPQRS	AOPQRS	NNP
A47139	232	36	.	.	.
A47139	233	1	2	2	LS
A47139	233	2	.	.	.
A47139	234	1	From	from	IN
A47139	234	2	the	the	DT
A47139	234	3	point	point	NN
A47139	234	4	5	5	CD
A47139	234	5	draw	draw	VBP
A47139	234	6	the	the	DT
A47139	234	7	line	line	NN
A47139	234	8	5R	5r	NN
A47139	234	9	parallel	parallel	NN
A47139	234	10	to	to	IN
A47139	234	11	AC	AC	NNP
A47139	234	12	.	.	.
A47139	235	1	3	3	LS
A47139	235	2	.	.	.
A47139	236	1	From	from	IN
A47139	236	2	R	r	PRP
A47139	236	3	draw	draw	VB
A47139	236	4	the	the	DT
A47139	236	5	line	line	NN
A47139	236	6	RT	RT	NNP
A47139	236	7	parallel	parallel	NN
A47139	236	8	to	to	IN
A47139	236	9	5A	5a	RB
A47139	236	10	4	4	CD
A47139	236	11	.	.	.
A47139	237	1	Draw	draw	VB
A47139	237	2	the	the	DT
A47139	237	3	line	line	NN
A47139	237	4	AT	AT	NNP
A47139	237	5	from	from	IN
A47139	237	6	A	A	NNP
A47139	237	7	to	to	IN
A47139	237	8	T	t	NN
A47139	237	9	5	5	CD
A47139	237	10	.	.	.
A47139	238	1	Draw	draw	VB
A47139	238	2	the	the	DT
A47139	238	3	line	line	NN
A47139	238	4	T5	T5	NNP
A47139	238	5	,	,	,
A47139	238	6	and	and	CC
A47139	238	7	draw	draw	VB
A47139	238	8	5V	5v	NN
A47139	238	9	parallel	parallel	JJ
A47139	238	10	to	to	IN
A47139	238	11	AT	AT	NNP
A47139	238	12	The	The	NNP
A47139	238	13	Demonstration	Demonstration	NNP
A47139	238	14	.	.	.
A47139	239	1	In	in	IN
A47139	239	2	the	the	DT
A47139	239	3	triangle	triangle	NN
A47139	239	4	T5R	t5r	IN
A47139	239	5	being	be	VBG
A47139	239	6	an	an	DT
A47139	239	7	Isosceles	Isosceles	NNPS
A47139	239	8	,	,	,
A47139	239	9	the	the	DT
A47139	239	10	angle	angle	NN
A47139	239	11	5TR	5tr	CD
A47139	239	12	=	=	SYM
A47139	239	13	5RT	5rt	CD
A47139	239	14	.	.	.
A47139	240	1	by	by	IN
A47139	240	2	5	5	CD
A47139	240	3	.	.	.
A47139	241	1	1	1	LS
A47139	241	2	.	.	.
A47139	241	3	elem	elem	NNP
A47139	241	4	.	.	.
A47139	242	1	and	and	CC
A47139	242	2	5RT	5rt	CD
A47139	242	3	=	=	SYM
A47139	242	4	(	(	-LRB-
A47139	242	5	5R6	5r6	CD
A47139	242	6	)	)	-RRB-
A47139	242	7	5A6	5a6	RB
A47139	242	8	therefore	therefore	RB
A47139	242	9	5T6	5t6	CD
A47139	242	10	=	=	SYM
A47139	242	11	5A6	5a6	CD
A47139	242	12	.	.	.
A47139	243	1	Again	again	RB
A47139	243	2	5	5	CD
A47139	243	3	T6	t6	NN
A47139	243	4	=	=	SYM
A47139	243	5	(	(	-LRB-
A47139	243	6	5TV	5tv	CD
A47139	243	7	)	)	-RRB-
A47139	243	8	A5	a5	NN
A47139	243	9	T	t	NN
A47139	243	10	,	,	,
A47139	243	11	and	and	CC
A47139	243	12	A5	a5	NN
A47139	243	13	T	t	NN
A47139	243	14	=	=	SYM
A47139	243	15	5A4	5a4	CD
A47139	243	16	by	by	IN
A47139	243	17	34.1	34.1	CD
A47139	243	18	.	.	.
A47139	244	1	and	and	CC
A47139	244	2	therefore	therefore	RB
A47139	244	3	lastly	lastly	RB
A47139	244	4	5	5	CD
A47139	244	5	A4	A4	NNP
A47139	244	6	=	=	SYM
A47139	244	7	5	5	CD
A47139	244	8	AV	av	NN
A47139	244	9	.	.	.
A47139	245	1	and	and	CC
A47139	245	2	as	as	IN
A47139	245	3	these	these	DT
A47139	245	4	2	2	CD
A47139	245	5	angles	angle	NNS
A47139	245	6	are	be	VBP
A47139	245	7	proved	prove	VBN
A47139	245	8	equal	equal	JJ
A47139	245	9	by	by	IN
A47139	245	10	the	the	DT
A47139	245	11	like	like	JJ
A47139	245	12	reasoning	reasoning	NN
A47139	245	13	,	,	,
A47139	245	14	all	all	PDT
A47139	245	15	the	the	DT
A47139	245	16	other	other	JJ
A47139	245	17	angles	angle	NNS
A47139	245	18	can	can	MD
A47139	245	19	be	be	VB
A47139	245	20	proved	prove	VBN
A47139	245	21	equal	equal	JJ
A47139	245	22	by	by	IN
A47139	245	23	changing	change	VBG
A47139	245	24	the	the	DT
A47139	245	25	center	center	NN
A47139	245	26	of	of	IN
A47139	245	27	the	the	DT
A47139	245	28	Circle	Circle	NNP
A47139	245	29	from	from	IN
A47139	245	30	5	5	CD
A47139	245	31	to	to	IN
A47139	245	32	4	4	CD
A47139	245	33	,	,	,
A47139	245	34	and	and	CC
A47139	245	35	from	from	IN
A47139	245	36	4	4	CD
A47139	245	37	to	to	IN
A47139	245	38	3	3	CD
A47139	245	39	,	,	,
A47139	245	40	and	and	CC
A47139	245	41	from	from	IN
A47139	245	42	3	3	CD
A47139	245	43	to	to	IN
A47139	245	44	2	2	CD
A47139	245	45	,	,	,
A47139	245	46	and	and	CC
A47139	245	47	from	from	IN
A47139	245	48	2	2	CD
A47139	245	49	to	to	IN
A47139	245	50	1	1	CD
A47139	245	51	.	.	.
A47139	246	1	This	this	DT
A47139	246	2	demonstration	demonstration	NN
A47139	246	3	having	have	VBG
A47139	246	4	such	such	JJ
A47139	246	5	affinity	affinity	NN
A47139	246	6	with	with	IN
A47139	246	7	the	the	DT
A47139	246	8	former	former	JJ
A47139	246	9	of	of	IN
A47139	246	10	Trisection	Trisection	NNP
A47139	246	11	,	,	,
A47139	246	12	and	and	CC
A47139	246	13	which	which	WDT
A47139	246	14	can	can	MD
A47139	246	15	as	as	RB
A47139	246	16	easily	easily	RB
A47139	246	17	be	be	VB
A47139	246	18	demonstrated	demonstrate	VBN
A47139	246	19	both	both	DT
A47139	246	20	ways	way	NNS
A47139	246	21	,	,	,
A47139	246	22	as	as	IN
A47139	246	23	that	that	DT
A47139	246	24	of	of	IN
A47139	246	25	Trisection	Trisection	NNP
A47139	246	26	,	,	,
A47139	246	27	I	-PRON-	PRP
A47139	246	28	shall	shall	MD
A47139	246	29	not	not	RB
A47139	246	30	enlarge	enlarge	VB
A47139	246	31	upon	upon	IN
A47139	246	32	it	-PRON-	PRP
A47139	246	33	,	,	,
A47139	246	34	for	for	IN
A47139	246	35	he	-PRON-	PRP
A47139	246	36	who	who	WP
A47139	246	37	understands	understand	VBZ
A47139	246	38	and	and	CC
A47139	246	39	assents	assent	VBZ
A47139	246	40	to	to	IN
A47139	246	41	the	the	DT
A47139	246	42	verity	verity	NN
A47139	246	43	of	of	IN
A47139	246	44	the	the	DT
A47139	246	45	former	former	JJ
A47139	246	46	,	,	,
A47139	246	47	by	by	IN
A47139	246	48	the	the	DT
A47139	246	49	same	same	JJ
A47139	246	50	evidence	evidence	NN
A47139	246	51	will	will	MD
A47139	246	52	assent	assent	VB
A47139	246	53	to	to	IN
A47139	246	54	the	the	DT
A47139	246	55	later	later	JJ
A47139	246	56	.	.	.
A47139	247	1	The	the	DT
A47139	247	2	Praxis	Praxis	NNP
A47139	247	3	of	of	IN
A47139	247	4	the	the	DT
A47139	247	5	Quinquisection	Quinquisection	NNP
A47139	247	6	.	.	.
A47139	248	1	1	1	LS
A47139	248	2	.	.	.
A47139	249	1	ACcording	accord	VBG
A47139	249	2	to	to	IN
A47139	249	3	the	the	DT
A47139	249	4	former	former	JJ
A47139	249	5	method	method	NN
A47139	249	6	,	,	,
A47139	249	7	divide	divide	VB
A47139	249	8	the	the	DT
A47139	249	9	cord	cord	NN
A47139	249	10	of	of	IN
A47139	249	11	the	the	DT
A47139	249	12	given	give	VBN
A47139	249	13	angle	angle	NN
A47139	249	14	,	,	,
A47139	249	15	BE	be	VB
A47139	249	16	into	into	IN
A47139	249	17	5	5	CD
A47139	249	18	=	=	SYM
A47139	249	19	parts	part	NNS
A47139	249	20	.	.	.
A47139	250	1	2	2	LS
A47139	250	2	.	.	.
A47139	251	1	On	on	IN
A47139	251	2	the	the	DT
A47139	251	3	middle	middle	JJ
A47139	251	4	part	part	NN
A47139	251	5	marked	mark	VBN
A47139	251	6	with	with	IN
A47139	251	7	CD	cd	NN
A47139	251	8	,	,	,
A47139	251	9	draw	draw	VB
A47139	251	10	the	the	DT
A47139	251	11	lines	line	NNS
A47139	251	12	CH	CH	NNP
A47139	251	13	and	and	CC
A47139	251	14	DH	DH	NNP
A47139	251	15	cutting	cut	VBG
A47139	251	16	the	the	DT
A47139	251	17	cord	cord	NN
A47139	251	18	at	at	IN
A47139	251	19	right	right	JJ
A47139	251	20	angles	angle	NNS
A47139	251	21	and	and	CC
A47139	251	22	parallel	parallel	VB
A47139	251	23	one	one	CD
A47139	251	24	to	to	IN
A47139	251	25	another	another	DT
A47139	251	26	.	.	.
A47139	252	1	3	3	LS
A47139	252	2	.	.	.
A47139	253	1	On	on	IN
A47139	253	2	the	the	DT
A47139	253	3	arch	arch	NN
A47139	253	4	of	of	IN
A47139	253	5	the	the	DT
A47139	253	6	given	give	VBN
A47139	253	7	angle	angle	NN
A47139	253	8	BFG	BFG	NNP
A47139	253	9	take	take	VBP
A47139	253	10	the	the	DT
A47139	253	11	⅕	⅕	ADD
A47139	253	12	of	of	IN
A47139	253	13	the	the	DT
A47139	253	14	cord	cord	NN
A47139	253	15	=	=	-RRB-
A47139	253	16	CD	cd	NN
A47139	253	17	and	and	CC
A47139	253	18	set	set	VBD
A47139	253	19	it	-PRON-	PRP
A47139	253	20	from	from	IN
A47139	253	21	E	e	NN
A47139	253	22	to	to	IN
A47139	253	23	F	F	NNP
A47139	253	24	,	,	,
A47139	253	25	and	and	CC
A47139	253	26	from	from	IN
A47139	253	27	F	F	NNP
A47139	253	28	to	to	IN
A47139	253	29	G	G	NNP
A47139	253	30	,	,	,
A47139	253	31	also	also	RB
A47139	253	32	do	do	VBP
A47139	253	33	the	the	DT
A47139	253	34	like	like	NN
A47139	253	35	from	from	IN
A47139	253	36	B	b	NN
A47139	253	37	to	to	IN
A47139	253	38	F	F	NNP
A47139	253	39	,	,	,
A47139	253	40	and	and	CC
A47139	253	41	from	from	IN
A47139	253	42	F	F	NNP
A47139	253	43	to	to	IN
A47139	253	44	G.	G.	NNP
A47139	253	45	4	4	CD
A47139	253	46	.	.	.
A47139	254	1	Draw	draw	VB
A47139	254	2	a	a	DT
A47139	254	3	second	second	JJ
A47139	254	4	arch	arch	NN
A47139	254	5	,	,	,
A47139	254	6	with	with	IN
A47139	254	7	a	a	DT
A47139	254	8	less	less	JJR
A47139	254	9	radius	radius	NN
A47139	254	10	as	as	IN
A47139	254	11	AK	AK	NNP
A47139	254	12	,	,	,
A47139	254	13	so	so	RB
A47139	254	14	as	as	IN
A47139	254	15	the	the	DT
A47139	254	16	radius	radius	NN
A47139	254	17	may	may	MD
A47139	254	18	be	be	VB
A47139	254	19	so	so	RB
A47139	254	20	long	long	JJ
A47139	254	21	that	that	IN
A47139	254	22	the	the	DT
A47139	254	23	extent	extent	NN
A47139	254	24	of	of	IN
A47139	254	25	the	the	DT
A47139	254	26	⅕	⅕	''
A47139	254	27	of	of	IN
A47139	254	28	the	the	DT
A47139	254	29	cord	cord	NN
A47139	254	30	twice	twice	RB
A47139	254	31	taken	take	VBN
A47139	254	32	on	on	RP
A47139	254	33	that	that	DT
A47139	254	34	second	second	JJ
A47139	254	35	arch	arch	NN
A47139	254	36	may	may	MD
A47139	254	37	not	not	RB
A47139	254	38	reach	reach	VB
A47139	254	39	to	to	IN
A47139	254	40	the	the	DT
A47139	254	41	perpendicular	perpendicular	JJ
A47139	254	42	DH	DH	NNP
A47139	254	43	.	.	.
A47139	255	1	5	5	CD
A47139	255	2	.	.	.
A47139	256	1	With	with	IN
A47139	256	2	the	the	DT
A47139	256	3	same	same	JJ
A47139	256	4	extent	extent	NN
A47139	256	5	twice	twice	RB
A47139	256	6	taken	take	VBN
A47139	256	7	,	,	,
A47139	256	8	as	as	IN
A47139	256	9	from	from	IN
A47139	256	10	K	K	NNP
A47139	256	11	to	to	IN
A47139	256	12	*	*	NFP
A47139	256	13	from	from	IN
A47139	256	14	*	*	NN
A47139	256	15	to	to	IN
A47139	256	16	*	*	NFP
A47139	256	17	measure	measure	NN
A47139	256	18	on	on	IN
A47139	256	19	the	the	DT
A47139	256	20	second	second	JJ
A47139	256	21	arch	arch	NN
A47139	256	22	to	to	IN
A47139	256	23	the	the	DT
A47139	256	24	second	second	JJ
A47139	256	25	*	*	NFP
A47139	256	26	.	.	.
A47139	257	1	6	6	CD
A47139	257	2	.	.	.
A47139	258	1	From	from	IN
A47139	258	2	G	g	NN
A47139	258	3	to	to	IN
A47139	258	4	*	*	NFP
A47139	258	5	draw	draw	VB
A47139	258	6	a	a	DT
A47139	258	7	straight	straight	JJ
A47139	258	8	line	line	NN
A47139	258	9	,	,	,
A47139	258	10	until	until	IN
A47139	258	11	it	-PRON-	PRP
A47139	258	12	cut	cut	VBD
A47139	258	13	the	the	DT
A47139	258	14	perpendicular	perpendicular	JJ
A47139	258	15	line	line	NN
A47139	258	16	DH	DH	NNP
A47139	258	17	at	at	IN
A47139	258	18	H	h	NN
A47139	258	19	;	;	:
A47139	258	20	lastly	lastly	RB
A47139	258	21	with	with	IN
A47139	258	22	the	the	DT
A47139	258	23	radius	radius	NN
A47139	258	24	AH	ah	NN
A47139	258	25	describe	describe	VBP
A47139	258	26	the	the	DT
A47139	258	27	third	third	JJ
A47139	258	28	arch	arch	JJ
A47139	258	29	IHHI	IHHI	NNS
A47139	258	30	,	,	,
A47139	258	31	and	and	CC
A47139	258	32	draw	draw	VB
A47139	258	33	the	the	DT
A47139	258	34	lines	line	NNS
A47139	258	35	AH	AH	NNP
A47139	258	36	AH	AH	NNP
A47139	258	37	which	which	WDT
A47139	258	38	shall	shall	MD
A47139	258	39	make	make	VB
A47139	258	40	the	the	DT
A47139	258	41	angle	angle	NN
A47139	258	42	HAH	HAH	NNP
A47139	258	43	=	=	NFP
A47139	258	44	⅕BAE	⅕bae	UH
A47139	258	45	.	.	.
A47139	259	1	The	the	DT
A47139	259	2	Demonstration	Demonstration	NNP
A47139	259	3	of	of	IN
A47139	259	4	this	this	DT
A47139	259	5	,	,	,
A47139	259	6	or	or	CC
A47139	259	7	any	any	DT
A47139	259	8	other	other	JJ
A47139	259	9	Section	section	NN
A47139	259	10	,	,	,
A47139	259	11	being	be	VBG
A47139	259	12	after	after	IN
A47139	259	13	the	the	DT
A47139	259	14	same	same	JJ
A47139	259	15	method	method	NN
A47139	259	16	with	with	IN
A47139	259	17	the	the	DT
A47139	259	18	former	former	JJ
A47139	259	19	,	,	,
A47139	259	20	as	as	IN
A47139	259	21	also	also	RB
A47139	259	22	the	the	DT
A47139	259	23	Praxis	Praxis	NNP
A47139	259	24	,	,	,
A47139	259	25	it	-PRON-	PRP
A47139	259	26	were	be	VBD
A47139	259	27	superfluous	superfluous	JJ
A47139	259	28	to	to	TO
A47139	259	29	enlarge	enlarge	VB
A47139	259	30	upon	upon	IN
A47139	259	31	it	-PRON-	PRP
A47139	259	32	,	,	,
A47139	259	33	or	or	CC
A47139	259	34	to	to	TO
A47139	259	35	add	add	VB
A47139	259	36	any	any	DT
A47139	259	37	new	new	JJ
A47139	259	38	Problems	problem	NNS
A47139	259	39	,	,	,
A47139	259	40	showing	show	VBG
A47139	259	41	how	how	WRB
A47139	259	42	to	to	TO
A47139	259	43	sect	sect	VB
A47139	259	44	any	any	DT
A47139	259	45	angle	angle	NN
A47139	259	46	into	into	IN
A47139	259	47	any	any	DT
A47139	259	48	other	other	JJ
A47139	259	49	parts	part	NNS
A47139	259	50	given	give	VBN
A47139	259	51	,	,	,
A47139	259	52	as	as	IN
A47139	259	53	7	7	CD
A47139	259	54	.	.	.
A47139	260	1	8	8	LS
A47139	260	2	.	.	.
A47139	261	1	9	9	CD
A47139	261	2	.	.	.
A47139	262	1	10	10	CD
A47139	262	2	.	.	.
A47139	263	1	11	11	CD
A47139	263	2	.	.	.
A47139	264	1	&	&	CC
A47139	264	2	c.	c.	NNP
A47139	264	3	for	for	IN
A47139	264	4	he	-PRON-	PRP
A47139	264	5	who	who	WP
A47139	264	6	understands	understand	VBZ
A47139	264	7	by	by	IN
A47139	264	8	the	the	DT
A47139	264	9	foregoing	foregoing	JJ
A47139	264	10	Method	Method	NNP
A47139	264	11	and	and	CC
A47139	264	12	Praxis	Praxis	NNP
A47139	264	13	to	to	TO
A47139	264	14	sect	sect	VB
A47139	264	15	any	any	DT
A47139	264	16	angle	angle	NN
A47139	264	17	into	into	IN
A47139	264	18	3	3	CD
A47139	264	19	.	.	.
A47139	265	1	5	5	CD
A47139	265	2	.	.	.
A47139	266	1	6	6	LS
A47139	266	2	.	.	.
A47139	266	3	as	as	IN
A47139	266	4	is	be	VBZ
A47139	266	5	above	above	RB
A47139	266	6	shewed	shew	VBN
A47139	266	7	,	,	,
A47139	266	8	will	will	MD
A47139	266	9	by	by	IN
A47139	266	10	the	the	DT
A47139	266	11	like	like	JJ
A47139	266	12	Method	Method	NNP
A47139	266	13	and	and	CC
A47139	266	14	Praxis	Praxis	NNP
A47139	266	15	be	be	VB
A47139	266	16	able	able	JJ
A47139	266	17	to	to	TO
A47139	266	18	sect	sect	VB
A47139	266	19	any	any	DT
A47139	266	20	angle	angle	NN
A47139	266	21	into	into	IN
A47139	266	22	7	7	CD
A47139	266	23	.	.	.
A47139	267	1	8	8	LS
A47139	267	2	.	.	.
A47139	268	1	9	9	CD
A47139	268	2	.	.	.
A47139	269	1	10	10	CD
A47139	269	2	.	.	.
A47139	270	1	&	&	CC
A47139	270	2	c.	c.	NNP
A47139	270	3	equal	equal	JJ
A47139	270	4	parts	part	NNS
A47139	270	5	,	,	,
A47139	270	6	and	and	CC
A47139	270	7	also	also	RB
A47139	270	8	to	to	TO
A47139	270	9	demonstrate	demonstrate	VB
A47139	270	10	the	the	DT
A47139	270	11	same	same	JJ
A47139	270	12	.	.	.
A47139	271	1	Wherefore	Wherefore	VBN
A47139	271	2	in	in	IN
A47139	271	3	the	the	DT
A47139	271	4	next	next	JJ
A47139	271	5	place	place	NN
A47139	271	6	I	-PRON-	PRP
A47139	271	7	shall	shall	MD
A47139	271	8	proceed	proceed	VB
A47139	271	9	to	to	TO
A47139	271	10	shew	shew	VB
A47139	271	11	how	how	WRB
A47139	271	12	a	a	DT
A47139	271	13	Semicircle	Semicircle	NNP
A47139	271	14	may	may	MD
A47139	271	15	be	be	VB
A47139	271	16	sected	secte	VBN
A47139	271	17	into	into	IN
A47139	271	18	any	any	DT
A47139	271	19	number	number	NN
A47139	271	20	of	of	IN
A47139	271	21	equal	equal	JJ
A47139	271	22	parts	part	NNS
A47139	271	23	,	,	,
A47139	271	24	even	even	RB
A47139	271	25	as	as	IN
A47139	271	26	4	4	CD
A47139	271	27	.	.	.
A47139	272	1	6	6	CD
A47139	272	2	.	.	.
A47139	273	1	8	8	LS
A47139	273	2	.	.	.
A47139	274	1	10	10	CD
A47139	274	2	,	,	,
A47139	274	3	&	&	CC
A47139	274	4	c.	c.	NNP
A47139	274	5	or	or	CC
A47139	274	6	uneven	uneven	NNP
A47139	274	7	,	,	,
A47139	274	8	as	as	IN
A47139	274	9	5	5	CD
A47139	274	10	.	.	.
A47139	275	1	7	7	LS
A47139	275	2	.	.	.
A47139	276	1	9	9	CD
A47139	276	2	.	.	.
A47139	277	1	11	11	CD
A47139	277	2	.	.	.
A47139	278	1	The	the	DT
A47139	278	2	Praxis	Praxis	NNP
A47139	278	3	of	of	IN
A47139	278	4	a	a	DT
A47139	278	5	Section	Section	NNP
A47139	278	6	of	of	IN
A47139	278	7	a	a	DT
A47139	278	8	Semicircle	Semicircle	NNP
A47139	278	9	into	into	IN
A47139	278	10	9	9	CD
A47139	278	11	equal	equal	JJ
A47139	278	12	parts	part	NNS
A47139	278	13	.	.	.
A47139	279	1	LEt	let	VB
A47139	279	2	the	the	DT
A47139	279	3	Semicircle	Semicircle	NNP
A47139	279	4	given	give	VBN
A47139	279	5	be	be	NN
A47139	279	6	BRSC	BRSC	NNS
A47139	279	7	,	,	,
A47139	279	8	whose	whose	WP$
A47139	279	9	diameter	diameter	NN
A47139	279	10	is	be	VBZ
A47139	279	11	BC	BC	NNP
A47139	279	12	.	.	.
A47139	280	1	and	and	CC
A47139	280	2	whose	whose	WP$
A47139	280	3	center	center	NN
A47139	280	4	is	be	VBZ
A47139	280	5	A.	a.	NN
A47139	281	1	1	1	LS
A47139	281	2	.	.	.
A47139	282	1	Divide	divide	VB
A47139	282	2	the	the	DT
A47139	282	3	diameter	diameter	NN
A47139	282	4	BC	BC	NNP
A47139	282	5	into	into	IN
A47139	282	6	9	9	CD
A47139	282	7	equal	equal	JJ
A47139	282	8	parts	part	NNS
A47139	282	9	.	.	.
A47139	283	1	2	2	LS
A47139	283	2	.	.	.
A47139	284	1	From	from	IN
A47139	284	2	the	the	DT
A47139	284	3	center	center	NN
A47139	284	4	A	a	DT
A47139	284	5	set	set	NN
A47139	284	6	off	off	RP
A47139	284	7	AO	AO	NNP
A47139	284	8	and	and	CC
A47139	284	9	AN	AN	NNP
A47139	284	10	,	,	,
A47139	284	11	making	make	VBG
A47139	284	12	NO	no	NN
A47139	284	13	=	=	SYM
A47139	284	14	1	1	CD
A47139	284	15	/	/	SYM
A47139	284	16	9	9	CD
A47139	284	17	of	of	IN
A47139	284	18	the	the	DT
A47139	284	19	diameter	diameter	NN
A47139	284	20	:	:	:
A47139	284	21	and	and	CC
A47139	284	22	draw	draw	VB
A47139	284	23	the	the	DT
A47139	284	24	perpendiculars	perpendicular	NNS
A47139	284	25	NR	NR	NNP
A47139	284	26	.	.	.
A47139	285	1	OS	OS	NNP
A47139	285	2	.	.	.
A47139	286	1	3	3	LS
A47139	286	2	.	.	.
A47139	287	1	With	with	IN
A47139	287	2	the	the	DT
A47139	287	3	extent	extent	NN
A47139	287	4	NO	no	DT
A47139	287	5	measure	measure	NN
A47139	287	6	from	from	IN
A47139	287	7	C	C	NNP
A47139	287	8	to	to	IN
A47139	287	9	I	-PRON-	PRP
A47139	287	10	,	,	,
A47139	287	11	from	from	IN
A47139	287	12	1	1	CD
A47139	287	13	to	to	IN
A47139	287	14	2	2	CD
A47139	287	15	,	,	,
A47139	287	16	from	from	IN
A47139	287	17	2	2	CD
A47139	287	18	to	to	IN
A47139	287	19	three	three	CD
A47139	287	20	,	,	,
A47139	287	21	from	from	IN
A47139	287	22	3	3	CD
A47139	287	23	to	to	IN
A47139	287	24	4	4	CD
A47139	287	25	,	,	,
A47139	287	26	marking	mark	VBG
A47139	287	27	the	the	DT
A47139	287	28	points	point	NNS
A47139	287	29	1	1	CD
A47139	287	30	.	.	.
A47139	288	1	2	2	LS
A47139	288	2	.	.	.
A47139	289	1	3	3	LS
A47139	289	2	.	.	.
A47139	290	1	4	4	LS
A47139	290	2	.	.	.
A47139	290	3	and	and	CC
A47139	290	4	do	do	VB
A47139	290	5	the	the	DT
A47139	290	6	like	like	NN
A47139	290	7	from	from	IN
A47139	290	8	B	b	NN
A47139	290	9	to	to	IN
A47139	290	10	1	1	CD
A47139	290	11	.	.	.
A47139	291	1	2	2	LS
A47139	291	2	.	.	.
A47139	292	1	3	3	LS
A47139	292	2	.	.	.
A47139	293	1	4	4	LS
A47139	293	2	.	.	.
A47139	294	1	4	4	LS
A47139	294	2	.	.	.
A47139	295	1	With	with	IN
A47139	295	2	less	less	JJR
A47139	295	3	radius	radius	NN
A47139	295	4	as	as	IN
A47139	295	5	AP	AP	NNP
A47139	295	6	describe	describe	VBP
A47139	295	7	the	the	DT
A47139	295	8	Semicircle	Semicircle	NNP
A47139	295	9	PP	PP	NNP
A47139	295	10	,	,	,
A47139	295	11	and	and	CC
A47139	295	12	from	from	IN
A47139	295	13	P	p	NN
A47139	295	14	to	to	IN
A47139	295	15	1	1	CD
A47139	295	16	with	with	IN
A47139	295	17	the	the	DT
A47139	295	18	same	same	JJ
A47139	295	19	extent	extent	NN
A47139	295	20	on	on	IN
A47139	295	21	that	that	DT
A47139	295	22	2d	2d	NN
A47139	295	23	.	.	.
A47139	296	1	arch	arch	JJ
A47139	296	2	measure	measure	NN
A47139	296	3	form	form	NN
A47139	296	4	P	p	NN
A47139	296	5	,	,	,
A47139	296	6	P1	p1	NN
A47139	296	7	=	=	SYM
A47139	296	8	1	1	CD
A47139	296	9	.	.	.
A47139	297	1	2	2	CD
A47139	297	2	=	=	SYM
A47139	297	3	2	2	CD
A47139	297	4	.	.	.
A47139	298	1	3	3	CD
A47139	298	2	=	=	SYM
A47139	298	3	3	3	CD
A47139	298	4	.	.	.
A47139	299	1	4	4	LS
A47139	299	2	.	.	.
A47139	299	3	and	and	CC
A47139	299	4	do	do	VB
A47139	299	5	the	the	DT
A47139	299	6	like	like	NN
A47139	299	7	from	from	IN
A47139	299	8	P	p	NN
A47139	299	9	on	on	IN
A47139	299	10	the	the	DT
A47139	299	11	other	other	JJ
A47139	299	12	side	side	NN
A47139	299	13	.	.	.
A47139	300	1	This	this	DT
A47139	300	2	lesser	less	JJR
A47139	300	3	Radius	Radius	NNP
A47139	300	4	must	must	MD
A47139	300	5	be	be	VB
A47139	300	6	so	so	RB
A47139	300	7	long	long	RB
A47139	300	8	,	,	,
A47139	300	9	that	that	IN
A47139	300	10	the	the	DT
A47139	300	11	extent	extent	NN
A47139	300	12	=	=	:
A47139	300	13	NO	no	DT
A47139	300	14	four	four	CD
A47139	300	15	times	time	NNS
A47139	300	16	repeated	repeat	VBN
A47139	300	17	do	do	VBP
A47139	300	18	not	not	RB
A47139	300	19	reach	reach	VB
A47139	300	20	the	the	DT
A47139	300	21	Perpendiculars	perpendicular	NNS
A47139	300	22	.	.	.
A47139	301	1	5	5	CD
A47139	301	2	.	.	.
A47139	302	1	From	from	IN
A47139	302	2	4	4	CD
A47139	302	3	to	to	TO
A47139	302	4	4	4	CD
A47139	302	5	draw	draw	VB
A47139	302	6	a	a	DT
A47139	302	7	straight	straight	JJ
A47139	302	8	line	line	NN
A47139	302	9	,	,	,
A47139	302	10	and	and	CC
A47139	302	11	produce	produce	VB
A47139	302	12	it	-PRON-	PRP
A47139	302	13	until	until	IN
A47139	302	14	it	-PRON-	PRP
A47139	302	15	cut	cut	VBD
A47139	302	16	OS	OS	NNP
A47139	302	17	at	at	IN
A47139	302	18	4	4	CD
A47139	302	19	.	.	.
A47139	302	20	and	and	CC
A47139	302	21	NR	NR	NNP
A47139	302	22	at	at	IN
A47139	302	23	9	9	CD
A47139	302	24	.	.	.
A47139	303	1	6	6	CD
A47139	303	2	.	.	.
A47139	304	1	Draw	draw	VB
A47139	304	2	the	the	DT
A47139	304	3	3d	3d	NN
A47139	304	4	arch	arch	JJ
A47139	304	5	QQ	QQ	NNP
A47139	304	6	with	with	IN
A47139	304	7	radius	radius	NN
A47139	304	8	A	A	NNP
A47139	304	9	4	4	CD
A47139	304	10	,	,	,
A47139	304	11	and	and	CC
A47139	304	12	draw	draw	VB
A47139	304	13	the	the	DT
A47139	304	14	straight	straight	JJ
A47139	304	15	lines	line	NNS
A47139	304	16	4	4	CD
A47139	304	17	A	a	NN
A47139	304	18	4	4	CD
A47139	304	19	,	,	,
A47139	304	20	which	which	WDT
A47139	304	21	shall	shall	MD
A47139	304	22	make	make	VB
A47139	304	23	an	an	DT
A47139	304	24	angle	angle	NN
A47139	304	25	=	=	NFP
A47139	304	26	a	a	DT
A47139	304	27	9th	9th	JJ
A47139	304	28	part	part	NN
A47139	304	29	of	of	IN
A47139	304	30	the	the	DT
A47139	304	31	semicircle	semicircle	NN
A47139	304	32	.	.	.
A47139	305	1	The	the	DT
A47139	305	2	demonstration	demonstration	NN
A47139	305	3	whereof	whereof	NN
A47139	305	4	is	be	VBZ
A47139	305	5	apparent	apparent	JJ
A47139	305	6	from	from	IN
A47139	305	7	these	these	DT
A47139	305	8	precedent	precedent	NN
A47139	305	9	.	.	.
A47139	306	1	From	from	IN
A47139	306	2	the	the	DT
A47139	306	3	above	above	RB
A47139	306	4	delivered	deliver	VBN
A47139	306	5	Praxis	Praxis	NNP
A47139	306	6	of	of	IN
A47139	306	7	the	the	DT
A47139	306	8	various	various	JJ
A47139	306	9	Sections	section	NNS
A47139	306	10	of	of	IN
A47139	306	11	angles	angle	NNS
A47139	306	12	,	,	,
A47139	306	13	into	into	IN
A47139	306	14	any	any	DT
A47139	306	15	equal	equal	JJ
A47139	306	16	given	give	VBN
A47139	306	17	parts	part	NNS
A47139	306	18	,	,	,
A47139	306	19	I	-PRON-	PRP
A47139	306	20	shall	shall	MD
A47139	306	21	draw	draw	VB
A47139	306	22	these	these	DT
A47139	306	23	few	few	JJ
A47139	306	24	plain	plain	JJ
A47139	306	25	Corolaries	corolarie	NNS
A47139	306	26	.	.	.
A47139	307	1	1	1	LS
A47139	307	2	.	.	.
A47139	308	1	Corol	Corol	NNP
A47139	308	2	.	.	.
A47139	309	1	Having	have	VBG
A47139	309	2	in	in	IN
A47139	309	3	any	any	DT
A47139	309	4	right	right	NN
A47139	309	5	lined	line	VBN
A47139	309	6	triangles	triangle	NNS
A47139	309	7	,	,	,
A47139	309	8	any	any	DT
A47139	309	9	one	one	CD
A47139	309	10	angle	angle	NN
A47139	309	11	given	give	VBN
A47139	309	12	,	,	,
A47139	309	13	and	and	CC
A47139	309	14	the	the	DT
A47139	309	15	ratio	ratio	NN
A47139	309	16	of	of	IN
A47139	309	17	the	the	DT
A47139	309	18	other	other	JJ
A47139	309	19	2	2	CD
A47139	309	20	angles	angle	NNS
A47139	309	21	to	to	TO
A47139	309	22	find	find	VB
A47139	309	23	these	these	DT
A47139	309	24	2	2	CD
A47139	309	25	angles	angle	NNS
A47139	309	26	,	,	,
A47139	309	27	in	in	IN
A47139	309	28	degrees	degree	NNS
A47139	309	29	and	and	CC
A47139	309	30	minuts	minut	NNS
A47139	309	31	.	.	.
A47139	310	1	e.	e.	NNP
A47139	310	2	g.	g.	NNP
A47139	310	3	let	let	VB
A47139	310	4	the	the	DT
A47139	310	5	given	give	VBN
A47139	310	6	angle	angle	NN
A47139	310	7	of	of	IN
A47139	310	8	a	a	DT
A47139	310	9	triangle	triangle	NN
A47139	310	10	be	be	VB
A47139	310	11	110	110	CD
A47139	310	12	deg	deg	NN
A47139	310	13	.	.	.
A47139	311	1	and	and	CC
A47139	311	2	the	the	DT
A47139	311	3	ratio	ratio	NN
A47139	311	4	of	of	IN
A47139	311	5	the	the	DT
A47139	311	6	other	other	JJ
A47139	311	7	two	two	CD
A47139	311	8	angles	angle	NNS
A47139	311	9	be	be	VBP
A47139	311	10	as	as	IN
A47139	311	11	3	3	CD
A47139	311	12	to	to	IN
A47139	311	13	2	2	CD
A47139	311	14	.	.	.
A47139	312	1	Q.	Q.	NNP
A47139	313	1	What	what	WP
A47139	313	2	are	be	VBP
A47139	313	3	the	the	DT
A47139	313	4	other	other	JJ
A47139	313	5	2	2	CD
A47139	313	6	angles	angle	NNS
A47139	313	7	.	.	.
A47139	314	1	Ans	Ans	NNP
A47139	314	2	.	.	.
A47139	315	1	Take	take	VB
A47139	315	2	the	the	DT
A47139	315	3	complement	complement	NN
A47139	315	4	of	of	IN
A47139	315	5	110	110	CD
A47139	315	6	to	to	TO
A47139	315	7	180	180	CD
A47139	315	8	,	,	,
A47139	315	9	which	which	WDT
A47139	315	10	is	be	VBZ
A47139	315	11	70	70	CD
A47139	315	12	,	,	,
A47139	315	13	and	and	CC
A47139	315	14	sect	sect	VB
A47139	315	15	it	-PRON-	PRP
A47139	315	16	into	into	IN
A47139	315	17	5	5	CD
A47139	315	18	equal	equal	JJ
A47139	315	19	parts	part	NNS
A47139	315	20	by	by	IN
A47139	315	21	the	the	DT
A47139	315	22	method	method	NN
A47139	315	23	above	above	IN
A47139	315	24	delivered	deliver	VBD
A47139	315	25	,	,	,
A47139	315	26	⅕	⅕	.
A47139	315	27	=	=	NFP
A47139	315	28	14	14	CD
A47139	315	29	,	,	,
A47139	315	30	this	this	DT
A47139	315	31	multiplied	multiply	VBN
A47139	315	32	by	by	IN
A47139	315	33	3	3	CD
A47139	315	34	gives	give	VBZ
A47139	315	35	42	42	CD
A47139	315	36	,	,	,
A47139	315	37	and	and	CC
A47139	315	38	by	by	IN
A47139	315	39	2	2	CD
A47139	315	40	gives	give	VBZ
A47139	315	41	28	28	CD
A47139	315	42	,	,	,
A47139	315	43	wherefore	wherefore	VBD
A47139	315	44	the	the	DT
A47139	315	45	greater	great	JJR
A47139	315	46	angle	angle	NN
A47139	315	47	shall	shall	MD
A47139	315	48	be	be	VB
A47139	315	49	42	42	CD
A47139	315	50	,	,	,
A47139	315	51	and	and	CC
A47139	315	52	the	the	DT
A47139	315	53	less	less	JJR
A47139	315	54	28	28	CD
A47139	315	55	.	.	.
A47139	315	56	demonstrate	demonstrate	VB
A47139	315	57	110	110	CD
A47139	315	58	+	+	SYM
A47139	315	59	42	42	CD
A47139	315	60	+	+	SYM
A47139	315	61	28	28	CD
A47139	315	62	=	=	SYM
A47139	315	63	180	180	CD
A47139	315	64	and	and	CC
A47139	315	65	3	3	CD
A47139	315	66	∶	∶	NNP
A47139	315	67	2	2	CD
A47139	315	68	∶	∶	NNP
A47139	315	69	42	42	CD
A47139	315	70	∶	∶	CD
A47139	315	71	28	28	CD
A47139	315	72	.	.	.
A47139	316	1	2	2	LS
A47139	316	2	.	.	.
A47139	317	1	Cor	Cor	NNP
A47139	317	2	.	.	.
A47139	318	1	From	from	IN
A47139	318	2	a	a	DT
A47139	318	3	Point	Point	NNP
A47139	318	4	given	give	VBN
A47139	318	5	on	on	IN
A47139	318	6	a	a	DT
A47139	318	7	Line	Line	NNP
A47139	318	8	given	give	VBN
A47139	318	9	,	,	,
A47139	318	10	to	to	TO
A47139	318	11	erect	erect	VB
A47139	318	12	an	an	DT
A47139	318	13	Isosceles	isosceles	JJ
A47139	318	14	triangle	triangle	NN
A47139	318	15	,	,	,
A47139	318	16	one	one	CD
A47139	318	17	of	of	IN
A47139	318	18	whose	whose	WP$
A47139	318	19	sides	side	NNS
A47139	318	20	produced	produce	VBN
A47139	318	21	shall	shall	MD
A47139	318	22	come	come	VB
A47139	318	23	to	to	IN
A47139	318	24	a	a	DT
A47139	318	25	point	point	NN
A47139	318	26	given	give	VBN
A47139	318	27	.	.	.
A47139	319	1	(	(	-LRB-
A47139	319	2	See	see	VB
A47139	319	3	the	the	DT
A47139	319	4	figure	figure	NN
A47139	319	5	)	)	-RRB-
A47139	319	6	let	let	VB
A47139	319	7	the	the	DT
A47139	319	8	point	point	NN
A47139	319	9	given	give	VBN
A47139	319	10	be	be	VB
A47139	319	11	A	a	DT
A47139	319	12	,	,	,
A47139	319	13	the	the	DT
A47139	319	14	line	line	NN
A47139	319	15	given	give	VBN
A47139	319	16	AF	AF	NNP
A47139	319	17	,	,	,
A47139	319	18	the	the	DT
A47139	319	19	limited	limited	JJ
A47139	319	20	point	point	NN
A47139	319	21	given	give	VBN
A47139	319	22	below	below	IN
A47139	319	23	the	the	DT
A47139	319	24	line	line	NN
A47139	319	25	AF	AF	NNP
A47139	319	26	let	let	VBD
A47139	319	27	the	the	DT
A47139	319	28	point	point	NN
A47139	319	29	be	be	VB
A47139	319	30	point	point	NN
A47139	319	31	D.	D.	NNP
A47139	319	32	the	the	DT
A47139	319	33	Praxis	Praxis	NNP
A47139	319	34	.	.	.
A47139	320	1	1	1	LS
A47139	320	2	.	.	.
A47139	321	1	With	with	IN
A47139	321	2	radius	radius	NN
A47139	321	3	AD	ad	NN
A47139	321	4	describe	describe	VBP
A47139	321	5	the	the	DT
A47139	321	6	semicircle	semicircle	NN
A47139	321	7	GFDE	GFDE	NNP
A47139	321	8	,	,	,
A47139	321	9	so	so	IN
A47139	321	10	that	that	IN
A47139	321	11	GA	GA	NNP
A47139	321	12	shall	shall	MD
A47139	321	13	cut	cut	VB
A47139	321	14	AF	AF	NNP
A47139	321	15	at	at	IN
A47139	321	16	a	a	DT
A47139	321	17	right	right	JJ
A47139	321	18	angle	angle	NN
A47139	321	19	,	,	,
A47139	321	20	and	and	CC
A47139	321	21	AE	ae	RB
A47139	321	22	the	the	DT
A47139	321	23	like	like	JJ
A47139	321	24	.	.	.
A47139	322	1	2	2	LS
A47139	322	2	.	.	.
A47139	323	1	Draw	draw	VB
A47139	323	2	the	the	DT
A47139	323	3	line	line	NN
A47139	323	4	AD	ad	NN
A47139	323	5	,	,	,
A47139	323	6	and	and	CC
A47139	323	7	cut	cut	VB
A47139	323	8	the	the	DT
A47139	323	9	angle	angle	NN
A47139	323	10	EAD	EAD	NNP
A47139	323	11	into	into	IN
A47139	323	12	3	3	CD
A47139	323	13	=	=	SYM
A47139	323	14	parts	part	NNS
A47139	323	15	.	.	.
A47139	324	1	3	3	LS
A47139	324	2	.	.	.
A47139	325	1	Make	make	VB
A47139	325	2	the	the	DT
A47139	325	3	angle	angle	NN
A47139	325	4	GAB	GAB	NNP
A47139	325	5	=	=	-RRB-
A47139	325	6	⅓	⅓	NNP
A47139	325	7	of	of	IN
A47139	325	8	EAD	EAD	NNP
A47139	325	9	,	,	,
A47139	325	10	and	and	CC
A47139	325	11	from	from	IN
A47139	325	12	B	b	NN
A47139	325	13	to	to	IN
A47139	325	14	D	d	NN
A47139	325	15	draw	draw	VB
A47139	325	16	the	the	DT
A47139	325	17	line	line	NN
A47139	325	18	BD	BD	NNP
A47139	325	19	,	,	,
A47139	325	20	cutting	cut	VBG
A47139	325	21	the	the	DT
A47139	325	22	line	line	NN
A47139	325	23	AF	AF	NNP
A47139	325	24	at	at	IN
A47139	325	25	C	C	NNP
A47139	325	26	,	,	,
A47139	325	27	the	the	DT
A47139	325	28	triangle	triangle	NN
A47139	325	29	ABC	ABC	NNP
A47139	325	30	is	be	VBZ
A47139	325	31	an	an	DT
A47139	325	32	Isosceles	Isosceles	NNP
A47139	325	33	,	,	,
A47139	325	34	whose	whose	WP$
A47139	325	35	side	side	NN
A47139	325	36	BC	BC	NNP
A47139	325	37	is	be	VBZ
A47139	325	38	produced	produce	VBN
A47139	325	39	to	to	IN
A47139	325	40	D.	D.	NNP
A47139	325	41	The	the	DT
A47139	325	42	demonstration	demonstration	NN
A47139	325	43	is	be	VBZ
A47139	325	44	evident	evident	JJ
A47139	325	45	from	from	IN
A47139	325	46	the	the	DT
A47139	325	47	trisection	trisection	NN
A47139	325	48	,	,	,
A47139	325	49	and	and	CC
A47139	325	50	it	-PRON-	PRP
A47139	325	51	hath	hath	VBP
A47139	325	52	singular	singular	JJ
A47139	325	53	uses	use	VBZ
A47139	325	54	in	in	IN
A47139	325	55	Architecture	Architecture	NNP
A47139	325	56	,	,	,
A47139	325	57	and	and	CC
A47139	325	58	affording	afford	VBG
A47139	325	59	new	new	JJ
A47139	325	60	Problems	Problems	NNPS
A47139	325	61	in	in	IN
A47139	325	62	Geography	Geography	NNP
A47139	325	63	and	and	CC
A47139	325	64	Navigation	Navigation	NNP
A47139	325	65	,	,	,
A47139	325	66	which	which	WDT
A47139	325	67	I	-PRON-	PRP
A47139	325	68	shall	shall	MD
A47139	325	69	not	not	RB
A47139	325	70	at	at	IN
A47139	325	71	present	present	JJ
A47139	325	72	inlarge	inlarge	NN
A47139	325	73	upon	upon	IN
A47139	325	74	,	,	,
A47139	325	75	but	but	CC
A47139	325	76	leave	leave	VB
A47139	325	77	to	to	IN
A47139	325	78	the	the	DT
A47139	325	79	ingenious	ingenious	JJ
A47139	325	80	Student	Student	NNP
A47139	325	81	to	to	TO
A47139	325	82	devise	devise	VB
A47139	325	83	.	.	.
A47139	326	1	3	3	LS
A47139	326	2	.	.	.
A47139	327	1	Corol	Corol	NNP
A47139	327	2	.	.	.
A47139	328	1	To	to	TO
A47139	328	2	measure	measure	VB
A47139	328	3	any	any	DT
A47139	328	4	given	give	VBN
A47139	328	5	angle	angle	NN
A47139	328	6	in	in	IN
A47139	328	7	degrees	degree	NNS
A47139	328	8	and	and	CC
A47139	328	9	odd	odd	JJ
A47139	328	10	minuts	minut	NNS
A47139	328	11	,	,	,
A47139	328	12	(	(	-LRB-
A47139	328	13	if	if	IN
A47139	328	14	it	-PRON-	PRP
A47139	328	15	have	have	VBP
A47139	328	16	any	any	DT
A47139	328	17	)	)	-RRB-
A47139	328	18	by	by	IN
A47139	328	19	a	a	DT
A47139	328	20	line	line	NN
A47139	328	21	of	of	IN
A47139	328	22	equal	equal	JJ
A47139	328	23	parts	part	NNS
A47139	328	24	without	without	IN
A47139	328	25	a	a	DT
A47139	328	26	line	line	NN
A47139	328	27	of	of	IN
A47139	328	28	cords	cord	NNS
A47139	328	29	.	.	.
A47139	329	1	Let	let	VB
A47139	329	2	the	the	DT
A47139	329	3	given	give	VBN
A47139	329	4	angle	angle	NN
A47139	329	5	be	be	VB
A47139	329	6	KAL	KAL	NNP
A47139	329	7	(	(	-LRB-
A47139	329	8	see	see	VB
A47139	329	9	the	the	DT
A47139	329	10	figure	figure	NN
A47139	329	11	)	)	-RRB-
A47139	329	12	with	with	IN
A47139	329	13	radius	radius	NN
A47139	329	14	AL	AL	NNP
A47139	329	15	describe	describe	VB
A47139	329	16	the	the	DT
A47139	329	17	quadrant	quadrant	JJ
A47139	329	18	LKL	LKL	NNP
A47139	329	19	,	,	,
A47139	329	20	and	and	CC
A47139	329	21	on	on	IN
A47139	329	22	that	that	DT
A47139	329	23	arch	arch	NN
A47139	329	24	take	take	VB
A47139	329	25	the	the	DT
A47139	329	26	extent	extent	NN
A47139	329	27	of	of	IN
A47139	329	28	the	the	DT
A47139	329	29	cord	cord	NN
A47139	329	30	KL	KL	NNP
A47139	329	31	,	,	,
A47139	329	32	and	and	CC
A47139	329	33	set	set	VBD
A47139	329	34	it	-PRON-	PRP
A47139	329	35	on	on	IN
A47139	329	36	the	the	DT
A47139	329	37	other	other	JJ
A47139	329	38	side	side	NN
A47139	329	39	from	from	IN
A47139	329	40	L	l	NN
A47139	329	41	to	to	IN
A47139	329	42	a	a	DT
A47139	329	43	point	point	NN
A47139	329	44	on	on	IN
A47139	329	45	that	that	DT
A47139	329	46	arch	arch	NN
A47139	329	47	.	.	.
A47139	330	1	Again	again	RB
A47139	330	2	,	,	,
A47139	330	3	take	take	VB
A47139	330	4	the	the	DT
A47139	330	5	cord	cord	NN
A47139	330	6	of	of	IN
A47139	330	7	that	that	DT
A47139	330	8	middle	middle	JJ
A47139	330	9	arch	arch	NNP
A47139	330	10	betwixt	betwixt	VB
A47139	330	11	the	the	DT
A47139	330	12	point	point	NN
A47139	330	13	and	and	CC
A47139	330	14	K	k	NN
A47139	330	15	,	,	,
A47139	330	16	an	an	DT
A47139	330	17	all	all	PDT
A47139	330	18	these	these	DT
A47139	330	19	3	3	CD
A47139	330	20	cords	cord	NNS
A47139	330	21	join	join	VBP
A47139	330	22	them	-PRON-	PRP
A47139	330	23	together	together	RB
A47139	330	24	in	in	IN
A47139	330	25	a	a	DT
A47139	330	26	straight	straight	JJ
A47139	330	27	line	line	NN
A47139	330	28	,	,	,
A47139	330	29	which	which	WDT
A47139	330	30	make	make	VBP
A47139	330	31	the	the	DT
A47139	330	32	cord	cord	NN
A47139	330	33	of	of	IN
A47139	330	34	the	the	DT
A47139	330	35	quadrant	quadrant	NN
A47139	330	36	(	(	-LRB-
A47139	330	37	by	by	IN
A47139	330	38	a	a	DT
A47139	330	39	longer	long	JJR
A47139	330	40	radius	radius	NN
A47139	330	41	)	)	-RRB-
A47139	330	42	as	as	IN
A47139	330	43	BC	BC	NNP
A47139	330	44	,	,	,
A47139	330	45	which	which	WDT
A47139	330	46	is	be	VBZ
A47139	330	47	easily	easily	RB
A47139	330	48	done	do	VBN
A47139	330	49	Geometrically	geometrically	RB
A47139	330	50	.	.	.
A47139	331	1	Then	then	RB
A47139	331	2	because	because	IN
A47139	331	3	in	in	IN
A47139	331	4	each	each	DT
A47139	331	5	Quadrant	Quadrant	NNP
A47139	331	6	there	there	EX
A47139	331	7	are	be	VBP
A47139	331	8	5400	5400	CD
A47139	331	9	minuts	minut	NNS
A47139	331	10	,	,	,
A47139	331	11	divide	divide	VB
A47139	331	12	the	the	DT
A47139	331	13	line	line	NN
A47139	331	14	BC	BC	NNP
A47139	331	15	by	by	IN
A47139	331	16	the	the	DT
A47139	331	17	Diagonal	Diagonal	NNP
A47139	331	18	Scale	Scale	NNP
A47139	331	19	into	into	IN
A47139	331	20	5400	5400	CD
A47139	331	21	equal	equal	JJ
A47139	331	22	parts	part	NNS
A47139	331	23	,	,	,
A47139	331	24	and	and	CC
A47139	331	25	by	by	IN
A47139	331	26	the	the	DT
A47139	331	27	same	same	JJ
A47139	331	28	Diagonal	Diagonal	NNP
A47139	331	29	Scale	Scale	NNP
A47139	331	30	measure	measure	NN
A47139	331	31	on	on	IN
A47139	331	32	the	the	DT
A47139	331	33	line	line	NN
A47139	331	34	BC	BC	NNP
A47139	331	35	the	the	DT
A47139	331	36	length	length	NN
A47139	331	37	of	of	IN
A47139	331	38	the	the	DT
A47139	331	39	cord	cord	NN
A47139	331	40	of	of	IN
A47139	331	41	KL	KL	NNP
A47139	331	42	,	,	,
A47139	331	43	and	and	CC
A47139	331	44	whatever	whatever	WDT
A47139	331	45	number	number	NN
A47139	331	46	of	of	IN
A47139	331	47	parts	part	NNS
A47139	331	48	it	-PRON-	PRP
A47139	331	49	giveth	giveth	VBZ
A47139	331	50	,	,	,
A47139	331	51	that	that	DT
A47139	331	52	is	be	VBZ
A47139	331	53	the	the	DT
A47139	331	54	just	just	JJ
A47139	331	55	quantity	quantity	NN
A47139	331	56	of	of	IN
A47139	331	57	that	that	DT
A47139	331	58	angle	angle	NN
A47139	331	59	in	in	IN
A47139	331	60	minuts	minut	NNS
A47139	331	61	,	,	,
A47139	331	62	which	which	WDT
A47139	331	63	divided	divide	VBN
A47139	331	64	by	by	IN
A47139	331	65	60	60	CD
A47139	331	66	giveth	giveth	NNS
A47139	331	67	the	the	DT
A47139	331	68	degrees	degree	NNS
A47139	331	69	,	,	,
A47139	331	70	and	and	CC
A47139	331	71	if	if	IN
A47139	331	72	there	there	EX
A47139	331	73	be	be	VBP
A47139	331	74	any	any	DT
A47139	331	75	Remainder	remainder	NN
A47139	331	76	,	,	,
A47139	331	77	they	-PRON-	PRP
A47139	331	78	are	be	VBP
A47139	331	79	the	the	DT
A47139	331	80	odd	odd	JJ
A47139	331	81	minuts	minut	NNS
A47139	331	82	.	.	.
A47139	332	1	4	4	LS
A47139	332	2	.	.	.
A47139	333	1	Corol	Corol	NNP
A47139	333	2	.	.	.
A47139	334	1	To	to	TO
A47139	334	2	project	project	VB
A47139	334	3	any	any	DT
A47139	334	4	angle	angle	NN
A47139	334	5	without	without	IN
A47139	334	6	a	a	DT
A47139	334	7	line	line	NN
A47139	334	8	of	of	IN
A47139	334	9	cords	cord	NNS
A47139	334	10	,	,	,
A47139	334	11	by	by	IN
A47139	334	12	a	a	DT
A47139	334	13	Diagonal	diagonal	JJ
A47139	334	14	Line	Line	NNP
A47139	334	15	of	of	IN
A47139	334	16	equal	equal	JJ
A47139	334	17	parts	part	NNS
A47139	334	18	,	,	,
A47139	334	19	whose	whose	WP$
A47139	334	20	quantity	quantity	NN
A47139	334	21	is	be	VBZ
A47139	334	22	given	give	VBN
A47139	334	23	in	in	IN
A47139	334	24	degrees	degree	NNS
A47139	334	25	and	and	CC
A47139	334	26	minuts	minut	NNS
A47139	334	27	.	.	.
A47139	335	1	Let	let	VB
A47139	335	2	the	the	DT
A47139	335	3	given	give	VBN
A47139	335	4	angle	angle	NN
A47139	335	5	to	to	TO
A47139	335	6	be	be	VB
A47139	335	7	projected	project	VBN
A47139	335	8	,	,	,
A47139	335	9	contain	contain	VB
A47139	335	10	36	36	CD
A47139	335	11	deg	deg	NN
A47139	335	12	.	.	.
A47139	336	1	and	and	CC
A47139	336	2	1	1	CD
A47139	336	3	min	min	NN
A47139	336	4	.	.	.
A47139	337	1	reduce	reduce	VB
A47139	337	2	the	the	DT
A47139	337	3	degrees	degree	NNS
A47139	337	4	into	into	IN
A47139	337	5	minuts	minut	NNS
A47139	337	6	,	,	,
A47139	337	7	multiplying	multiply	VBG
A47139	337	8	36	36	CD
A47139	337	9	by	by	IN
A47139	337	10	60	60	CD
A47139	337	11	,	,	,
A47139	337	12	the	the	DT
A47139	337	13	product	product	NN
A47139	337	14	is	be	VBZ
A47139	337	15	2160	2160	CD
A47139	337	16	,	,	,
A47139	337	17	to	to	TO
A47139	337	18	which	which	WDT
A47139	337	19	adding	add	VBG
A47139	337	20	the	the	DT
A47139	337	21	odd	odd	JJ
A47139	337	22	minut	minut	NN
A47139	337	23	,	,	,
A47139	337	24	the	the	DT
A47139	337	25	sum	sum	NN
A47139	337	26	is	be	VBZ
A47139	337	27	2161	2161	CD
A47139	337	28	.	.	.
A47139	338	1	Praxis	praxi	NNS
A47139	338	2	.	.	.
A47139	339	1	Take	take	VB
A47139	339	2	off	off	RP
A47139	339	3	from	from	IN
A47139	339	4	the	the	DT
A47139	339	5	cord	cord	NN
A47139	339	6	of	of	IN
A47139	339	7	the	the	DT
A47139	339	8	quadrant	quadrant	JJ
A47139	339	9	BC	BC	NNP
A47139	339	10	2161	2161	CD
A47139	339	11	from	from	IN
A47139	339	12	C	C	NNP
A47139	339	13	to	to	IN
A47139	339	14	D.	D.	NNP
A47139	339	15	on	on	IN
A47139	339	16	the	the	DT
A47139	339	17	point	point	NN
A47139	339	18	D	d	NN
A47139	339	19	erect	erect	NN
A47139	339	20	the	the	DT
A47139	339	21	perpendicular	perpendicular	JJ
A47139	339	22	ED	ED	NNP
A47139	339	23	,	,	,
A47139	339	24	which	which	WDT
A47139	339	25	extend	extend	VBP
A47139	339	26	to	to	IN
A47139	339	27	G	g	NN
A47139	339	28	,	,	,
A47139	339	29	with	with	IN
A47139	339	30	the	the	DT
A47139	339	31	extent	extent	NN
A47139	339	32	CD	cd	NN
A47139	339	33	measure	measure	NN
A47139	339	34	on	on	IN
A47139	339	35	the	the	DT
A47139	339	36	arch	arch	NN
A47139	339	37	of	of	IN
A47139	339	38	the	the	DT
A47139	339	39	quadrant	quadrant	NN
A47139	339	40	,	,	,
A47139	339	41	from	from	IN
A47139	339	42	C	C	NNP
A47139	339	43	to	to	IN
A47139	339	44	H.	H.	NNP
A47139	339	45	Again	Again	NNP
A47139	339	46	,	,	,
A47139	339	47	draw	draw	VB
A47139	339	48	another	another	DT
A47139	339	49	arch	arch	NN
A47139	339	50	with	with	IN
A47139	339	51	a	a	DT
A47139	339	52	less	less	JJR
A47139	339	53	radius	radius	NN
A47139	339	54	as	as	IN
A47139	339	55	AM	AM	NNP
A47139	339	56	(	(	-LRB-
A47139	339	57	so	so	IN
A47139	339	58	that	that	IN
A47139	339	59	the	the	DT
A47139	339	60	radius	radius	NN
A47139	339	61	be	be	VB
A47139	339	62	so	so	RB
A47139	339	63	long	long	JJ
A47139	339	64	that	that	IN
A47139	339	65	the	the	DT
A47139	339	66	extent	extent	NN
A47139	339	67	of	of	IN
A47139	339	68	DC	DC	NNP
A47139	339	69	reach	reach	VBP
A47139	339	70	not	not	RB
A47139	339	71	to	to	IN
A47139	339	72	EDG	EDG	NNP
A47139	339	73	)	)	-RRB-
A47139	339	74	and	and	CC
A47139	339	75	with	with	IN
A47139	339	76	that	that	DT
A47139	339	77	extent	extent	JJ
A47139	339	78	measure	measure	NN
A47139	339	79	from	from	IN
A47139	339	80	M	M	NNP
A47139	339	81	to	to	IN
A47139	339	82	I	-PRON-	PRP
A47139	339	83	on	on	IN
A47139	339	84	that	that	DT
A47139	339	85	2d	2d	NN
A47139	339	86	arch	arch	NN
A47139	339	87	.	.	.
A47139	340	1	4	4	LS
A47139	340	2	.	.	.
A47139	341	1	From	from	IN
A47139	341	2	H	h	NN
A47139	341	3	to	to	IN
A47139	341	4	I	-PRON-	PRP
A47139	341	5	draw	draw	VB
A47139	341	6	a	a	DT
A47139	341	7	straight	straight	JJ
A47139	341	8	line	line	NN
A47139	341	9	,	,	,
A47139	341	10	and	and	CC
A47139	341	11	produce	produce	VB
A47139	341	12	it	-PRON-	PRP
A47139	341	13	until	until	IN
A47139	341	14	it	-PRON-	PRP
A47139	341	15	cut	cut	VBD
A47139	341	16	the	the	DT
A47139	341	17	perpendicular	perpendicular	NN
A47139	341	18	at	at	IN
A47139	341	19	K.	K.	NNP
A47139	341	20	5	5	CD
A47139	341	21	.	.	.
A47139	342	1	Draw	draw	VB
A47139	342	2	the	the	DT
A47139	342	3	line	line	NN
A47139	342	4	AK	AK	NNP
A47139	342	5	,	,	,
A47139	342	6	which	which	WDT
A47139	342	7	shall	shall	MD
A47139	342	8	give	give	VB
A47139	342	9	the	the	DT
A47139	342	10	angle	angle	NN
A47139	342	11	required	require	VBN
A47139	342	12	KAL	KAL	NNP
A47139	342	13	=	=	SYM
A47139	342	14	FAC	FAC	NNP
A47139	342	15	.	.	.
A47139	343	1	the	the	DT
A47139	343	2	demonstration	demonstration	NN
A47139	343	3	whereof	whereof	NNP
A47139	343	4	is	be	VBZ
A47139	343	5	apparent	apparent	JJ
A47139	343	6	from	from	IN
A47139	343	7	the	the	DT
A47139	343	8	foregoing	foregoing	JJ
A47139	343	9	Problems	problem	NNS
A47139	343	10	.	.	.
A47139	344	1	If	if	IN
A47139	344	2	any	any	DT
A47139	344	3	discreet	discreet	JJ
A47139	344	4	Persons	Persons	NNPS
A47139	344	5	desire	desire	VBP
A47139	344	6	further	further	JJ
A47139	344	7	satisfaction	satisfaction	NN
A47139	344	8	or	or	CC
A47139	344	9	Information	information	NN
A47139	344	10	about	about	IN
A47139	344	11	these	these	DT
A47139	344	12	New	New	NNP
A47139	344	13	Problems	Problems	NNPS
A47139	344	14	,	,	,
A47139	344	15	if	if	IN
A47139	344	16	they	-PRON-	PRP
A47139	344	17	please	please	VBP
A47139	344	18	to	to	TO
A47139	344	19	call	call	VB
A47139	344	20	at	at	IN
A47139	344	21	my	-PRON-	PRP$
A47139	344	22	House	House	NNP
A47139	344	23	,	,	,
A47139	344	24	I	-PRON-	PRP
A47139	344	25	shall	shall	MD
A47139	344	26	be	be	VB
A47139	344	27	ready	ready	JJ
A47139	344	28	to	to	TO
A47139	344	29	endeavour	endeavour	VB
A47139	344	30	to	to	TO
A47139	344	31	satisfie	satisfie	VB
A47139	344	32	them	-PRON-	PRP
A47139	344	33	;	;	:
A47139	344	34	and	and	CC
A47139	344	35	whereas	whereas	IN
A47139	344	36	,	,	,
A47139	344	37	to	to	IN
A47139	344	38	me	-PRON-	PRP
A47139	344	39	the	the	DT
A47139	344	40	Method	Method	NNP
A47139	344	41	and	and	CC
A47139	344	42	Demonstration	Demonstration	NNP
A47139	344	43	of	of	IN
A47139	344	44	these	these	DT
A47139	344	45	Matters	matter	NNS
A47139	344	46	,	,	,
A47139	344	47	seem	seem	VBP
A47139	344	48	sufficiently	sufficiently	RB
A47139	344	49	evident	evident	JJ
A47139	344	50	,	,	,
A47139	344	51	yet	yet	CC
A47139	344	52	I	-PRON-	PRP
A47139	344	53	have	have	VBP
A47139	344	54	called	call	VBN
A47139	344	55	the	the	DT
A47139	344	56	whole	whole	JJ
A47139	344	57	Praxis	Praxis	NNP
A47139	344	58	and	and	CC
A47139	344	59	Method	Method	NNP
A47139	344	60	here	here	RB
A47139	344	61	delivered	deliver	VBD
A47139	344	62	,	,	,
A47139	344	63	but	but	CC
A47139	344	64	an	an	DT
A47139	344	65	Essay	Essay	NNP
A47139	344	66	,	,	,
A47139	344	67	until	until	IN
A47139	344	68	it	-PRON-	PRP
A47139	344	69	be	be	VB
A47139	344	70	found	find	VBN
A47139	344	71	approved	approve	VBN
A47139	344	72	by	by	IN
A47139	344	73	able	able	JJ
A47139	344	74	Artists	Artists	NNP
A47139	344	75	,	,	,
A47139	344	76	and	and	CC
A47139	344	77	have	have	VBP
A47139	344	78	proposed	propose	VBN
A47139	344	79	it	-PRON-	PRP
A47139	344	80	rather	rather	RB
A47139	344	81	Problematically	problematically	RB
A47139	344	82	than	than	IN
A47139	344	83	Thetically	Thetically	NNP
A47139	344	84	,	,	,
A47139	344	85	as	as	IN
A47139	344	86	is	be	VBZ
A47139	344	87	usual	usual	JJ
A47139	344	88	in	in	IN
A47139	344	89	such	such	JJ
A47139	344	90	cases	case	NNS
A47139	344	91	.	.	.
A47139	345	1	G.	G.	NNP
A47139	345	2	Keith	Keith	NNP
A47139	345	3	.	.	.
A47139	346	1	ADVERTISEMENT	ADVERTISEMENT	NNP
A47139	346	2	.	.	.
A47139	347	1	Geometry	Geometry	NNP
A47139	347	2	,	,	,
A47139	347	3	Surveying	Surveying	NNP
A47139	347	4	,	,	,
A47139	347	5	Navigation	Navigation	NNP
A47139	347	6	,	,	,
A47139	347	7	Astronomy	Astronomy	NNP
A47139	347	8	,	,	,
A47139	347	9	Dyaling	Dyaling	NNP
A47139	347	10	,	,	,
A47139	347	11	and	and	CC
A47139	347	12	other	other	JJ
A47139	347	13	Mathematical	Mathematical	NNP
A47139	347	14	Arts	Arts	NNPS
A47139	347	15	are	be	VBP
A47139	347	16	taught	teach	VBN
A47139	347	17	by	by	IN
A47139	347	18	G.	G.	NNP
A47139	347	19	Keith	Keith	NNP
A47139	347	20	at	at	IN
A47139	347	21	his	-PRON-	PRP$
A47139	347	22	House	House	NNP
A47139	347	23	in	in	IN
A47139	347	24	Pudding	Pudding	NNP
A47139	347	25	Lane	Lane	NNP
A47139	347	26	,	,	,
A47139	347	27	near	near	IN
A47139	347	28	the	the	DT
A47139	347	29	Monument	Monument	NNP
A47139	347	30	-	-	HYPH
A47139	347	31	London	London	NNP
A47139	347	32	.	.	.