id	sid	tid	token	lemma	pos
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	1	Book	Book	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	2	Review	Review	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	3	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	4	Shadows	shadow	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	6	Reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	7	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	8	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	9	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	10	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	11	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	12	Relativity	Relativity	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	14	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	16	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	17	Modern	Modern	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	18	Thought	Thought	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	20	Volume	volume	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	21	54	54	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	23	Number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	24	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	25	Book	Book	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	26	Review	Review	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	27	Shadows	Shadows	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	28	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	29	Reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	30	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	31	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	32	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	33	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	34	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	35	Relativity	Relativity	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	36	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	37	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	39	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	40	Modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	41	Thought	thought	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	42	Reviewed	review	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	43	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	44	Tony	Tony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	45	Phillips	Phillips	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	46	Shadows	Shadows	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	47	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	48	Reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	49	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	50	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	51	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	52	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	53	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	54	Relativity	Relativity	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	55	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	56	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	57	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	58	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	59	Modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	60	Thought	Thought	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	61	Tony	Tony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	62	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	63	Yale	Yale	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	64	University	University	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	65	Press	Press	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	66	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	67	2006	2006	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	68	$	$	$
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	69	40.00	40.00	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	70	160	160	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	71	pages	page	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	72	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	73	ISBN	ISBN	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	74	978	978	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	75	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	76	0300110395	0300110395	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	77	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	78	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	79	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	1	80	?	?	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	1	As	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	2	La	La	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	3	Rochefoucauld	Rochefoucauld	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	4	ob-	ob-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	5	served	serve	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	7	true	true	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	8	love	love	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	10	many	many	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	11	people	people	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	12	talk	talk	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	13	about	about	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	14	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	16	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	17	few	few	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	18	have	have	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	19	seen	see	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	20	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	2	21	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	1	H.	H.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	2	S.	S.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	3	M.	M.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	4	Coxeter	Coxeter	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	6	whose	whose	WP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	7	Regular	Regular	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	8	Polytopes	Polytopes	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	9	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	11	primary	primary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	12	reference	reference	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	13	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	14	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	15	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	16	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	17	constructions	construction	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	19	says	say	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	20	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	21	Cox	Cox	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	23	ix	ix	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	24	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	25	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	26	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	27	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	28	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	29	never	never	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	30	fully	fully	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	31	comprehend	comprehend	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	32	them	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	33	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	34	direct	direct	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	35	obser-	obser-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	36	vation	vation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	38	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	39	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	40	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	41	goes	go	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	42	on	on	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	43	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	44	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	45	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	46	attempting	attempt	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	47	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	48	do	do	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	49	so	so	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	50	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	51	however	however	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	52	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	53	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	54	seem	seem	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	55	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	56	peek	peek	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	57	through	through	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	58	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	59	chink	chink	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	60	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	61	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	62	wall	wall	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	63	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	64	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	65	physical	physical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	66	limitations	limitation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	67	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	68	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	69	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	70	new	new	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	71	world	world	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	72	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	73	dazzling	dazzle	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	74	beauty	beauty	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	75	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	76	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	77	This	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	78	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	79	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	80	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	81	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	82	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	83	appeals	appeal	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	84	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	85	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	86	geometer	geometer	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	87	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	88	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	89	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	90	popular	popular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	91	imagination	imagination	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	92	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	93	fired	fire	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	94	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	95	late	late	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	96	nineteenth	nineteenth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	97	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	98	early	early	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	99	twentieth	twentieth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	100	century	century	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	101	science	science	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	102	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	103	fiction	fiction	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	104	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	105	theosophy	theosophy	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	106	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	107	charlatanism	charlatanism	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	108	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	109	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	110	be-	be-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	111	came	come	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	112	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	113	fad	fad	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	114	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	115	transcendental	transcendental	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	116	overtones	overtone	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	3	117	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	1	Just	just	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	2	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	3	UFOs	ufo	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	4	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	5	interpreted	interpret	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	6	today	today	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	7	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	8	manifestations	manifestation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	10	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	11	superior	superior	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	13	alien	alien	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	14	civilization	civilization	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	16	so	so	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	17	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	18	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	19	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	20	gave	give	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	21	room	room	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	23	lots	lot	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	24	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	25	room	room	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	26	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	27	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	28	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	29	spirit	spirit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	30	world	world	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	4	31	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	1	Tony	Tony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	2	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	3	tells	tell	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	4	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	5	story	story	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	6	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	7	Shadows	Shadows	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	8	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	9	Re-	Re-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	10	ality	ality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	11	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	12	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	13	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	14	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	15	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	16	Relativity	Relativity	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	18	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	20	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	21	Modern	Modern	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	22	Thought	Thought	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	24	along	along	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	25	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	26	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	27	analysis	analysis	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	28	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	29	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	30	impact	impact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	31	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	32	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	33	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	34	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	35	thought	thought	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	36	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	37	modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	38	art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	39	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	40	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	41	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	42	importance	importance	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	43	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	44	modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	45	science	science	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	5	46	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	1	An	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	2	additional	additional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	3	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	4	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	5	idiosyncratic	idiosyncratic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	6	theme	theme	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	7	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	8	sounded	sound	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	9	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	11	invocation	invocation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	13	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	15	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	16	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	17	title	title	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	19	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	20	Plato	Plato	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	21	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	22	myth	myth	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	23	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	24	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	25	cave	cave	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	6	26	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	2	prisoners	prisoner	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	3	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	5	cave	cave	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	6	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	7	see	see	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	8	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	9	shadows	shadow	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	10	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	11	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	12	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	13	wall	wall	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	14	before	before	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	15	them	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	16	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	17	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	18	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	19	Socrates	Socrates	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	20	explains	explain	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	21	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	22	Glaucon	glaucon	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	23	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	24	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	25	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	26	them	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	27	Tony	Tony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	28	Phillips	Phillips	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	29	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	30	professor	professor	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	31	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	32	mathematics	mathematic	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	33	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	34	Stony	Stony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	35	Brook	Brook	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	36	University	University	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	7	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	1	His	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	2	email	email	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	3	address	address	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	5	tony@math.sunysb.edu	tony@math.sunysb.edu	ADD
work_ilaebg6jyzg6nkbnfyyb4aaspa	8	6	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	1	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	2	truth	truth	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	3	would	would	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	4	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	5	literally	literally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	6	nothing	nothing	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	7	but	but	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	9	shadows	shadow	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	10	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	12	images	image	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	13	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	14	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	15	Thus	thus	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	16	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	17	own	own	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	18	truth	truth	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	19	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	20	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	21	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	22	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	23	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	24	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	25	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	26	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	27	meaningful	meaningful	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	28	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	29	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	30	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	31	reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	9	32	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	10	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	10	2	there	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	10	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	10	4	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	10	5	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	2	concept	concept	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	3	itself	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	4	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	5	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	6	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	7	enormous	enormous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	8	importance	importance	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	9	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	10	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	11	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	12	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	13	systematically	systematically	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	14	opposes	oppose	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	16	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	17	prefers	prefer	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	19	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	20	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	21	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	22	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	23	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	24	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	25	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	26	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	28	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	29	then	then	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	30	usually	usually	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	31	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	32	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	33	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	34	get	get	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	35	things	thing	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	36	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	37	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	38	page	page	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	39	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	40	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	41	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	42	dual	dual	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	43	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	44	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	45	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	46	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	47	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	48	reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	49	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	50	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	51	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	52	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	53	slicing	slicing	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	54	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	55	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	56	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	57	characterizes	characterize	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	58	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	59	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	60	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	61	Flatland	Flatland	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	62	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	63	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	11	64	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	1	He	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	3	referring	refer	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	4	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	5	Edwin	Edwin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	6	A.	A.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	7	Abbott	Abbott	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	8	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	9	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	10	Flatland	Flatland	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	11	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	12	where	where	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	13	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	14	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	15	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	16	explained	explain	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	17	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	18	analogy	analogy	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	19	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	21	Flatlanders	Flatlanders	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	22	’	’	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	23	con-	con-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	24	ception	ception	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	25	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	26	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	27	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	28	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	29	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	30	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	31	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	32	humans	human	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	33	inhabit	inhabit	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	12	34	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	1	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	2	Consider	consider	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	3	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	4	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	5	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	6	modest	modest	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	7	proposal	proposal	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	8	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	9	rid	rid	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	10	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	11	thinking	thinking	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	12	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	14	slicing	slice	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	15	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	16	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	17	four-	four-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	18	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	19	figures	figure	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	20	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	21	spacetime	spacetime	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	22	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	23	favor	favor	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	24	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	25	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	26	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	27	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	28	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	29	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	30	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	31	will	will	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	32	come	come	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	33	back	back	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	34	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	35	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	36	point	point	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	37	later	later	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	13	38	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	2	jacket	jacket	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	3	blurb	blurb	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	4	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	5	Shadows	shadow	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	7	Reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	8	de-	de-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	9	scribes	scribe	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	11	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	12	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	13	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	14	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	15	revisionist	revisionist	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	16	math	math	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	17	history	history	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	18	as	as	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	19	well	well	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	20	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	21	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	22	revisionist	revisionist	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	23	art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	24	history	history	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	26	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	27	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	28	Revisionist	revisionist	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	29	Art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	30	History	history	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	31	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	32	Chapter	chapter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	33	3	3	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	34	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	35	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	36	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	37	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	38	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	39	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	40	Painting	Painting	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	41	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	42	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	43	contains	contain	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	44	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	45	analysis	analysis	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	46	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	47	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	48	well	well	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	49	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	50	known	know	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	51	paintings	painting	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	52	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	53	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	54	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	55	Les	Les	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	56	Demoiselles	Demoiselles	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	57	d’Avignon	d’Avignon	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	58	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	59	1907	1907	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	60	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	61	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	62	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	63	Portrait	Portrait	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	64	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	65	Ambroise	Ambroise	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	66	Vollard	Vollard	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	67	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	68	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	69	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	70	Portrait	Portrait	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	71	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	72	Henry	Henry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	73	Kahnweiler	Kahnweiler	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	74	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	75	both	both	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	76	1910	1910	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	77	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	14	78	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	1	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	2	argues	argue	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	3	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	4	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	5	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	6	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	7	propitious	propitious	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	8	moment	moment	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	9	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	10	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	11	serious	serious	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	12	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	13	sophisticated	sophisticated	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	14	engagement	engagement	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	15	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	17	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	18	dimen-	dimen-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	19	sion	sion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	20	pushed	push	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	21	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	22	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	23	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	24	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	25	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	26	collaborators	collaborator	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	27	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	28	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	29	discovery	discovery	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	30	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	31	cubism	cubism	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	32	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	33	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	34	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	35	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	36	that	that	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	37	moment	moment	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	38	occurred	occur	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	39	between	between	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	40	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	41	painting	painting	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	42	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	43	Les	Les	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	44	Demoiselles	Demoiselles	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	45	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	46	that	that	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	47	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	48	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	49	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	50	portraits	portrait	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	15	51	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	2	source	source	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	3	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	5	ge-	ge-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	6	ometry	ometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	7	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	8	pinned	pin	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	9	down	down	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	10	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	12	Traité	Traité	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	13	élémentaire	élémentaire	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	14	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	15	géométrie	géométrie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	16	à	à	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	17	quatre	quatre	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	18	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	19	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	20	Esprit	Esprit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	21	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	22	504	504	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	23	Notices	notice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	24	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	25	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	26	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	27	Volume	Volume	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	28	54	54	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	29	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	30	Number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	31	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	32	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	33	1903	1903	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	34	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	35	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	36	Jouf	Jouf	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	37	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	39	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	40	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	41	bearer	bearer	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	42	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	43	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	44	knowledge	knowledge	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	45	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	46	Pi-	Pi-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	47	casso	casso	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	48	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	49	identified	identify	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	50	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	51	Maurice	Maurice	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	52	Princet	Princet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	53	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	54	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	55	person	person	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	56	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	57	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	58	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	59	training	training	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	60	who	who	WP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	61	was	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	62	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	63	member	member	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	64	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	65	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	66	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	67	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	16	68	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	1	This	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	3	indeed	indeed	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	4	revisionist	revisionist	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	6	because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	7	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	8	claims	claim	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	9	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	10	hitherto	hitherto	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	11	unrecognized	unrecognized	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	12	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	13	influence	influence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	14	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	15	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	16	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	17	famous	famous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	18	artist	artist	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	19	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	21	twentieth	twentieth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	22	century	century	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	17	23	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	2	interaction	interaction	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	3	between	between	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	4	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	5	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	6	art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	7	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	9	beginning	beginning	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	10	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	12	twentieth	twentieth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	13	century	century	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	14	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	15	already	already	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	16	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	17	studied	study	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	18	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	19	encyclopedic	encyclopedic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	20	detail	detail	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	21	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	22	Linda	Linda	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	23	Dal-	Dal-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	24	rymple	rymple	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	25	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	26	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	27	Hen	Hen	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	28	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	18	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	1	When	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	2	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	3	comes	come	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	4	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	6	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	7	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	8	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	9	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	11	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	12	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	13	much	much	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	14	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	15	cautious	cautious	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	16	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	17	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	18	Although	although	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	19	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	20	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	21	denied	deny	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	22	ever	ever	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	23	discussing	discuss	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	24	mathematics	mathematic	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	25	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	26	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	27	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	28	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	29	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	30	Princet	Princet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	31	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	32	Princet	Princet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	33	was	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	34	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	35	member	member	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	36	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	37	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	38	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	39	around	around	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	40	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	41	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	42	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	43	least	least	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	44	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	45	middle	middle	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	46	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	47	1907	1907	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	48	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	49	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	50	probably	probably	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	51	earlier	early	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	19	52	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	1	It	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	2	thus	thus	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	3	seems	seem	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	4	highly	highly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	5	unlikely	unlikely	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	6	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	7	during	during	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	9	several	several	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	10	years	year	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	11	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	12	followed	follow	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	14	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	15	did	do	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	16	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	17	hear	hear	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	18	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	19	talk	talk	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	20	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	22	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	23	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	20	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	21	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	22	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	1	”	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	2	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	3	she	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	4	presents	present	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	5	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	6	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	7	witness	witness	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	8	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	9	contemporary	contemporary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	10	testimony	testimony	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	11	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	12	Jean	Jean	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	13	Metzinger	Metzinger	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	15	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	16	artist	artist	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	17	member	member	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	18	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	20	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	22	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	23	states	state	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	24	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	25	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	26	influence	influence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	27	ran	run	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	28	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	29	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	30	way	way	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	31	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	32	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	33	Cézanne	Cézanne	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	34	showed	show	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	35	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	36	forms	form	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	37	living	live	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	38	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	39	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	40	reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	41	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	42	light	light	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	43	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	44	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	45	brings	bring	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	46	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	47	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	48	material	material	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	49	account	account	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	50	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	51	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	52	real	real	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	53	life	life	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	54	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	55	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	56	mind	mind	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	57	—	—	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	58	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	59	lays	lay	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	60	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	61	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	62	free	free	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	63	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	64	mobile	mobile	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	65	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	66	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	67	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	68	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	69	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	70	inge-	inge-	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	71	nious	nious	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	72	mathematician	mathematician	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	73	Maurice	Maurice	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	74	Princet	Princet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	75	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	76	deduced	deduce	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	77	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	78	whole	whole	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	79	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	80	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	81	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	82	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	83	Metz	Metz	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	84	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	85	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	86	gives	give	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	87	solid	solid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	88	documentation	documentation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	89	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	90	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	91	interest	interest	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	92	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	93	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	94	ideas	idea	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	95	among	among	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	96	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	97	artists	artist	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	98	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	99	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	100	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	101	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	102	circle	circle	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	103	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	104	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	105	especially	especially	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	106	after	after	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	107	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	108	drifted	drift	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	109	away	away	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	110	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	111	him	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	112	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	113	1911	1911	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	23	114	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	1	And	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	2	if	if	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	3	images	image	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	4	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	5	Jouf-	Jouf-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	6	fret	fret	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	7	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	8	figures	figure	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	9	were	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	10	part	part	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	11	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	12	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	13	visual	visual	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	14	ambience	ambience	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	15	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	17	1907–1910	1907–1910	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	18	period	period	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	20	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	21	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	22	well	well	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	23	have	have	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	24	caught	catch	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	25	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	26	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	27	omnivorous	omnivorous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	28	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	24	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	2	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	3	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	4	specific	specific	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	5	math-	math-	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	6	ematical	ematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	7	influence	influence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	8	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	9	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	10	there	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	11	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	12	no	no	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	13	evidence	evidence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	15	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	16	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	17	presents	present	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	18	no	no	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	19	reasonable	reasonable	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	20	argument	argument	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	21	be-	be-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	22	yond	yond	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	23	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	24	own	own	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	25	gut	gut	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	26	feeling	feeling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	27	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	28	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	29	Indeed	indeed	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	30	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	31	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	32	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	33	painter	painter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	34	looking	look	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	35	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	36	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	37	visual	visual	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	38	evidence	evidence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	39	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	40	find	find	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	41	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	42	Picas-	Picas-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	43	so	so	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	25	44	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	26	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	27	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	1	clearly	clearly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	2	adopted	adopt	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	3	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	4	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	5	methods	method	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	6	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	7	1910	1910	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	8	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	9	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	10	So	so	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	11	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	12	have	have	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	13	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	14	take	take	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	15	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	16	statement	statement	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	17	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	19	preface	preface	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	20	—	—	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	21	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	22	Pablo	Pablo	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	23	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	24	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	25	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	26	looked	look	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	27	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	28	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	29	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	30	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	31	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	32	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	33	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	34	cubes	cube	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	35	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	36	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	37	mathematics	mathematics	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	38	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	39	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	40	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	41	invented	invent	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	42	cubism	cubism	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	43	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	44	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	45	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	46	read	read	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	47	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	48	text	text	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	49	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	50	em-	em-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	51	bracing	brace	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	52	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	53	just	just	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	54	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	55	images	image	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	56	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	57	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	58	ideas”—as	ideas”—as	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	59	pure	pure	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	60	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	61	unadvertised	unadvertised	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	62	invention	invention	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	28	63	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	1	Let	let	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	2	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	3	leave	leave	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	5	last	last	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	6	word	word	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	7	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	8	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	9	topic	topic	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	10	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	12	artist	artist	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	13	himself	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	14	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	15	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	16	Mathematics	Mathematics	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	18	trigonometry	trigonometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	20	chemistry	chemistry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	22	psychoanalysis	psychoanalysis	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	24	music	music	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	25	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	26	whatnot	whatnot	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	28	have	have	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	29	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	30	related	relate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	31	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	32	cubism	cubism	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	33	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	34	give	give	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	35	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	36	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	37	easier	easy	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	38	interpretation	interpretation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	29	39	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	1	All	all	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	2	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	3	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	4	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	5	pure	pure	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	6	literature	literature	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	8	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	9	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	10	say	say	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	11	nonsense	nonsense	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	13	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	14	brought	bring	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	15	bad	bad	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	16	results	result	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	18	blinding	blind	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	19	people	people	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	20	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	21	theories	theory	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	23	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	24	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	25	Pic	Pic	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	26	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	27	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	28	Revisionist	Revisionist	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	29	Math	math	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	30	History	history	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	31	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	32	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	33	agenda	agenda	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	34	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	35	stated	state	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	36	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	37	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	38	preface	preface	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	30	39	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	1	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	2	Contrary	contrary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	3	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	4	popular	popular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	5	exposition	exposition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	7	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	8	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	9	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	10	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	11	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	12	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	13	revolutionized	revolutionize	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	14	thought	thought	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	15	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	17	beginning	beginning	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	18	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	20	twentieth	twentieth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	21	century	century	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	31	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	2	ideas	idea	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	3	developed	develop	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	4	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	5	part	part	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	7	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	8	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	9	metaphor	metaphor	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	10	continue	continue	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	11	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	12	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	14	basis	basis	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	15	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	17	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	18	advanced	advanced	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	19	contemporary	contemporary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	20	thought	thought	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	21	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	22	mathematics	mathematic	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	23	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	24	physics	physics	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	26	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	27	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	28	rest	rest	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	29	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	30	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	31	para-	para-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	32	graph	graph	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	33	amplifies	amplifie	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	34	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	35	assertion	assertion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	36	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	37	naming	name	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	38	projective	projective	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	39	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	40	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	41	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	42	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	43	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	44	cited	cite	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	45	above	above	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	46	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	47	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	48	Minkowski	Minkowski	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	49	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	50	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	51	had	have	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	52	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	53	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	54	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	55	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	56	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	57	back	back	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	58	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	59	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	60	head	head	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	61	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	62	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	63	used	use	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	64	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	65	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	66	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	67	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	68	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	69	cod-	cod-	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	70	ify	ify	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	71	special	special	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	72	relativity	relativity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	73	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	74	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	75	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	76	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	77	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	78	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	79	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	80	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	81	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	82	algorithms	algorithm	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	83	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	84	generating	generate	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	85	quasicrystals	quasicrystal	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	86	revolution-	revolution-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	87	ized	ize	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	88	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	89	way	way	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	90	mathematicians	mathematician	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	91	think	think	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	92	about	about	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	93	patterns	pattern	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	94	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	95	lattices	lattice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	96	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	97	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	98	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	99	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	100	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	101	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	102	showed	show	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	103	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	104	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	105	light	light	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	106	ray	ray	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	107	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	108	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	109	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	110	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	111	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	112	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	113	than	than	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	114	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	115	regular	regular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	116	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	117	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	118	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	119	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	120	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	121	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	122	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	123	insight	insight	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	124	leading	lead	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	125	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	126	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	127	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	128	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	129	provocative	provocative	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	130	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	131	profound	profound	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	132	restructuring	restructuring	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	133	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	134	physics	physics	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	135	since	since	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	136	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	137	discoveries	discovery	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	138	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	139	Albert	Albert	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	140	Einstein	Einstein	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	141	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	142	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	143	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	144	quantum	quantum	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	145	information	information	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	146	theory	theory	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	147	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	148	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	149	quantum	quantum	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	150	foam	foam	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	32	151	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	1	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	2	Such	such	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	3	new	new	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	4	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	5	models	model	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	6	present	present	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	7	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	8	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	9	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	10	understand-	understand-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	11	ing	ing	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	12	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	13	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	14	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	15	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	16	reduced	reduce	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	17	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	18	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	19	Flatland	Flatland	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	20	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	21	without	without	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	22	introducing	introduce	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	23	hopeless	hopeless	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	24	paradox	paradox	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	26	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	27	These	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	28	items	item	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	29	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	30	fleshed	flesh	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	31	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	32	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	33	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	34	main	main	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	35	text	text	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	36	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	37	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	38	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	39	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	40	roughly	roughly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	41	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	42	per	per	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	43	chapter	chapter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	33	44	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	1	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	2	will	will	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	3	look	look	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	4	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	5	detail	detail	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	6	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	7	Chapter	chapter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	8	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	9	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	10	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	11	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	12	Truth	Truth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	13	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	14	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	16	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	17	covers	cover	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	19	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	20	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	21	relativity	relativity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	23	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	24	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	25	Chapter	chapter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	26	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	28	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	29	Patterns	Patterns	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	30	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	31	Crystals	Crystals	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	32	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	33	Projections	Projections	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	34	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	34	35	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	1	Relativity	relativity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	3	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	4	Time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	5	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	7	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	8	Dimen-	Dimen-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	9	sion	sion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	10	For	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	11	mathematicians	mathematician	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	13	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	14	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	15	often	often	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	16	just	just	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	17	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	18	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	20	parameters	parameter	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	22	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	23	object	object	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	24	under	under	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	25	investigation	investigation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	35	26	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	1	Their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	2	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	3	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	4	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	5	set	set	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	6	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	7	arbitrary	arbitrary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	8	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	9	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	10	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	11	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	12	di-	di-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	13	mension	mension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	14	n	n	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	15	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	16	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	17	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	19	say	say	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	21	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	22	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	23	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	24	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	25	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	26	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	27	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	28	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	29	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	30	Henry	Henry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	31	Cohn	Cohn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	32	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	33	Abhinav	Abhinav	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	34	Kumar	Kumar	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	36	who	who	WP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	37	caused	cause	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	38	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	39	stir	stir	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	40	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	41	2004	2004	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	42	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	43	Cohn	Cohn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	44	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	45	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	46	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	47	nailed	nail	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	48	down	down	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	49	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	50	closest	close	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	51	regular	regular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	52	packing	packing	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	53	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	54	24-dimensional	24-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	55	balls	ball	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	56	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	57	24-dimensional	24-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	58	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	36	59	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	1	So	so	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	2	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	3	really	really	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	4	should	should	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	5	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	6	talk-	talk-	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	7	ing	e	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	8	about	about	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	9	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	10	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	11	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	12	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	13	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	15	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	16	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	17	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	19	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	20	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	21	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	37	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	1	For	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	3	general	general	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	4	public	public	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	6	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	8	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	9	hand	hand	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	11	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	12	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	13	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	14	esoteric	esoteric	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	15	enough	enough	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	38	16	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	1	They	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	2	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	3	usually	usually	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	4	thought	think	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	6	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	8	familiar	familiar	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	9	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	10	plus	plus	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	11	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	12	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	13	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	14	hence	hence	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	15	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	17	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	18	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	19	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	39	20	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	1	So	so	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	2	where	where	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	4	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	5	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	6	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	40	7	?	?	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	1	Nineteenth	nineteenth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	2	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	3	century	century	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	4	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	5	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	6	4-dimensional	4-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	7	polytopes	polytope	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	8	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	9	reviewed	review	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	10	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	11	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	12	Cox	Cox	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	13	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	14	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	15	clearly	clearly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	16	posited	posit	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	17	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	18	extra	extra	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	19	spatial	spatial	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	20	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	41	21	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	2	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	4	same	same	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	5	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	6	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	7	tradition	tradition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	9	going	go	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	10	back	back	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	11	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	12	Laplace	Laplace	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	14	considered	consider	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	15	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	16	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	17	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	19	fourth	fourth	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	20	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	21	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	42	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	1	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	2	fact	fact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	3	partial	partial	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	4	differential	differential	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	5	equations	equation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	6	relating	relate	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	7	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	8	deriva-	deriva-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	9	tives	tive	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	10	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	11	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	12	derivatives	derivative	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	13	leave	leave	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	14	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	15	no	no	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	16	choice	choice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	17	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	18	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	19	natural	natural	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	20	domain	domain	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	22	definition	definition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	23	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	24	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	25	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	26	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	27	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	28	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	29	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	43	30	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	1	Here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	2	there	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	4	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	5	point	point	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	6	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	7	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	8	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	9	anti	anti	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	10	-	-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	11	slicing	slicing	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	12	strictures	stricture	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	44	13	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	1	Special	special	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	2	relativity	relativity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	3	implies	imply	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	4	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	5	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	6	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	7	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	8	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	9	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	10	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	11	described	describe	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	12	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	13	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	14	stack	stack	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	16	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	17	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	18	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	19	constant	constant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	20	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	21	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	22	slices	slice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	45	23	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	1	More	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	2	precisely	precisely	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	3	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	5	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	6	general	general	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	7	Lorentz	Lorentz	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	8	transformation	transformation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	10	relating	relate	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	11	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	12	over-	over-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	13	lapping	lapping	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	14	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	15	x	x	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	17	y	y	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	19	z	z	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	21	t	t	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	22	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	23	coordinate	coordinate	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	24	systems	system	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	25	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	26	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	27	one	one	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	28	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	29	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	30	traveling	travel	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	31	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	32	constant	constant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	33	speed	speed	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	34	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	35	respect	respect	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	36	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	37	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	38	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	39	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	40	mixes	mix	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	41	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	42	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	43	x	x	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	44	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	45	y	y	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	46	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	47	z)s	z)s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	48	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	49	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	50	ts	ts	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	51	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	52	such	such	PDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	53	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	54	way	way	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	55	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	56	the{t	the{t	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	57	=	=	NFP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	58	constant}slices	constant}slices	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	59	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	60	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	61	preserved	preserve	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	46	62	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	2	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	3	do	do	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	4	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	5	help	help	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	47	6	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	1	Here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	3	Minkowski	Minkowski	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	4	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	5	quoted	quote	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	6	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	7	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	8	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	9	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	10	We	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	11	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	12	compelled	compel	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	13	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	14	admit	admit	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	15	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	16	April	April	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	17	2007	2007	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	18	Notices	Notices	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	19	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	21	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	22	505	505	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	23	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	24	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	25	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	26	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	27	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	28	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	29	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	30	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	31	relations	relation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	32	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	33	taken	take	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	34	under	under	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	35	consideration	consideration	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	36	reveal	reveal	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	37	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	38	inner	inner	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	39	being	being	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	40	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	41	full	full	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	42	simplicity	simplicity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	43	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	44	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	45	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	46	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	47	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	48	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	49	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	50	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	51	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	52	forced	force	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	53	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	54	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	55	a	a	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	56	priori	priori	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	57	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	58	cast	cast	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	59	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	60	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	61	very	very	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	62	complicated	complicated	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	63	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	64	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	65	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	66	Minkowski	Minkowski	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	67	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	68	saying	say	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	69	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	70	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	71	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	72	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	73	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	74	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	75	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	76	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	77	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	78	very	very	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	79	useful	useful	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	80	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	81	understanding	understand	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	82	relativistic	relativistic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	83	reality	reality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	48	84	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	1	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	2	gets	get	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	4	word	word	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	5	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	6	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	7	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	8	back	back	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	9	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	10	play	play	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	11	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	12	describing	describe	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	13	Lorentz	Lorentz	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	14	transformations	transformation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	15	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	16	being	be	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	17	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	18	revealed	reveal	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	19	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	20	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	21	geometric	geometric	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	22	description	description	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	23	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	24	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	25	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	26	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	27	onto	onto	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	28	another	another	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	30	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	31	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	32	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	33	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	34	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	35	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	36	isomorphisms	isomorphism	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	37	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	38	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	39	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	40	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	41	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	42	co-	co-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	43	ordinate	ordinate	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	44	system	system	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	45	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	46	another	another	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	47	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	48	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	49	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	50	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	51	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	52	kind	kind	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	53	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	54	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	55	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	56	onto	onto	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	57	lower	low	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	58	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	59	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	60	spaces	space	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	61	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	62	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	63	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	64	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	65	contrasting	contrast	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	66	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	67	slicing	slice	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	49	68	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	1	Patterns	pattern	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	3	Crystals	Crystals	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	4	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	5	Projections	Projections	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	6	Chapter	Chapter	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	7	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	8	begins	begin	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	9	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	10	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	11	description	description	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	12	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	13	nonperiodic	nonperiodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	14	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	15	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	16	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	17	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	18	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	19	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	20	generated	generate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	21	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	22	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	23	match-	match-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	24	ing	ing	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	25	rules	rule	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	26	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	27	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	28	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	29	repeated	repeat	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	30	dissection	dissection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	31	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	32	inflation	inflation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	50	33	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	1	It	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	2	then	then	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	3	goes	go	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	4	on	on	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	5	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	6	discuss	discuss	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	8	fascinating	fascinating	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	9	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	10	il-	il-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	11	luminating	luminate	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	12	relationship	relationship	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	14	discovered	discover	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	15	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	16	Nicolaas	Nicolaas	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	17	de	de	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	18	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	19	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	20	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	21	B	B	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	22	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	24	between	between	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	25	nonperiodic	nonperiodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	26	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	27	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	28	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	29	n	n	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	30	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	31	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	32	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	33	approximations	approximation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	34	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	35	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	36	slices	slice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	37	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	38	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	39	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	40	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	41	cubical	cubical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	42	lattices	lattice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	43	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	44	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	45	2n	2n	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	46	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	47	2n	2n	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	48	+	+	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	49	1	1	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	51	50	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	2	simplest	simple	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	3	example	example	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	4	involves	involve	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	5	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	6	1	1	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	7	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	8	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	9	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	10	take	take	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	12	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	13	x	x	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	15	y)-plane	y)-plane	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	16	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	17	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	18	usual	usual	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	19	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	20	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	21	unit	unit	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	22	squares	square	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	23	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	24	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	25	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	26	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	27	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	28	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	29	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	30	n	n	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	31	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	32	m	m	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	33	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	34	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	35	integer	integer	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	36	coordinates	coordinate	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	52	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	1	Draw	draw	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	3	straight	straight	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	4	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	5	y	y	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	6	=	=	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	7	ϕx	ϕx	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	8	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	9	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	10	slope	slope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	11	ϕ	ϕ	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	12	=	=	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	13	1.6180339	1.6180339	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	53	14	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	54	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	55	1	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	1	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	3	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	4	golden	golden	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	5	mean	mean	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	6	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	7	number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	8	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	56	9	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	1	Starting	start	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	2	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	3	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	4	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	6	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	7	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	9	cover	cover	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	11	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	12	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	14	smallest	small	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	15	possible	possible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	16	subset	subset	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	17	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	19	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	57	20	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	2	squares	square	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	3	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	4	shown	show	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	5	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	6	shaded	shaded	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	58	7	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	1	Because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	3	slope	slope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	5	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	8	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	9	does	do	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	10	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	11	pass	pass	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	12	through	through	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	13	any	any	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	14	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	15	vertex	vertex	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	16	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	17	than	than	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	18	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	19	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	21	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	22	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	24	so	so	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	25	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	26	choice	choice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	27	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	28	covering	cover	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	29	tile	tile	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	30	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	31	always	always	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	32	unambiguous	unambiguous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	59	33	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	1	Now	now	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	2	project	project	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	4	center	center	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	6	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	7	covering	cover	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	8	tile	tile	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	9	per-	per-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	10	pendicularly	pendicularly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	11	onto	onto	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	12	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	13	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	14	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	60	15	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	2	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	3	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	4	will	will	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	5	define	define	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	6	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	7	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	8	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	9	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	10	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	11	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	12	intervals	interval	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	13	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	14	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	15	long	long	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	16	interval	interval	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	17	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	18	L	L	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	19	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	20	if	if	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	22	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	23	consecutive	consecutive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	24	tiles	tile	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	25	were	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	26	adjacent	adjacent	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	27	vertically	vertically	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	28	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	29	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	30	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	31	short	short	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	32	one	one	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	33	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	34	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	35	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	36	if	if	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	37	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	38	were	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	39	adjacent	adjacent	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	40	horizontally	horizontally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	61	41	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	1	A	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	2	trigonometric	trigonometric	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	3	calculation	calculation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	4	shows	show	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	5	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	7	length	length	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	8	ratio	ratio	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	10	S	s	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	11	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	12	L	L	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	13	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	62	14	ϕ.	ϕ.	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	1	Our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	2	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	3	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	4	intervals	interval	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	5	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	6	non	non	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	7	-	-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	8	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	9	because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	10	ϕ	ϕ	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	11	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	12	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	14	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	15	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	16	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	17	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	18	amazing	amazing	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	19	properties	property	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	20	because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	21	ϕ	ϕ	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	22	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	23	such	such	PDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	24	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	25	special	special	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	26	number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	63	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	1	For	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	2	example	example	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	3	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	4	if	if	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	5	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	6	represent	represent	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	8	short	short	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	9	tile	tile	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	10	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	11	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	13	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	15	long	long	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	16	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	17	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	18	L	l	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	21	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	22	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	23	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	24	positive	positive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	25	x	x	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	26	-	-	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	27	axis	axis	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	28	corresponds	correspond	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	29	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	30	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	31	sequence	sequence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	32	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	33	Ls	Ls	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	34	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	35	Ss	Ss	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	64	36	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	1	It	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	2	turns	turn	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	3	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	4	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	6	argument	argument	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	7	requires	require	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	8	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	9	linear	linear	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	10	algebra	algebra	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	11	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	12	see	see	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	13	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	14	web	web	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	15	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	16	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	17	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	19	sequence	sequence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	20	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	21	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	22	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	23	generated	generate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	24	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	25	follows	follow	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	26	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	27	start	start	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	28	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	29	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	30	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	31	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	32	copy	copy	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	33	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	34	string	string	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	35	over	over	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	36	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	37	over	over	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	39	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	40	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	41	rewriting	rewrite	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	42	every	every	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	43	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	44	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	45	L	l	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	46	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	47	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	48	every	every	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	49	L	l	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	50	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	51	LS	LS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	52	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	53	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	54	1	1	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	65	55	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	1	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	2	L	L	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	3	LS	LS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	4	LSL	LSL	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	5	LSLLS	LSLLS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	6	LSLLSLSL	LSLLSLSL	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	7	LSLLSLSLLSLLS	LSLLSLSLLSLLS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	8	LSLLSLSLLSLLSLSLLSLSL	LSLLSLSLLSLLSLSLLSLSL	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	9	LSLLSLSLLSLLSLSLLSLSLLSLLSLSLLSLLS	lsllslsllsllslsllslsllsllslsllsll	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	66	10	...	...	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	67	1	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	67	2	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	67	3	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	2	sequence	sequence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	3	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	4	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	5	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	6	generated	generate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	7	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	9	Fi-	Fi-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	10	bonacci	bonacci	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	11	numbers	number	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	13	starting	start	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	14	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	15	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	16	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	17	L	L	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	18	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	19	making	make	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	20	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	21	succeeding	succeed	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	22	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	23	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	24	concatenation	concatenation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	25	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	26	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	27	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	28	predecessors	predecessor	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	68	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	69	1	And	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	69	2	there	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	69	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	69	4	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	69	5	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	1	Instead	instead	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	2	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	3	drawing	draw	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	4	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	5	line	line	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	6	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	7	golden	golden	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	8	slope	slope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	9	through	through	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	11	2-dimensional	2-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	12	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	13	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	14	unit	unit	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	15	squares	square	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	17	let	let	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	18	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	19	slice	slice	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	20	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	21	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	22	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	23	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	24	golden	golden	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	25	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	26	—	—	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	27	see	see	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	28	below	below	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	29	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	30	through	through	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	31	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	32	analogous	analogous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	33	5-dimensional	5-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	34	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	36	cov-	cov-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	37	er	er	UH
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	38	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	39	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	40	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	41	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	42	smallest	small	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	43	possible	possible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	44	subset	subset	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	45	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	46	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	47	5-cubes	5-cubes	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	48	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	49	that	that	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	50	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	51	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	52	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	53	project	project	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	54	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	55	center	center	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	56	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	57	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	58	those	those	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	59	cubes	cube	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	60	orthogonally	orthogonally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	61	onto	onto	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	62	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	63	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	70	64	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	2	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	3	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	4	turn	turn	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	5	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	6	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	7	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	9	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	10	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	11	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	12	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	13	non	non	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	14	-	-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	15	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	16	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	17	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	18	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	19	B	B	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	20	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	71	21	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	1	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	2	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	3	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	6	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	7	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	8	covered	cover	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	9	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	10	copies	copy	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	11	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	12	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	13	rhombs	rhomb	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	14	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	15	equi-	equi-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	16	lateral	lateral	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	17	parallelograms	parallelogram	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	18	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	20	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	21	fat	fat	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	22	one	one	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	24	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	25	lesser	less	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	26	angle	angle	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	27	2π/5	2π/5	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	28	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	29	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	30	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	31	skinny	skinny	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	32	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	33	π/5	π/5	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	34	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	35	whose	whose	WP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	36	areas	area	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	37	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	38	just	just	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	39	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	40	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	41	lengths	length	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	42	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	43	L	l	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	44	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	45	S	S	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	46	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	47	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	48	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	49	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	50	golden	golden	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	51	ratio	ratio	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	72	52	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	1	506	506	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	2	Notices	notice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	3	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	5	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	6	Volume	Volume	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	7	54	54	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	9	Number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	10	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	11	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	12	We	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	13	use	use	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	15	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	16	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	17	5-space	5-space	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	18	spanned	span	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	19	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	21	vectors	vector	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	22	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	23	1,−	1,−	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	24	cos(π/5	cos(π/5	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	25	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	26	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	27	cos(2π/5	cos(2π/5	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	28	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	29	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	30	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	31	cos(3π/5	cos(3π/5	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	32	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	34	cos(4π/5	cos(4π/5	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	35	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	36	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	37	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	38	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	39	0,−	0,−	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	40	sin(π/5	sin(π/5	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	41	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	42	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	43	sin(2π/5	sin(2π/5	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	44	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	45	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	46	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	47	sin(3π/5	sin(3π/5	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	48	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	49	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	50	sin(4π/5	sin(4π/5	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	51	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	52	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	53	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	54	web2	web2	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	55	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	56	;	;	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	57	equivalently	equivalently	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	58	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	59	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	60	terms	term	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	61	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	62	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	63	golden	golden	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	64	mean	mean	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	65	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	66	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	67	may	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	68	scale	scale	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	69	those	those	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	70	vectors	vector	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	71	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	72	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	73	2,−ϕ,ϕ	2,−ϕ,ϕ	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	74	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	75	1,ϕ	1,ϕ	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	76	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	77	1,−ϕ	1,−ϕ	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	78	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	79	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	80	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	81	0,−1,ϕ,−ϕ	0,−1,ϕ,−ϕ	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	82	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	83	1	1	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	84	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	73	85	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	1	A	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	2	straightforward	straightforward	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	3	linear	linear	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	4	algebra	algebra	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	5	computation	computation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	6	shows	show	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	7	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	9	10	10	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	10	different	different	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	11	unit	unit	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	12	squares	square	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	13	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	15	5-dimensional	5-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	16	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	17	project	project	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	18	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	20	10	10	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	21	possible	possible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	22	orientations	orientation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	23	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	24	5	5	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	25	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	26	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	27	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	28	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	29	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	30	rhombs	rhomb	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	31	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	32	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	33	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	34	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	35	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	74	36	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	1	De	De	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	2	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	3	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	4	construction	construction	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	7	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	8	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	9	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	10	intellectually	intellectually	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	11	satisfying	satisfying	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	75	12	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	1	Instead	instead	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	2	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	4	arbitrary-	arbitrary-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	5	sounding	sound	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	6	matching	matching	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	7	rules	rule	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	9	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	10	add	add	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	11	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	12	tile	tile	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	13	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	14	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	15	time	time	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	17	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	19	stepwise	stepwise	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	20	generation	generation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	22	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	23	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	24	finite	finite	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	25	portions	portion	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	26	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	27	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	28	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	29	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	30	dissection	dissection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	31	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	32	inflation	inflation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	34	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	35	have	have	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	36	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	37	single	single	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	39	intelligible	intelligible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	40	definition	definition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	41	tiling	tile	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	42	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	43	entire	entire	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	44	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	76	45	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	1	Furthermore	furthermore	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	3	magical	magical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	4	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	5	seeming	seeming	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	6	recur-	recur-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	7	rence	rence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	8	properties	property	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	11	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	12	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	13	anchored	anchor	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	14	back	back	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	15	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	17	well	well	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	18	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	19	understood	understand	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	20	behavior	behavior	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	22	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	23	fractional	fractional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	24	part	part	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	25	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	26	consecutive	consecutive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	27	integral	integral	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	28	multiples	multiple	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	29	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	30	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	31	irrational	irrational	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	32	number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	34	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	35	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	36	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	37	studied	study	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	38	since	since	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	39	Kronecker	Kronecker	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	77	40	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	1	As	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	2	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	3	additional	additional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	4	bonus	bonus	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	7	construction	construction	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	8	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	9	yields	yield	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	10	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	11	new	new	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	12	insight	insight	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	13	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	15	psychological	psychological	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	16	phenomenon	phenomenon	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	17	noted	note	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	18	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	19	Martin	Martin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	20	Kemp	Kemp	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	21	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	22	Kem	Kem	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	23	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	24	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	25	describing	describe	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	26	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	27	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	28	rhombic	rhombic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	29	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	30	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	31	affects	affect	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	32	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	33	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	34	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	35	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	36	We	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	37	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	39	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	40	instance	instance	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	41	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	42	play	play	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	43	Necker	Necker	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	44	cube	cube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	45	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	46	type	type	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	47	games	game	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	48	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	49	apparent	apparent	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	50	octagons	octagon	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	51	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	52	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	53	facet	facet	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	54	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	55	surface	surface	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	56	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	57	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	58	kind	kind	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	59	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	60	cubist	cubist	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	61	medley	medley	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	62	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	63	receding	recede	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	64	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	65	advancing	advance	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	66	planes	plane	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	67	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	68	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	69	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	70	surface	surface	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	71	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	72	5-space	5-space	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	73	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	74	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	75	projects	project	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	76	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	77	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	78	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	79	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	80	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	81	made	make	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	82	up	up	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	83	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	84	square	square	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	85	facets	facet	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	86	lined	line	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	87	up	up	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	88	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	89	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	90	coordinate	coordinate	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	91	planes	plane	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	78	92	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	1	Three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	2	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	3	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	4	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	5	facets	facet	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	6	determine	determine	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	7	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	8	cube	cube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	10	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	11	projects	project	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	12	correctly	correctly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	13	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	14	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	15	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	16	cubes	cube	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	17	live	live	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	18	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	19	5	5	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	20	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	22	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	23	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	24	fit	fit	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	25	together	together	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	26	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	27	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	28	manner	manner	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	29	inconceivable	inconceivable	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	30	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	31	3-space	3-space	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	79	32	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	1	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	2	puts	put	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	4	impact	impact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	6	de	de	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	7	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	8	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	9	discover-	discover-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	10	ies	ie	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	11	eloquently	eloquently	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	12	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	13	inaccurately	inaccurately	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	14	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	15	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	16	Once	once	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	17	one	one	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	18	accepts	accept	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	20	counterintuitive	counterintuitive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	21	notion	notion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	22	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	23	quasicrystals	quasicrystal	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	24	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	25	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	26	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	27	regular	regular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	28	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	29	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	30	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	31	cubic	cubic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	32	lattices	lattice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	33	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	34	higher	high	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	35	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	36	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	37	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	39	all	all	PDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	40	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	41	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	42	counter-	counter-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	43	intuitive	intuitive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	44	properties	property	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	45	soon	soon	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	46	become	become	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	47	clear	clear	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	48	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	49	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	50	wave	wave	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	51	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	52	lucid	lucid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	53	understanding	understanding	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	54	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	55	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	56	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	57	inaccuracy	inaccuracy	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	58	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	59	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	60	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	61	fundamental	fundamental	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	62	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	63	stems	stem	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	64	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	65	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	66	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	67	failure	failure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	68	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	69	recognize	recognize	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	70	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	71	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	72	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	73	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	74	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	75	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	76	sec-	sec-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	77	tions	tion	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	78	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	79	cubic	cubic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	80	lattices	lattice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	80	81	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	1	At	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	3	end	end	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	4	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	6	chapter	chapter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	8	language	language	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	9	becomes	become	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	10	even	even	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	11	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	12	vivid	vivid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	14	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	15	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	16	thesis	thesis	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	17	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	18	still	still	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	19	fundamentally	fundamentally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	20	wrong	wrong	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	21	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	22	headed	head	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	23	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	24	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	25	Quasicrystals	quasicrystal	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	26	show	show	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	27	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	28	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	29	objects	object	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	30	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	31	systems	system	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	32	described	describe	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	33	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	34	pro-	pro-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	35	jective	jective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	36	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	37	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	38	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	39	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	40	made	make	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	41	Euclidean	Euclidean	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	42	without	without	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	43	introducing	introduce	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	44	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	45	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	46	mystical	mystical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	47	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	48	anthropomor-	anthropomor-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	49	phic	phic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	50	properties	property	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	51	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	52	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	53	system	system	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	81	54	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	1	Making	make	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	2	what	what	WP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	4	generated	generate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	5	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	6	accurately	accurately	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	7	modeled	model	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	8	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	9	projective	projective	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	10	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	11	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	12	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	13	traditional	traditional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	14	Euclidean	euclidean	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	15	static	static	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	16	model	model	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	17	takes	take	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	18	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	19	away	away	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	20	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	21	science	science	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	22	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	23	moves	move	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	24	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	25	towards	towards	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	26	fetishism	fetishism	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	28	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	29	There	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	30	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	31	smaller	small	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	32	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	33	scale	scale	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	34	problems	problem	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	35	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	36	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	37	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	38	Rob-	Rob-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	39	bin	bin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	40	’s	’s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	41	portrayal	portrayal	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	42	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	43	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	44	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	45	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	46	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	47	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	48	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	49	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	50	construction	construction	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	82	51	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	2	main	main	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	3	ideas	idea	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	4	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	5	there	there	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	7	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	8	correct	correct	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	9	references	reference	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	11	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	12	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	13	naïve	naïve	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	14	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	15	attentive	attentive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	16	reader	reader	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	17	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	18	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	19	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	20	bewildered	bewilder	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	21	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	22	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	23	presentation	presentation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	83	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	1	We	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	2	read	read	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	3	things	thing	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	4	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	5	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	6	obviously	obviously	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	7	just	just	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	8	plain	plain	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	9	wrong	wrong	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	10	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	11	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	12	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	13	mechanics	mechanic	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	14	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	15	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	16	loom	loom	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	17	enforce	enforce	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	18	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	19	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	20	repeat	repeat	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	21	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	22	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	24	things	thing	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	25	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	26	turn	turn	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	27	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	28	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	29	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	30	wrong	wrong	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	31	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	32	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	33	Originally	originally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	34	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	35	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	36	Amman	Amman	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	37	bars	bar	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	38	were	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	39	equidistant	equidistant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	40	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	41	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	42	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	43	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	44	things	thing	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	45	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	46	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	47	misleading	mislead	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	48	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	49	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	50	It	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	51	was	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	52	long	long	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	53	thought	think	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	54	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	55	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	56	impossible	impossible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	57	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	58	have	have	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	59	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	60	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	61	made	make	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	62	up	up	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	63	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	64	pentagons	pentagon	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	65	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	66	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	67	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	68	unnecessar-	unnecessar-	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	69	ily	ily	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	70	obscure	obscure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	71	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	72	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	73	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	74	dual	dual	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	75	net	net	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	76	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	77	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	78	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	79	device	device	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	80	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	81	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	82	often	often	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	83	used	use	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	84	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	85	analyze	analyze	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	86	pattern”—no	pattern”—no	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	87	further	further	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	88	description	description	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	89	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	84	90	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	2	figures	figure	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	3	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	4	add	add	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	5	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	7	confusion	confusion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	85	8	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	1	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	2	6.7	6.7	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	3	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	4	mislabelled	mislabelle	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	6	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	7	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	8	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	9	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	10	6.8	6.8	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	11	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	12	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	13	3	3	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	86	14	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	87	1	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	87	2	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	87	3	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	87	4	6.8	6.8	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	87	5	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	1	April	April	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	2	2007	2007	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	3	Notices	Notices	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	4	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	6	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	7	507	507	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	8	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	9	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	88	10	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	1	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	2	Necker	Necker	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	3	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	4	cube	cube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	5	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	7	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	8	imposes	impose	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	9	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	10	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	11	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	12	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	13	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	14	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	15	interpretations	interpretation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	16	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	17	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	18	figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	19	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	20	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	21	cube	cube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	23	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	24	oscillates	oscillate	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	25	between	between	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	26	them	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	89	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	90	1	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	90	2	5	5	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	90	3	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	1	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	2	’s	’s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	3	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	4	41	41	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	6	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	7	cavalière	cavalière	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	8	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	9	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	10	16	16	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	11	fundamental	fundamental	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	12	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	91	13	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	2	caption	caption	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	3	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	4	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	5	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	6	de	de	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	7	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	8	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	9	method	method	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	10	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	11	applied	apply	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	12	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	13	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	14	grid	grid	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	16	hypercubes	hypercube	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	17	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	18	produce	produce	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	19	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	20	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	21	tiling	tiling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	92	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	1	Only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	2	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	3	hypercube	hypercube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	5	shown	show	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	6	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	7	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	8	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	9	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	10	does	do	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	11	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	12	mention	mention	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	14	slicing	slice	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	15	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	17	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	19	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	20	projec-	projec-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	21	tion	tion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	22	method	method	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	23	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	24	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	25	represented	represent	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	26	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	27	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	28	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	29	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	30	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	31	hypercube	hypercube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	32	floating	float	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	33	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	34	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	35	upper	upper	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	36	left	left	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	37	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	38	hand	hand	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	39	corner	corner	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	40	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	41	along	along	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	42	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	43	vertical	vertical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	44	lines	line	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	45	attached	attach	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	46	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	47	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	48	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	49	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	50	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	51	Penrose	Penrose	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	52	tiling	tile	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	53	drawn	draw	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	54	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	55	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	56	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	57	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	58	cen-	cen-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	59	ter	ter	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	93	60	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	1	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	2	do	do	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	3	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	4	believe	believe	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	5	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	6	figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	7	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	8	meant	mean	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	9	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	10	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	11	judged	judge	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	12	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	13	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	14	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	16	art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	17	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	18	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	19	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	20	know	know	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	21	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	22	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	23	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	24	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	25	diagram	diagram	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	26	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	27	while	while	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	28	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	29	contains	contain	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	30	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	31	suggestive	suggestive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	32	truth	truth	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	34	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	35	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	36	too	too	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	37	impressionistic	impressionistic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	38	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	39	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	40	useful	useful	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	94	41	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	1	Conclusion	Conclusion	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	2	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	3	sum	sum	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	5	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	6	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	7	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	8	attractive	attractive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	9	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	10	very	very	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	11	disappointing	disappointing	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	12	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	95	13	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	2	topic	topic	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	3	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	4	great	great	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	5	potential	potential	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	7	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	8	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	9	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	10	earlier	early	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	11	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	12	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	13	Rob	Rob	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	14	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	16	both	both	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	17	entertaining	entertaining	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	18	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	19	enlight-	enlight-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	20	ening	ene	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	22	promised	promise	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	23	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	24	idiosyncratic	idiosyncratic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	26	artist’s	artist’s	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	27	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	28	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	29	look	look	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	30	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	31	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	32	perhaps	perhaps	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	33	new	new	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	34	insights	insight	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	36	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	37	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	38	fascinating	fascinating	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	39	phe-	phe-	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	40	nomena	nomena	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	96	41	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	1	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	2	fact	fact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	3	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	4	am	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	5	grateful	grateful	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	6	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	7	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	8	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	9	introduc-	introduc-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	10	ing	ing	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	11	me	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	12	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	13	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	14	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	15	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	16	work	work	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	17	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	18	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	19	bringing	bring	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	20	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	21	my	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	22	attention	attention	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	23	Esprit	Esprit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	24	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	26	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	27	charming	charm	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	28	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	29	representative	representative	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	30	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	31	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	32	Belle	Belle	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	33	Époque	Époque	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	97	34	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	2	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	3	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	5	seriously	seriously	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	6	marred	mar	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	7	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	9	inadequacy	inadequacy	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	10	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	11	inaccura-	inaccura-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	12	cy	cy	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	13	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	14	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	15	mathematical	mathematical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	16	component	component	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	17	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	19	author	author	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	20	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	21	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	22	allowed	allow	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	23	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	24	venture	venture	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	26	alone	alone	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	28	too	too	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	29	far	far	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	30	above	above	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	31	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	32	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	33	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	34	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	35	expertise	expertise	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	98	36	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	1	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	2	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	3	acknowledgments	acknowledgment	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	4	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	5	singles	single	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	6	out	out	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	7	several	several	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	8	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	9	readers	reader	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	10	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	12	manuscript	manuscript	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	13	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	14	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	15	several	several	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	16	Yale	Yale	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	17	University	University	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	18	Press	Press	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	19	staffers	staffer	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	99	20	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	1	He	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	2	alone	alone	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	3	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	4	course	course	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	5	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	6	responsible	responsible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	7	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	9	text	text	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	10	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	11	illustrations	illustration	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	13	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	14	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	15	am	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	16	sure	sure	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	17	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	18	some	some	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	19	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	20	those	those	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	21	individuals	individual	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	22	wish	wish	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	23	now	now	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	24	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	25	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	26	had	have	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	27	done	do	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	28	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	29	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	30	give	give	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	31	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	32	beautiful	beautiful	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	33	idea	idea	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	34	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	35	more	more	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	36	accurate	accurate	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	37	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	38	intelligible	intelligible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	39	realization	realization	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	100	40	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	1	Appendix	Appendix	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	2	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	3	Section	section	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	5	Projection	Projection	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	7	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	8	Per-	Per-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	9	spective	spective	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	10	Cavalière	Cavalière	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	11	Section	Section	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	12	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	13	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	14	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	15	mathematically	mathematically	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	16	du-	du-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	17	al	al	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	18	operations	operation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	101	19	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	1	Any	any	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	2	finite	finite	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	3	n	n	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	4	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	5	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	6	object	object	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	7	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	8	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	9	completely	completely	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	10	reconstructed	reconstruct	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	11	either	either	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	12	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	13	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	14	1-dimensional	1-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	15	set	set	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	16	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	17	parallel	parallel	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	18	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	19	n	n	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	20	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	21	1)-dimensional	1)-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	22	slices	slice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	23	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	24	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	25	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	26	1-dimensional	1-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	27	set	set	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	28	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	29	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	30	n	n	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	31	−	−	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	32	1)-	1)-	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	33	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	34	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	36	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	37	stacking	stack	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	38	in	in	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	39	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	40	case	case	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	41	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	42	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	43	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	44	tomographic	tomographic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	45	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	46	style	style	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	47	calculation	calculation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	48	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	49	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	50	oth-	oth-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	51	er	er	UH
work_ilaebg6jyzg6nkbnfyyb4aaspa	102	52	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	2	total	total	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	3	information	information	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	6	same	same	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	8	although	although	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	9	packaged	package	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	10	quite	quite	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	11	differently	differently	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	103	12	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	1	When	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	2	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	3	comes	come	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	4	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	5	geo-	geo-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	6	metric	metric	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	7	objects	object	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	9	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	10	regular	regular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	11	polyhedra	polyhedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	14	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	15	innate	innate	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	16	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	17	trained	train	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	18	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	19	ability	ability	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	20	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	22	human	human	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	23	eye	eye	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	24	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	25	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	26	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	27	re-	re-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	28	solve	solve	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	29	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	30	problems	problem	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	31	almost	almost	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	32	automatically	automatically	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	34	means	mean	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	35	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	36	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	37	2-dimensional	2-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	38	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	39	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	40	often	often	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	41	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	42	counted	count	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	43	on	on	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	44	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	45	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	46	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	47	read	read	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	48	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	49	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	50	give	give	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	51	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	52	mental	mental	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	53	image	image	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	54	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	55	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	56	3-dimensional	3-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	57	antecedent	antecedent	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	104	58	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	2	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	3	Necker	Necker	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	4	cube	cube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	5	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	6	phenomenon	phenomenon	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	7	referred	refer	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	8	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	9	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	10	Kemp	Kemp	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	11	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	12	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	13	familiar	familiar	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	14	example	example	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	16	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	17	human	human	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	18	propensity	propensity	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	105	19	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	1	But	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	2	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	3	fact	fact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	4	neither	neither	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	7	natural	natural	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	8	interpretations	interpretation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	9	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	10	even	even	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	11	plausible	plausible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	12	unless	unless	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	13	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	14	assume	assume	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	15	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	16	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	17	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	18	look-	look-	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	19	ing	e	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	20	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	22	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	23	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	24	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	25	connected	connected	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	26	polyhedron	polyhedron	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	106	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	2	configuration	configuration	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	3	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	4	see	see	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	5	might	may	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	6	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	7	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	8	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	11	con-	con-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	12	stellations	stellation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	13	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	15	night	night	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	16	sky	sky	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	17	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	18	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	19	mind	mind	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	20	joining	join	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	21	several	several	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	22	completely	completely	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	23	unrelated	unrelated	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	24	objects	object	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	107	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	1	Projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	2	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	3	more	more	JJR
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	4	general	general	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	5	objects	object	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	6	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	7	usually	usually	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	8	less	less	RBR
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	9	informative	informative	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	108	10	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	1	Knot	Knot	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	2	theorists	theorist	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	3	work	work	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	4	comfort-	comfort-	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	5	ably	ably	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	6	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	7	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	8	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	9	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	10	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	11	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	12	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	13	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	14	three-	three-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	15	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	16	knots	knot	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	18	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	19	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	20	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	21	have	have	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	22	been	be	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	23	enhanced	enhance	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	24	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	25	clues	clue	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	26	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	27	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	28	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	29	intersection	intersection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	30	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	31	508	508	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	32	Notices	notice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	33	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	34	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	35	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	36	Volume	Volume	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	37	54	54	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	39	Number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	40	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	41	graphical	graphical	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	42	convention	convention	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	43	gives	give	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	44	information	information	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	45	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	46	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	47	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	48	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	49	third	third	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	50	dimension	dimension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	51	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	52	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	53	telling	telling	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	54	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	55	strand	strand	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	56	goes	go	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	57	over	over	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	58	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	59	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	60	goes	go	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	61	under	under	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	109	62	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	1	To	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	2	explore	explore	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	4	limitations	limitation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	6	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	7	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	8	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	9	means	means	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	10	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	11	studying	study	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	12	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	13	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	14	dimensional	dimensional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	15	polyhedra	polyhedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	17	let	let	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	18	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	19	look	look	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	20	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	21	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	22	image	image	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	23	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	24	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	26	reproduced	reproduce	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	27	both	both	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	28	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	29	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	30	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	31	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	32	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	33	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	34	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	35	’s	’s	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	36	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	37	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	38	5	5	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	39	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	110	40	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	1	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	2	’s	’s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	3	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	4	41	41	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	5	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	6	part	part	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	7	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	8	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	9	effort	effort	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	10	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	11	ex-	ex-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	12	plain	plain	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	14	structure	structure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	17	polytope	polytope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	18	C24	C24	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	20	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	21	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	22	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	23	3-dimensional	3-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	24	object	object	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	26	without	without	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	27	boundary	boundary	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	28	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	29	as	as	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	30	such	such	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	31	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	32	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	33	only	only	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	34	exist	exist	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	35	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	36	4-dimensional	4-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	37	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	38	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	39	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	40	made	make	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	41	up	up	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	42	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	43	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	44	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	111	45	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	1	This	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	2	polytope	polytope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	3	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	4	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	5	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	7	96	96	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	8	edges	edge	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	10	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	11	96	96	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	12	triangular	triangular	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	13	faces	face	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	112	14	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	1	It	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	4	most	most	RBS
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	5	interesting	interesting	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	8	3-dimensional	3-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	9	regular	regular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	10	polytopes	polytope	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	11	because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	12	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	13	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	14	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	15	only	only	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	16	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	17	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	19	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	20	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	21	has	have	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	22	no	no	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	23	analogue	analogue	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	24	among	among	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	25	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	26	familiar	familiar	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	27	2-dimensional	2-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	28	poly-	poly-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	29	hedra	hedra	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	30	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	31	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	32	fact	fact	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	33	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	34	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	35	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	36	symmetries	symmetry	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	37	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	38	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	39	Weyl	Weyl	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	40	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	41	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	42	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	43	exceptional	exceptional	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	44	Lie	Lie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	45	group	group	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	46	F4	F4	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	47	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	48	Cox	Cox	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	49	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	50	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	113	51	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	1	Jouffret	jouffret	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	2	works	work	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	3	rigorously	rigorously	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	5	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	7	style	style	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	8	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	9	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	10	descriptive	descriptive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	11	geometry	geometry	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	12	épures	épure	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	13	required	require	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	14	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	15	every	every	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	16	French	french	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	17	candidate	candidate	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	18	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	20	École	École	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	21	Polytechnique	Polytechnique	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	22	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	23	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	24	École	École	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	25	Normale	Normale	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	26	Supérieure	Supérieure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	27	between	between	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	28	1858	1858	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	29	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	30	1960	1960	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	31	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	32	Asa	Asa	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	33	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	34	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	35	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	36	constructs	construct	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	37	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	38	C24	C24	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	39	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	40	edge	edge	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	41	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	42	length	length	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	43	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	44	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	45	4-dimensional	4-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	46	space	space	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	47	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	48	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	49	polytope	polytope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	50	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	51	ver-	ver-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	52	tices	tice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	53	at	at	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	54	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	55	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	56	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	57	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	58	±α,±α	±α,±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	59	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	60	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	61	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	62	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	63	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	64	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	65	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	66	±α	±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	67	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	68	0,±α	0,±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	69	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	70	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	71	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	72	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	73	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	74	±α	±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	75	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	76	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	77	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	78	0,±α	0,±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	79	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	80	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	81	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	82	0,±α,±α	0,±α,±α	UH
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	83	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	84	0	0	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	85	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	86	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	87	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	88	0,±α	0,±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	89	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	90	0,±α	0,±α	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	91	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	92	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	93	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	94	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	95	0	0	NFP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	96	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	97	0,±α,±α	0,±α,±α	UH
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	98	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	99	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	100	where	where	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	101	α	α	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	102	=	=	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	103	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	104	√	√	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	105	3	3	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	106	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	114	107	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	1	Since	since	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	2	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	3	ver-	ver-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	4	tex	tex	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	5	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	6	connected	connect	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	7	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	8	eight	eight	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	9	others	other	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	11	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	12	you	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	13	put	put	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	14	in	in	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	15	all	all	PDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	17	edges	edge	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	18	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	19	project	project	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	20	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	21	polytope	polytope	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	22	onto	onto	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	23	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	24	page	page	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	25	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	26	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	27	book	book	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	28	you	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	29	get	get	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	30	something	something	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	31	like	like	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	32	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	33	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	34	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	35	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	36	pictures	picture	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	37	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	38	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	39	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	115	40	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	1	Which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	2	one	one	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	3	you	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	4	get	get	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	5	depends	depend	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	6	on	on	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	8	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	9	you	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	10	choose	choose	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	11	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	12	4-space	4-space	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	13	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	14	2-space	2-space	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	116	15	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	1	These	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	2	pictures	picture	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	3	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	4	attractive	attractive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	6	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	7	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	8	do	do	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	9	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	10	convey	convey	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	11	much	much	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	12	informa-	informa-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	13	tion	tion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	14	about	about	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	15	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	16	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	17	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	18	fit	fit	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	19	together	together	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	20	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	21	form	form	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	22	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	23	object	object	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	24	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	25	no	no	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	26	boundary	boundary	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	117	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	1	Putting	put	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	2	in	in	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	3	any	any	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	4	indication	indication	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	5	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	6	where	where	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	8	96	96	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	9	2-dimensional	2-dimensional	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	10	faces	face	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	11	fit	fit	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	12	in	in	RP
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	13	would	would	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	14	certainly	certainly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	15	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	16	improve	improve	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	17	legibility	legibility	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	118	18	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	1	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	2	credits	credit	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	3	Schoute	Schoute	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	4	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	6	idea	idea	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	7	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	8	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	9	perspective	perspective	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	10	cavalière	cavalière	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	11	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	12	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	13	cavalier	cavalier	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	14	bending	bending	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	16	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	17	rules	rule	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	18	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	20	interest	interest	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	22	intel-	intel-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	23	ligibility	ligibility	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	119	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	1	In	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	2	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	3	case	case	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	4	there	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	5	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	6	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	7	violations	violation	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	120	8	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	1	First	first	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	3	sixteen	sixteen	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	4	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	6	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	7	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	8	selected	select	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	9	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	10	represent	represent	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	12	surface	surface	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	121	13	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	2	sixteen	sixteen	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	3	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	4	geometrically	geometrically	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	5	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	6	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	7	before	before	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	122	8	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	1	That	that	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	2	projected	project	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	3	image	image	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	4	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	5	dissected	dissect	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	6	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	7	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	8	pieces	piece	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	10	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	11	common	common	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	12	edges	edge	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	13	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	14	faces	face	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	15	drawn	draw	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	16	twice	twice	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	18	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	19	common	common	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	20	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	21	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	22	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	23	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	24	times	time	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	123	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	2	shading	shading	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	3	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	4	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	6	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	7	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	8	notes	note	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	10	gives	give	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	11	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	12	im-	im-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	13	age	age	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	14	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	15	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	16	shimmering	shimmering	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	17	quality	quality	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	18	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	19	iridescence	iridescence	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	20	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	22	marks	mark	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	23	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	24	faces	face	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	25	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	26	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	27	duplicated	duplicate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	124	28	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	1	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	2	Note	note	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	3	here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	4	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	5	small	small	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	6	errors	error	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	7	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	8	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	9	face	face	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	10	<	<	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	11	9	9	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	13	18	18	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	15	21	21	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	16	>	>	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	17	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	18	quadrant	quadrant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	19	h8	h8	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	20	should	should	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	21	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	22	shifted	shift	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	23	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	24	become	become	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	25	<	<	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	26	10	10	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	28	18	18	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	29	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	30	21	21	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	31	>	>	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	32	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	33	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	34	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	35	face	face	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	36	<	<	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	37	17	17	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	38	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	39	13	13	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	40	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	41	14	14	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	42	>	>	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	43	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	44	quadrant	quadrant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	45	h6	h6	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	46	should	should	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	47	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	48	moved	move	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	49	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	50	<	<	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	51	17	17	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	52	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	53	22	22	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	54	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	55	14	14	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	56	>	>	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	57	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	125	58	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	1	Before	before	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	2	trying	try	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	3	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	4	understand	understand	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	5	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	6	these	these	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	7	pieces	piece	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	8	all	all	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	9	fit	fit	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	10	together	together	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	11	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	12	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	13	then	then	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	14	where	where	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	15	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	16	missing	missing	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	17	eight	eight	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	18	octahedra	octahedra	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	19	should	should	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	20	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	21	inserted	insert	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	23	we	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	24	should	should	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	25	note	note	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	26	how	how	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	27	far	far	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	28	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	29	picture	picture	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	30	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	31	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	32	even	even	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	33	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	34	restricted	restrict	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	35	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	36	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	37	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	38	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	39	quadrants	quadrant	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	40	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	41	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	42	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	43	straightforward	straightforward	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	44	projection	projection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	126	45	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	1	When	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	2	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	3	lines	line	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	4	meet	meet	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	5	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	6	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	7	figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	9	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	10	heavy	heavy	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	11	dot	dot	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	12	tells	tell	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	13	us	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	14	whether	whether	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	15	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	16	intersection	intersection	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	17	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	18	essential	essential	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	19	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	20	they	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	21	actually	actually	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	22	meet	meet	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	23	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	24	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	25	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	26	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	27	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	28	contingent	contingent	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	29	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	30	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	31	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	32	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	33	points	point	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	34	happen	happen	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	35	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	36	project	project	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	37	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	38	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	39	same	same	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	40	place	place	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	41	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	127	42	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	2	lines	line	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	3	themselves	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	4	come	come	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	5	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	6	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	7	differ-	differ-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	8	ent	ent	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	9	values	value	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	10	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	11	full	full	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	12	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	13	dotted	dotted	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	15	according	accord	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	16	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	17	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	18	somewhat	somewhat	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	19	arbitrary	arbitrary	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	20	convention	convention	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	22	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	23	’s	’s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	24	regarding	regard	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	25	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	26	lines	line	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	27	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	28	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	29	seen	see	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	30	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	31	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	32	which	which	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	33	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	34	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	35	hidden	hide	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	36	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	128	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	1	Finally	finally	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	3	even	even	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	4	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	5	all	all	PDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	6	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	7	extra	extra	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	8	information	information	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	10	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	11	despite	despite	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	12	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	13	accuracy	accuracy	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	14	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	15	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	16	épure	épure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	19	picture	picture	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	20	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	21	hard	hard	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	22	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	23	read	read	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	129	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	1	There	there	EX
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	3	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	4	clue	clue	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	5	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	6	modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	7	readers	reader	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	8	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	9	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	10	rectangular	rectangular	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	11	parallelipipeds	parallelipiped	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	12	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	13	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	14	quadrant	quadrant	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	15	become	become	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	16	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	17	torus	torus	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	18	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	20	quadrants	quadrant	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	21	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	22	slid	slide	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	23	back	back	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	24	together	together	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	130	25	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	2	inside	inside	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	3	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	5	outside	outside	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	7	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	8	torus	torus	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	9	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	10	partitioned	partition	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	11	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	12	24	24	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	13	half	half	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	14	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	15	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	16	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	17	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	18	coning	cone	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	19	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	20	boundary	boundary	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	21	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	22	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	23	inside	inside	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	24	parallelipiped	parallelipipe	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	25	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	26	an	an	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	27	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	28	interior	interior	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	29	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	30	vertex	vertex	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	31	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	32	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	33	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	34	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	36	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	37	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	38	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	39	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	40	or	or	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	41	8)	8)	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	42	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	43	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	44	coning	cone	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	45	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	46	boundary	boundary	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	47	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	48	each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	49	outside	outside	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	50	block	block	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	51	from	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	52	its	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	53	appropriate	appropriate	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	54	middle	middle	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	55	vertex	vertex	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	56	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	57	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	58	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	59	17	17	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	60	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	61	19	19	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	62	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	63	21	21	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	64	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	65	23	23	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	66	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	131	67	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	1	Each	each	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	2	solid	solid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	3	torus	torus	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	4	contains	contain	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	5	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	6	necklace	necklace	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	7	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	8	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	9	complete	complete	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	10	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	132	11	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	2	remaining	remain	VBG
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	3	seize	seize	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	4	octaèdres	octaèdre	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	5	fonda-	fonda-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	6	mentaux	mentaux	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	7	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	8	formed	form	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	9	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	11	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	12	solid	solid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	13	tori	tori	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	14	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	15	glued	glue	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	16	along	along	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	17	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	18	boundaries	boundary	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	19	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	20	give	give	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	21	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	22	topological	topological	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	23	3-sphere	3-sphere	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	133	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	1	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	2	write	write	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	3	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	4	modern	modern	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	5	readers	reader	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	6	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	7	because	because	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	8	I	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	9	do	do	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	10	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	11	believe	believe	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	12	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	13	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	14	1903	1903	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	15	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	16	decomposition	decomposition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	17	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	18	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	19	3-sphere	3-sphere	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	21	even	even	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	22	though	though	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	23	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	24	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	25	almost	almost	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	26	unavoidable	unavoidable	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	27	when	when	WRB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	28	S3	S3	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	29	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	30	written	write	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	31	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	32	{	{	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	33	|z1|2	|z1|2	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	34	+	+	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	35	|z2|2	|z2|2	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	36	=	=	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	37	1	1	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	38	}	}	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	39	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	40	complex	complex	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	41	coordinates	coordinate	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	42	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	43	was	be	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	44	anywhere	anywhere	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	45	nearly	nearly	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	46	as	as	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	47	well	well	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	48	known	know	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	49	as	as	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	50	it	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	51	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	52	today	today	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	134	53	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	1	Jouffret	jouffret	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	2	remarks	remark	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	3	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	5	16	16	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	6	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	7	that	that	WDT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	8	span	span	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	9	our	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	10	torus	torus	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	11	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	12	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	13	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	14	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	15	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	16	hypercube	hypercube	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	17	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	18	octaé-	octaé-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	19	droïde	droïde	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	20	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	21	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	22	but	but	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	23	he	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	24	does	do	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	25	not	not	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	26	use	use	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	27	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	28	information	information	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	29	to	to	TO
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	30	clarify	clarify	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	31	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	32	combinatorial	combinatorial	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	33	structure	structure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	34	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	35	C24	C24	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	135	36	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	1	He	-PRON-	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	2	also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	3	remarks	remark	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	4	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	6	other	other	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	7	8	8	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	8	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	9	define	define	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	10	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	11	16-cell	16-cell	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	12	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	13	hexadécadroïde	hexadécadroïde	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	14	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	15	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	16	side	side	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	17	a	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	18	√	√	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	19	2	2	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	21	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	22	that	that	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	23	this	this	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	24	parti-	parti-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	25	tion	tion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	26	into	into	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	27	16	16	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	28	+	+	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	29	8	8	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	30	can	can	MD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	31	be	be	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	32	done	do	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	33	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	34	three	three	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	35	symmetric	symmetric	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	36	ways	way	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	136	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	1	References	reference	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	2	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	3	Asa	Asa	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	4	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	5	Boris	Boris	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	6	Asancheyev	Asancheyev	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	8	Épures	Épures	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	9	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	10	géométrie	géométrie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	11	de-	de-	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	12	scriptive	scriptive	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	14	Concours	Concours	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	15	d’entrée	d’entrée	VB
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	16	à	à	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	17	l’Ecole	l’Ecole	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	18	Normale	Normale	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	19	Supérieure	Supérieure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	21	Hermann	Hermann	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	23	Paris	Paris	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	24	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	25	2002	2002	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	26	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	27	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	28	Cohn	Cohn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	29	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	30	Henry	Henry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	31	Cohn	Cohn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	32	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	33	Abhinav	Abhinav	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	34	Kumar	Kumar	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	36	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	37	dens-	dens-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	38	est	e	JJS
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	39	lattice	lattice	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	40	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	41	twenty	twenty	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	42	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	43	four	four	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	44	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	45	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	46	Electronic	Electronic	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	47	Research	Research	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	48	Announcements	Announcements	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	49	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	50	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	51	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	52	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	53	10	10	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	54	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	55	2004	2004	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	56	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	57	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	58	58–67	58–67	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	59	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	60	arXiv	arXiv	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	61	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	62	math	math	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	63	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	64	MG/0408174	mg/0408174	ADD
work_ilaebg6jyzg6nkbnfyyb4aaspa	137	65	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	2	Cox	Cox	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	4	H.	H.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	5	S.	S.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	6	M.	M.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	7	Coxeter	Coxeter	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	9	Regular	Regular	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	10	Polytopes	Polytopes	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	11	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	12	second	second	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	13	edition	edition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	15	McMillan	McMillan	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	17	New	New	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	18	York	York	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	19	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	20	1963	1963	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	138	21	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	2	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	3	B	B	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	4	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	5	Nikolaas	Nikolaas	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	6	G.	G.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	7	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	8	Bruijn	Bruijn	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	9	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	10	Algebraic	Algebraic	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	11	theory	theory	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	12	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	13	Pen-	Pen-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	14	rose	rise	VBD
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	15	’s	’	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	16	non	non	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	17	-	-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	18	periodic	periodic	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	19	tilings	tiling	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	20	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	22	plane	plane	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	23	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	24	i	i	PRP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	26	ii	ii	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	28	Nederl	Nederl	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	139	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	140	1	Akad	Akad	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	140	2	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	141	1	Wetensch	Wetensch	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	141	2	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	142	1	Proc	Proc	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	142	2	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	143	1	Ser	Ser	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	143	2	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	1	A	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	3	84	84	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	5	38–52	38–52	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	7	53–66	53–66	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	9	1981	1981	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	144	10	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	2	Hen	hen	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	4	Linda	Linda	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	5	Dalrymple	Dalrymple	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	6	Henderson	Henderson	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	8	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	9	Fourth	Fourth	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	10	Di-	Di-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	11	mension	mension	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	12	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	13	Non	non	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	14	-	-	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	15	Euclidean	euclidean	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	16	Geometry	Geometry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	17	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	18	Modern	Modern	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	19	Art	Art	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	21	Princeton	Princeton	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	23	1983	1983	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	145	24	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	2	Jouf	Jouf	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	4	Esprit	Esprit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	5	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	7	Traité	Traité	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	8	élémentaire	élémentaire	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	9	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	10	géométrie	géométrie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	11	à	à	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	12	quatre	quatre	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	13	dimensions	dimension	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	15	Hermann	Hermann	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	17	Paris	Paris	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	19	1903	1903	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	146	20	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	2	Kem	Kem	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	4	Martin	Martin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	5	Kemp	Kemp	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	7	A	a	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	8	trick	trick	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	11	tiles	tile	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	13	Nature	nature	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	14	436	436	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	15	(	(	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	16	2005	2005	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	17	)	)	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	19	332–332	332–332	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	147	20	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	1	April	April	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	2	2007	2007	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	3	Notices	Notices	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	4	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	5	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	6	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	7	509	509	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	8	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	9	6	6	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	148	10	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	1	From	from	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	2	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	3	’s	’s	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	4	Figure	Figure	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	5	36	36	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	7	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	8	projections	projection	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	9	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	10	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	11	24-cell	24-cell	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	149	12	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	150	1	Figure	figure	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	150	2	7	7	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	150	3	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	2	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	3	solid	solid	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	4	tori	tori	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	5	implicit	implicit	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	6	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	7	Jouffret	Jouffret	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	8	’s	’s	POS
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	9	diagram	diagram	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	11	with	with	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	12	their	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	13	interior	interior	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	14	vertices	vertex	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	151	15	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	1	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	2	extra	extra	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	3	edges	edge	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	4	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	5	two	two	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	6	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	7	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	8	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	9	necklace	necklace	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	10	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	11	octahedra	octahedron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	12	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	13	shown	show	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	14	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	15	green	green	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	16	;	;	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	17	those	those	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	18	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	19	one	one	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	20	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	21	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	22	seize	seize	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	23	octaèdres	octaèdre	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	24	fondamentaux	fondamentaux	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	25	are	be	VBP
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	26	shown	show	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	27	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	28	orange	orange	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	152	29	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	2	Metz	Metz	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	4	Jean	Jean	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	5	Metzinger	Metzinger	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	7	Notes	Notes	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	8	sur	sur	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	9	la	la	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	10	peinture	peinture	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	11	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	12	Pan	Pan	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	14	Oct.-Nov	Oct.-Nov	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	15	.	.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	16	1910	1910	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	17	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	18	translated	translate	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	19	and	and	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	20	partially	partially	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	21	reprint-	reprint-	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	22	ed	ed	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	23	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	24	Edward	Edward	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	25	Fry	Fry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	26	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	27	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	28	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	29	McGraw	McGraw	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	30	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	31	Hill	Hill	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	32	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	33	New	New	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	34	York	York	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	35	1966	1966	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	153	36	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	1	Quoted	quote	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	2	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	3	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	4	Hen	hen	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	5	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	6	page	page	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	7	64	64	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	154	8	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	1	Here	here	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	2	is	be	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	3	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	4	whole	whole	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	5	paragraph	paragraph	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	6	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	7	“	"	``
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	8	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	9	ne	ne	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	10	nie	nie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	11	pas	pas	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	12	l’objet	l’objet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	14	il	il	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	15	l’illumine	l’illumine	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	16	avec	avec	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	17	son	son	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	18	intelligence	intelligence	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	19	et	et	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	20	son	son	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	21	sentiment	sentiment	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	155	22	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	1	Aux	Aux	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	2	perceptions	perception	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	3	visuelles	visuelle	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	5	il	il	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	6	joint	joint	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	7	les	les	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	8	percep-	percep-	XX
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	9	tions	tion	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	10	tactiles	tactile	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	156	11	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	1	Il	il	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	2	éprouve	éprouve	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	3	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	4	comprend	comprend	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	5	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	6	organise	organise	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	7	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	8	le	le	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	9	tableau	tableau	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	10	ne	ne	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	11	sera	sera	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	12	transposition	transposition	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	13	ni	ni	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	14	schema	schema	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	16	nous	nous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	17	y	y	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	18	contemplerons	contempleron	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	19	l’équivalent	l’équivalent	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	20	sensible	sensible	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	21	et	et	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	22	vivant	vivant	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	23	d’une	d’une	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	24	idée	idée	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	25	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	26	l’image	l’image	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	27	totale	totale	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	157	28	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	1	Thèse	Thèse	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	2	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	3	antithèse	antithèse	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	4	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	5	syn-	syn-	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	6	thèse	thèse	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	8	la	la	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	9	vieille	vieille	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	10	formule	formule	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	11	subit	subit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	12	une	une	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	13	énergique	énergique	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	14	interversion	interversion	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	15	dans	dan	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	16	la	la	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	17	substance	substance	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	18	des	des	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	19	deux	deux	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	20	pre-	pre-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	21	miers	mier	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	22	termes	term	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	23	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	24	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	25	s’avoue	s’avoue	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	26	réaliste	réaliste	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	158	27	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	1	Cézanne	Cézanne	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	2	nous	nous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	3	montra	montra	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	4	les	les	FW
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	5	formes	formes	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	6	vivre	vivre	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	7	dans	dan	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	8	la	la	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	9	réalité	réalité	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	10	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	11	la	la	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	12	lumière	lumière	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	13	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	14	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	15	nous	nous	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	16	apporte	apporte	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	17	un	un	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	18	compte-	compte-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	19	rendu	rendu	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	20	matériel	matériel	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	21	de	de	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	22	leur	leur	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	23	vie	vie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	24	réelle	réelle	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	25	dans	dans	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	26	l’esprit	l’esprit	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	27	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	28	il	il	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	29	fonde	fonde	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	30	une	une	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	31	perspective	perspective	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	32	libre	libre	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	33	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	34	mobile	mobile	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	36	telle	telle	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	37	que	que	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	38	le	le	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	39	sagace	sagace	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	40	mathématicien	mathématicien	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	41	Maurice	Maurice	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	42	Princet	Princet	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	43	en	en	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	44	déduit	déduit	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	45	toute	toute	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	46	une	une	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	47	géométrie	géométrie	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	48	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	49	”	"	''
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	50	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	51	Pic	Pic	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	52	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	53	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	54	speaks	speak	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	55	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	56	The	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	57	Arts	Arts	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	58	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	59	New	New	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	60	York	York	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	61	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	62	May	May	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	63	1923	1923	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	159	64	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	1	Reproduced	reproduce	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	2	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	3	Alfred	Alfred	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	4	H.	H.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	5	Barr	Barr	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	6	Jr.	Jr.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	7	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	8	Picasso	Picasso	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	9	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	10	Fifty	Fifty	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	11	Years	Years	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	12	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	13	his	-PRON-	PRP$
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	14	Art	Art	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	15	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	16	Museum	Museum	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	17	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	18	Modern	Modern	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	19	Art	Art	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	20	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	21	New	New	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	22	York	York	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	23	1946	1946	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	24	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	25	reprint	reprint	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	26	edition	edition	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	27	published	publish	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	28	for	for	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	29	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	30	mu-	mu-	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	31	seum	seum	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	32	by	by	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	33	Arno	Arno	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	34	Press	Press	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	35	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	36	1966	1966	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	160	37	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	1	Also	also	RB
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	2	reprinted	reprint	VBN
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	3	in	in	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	4	Edward	Edward	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	5	Fry	Fry	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	7	Cubism	Cubism	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	9	McGraw	McGraw	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	10	-	-	HYPH
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	11	Hill	Hill	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	12	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	13	New	New	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	14	York	York	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	15	1966	1966	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	161	16	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	2	Rob	Rob	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	4	Tony	Tony	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	5	Robbin	Robbin	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	7	Fourfield	Fourfield	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	8	:	:	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	9	Computers	computer	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	11	Art	art	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	12	&	&	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	13	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	14	4th	4th	JJ
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	15	Dimension	Dimension	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	16	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	17	Little	Little	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	18	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	19	Brown	Brown	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	20	&	&	CC
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	21	Co.	Co.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	22	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	23	Boston	Boston	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	24	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	25	1992	1992	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	162	26	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	2	web	web	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	4	http://www.math.okstate.edu/mathdept/	http://www.math.okstate.edu/mathdept/	ADD
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	5	dynamics	dynamic	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	6	/	/	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	7	lecnotes	lecnotes	NNPS
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	8	/	/	SYM
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	9	node29.html	node29.html	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	10	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	11	David	David	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	12	J.	J.	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	13	Wright	Wright	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	14	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	15	Oklahoma	Oklahoma	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	16	State	State	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	17	University	University	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	163	18	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	1	[	[	-LRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	2	web2	web2	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	3	]	]	-RRB-
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	4	http://gregegan.customer.netspace.net.au/	http://gregegan.customer.netspace.net.au/	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	5	APPLETS/12/12.html	applets/12/12.html	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	6	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	7	Greg	Greg	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	8	Egan	Egan	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	9	—	—	:
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	10	refers	refer	VBZ
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	11	to	to	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	12	Quasitiler	Quasitiler	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	13	documentation	documentation	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	164	14	.	.	.
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	1	510	510	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	2	Notices	notice	NNS
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	3	of	of	IN
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	4	the	the	DT
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	5	AMS	AMS	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	6	Volume	Volume	NNP
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	7	54	54	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	8	,	,	,
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	9	Number	number	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	10	4	4	CD
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	11	http://www.math.okstate.edu/mathdept/dynamics/lecnotes/node29.html	http://www.math.okstate.edu/mathdept/dynamics/lecnotes/node29.html	NN
work_ilaebg6jyzg6nkbnfyyb4aaspa	165	12	http://www.math.okstate.edu/mathdept/dynamics/lecnotes/node29.html	http://www.math.okstate.edu/mathdept/dynamics/lecnotes/node29.html	''
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work_ilaebg6jyzg6nkbnfyyb4aaspa	165	14	http://gregegan.customer.netspace.net.au/APPLETS/12/12.html	http://gregegan.customer.netspace.net.au/APPLETS/12/12.html	NNP