id	sid	tid	token	lemma	pos
A44017	1	1	Three	three	CD
A44017	1	2	papers	paper	NNS
A44017	1	3	presented	present	VBN
A44017	1	4	to	to	IN
A44017	1	5	the	the	DT
A44017	1	6	Royal	Royal	NNP
A44017	1	7	Society	Society	NNP
A44017	1	8	against	against	IN
A44017	1	9	Dr.	Dr.	NNP
A44017	1	10	Wallis	Wallis	NNP
A44017	1	11	together	together	RB
A44017	1	12	with	with	IN
A44017	1	13	considerations	consideration	NNS
A44017	1	14	on	on	IN
A44017	1	15	Dr.	Dr.	NNP
A44017	1	16	Wallis	Wallis	NNP
A44017	1	17	his	-PRON-	PRP$
A44017	1	18	Answer	answer	NN
A44017	1	19	to	to	IN
A44017	1	20	them	-PRON-	PRP
A44017	1	21	/	/	SYM
A44017	1	22	by	by	IN
A44017	1	23	Tho	tho	NN
A44017	1	24	.	.	.
A44017	2	1	Hobbes	hobbe	NNS
A44017	2	2	.	.	.
A44017	3	1	Hobbes	Hobbes	NNP
A44017	3	2	,	,	,
A44017	3	3	Thomas	Thomas	NNP
A44017	3	4	,	,	,
A44017	3	5	1588	1588	CD
A44017	3	6	-	-	SYM
A44017	3	7	1679	1679	CD
A44017	3	8	.	.	.
A44017	4	1	1671	1671	CD
A44017	4	2	Approx	Approx	NNP
A44017	4	3	.	.	.
A44017	5	1	18	18	CD
A44017	5	2	KB	kb	NN
A44017	5	3	of	of	IN
A44017	5	4	XML	xml	NN
A44017	5	5	-	-	HYPH
A44017	5	6	encoded	encode	VBN
A44017	5	7	text	text	NN
A44017	5	8	transcribed	transcribed	NNP
A44017	5	9	from	from	IN
A44017	5	10	7	7	CD
A44017	5	11	1-bit	1-bit	CD
A44017	5	12	group	group	NN
A44017	5	13	-	-	HYPH
A44017	5	14	IV	IV	NNP
A44017	5	15	TIFF	TIFF	NNP
A44017	5	16	page	page	NN
A44017	5	17	images	image	NNS
A44017	5	18	.	.	.
A44017	6	1	Text	Text	NNP
A44017	6	2	Creation	Creation	NNP
A44017	6	3	Partnership	Partnership	NNP
A44017	6	4	,	,	,
A44017	6	5	Ann	Ann	NNP
A44017	6	6	Arbor	Arbor	NNP
A44017	6	7	,	,	,
A44017	6	8	MI	MI	NNP
A44017	6	9	;	;	:
A44017	6	10	Oxford	Oxford	NNP
A44017	6	11	(	(	-LRB-
A44017	6	12	UK	UK	NNP
A44017	6	13	)	)	-RRB-
A44017	6	14	:	:	:
A44017	6	15	2004	2004	CD
A44017	6	16	-	-	SYM
A44017	6	17	08	08	CD
A44017	6	18	(	(	-LRB-
A44017	6	19	EEBO	eebo	NN
A44017	6	20	-	-	HYPH
A44017	6	21	TCP	TCP	NNP
A44017	6	22	Phase	Phase	NNP
A44017	6	23	1	1	CD
A44017	6	24	)	)	-RRB-
A44017	6	25	.	.	.
A44017	7	1	A44017	A44017	NNP
A44017	7	2	Wing	Wing	NNP
A44017	7	3	H2263	H2263	NNP
A44017	7	4	ESTC	ESTC	NNP
A44017	7	5	R25546	R25546	NNP
A44017	7	6	09012078	09012078	CD
A44017	7	7	ocm	ocm	NNP
A44017	7	8	09012078	09012078	CD
A44017	7	9	42220	42220	CD
A44017	7	10	This	this	DT
A44017	7	11	keyboarded	keyboarded	JJ
A44017	7	12	and	and	CC
A44017	7	13	encoded	encode	VBD
A44017	7	14	edition	edition	NN
A44017	7	15	of	of	IN
A44017	7	16	the	the	DT
A44017	7	17	work	work	NN
A44017	7	18	described	describe	VBN
A44017	7	19	above	above	RB
A44017	7	20	is	be	VBZ
A44017	7	21	co	co	VBN
A44017	7	22	-	-	VBN
A44017	7	23	owned	own	VBN
A44017	7	24	by	by	IN
A44017	7	25	the	the	DT
A44017	7	26	institutions	institution	NNS
A44017	7	27	providing	provide	VBG
A44017	7	28	financial	financial	JJ
A44017	7	29	support	support	NN
A44017	7	30	to	to	IN
A44017	7	31	the	the	DT
A44017	7	32	Early	early	JJ
A44017	7	33	English	English	NNP
A44017	7	34	Books	Books	NNPS
A44017	7	35	Online	Online	NNP
A44017	7	36	Text	Text	NNP
A44017	7	37	Creation	Creation	NNP
A44017	7	38	Partnership	Partnership	NNP
A44017	7	39	.	.	.
A44017	8	1	This	this	DT
A44017	8	2	Phase	Phase	NNP
A44017	8	3	I	-PRON-	PRP
A44017	8	4	text	text	NN
A44017	8	5	is	be	VBZ
A44017	8	6	available	available	JJ
A44017	8	7	for	for	IN
A44017	8	8	reuse	reuse	NN
A44017	8	9	,	,	,
A44017	8	10	according	accord	VBG
A44017	8	11	to	to	IN
A44017	8	12	the	the	DT
A44017	8	13	terms	term	NNS
A44017	8	14	of	of	IN
A44017	8	15	Creative	Creative	NNP
A44017	8	16	Commons	Commons	NNPS
A44017	8	17	0	0	CD
A44017	8	18	1.0	1.0	CD
A44017	8	19	Universal	Universal	NNP
A44017	8	20	.	.	.
A44017	9	1	The	the	DT
A44017	9	2	text	text	NN
A44017	9	3	can	can	MD
A44017	9	4	be	be	VB
A44017	9	5	copied	copy	VBN
A44017	9	6	,	,	,
A44017	9	7	modified	modify	VBN
A44017	9	8	,	,	,
A44017	9	9	distributed	distribute	VBN
A44017	9	10	and	and	CC
A44017	9	11	performed	perform	VBN
A44017	9	12	,	,	,
A44017	9	13	even	even	RB
A44017	9	14	for	for	IN
A44017	9	15	commercial	commercial	JJ
A44017	9	16	purposes	purpose	NNS
A44017	9	17	,	,	,
A44017	9	18	all	all	DT
A44017	9	19	without	without	IN
A44017	9	20	asking	ask	VBG
A44017	9	21	permission	permission	NN
A44017	9	22	.	.	.
A44017	10	1	Early	early	JJ
A44017	10	2	English	english	JJ
A44017	10	3	books	book	NNS
A44017	10	4	online	online	RB
A44017	10	5	.	.	.
A44017	11	1	(	(	-LRB-
A44017	11	2	EEBO	eebo	NN
A44017	11	3	-	-	HYPH
A44017	11	4	TCP	TCP	NNP
A44017	11	5	;	;	:
A44017	11	6	phase	phase	NN
A44017	11	7	1	1	CD
A44017	11	8	,	,	,
A44017	11	9	no	no	UH
A44017	11	10	.	.	.
A44017	12	1	A44017	A44017	NNP
A44017	12	2	)	)	-RRB-
A44017	12	3	Transcribed	Transcribed	NNP
A44017	12	4	from	from	IN
A44017	12	5	:	:	:
A44017	12	6	(	(	-LRB-
A44017	12	7	Early	early	JJ
A44017	12	8	English	english	JJ
A44017	12	9	Books	book	NNS
A44017	12	10	Online	online	RB
A44017	12	11	;	;	,
A44017	12	12	image	image	NN
A44017	12	13	set	set	VBD
A44017	12	14	42220	42220	CD
A44017	12	15	)	)	-RRB-
A44017	12	16	Images	image	NNS
A44017	12	17	scanned	scan	VBN
A44017	12	18	from	from	IN
A44017	12	19	microfilm	microfilm	NN
A44017	12	20	:	:	:
A44017	12	21	(	(	-LRB-
A44017	12	22	Early	early	JJ
A44017	12	23	English	english	JJ
A44017	12	24	books	book	NNS
A44017	12	25	,	,	,
A44017	12	26	1641	1641	CD
A44017	12	27	-	-	SYM
A44017	12	28	1700	1700	CD
A44017	12	29	;	;	:
A44017	12	30	1287:5	1287:5	LS
A44017	12	31	)	)	-RRB-
A44017	12	32	Three	three	CD
A44017	12	33	papers	paper	NNS
A44017	12	34	presented	present	VBN
A44017	12	35	to	to	IN
A44017	12	36	the	the	DT
A44017	12	37	Royal	Royal	NNP
A44017	12	38	Society	Society	NNP
A44017	12	39	against	against	IN
A44017	12	40	Dr.	Dr.	NNP
A44017	12	41	Wallis	Wallis	NNP
A44017	12	42	together	together	RB
A44017	12	43	with	with	IN
A44017	12	44	considerations	consideration	NNS
A44017	12	45	on	on	IN
A44017	12	46	Dr.	Dr.	NNP
A44017	12	47	Wallis	Wallis	NNP
A44017	12	48	his	-PRON-	PRP$
A44017	12	49	Answer	answer	NN
A44017	12	50	to	to	IN
A44017	12	51	them	-PRON-	PRP
A44017	12	52	/	/	SYM
A44017	12	53	by	by	IN
A44017	12	54	Tho	tho	NN
A44017	12	55	.	.	.
A44017	13	1	Hobbes	hobbe	NNS
A44017	13	2	.	.	.
A44017	14	1	Hobbes	Hobbes	NNP
A44017	14	2	,	,	,
A44017	14	3	Thomas	Thomas	NNP
A44017	14	4	,	,	,
A44017	14	5	1588	1588	CD
A44017	14	6	-	-	SYM
A44017	14	7	1679	1679	CD
A44017	14	8	.	.	.
A44017	15	1	Wallis	Wallis	NNP
A44017	15	2	,	,	,
A44017	15	3	John	John	NNP
A44017	15	4	,	,	,
A44017	15	5	1616	1616	CD
A44017	15	6	-	-	SYM
A44017	15	7	1703	1703	CD
A44017	15	8	.	.	.
A44017	16	1	[	[	-LRB-
A44017	16	2	3	3	CD
A44017	16	3	]	]	-RRB-
A44017	16	4	,	,	,
A44017	16	5	3	3	CD
A44017	16	6	,	,	,
A44017	16	7	[	[	-LRB-
A44017	16	8	1	1	CD
A44017	16	9	]	]	-RRB-
A44017	16	10	,	,	,
A44017	16	11	4	4	CD
A44017	16	12	p.	p.	NN
A44017	16	13	Printed	Printed	NNP
A44017	16	14	for	for	IN
A44017	16	15	the	the	DT
A44017	16	16	author	author	NN
A44017	16	17	,	,	,
A44017	16	18	London	London	NNP
A44017	16	19	:	:	:
A44017	16	20	1671	1671	CD
A44017	16	21	.	.	.
A44017	17	1	"	"	``
A44017	17	2	To	to	IN
A44017	17	3	the	the	DT
A44017	17	4	Right	right	UH
A44017	17	5	Honorable	honorable	JJ
A44017	17	6	and	and	CC
A44017	17	7	others	other	NNS
A44017	17	8	,	,	,
A44017	17	9	the	the	DT
A44017	17	10	learned	learn	VBN
A44017	17	11	members	member	NNS
A44017	17	12	of	of	IN
A44017	17	13	the	the	DT
A44017	17	14	Royal	Royal	NNP
A44017	17	15	Society	Society	NNP
A44017	17	16	for	for	IN
A44017	17	17	the	the	DT
A44017	17	18	Advancement	Advancement	NNP
A44017	17	19	of	of	IN
A44017	17	20	the	the	DT
A44017	17	21	Sciences	Sciences	NNPS
A44017	17	22	"	"	''
A44017	17	23	on	on	IN
A44017	17	24	leaf	leaf	NN
A44017	17	25	preceding	precede	VBG
A44017	17	26	t.p	t.p	NNP
A44017	17	27	.	.	.
A44017	18	1	Reproduction	reproduction	NN
A44017	18	2	of	of	IN
A44017	18	3	original	original	NN
A44017	18	4	in	in	IN
A44017	18	5	the	the	DT
A44017	18	6	Bodleian	Bodleian	NNP
A44017	18	7	Library	Library	NNP
A44017	18	8	.	.	.
A44017	19	1	To	to	IN
A44017	19	2	the	the	DT
A44017	19	3	Right	Right	NNP
A44017	19	4	Honourable	honourable	JJ
A44017	19	5	and	and	CC
A44017	19	6	others	other	NNS
A44017	19	7	,	,	,
A44017	19	8	the	the	DT
A44017	19	9	learned	learn	VBN
A44017	19	10	members	member	NNS
A44017	19	11	of	of	IN
A44017	19	12	the	the	DT
A44017	19	13	Royal	Royal	NNP
A44017	19	14	Society	Society	NNP
A44017	19	15	for	for	IN
A44017	19	16	the	the	DT
A44017	19	17	Advancement	Advancement	NNP
A44017	19	18	of	of	IN
A44017	19	19	the	the	DT
A44017	19	20	Sciences	Sciences	NNPS
A44017	19	21	--	--	:
A44017	19	22	Considerations	consideration	NNS
A44017	19	23	upon	upon	IN
A44017	19	24	the	the	DT
A44017	19	25	Answer	Answer	NNP
A44017	19	26	of	of	IN
A44017	19	27	Dr.	Dr.	NNP
A44017	19	28	Wallis	Wallis	NNP
A44017	19	29	to	to	IN
A44017	19	30	the	the	DT
A44017	19	31	Three	three	CD
A44017	19	32	papers	paper	NNS
A44017	19	33	of	of	IN
A44017	19	34	Mr.	Mr.	NNP
A44017	19	35	Hobbes	Hobbes	NNP
A44017	19	36	.	.	.
A44017	20	1	Created	create	VBN
A44017	20	2	by	by	IN
A44017	20	3	converting	convert	VBG
A44017	20	4	TCP	TCP	NNP
A44017	20	5	files	file	NNS
A44017	20	6	to	to	IN
A44017	20	7	TEI	TEI	NNP
A44017	20	8	P5	P5	NNP
A44017	20	9	using	use	VBG
A44017	20	10	tcp2tei.xsl	tcp2tei.xsl	NN
A44017	20	11	,	,	,
A44017	20	12	TEI	TEI	NNP
A44017	20	13	@	@	CC
A44017	20	14	Oxford	Oxford	NNP
A44017	20	15	.	.	.
A44017	21	1	Re	Re	NNS
A44017	21	2	-	-	VBN
A44017	21	3	processed	process	VBN
A44017	21	4	by	by	IN
A44017	21	5	University	University	NNP
A44017	21	6	of	of	IN
A44017	21	7	Nebraska	Nebraska	NNP
A44017	21	8	-	-	HYPH
A44017	21	9	Lincoln	Lincoln	NNP
A44017	21	10	and	and	CC
A44017	21	11	Northwestern	Northwestern	NNP
A44017	21	12	,	,	,
A44017	21	13	with	with	IN
A44017	21	14	changes	change	NNS
A44017	21	15	to	to	TO
A44017	21	16	facilitate	facilitate	VB
A44017	21	17	morpho	morpho	NN
A44017	21	18	-	-	HYPH
A44017	21	19	syntactic	syntactic	JJ
A44017	21	20	tagging	tagging	NN
A44017	21	21	.	.	.
A44017	22	1	Gap	Gap	NNP
A44017	22	2	elements	element	NNS
A44017	22	3	of	of	IN
A44017	22	4	known	know	VBN
A44017	22	5	extent	extent	NN
A44017	22	6	have	have	VBP
A44017	22	7	been	be	VBN
A44017	22	8	transformed	transform	VBN
A44017	22	9	into	into	IN
A44017	22	10	placeholder	placeholder	NN
A44017	22	11	characters	character	NNS
A44017	22	12	or	or	CC
A44017	22	13	elements	element	NNS
A44017	22	14	to	to	TO
A44017	22	15	simplify	simplify	VB
A44017	22	16	the	the	DT
A44017	22	17	filling	filling	NN
A44017	22	18	in	in	RP
A44017	22	19	of	of	IN
A44017	22	20	gaps	gap	NNS
A44017	22	21	by	by	IN
A44017	22	22	user	user	NN
A44017	22	23	contributors	contributor	NNS
A44017	22	24	.	.	.
A44017	23	1	EEBO	EEBO	NNP
A44017	23	2	-	-	HYPH
A44017	23	3	TCP	TCP	NNP
A44017	23	4	is	be	VBZ
A44017	23	5	a	a	DT
A44017	23	6	partnership	partnership	NN
A44017	23	7	between	between	IN
A44017	23	8	the	the	DT
A44017	23	9	Universities	Universities	NNPS
A44017	23	10	of	of	IN
A44017	23	11	Michigan	Michigan	NNP
A44017	23	12	and	and	CC
A44017	23	13	Oxford	Oxford	NNP
A44017	23	14	and	and	CC
A44017	23	15	the	the	DT
A44017	23	16	publisher	publisher	NN
A44017	23	17	ProQuest	ProQuest	NNP
A44017	23	18	to	to	TO
A44017	23	19	create	create	VB
A44017	23	20	accurately	accurately	RB
A44017	23	21	transcribed	transcribe	VBN
A44017	23	22	and	and	CC
A44017	23	23	encoded	encode	VBN
A44017	23	24	texts	text	NNS
A44017	23	25	based	base	VBN
A44017	23	26	on	on	IN
A44017	23	27	the	the	DT
A44017	23	28	image	image	NN
A44017	23	29	sets	set	NNS
A44017	23	30	published	publish	VBN
A44017	23	31	by	by	IN
A44017	23	32	ProQuest	ProQuest	NNP
A44017	23	33	via	via	IN
A44017	23	34	their	-PRON-	PRP$
A44017	23	35	Early	early	JJ
A44017	23	36	English	english	JJ
A44017	23	37	Books	book	NNS
A44017	23	38	Online	Online	NNP
A44017	23	39	(	(	-LRB-
A44017	23	40	EEBO	EEBO	NNP
A44017	23	41	)	)	-RRB-
A44017	23	42	database	database	NN
A44017	23	43	(	(	-LRB-
A44017	23	44	http://eebo.chadwyck.com	http://eebo.chadwyck.com	ADD
A44017	23	45	)	)	-RRB-
A44017	23	46	.	.	.
A44017	24	1	The	the	DT
A44017	24	2	general	general	JJ
A44017	24	3	aim	aim	NN
A44017	24	4	of	of	IN
A44017	24	5	EEBO	eebo	NN
A44017	24	6	-	-	HYPH
A44017	24	7	TCP	TCP	NNP
A44017	24	8	is	be	VBZ
A44017	24	9	to	to	TO
A44017	24	10	encode	encode	VB
A44017	24	11	one	one	CD
A44017	24	12	copy	copy	NN
A44017	24	13	(	(	-LRB-
A44017	24	14	usually	usually	RB
A44017	24	15	the	the	DT
A44017	24	16	first	first	JJ
A44017	24	17	edition	edition	NN
A44017	24	18	)	)	-RRB-
A44017	24	19	of	of	IN
A44017	24	20	every	every	DT
A44017	24	21	monographic	monographic	JJ
A44017	24	22	English	English	NNP
A44017	24	23	-	-	HYPH
A44017	24	24	language	language	NN
A44017	24	25	title	title	NN
A44017	24	26	published	publish	VBN
A44017	24	27	between	between	IN
A44017	24	28	1473	1473	CD
A44017	24	29	and	and	CC
A44017	24	30	1700	1700	CD
A44017	24	31	available	available	JJ
A44017	24	32	in	in	IN
A44017	24	33	EEBO	EEBO	NNP
A44017	24	34	.	.	.
A44017	25	1	EEBO	EEBO	NNP
A44017	25	2	-	-	HYPH
A44017	25	3	TCP	TCP	NNP
A44017	25	4	aimed	aim	VBN
A44017	25	5	to	to	TO
A44017	25	6	produce	produce	VB
A44017	25	7	large	large	JJ
A44017	25	8	quantities	quantity	NNS
A44017	25	9	of	of	IN
A44017	25	10	textual	textual	JJ
A44017	25	11	data	datum	NNS
A44017	25	12	within	within	IN
A44017	25	13	the	the	DT
A44017	25	14	usual	usual	JJ
A44017	25	15	project	project	NN
A44017	25	16	restraints	restraint	NNS
A44017	25	17	of	of	IN
A44017	25	18	time	time	NN
A44017	25	19	and	and	CC
A44017	25	20	funding	funding	NN
A44017	25	21	,	,	,
A44017	25	22	and	and	CC
A44017	25	23	therefore	therefore	RB
A44017	25	24	chose	choose	VBD
A44017	25	25	to	to	TO
A44017	25	26	create	create	VB
A44017	25	27	diplomatic	diplomatic	JJ
A44017	25	28	transcriptions	transcription	NNS
A44017	25	29	(	(	-LRB-
A44017	25	30	as	as	IN
A44017	25	31	opposed	oppose	VBN
A44017	25	32	to	to	IN
A44017	25	33	critical	critical	JJ
A44017	25	34	editions	edition	NNS
A44017	25	35	)	)	-RRB-
A44017	25	36	with	with	IN
A44017	25	37	light	light	JJ
A44017	25	38	-	-	HYPH
A44017	25	39	touch	touch	NN
A44017	25	40	,	,	,
A44017	25	41	mainly	mainly	RB
A44017	25	42	structural	structural	JJ
A44017	25	43	encoding	encoding	NN
A44017	25	44	based	base	VBN
A44017	25	45	on	on	IN
A44017	25	46	the	the	DT
A44017	25	47	Text	Text	NNP
A44017	25	48	Encoding	Encoding	NNP
A44017	25	49	Initiative	Initiative	NNP
A44017	25	50	(	(	-LRB-
A44017	25	51	http://www.tei-c.org	http://www.tei-c.org	NFP
A44017	25	52	)	)	-RRB-
A44017	25	53	.	.	.
A44017	26	1	The	the	DT
A44017	26	2	EEBO	EEBO	NNP
A44017	26	3	-	-	HYPH
A44017	26	4	TCP	TCP	NNP
A44017	26	5	project	project	NN
A44017	26	6	was	be	VBD
A44017	26	7	divided	divide	VBN
A44017	26	8	into	into	IN
A44017	26	9	two	two	CD
A44017	26	10	phases	phase	NNS
A44017	26	11	.	.	.
A44017	27	1	The	the	DT
A44017	27	2	25,363	25,363	CD
A44017	27	3	texts	text	NNS
A44017	27	4	created	create	VBN
A44017	27	5	during	during	IN
A44017	27	6	Phase	Phase	NNP
A44017	27	7	1	1	CD
A44017	27	8	of	of	IN
A44017	27	9	the	the	DT
A44017	27	10	project	project	NN
A44017	27	11	have	have	VBP
A44017	27	12	been	be	VBN
A44017	27	13	released	release	VBN
A44017	27	14	into	into	IN
A44017	27	15	the	the	DT
A44017	27	16	public	public	JJ
A44017	27	17	domain	domain	NN
A44017	27	18	as	as	IN
A44017	27	19	of	of	IN
A44017	27	20	1	1	CD
A44017	27	21	January	January	NNP
A44017	27	22	2015	2015	CD
A44017	27	23	.	.	.
A44017	28	1	Anyone	anyone	NN
A44017	28	2	can	can	MD
A44017	28	3	now	now	RB
A44017	28	4	take	take	VB
A44017	28	5	and	and	CC
A44017	28	6	use	use	VB
A44017	28	7	these	these	DT
A44017	28	8	texts	text	NNS
A44017	28	9	for	for	IN
A44017	28	10	their	-PRON-	PRP$
A44017	28	11	own	own	JJ
A44017	28	12	purposes	purpose	NNS
A44017	28	13	,	,	,
A44017	28	14	but	but	CC
A44017	28	15	we	-PRON-	PRP
A44017	28	16	respectfully	respectfully	RB
A44017	28	17	request	request	VBP
A44017	28	18	that	that	DT
A44017	28	19	due	due	JJ
A44017	28	20	credit	credit	NN
A44017	28	21	and	and	CC
A44017	28	22	attribution	attribution	NN
A44017	28	23	is	be	VBZ
A44017	28	24	given	give	VBN
A44017	28	25	to	to	IN
A44017	28	26	their	-PRON-	PRP$
A44017	28	27	original	original	JJ
A44017	28	28	source	source	NN
A44017	28	29	.	.	.
A44017	29	1	Users	user	NNS
A44017	29	2	should	should	MD
A44017	29	3	be	be	VB
A44017	29	4	aware	aware	JJ
A44017	29	5	of	of	IN
A44017	29	6	the	the	DT
A44017	29	7	process	process	NN
A44017	29	8	of	of	IN
A44017	29	9	creating	create	VBG
A44017	29	10	the	the	DT
A44017	29	11	TCP	TCP	NNP
A44017	29	12	texts	text	NNS
A44017	29	13	,	,	,
A44017	29	14	and	and	CC
A44017	29	15	therefore	therefore	RB
A44017	29	16	of	of	IN
A44017	29	17	any	any	DT
A44017	29	18	assumptions	assumption	NNS
A44017	29	19	that	that	WDT
A44017	29	20	can	can	MD
A44017	29	21	be	be	VB
A44017	29	22	made	make	VBN
A44017	29	23	about	about	IN
A44017	29	24	the	the	DT
A44017	29	25	data	datum	NNS
A44017	29	26	.	.	.
A44017	30	1	Text	text	NN
A44017	30	2	selection	selection	NN
A44017	30	3	was	be	VBD
A44017	30	4	based	base	VBN
A44017	30	5	on	on	IN
A44017	30	6	the	the	DT
A44017	30	7	New	New	NNP
A44017	30	8	Cambridge	Cambridge	NNP
A44017	30	9	Bibliography	Bibliography	NNP
A44017	30	10	of	of	IN
A44017	30	11	English	English	NNP
A44017	30	12	Literature	Literature	NNP
A44017	30	13	(	(	-LRB-
A44017	30	14	NCBEL	NCBEL	NNP
A44017	30	15	)	)	-RRB-
A44017	30	16	.	.	.
A44017	31	1	If	if	IN
A44017	31	2	an	an	DT
A44017	31	3	author	author	NN
A44017	31	4	(	(	-LRB-
A44017	31	5	or	or	CC
A44017	31	6	for	for	IN
A44017	31	7	an	an	DT
A44017	31	8	anonymous	anonymous	JJ
A44017	31	9	work	work	NN
A44017	31	10	,	,	,
A44017	31	11	the	the	DT
A44017	31	12	title	title	NN
A44017	31	13	)	)	-RRB-
A44017	31	14	appears	appear	VBZ
A44017	31	15	in	in	IN
A44017	31	16	NCBEL	NCBEL	NNP
A44017	31	17	,	,	,
A44017	31	18	then	then	RB
A44017	31	19	their	-PRON-	PRP$
A44017	31	20	works	work	NNS
A44017	31	21	are	be	VBP
A44017	31	22	eligible	eligible	JJ
A44017	31	23	for	for	IN
A44017	31	24	inclusion	inclusion	NN
A44017	31	25	.	.	.
A44017	32	1	Selection	selection	NN
A44017	32	2	was	be	VBD
A44017	32	3	intended	intend	VBN
A44017	32	4	to	to	TO
A44017	32	5	range	range	VB
A44017	32	6	over	over	RP
A44017	32	7	a	a	DT
A44017	32	8	wide	wide	JJ
A44017	32	9	variety	variety	NN
A44017	32	10	of	of	IN
A44017	32	11	subject	subject	JJ
A44017	32	12	areas	area	NNS
A44017	32	13	,	,	,
A44017	32	14	to	to	TO
A44017	32	15	reflect	reflect	VB
A44017	32	16	the	the	DT
A44017	32	17	true	true	JJ
A44017	32	18	nature	nature	NN
A44017	32	19	of	of	IN
A44017	32	20	the	the	DT
A44017	32	21	print	print	NN
A44017	32	22	record	record	NN
A44017	32	23	of	of	IN
A44017	32	24	the	the	DT
A44017	32	25	period	period	NN
A44017	32	26	.	.	.
A44017	33	1	In	in	IN
A44017	33	2	general	general	JJ
A44017	33	3	,	,	,
A44017	33	4	first	first	JJ
A44017	33	5	editions	edition	NNS
A44017	33	6	of	of	IN
A44017	33	7	a	a	DT
A44017	33	8	works	work	NNS
A44017	33	9	in	in	IN
A44017	33	10	English	English	NNP
A44017	33	11	were	be	VBD
A44017	33	12	prioritized	prioritize	VBN
A44017	33	13	,	,	,
A44017	33	14	although	although	IN
A44017	33	15	there	there	EX
A44017	33	16	are	be	VBP
A44017	33	17	a	a	DT
A44017	33	18	number	number	NN
A44017	33	19	of	of	IN
A44017	33	20	works	work	NNS
A44017	33	21	in	in	IN
A44017	33	22	other	other	JJ
A44017	33	23	languages	language	NNS
A44017	33	24	,	,	,
A44017	33	25	notably	notably	RB
A44017	33	26	Latin	Latin	NNP
A44017	33	27	and	and	CC
A44017	33	28	Welsh	Welsh	NNP
A44017	33	29	,	,	,
A44017	33	30	included	include	VBD
A44017	33	31	and	and	CC
A44017	33	32	sometimes	sometimes	RB
A44017	33	33	a	a	DT
A44017	33	34	second	second	JJ
A44017	33	35	or	or	CC
A44017	33	36	later	later	JJ
A44017	33	37	edition	edition	NN
A44017	33	38	of	of	IN
A44017	33	39	a	a	DT
A44017	33	40	work	work	NN
A44017	33	41	was	be	VBD
A44017	33	42	chosen	choose	VBN
A44017	33	43	if	if	IN
A44017	33	44	there	there	EX
A44017	33	45	was	be	VBD
A44017	33	46	a	a	DT
A44017	33	47	compelling	compelling	JJ
A44017	33	48	reason	reason	NN
A44017	33	49	to	to	TO
A44017	33	50	do	do	VB
A44017	33	51	so	so	RB
A44017	33	52	.	.	.
A44017	34	1	Image	image	NN
A44017	34	2	sets	set	NNS
A44017	34	3	were	be	VBD
A44017	34	4	sent	send	VBN
A44017	34	5	to	to	IN
A44017	34	6	external	external	JJ
A44017	34	7	keying	keying	NN
A44017	34	8	companies	company	NNS
A44017	34	9	for	for	IN
A44017	34	10	transcription	transcription	NN
A44017	34	11	and	and	CC
A44017	34	12	basic	basic	JJ
A44017	34	13	encoding	encoding	NN
A44017	34	14	.	.	.
A44017	35	1	Quality	quality	JJ
A44017	35	2	assurance	assurance	NN
A44017	35	3	was	be	VBD
A44017	35	4	then	then	RB
A44017	35	5	carried	carry	VBN
A44017	35	6	out	out	RP
A44017	35	7	by	by	IN
A44017	35	8	editorial	editorial	JJ
A44017	35	9	teams	team	NNS
A44017	35	10	in	in	IN
A44017	35	11	Oxford	Oxford	NNP
A44017	35	12	and	and	CC
A44017	35	13	Michigan	Michigan	NNP
A44017	35	14	.	.	.
A44017	36	1	5	5	CD
A44017	36	2	%	%	NN
A44017	36	3	(	(	-LRB-
A44017	36	4	or	or	CC
A44017	36	5	5	5	CD
A44017	36	6	pages	page	NNS
A44017	36	7	,	,	,
A44017	36	8	whichever	whichever	WDT
A44017	36	9	is	be	VBZ
A44017	36	10	the	the	DT
A44017	36	11	greater	great	JJR
A44017	36	12	)	)	-RRB-
A44017	36	13	of	of	IN
A44017	36	14	each	each	DT
A44017	36	15	text	text	NN
A44017	36	16	was	be	VBD
A44017	36	17	proofread	proofread	NN
A44017	36	18	for	for	IN
A44017	36	19	accuracy	accuracy	NN
A44017	36	20	and	and	CC
A44017	36	21	those	those	DT
A44017	36	22	which	which	WDT
A44017	36	23	did	do	VBD
A44017	36	24	not	not	RB
A44017	36	25	meet	meet	VB
A44017	36	26	QA	qa	NN
A44017	36	27	standards	standard	NNS
A44017	36	28	were	be	VBD
A44017	36	29	returned	return	VBN
A44017	36	30	to	to	IN
A44017	36	31	the	the	DT
A44017	36	32	keyers	keyer	NNS
A44017	36	33	to	to	TO
A44017	36	34	be	be	VB
A44017	36	35	redone	redone	NN
A44017	36	36	.	.	.
A44017	37	1	After	after	IN
A44017	37	2	proofreading	proofreading	NN
A44017	37	3	,	,	,
A44017	37	4	the	the	DT
A44017	37	5	encoding	encoding	NN
A44017	37	6	was	be	VBD
A44017	37	7	enhanced	enhance	VBN
A44017	37	8	and/or	and/or	CC
A44017	37	9	corrected	correct	VBD
A44017	37	10	and	and	CC
A44017	37	11	characters	character	NNS
A44017	37	12	marked	mark	VBN
A44017	37	13	as	as	IN
A44017	37	14	illegible	illegible	JJ
A44017	37	15	were	be	VBD
A44017	37	16	corrected	correct	VBN
A44017	37	17	where	where	WRB
A44017	37	18	possible	possible	JJ
A44017	37	19	up	up	IN
A44017	37	20	to	to	IN
A44017	37	21	a	a	DT
A44017	37	22	limit	limit	NN
A44017	37	23	of	of	IN
A44017	37	24	100	100	CD
A44017	37	25	instances	instance	NNS
A44017	37	26	per	per	IN
A44017	37	27	text	text	NN
A44017	37	28	.	.	.
A44017	38	1	Any	any	DT
A44017	38	2	remaining	remain	VBG
A44017	38	3	illegibles	illegible	NNS
A44017	38	4	were	be	VBD
A44017	38	5	encoded	encode	VBN
A44017	38	6	as	as	IN
A44017	38	7	<	<	XX
A44017	38	8	gap	gap	NN
A44017	38	9	>	>	XX
A44017	38	10	s	s	XX
A44017	38	11	.	.	.
A44017	39	1	Understanding	understand	VBG
A44017	39	2	these	these	DT
A44017	39	3	processes	process	NNS
A44017	39	4	should	should	MD
A44017	39	5	make	make	VB
A44017	39	6	clear	clear	JJ
A44017	39	7	that	that	IN
A44017	39	8	,	,	,
A44017	39	9	while	while	IN
A44017	39	10	the	the	DT
A44017	39	11	overall	overall	JJ
A44017	39	12	quality	quality	NN
A44017	39	13	of	of	IN
A44017	39	14	TCP	TCP	NNP
A44017	39	15	data	datum	NNS
A44017	39	16	is	be	VBZ
A44017	39	17	very	very	RB
A44017	39	18	good	good	JJ
A44017	39	19	,	,	,
A44017	39	20	some	some	DT
A44017	39	21	errors	error	NNS
A44017	39	22	will	will	MD
A44017	39	23	remain	remain	VB
A44017	39	24	and	and	CC
A44017	39	25	some	some	DT
A44017	39	26	readable	readable	JJ
A44017	39	27	characters	character	NNS
A44017	39	28	will	will	MD
A44017	39	29	be	be	VB
A44017	39	30	marked	mark	VBN
A44017	39	31	as	as	IN
A44017	39	32	illegible	illegible	JJ
A44017	39	33	.	.	.
A44017	40	1	Users	user	NNS
A44017	40	2	should	should	MD
A44017	40	3	bear	bear	VB
A44017	40	4	in	in	IN
A44017	40	5	mind	mind	NN
A44017	40	6	that	that	IN
A44017	40	7	in	in	IN
A44017	40	8	all	all	DT
A44017	40	9	likelihood	likelihood	NN
A44017	40	10	such	such	JJ
A44017	40	11	instances	instance	NNS
A44017	40	12	will	will	MD
A44017	40	13	never	never	RB
A44017	40	14	have	have	VB
A44017	40	15	been	be	VBN
A44017	40	16	looked	look	VBN
A44017	40	17	at	at	IN
A44017	40	18	by	by	IN
A44017	40	19	a	a	DT
A44017	40	20	TCP	TCP	NNP
A44017	40	21	editor	editor	NN
A44017	40	22	.	.	.
A44017	41	1	The	the	DT
A44017	41	2	texts	text	NNS
A44017	41	3	were	be	VBD
A44017	41	4	encoded	encode	VBN
A44017	41	5	and	and	CC
A44017	41	6	linked	link	VBN
A44017	41	7	to	to	IN
A44017	41	8	page	page	NN
A44017	41	9	images	image	NNS
A44017	41	10	in	in	IN
A44017	41	11	accordance	accordance	NN
A44017	41	12	with	with	IN
A44017	41	13	level	level	NN
A44017	41	14	4	4	CD
A44017	41	15	of	of	IN
A44017	41	16	the	the	DT
A44017	41	17	TEI	TEI	NNP
A44017	41	18	in	in	IN
A44017	41	19	Libraries	Libraries	NNP
A44017	41	20	guidelines	guideline	NNS
A44017	41	21	.	.	.
A44017	42	1	Copies	copy	NNS
A44017	42	2	of	of	IN
A44017	42	3	the	the	DT
A44017	42	4	texts	text	NNS
A44017	42	5	have	have	VBP
A44017	42	6	been	be	VBN
A44017	42	7	issued	issue	VBN
A44017	42	8	variously	variously	RB
A44017	42	9	as	as	IN
A44017	42	10	SGML	SGML	NNP
A44017	42	11	(	(	-LRB-
A44017	42	12	TCP	TCP	NNP
A44017	42	13	schema	schema	NN
A44017	42	14	;	;	:
A44017	42	15	ASCII	ASCII	NNP
A44017	42	16	text	text	NN
A44017	42	17	with	with	IN
A44017	42	18	mnemonic	mnemonic	NNP
A44017	42	19	sdata	sdata	NNP
A44017	42	20	character	character	NNP
A44017	42	21	entities	entity	NNS
A44017	42	22	)	)	-RRB-
A44017	42	23	;	;	:
A44017	42	24	displayable	displayable	JJ
A44017	42	25	XML	xml	NN
A44017	42	26	(	(	-LRB-
A44017	42	27	TCP	TCP	NNP
A44017	42	28	schema	schema	NN
A44017	42	29	;	;	:
A44017	42	30	characters	character	NNS
A44017	42	31	represented	represent	VBD
A44017	42	32	either	either	CC
A44017	42	33	as	as	IN
A44017	42	34	UTF-8	UTF-8	NNP
A44017	42	35	Unicode	Unicode	NNP
A44017	42	36	or	or	CC
A44017	42	37	text	text	NN
A44017	42	38	strings	string	NNS
A44017	42	39	within	within	IN
A44017	42	40	braces	brace	NNS
A44017	42	41	)	)	-RRB-
A44017	42	42	;	;	:
A44017	42	43	or	or	CC
A44017	42	44	lossless	lossless	JJ
A44017	42	45	XML	xml	NN
A44017	42	46	(	(	-LRB-
A44017	42	47	TEI	TEI	NNP
A44017	42	48	P5	P5	NNP
A44017	42	49	,	,	,
A44017	42	50	characters	character	NNS
A44017	42	51	represented	represent	VBD
A44017	42	52	either	either	CC
A44017	42	53	as	as	IN
A44017	42	54	UTF-8	UTF-8	NNP
A44017	42	55	Unicode	Unicode	NNP
A44017	42	56	or	or	CC
A44017	42	57	TEI	TEI	NNP
A44017	42	58	g	g	NN
A44017	42	59	elements	element	NNS
A44017	42	60	)	)	-RRB-
A44017	42	61	.	.	.
A44017	43	1	Keying	keying	NN
A44017	43	2	and	and	CC
A44017	43	3	markup	markup	NN
A44017	43	4	guidelines	guideline	NNS
A44017	43	5	are	be	VBP
A44017	43	6	available	available	JJ
A44017	43	7	at	at	IN
A44017	43	8	the	the	DT
A44017	43	9	Text	Text	NNP
A44017	43	10	Creation	Creation	NNP
A44017	43	11	Partnership	Partnership	NNP
A44017	43	12	web	web	NN
A44017	43	13	site	site	NN
A44017	43	14	.	.	.
A44017	44	1	eng	eng	NNP
A44017	44	2	Mathematics	Mathematics	NNP
A44017	44	3	--	--	:
A44017	44	4	Early	early	RB
A44017	44	5	works	work	NNS
A44017	44	6	to	to	IN
A44017	44	7	1800	1800	CD
A44017	44	8	.	.	.
A44017	45	1	Square	square	JJ
A44017	45	2	root	root	NN
A44017	45	3	--	--	:
A44017	45	4	Early	early	RB
A44017	45	5	works	work	NNS
A44017	45	6	to	to	IN
A44017	45	7	1800	1800	CD
A44017	45	8	.	.	.
A44017	46	1	2004	2004	CD
A44017	46	2	-	-	SYM
A44017	46	3	04	04	CD
A44017	46	4	TCP	TCP	NNP
A44017	46	5	Assigned	assign	VBN
A44017	46	6	for	for	IN
A44017	46	7	keying	keying	NN
A44017	46	8	and	and	CC
A44017	46	9	markup	markup	JJ
A44017	46	10	2004	2004	CD
A44017	46	11	-	-	SYM
A44017	46	12	05	05	CD
A44017	46	13	SPi	SPi	NNS
A44017	46	14	Global	Global	NNP
A44017	46	15	Keyed	Keyed	NNP
A44017	46	16	and	and	CC
A44017	46	17	coded	code	VBN
A44017	46	18	from	from	IN
A44017	46	19	ProQuest	ProQuest	NNP
A44017	46	20	page	page	NN
A44017	46	21	images	image	NNS
A44017	46	22	2004	2004	CD
A44017	46	23	-	-	SYM
A44017	46	24	06	06	CD
A44017	46	25	Mona	Mona	NNP
A44017	46	26	Logarbo	Logarbo	NNP
A44017	46	27	Sampled	Sampled	NNP
A44017	46	28	and	and	CC
A44017	46	29	proofread	proofread	RB
A44017	46	30	2004	2004	CD
A44017	46	31	-	-	SYM
A44017	46	32	06	06	CD
A44017	46	33	Mona	Mona	NNP
A44017	46	34	Logarbo	Logarbo	NNP
A44017	46	35	Text	Text	NNP
A44017	46	36	and	and	CC
A44017	46	37	markup	markup	NN
A44017	46	38	reviewed	review	VBD
A44017	46	39	and	and	CC
A44017	46	40	edited	edit	VBD
A44017	46	41	2004	2004	CD
A44017	46	42	-	-	SYM
A44017	46	43	07	07	CD
A44017	46	44	pfs	pfs	NN
A44017	46	45	Batch	Batch	NNP
A44017	46	46	review	review	NN
A44017	46	47	(	(	-LRB-
A44017	46	48	QC	QC	NNP
A44017	46	49	)	)	-RRB-
A44017	46	50	and	and	CC
A44017	46	51	XML	xml	NN
A44017	46	52	conversion	conversion	NN
A44017	46	53	To	to	IN
A44017	46	54	the	the	DT
A44017	46	55	Right	Right	NNP
A44017	46	56	Honourable	honourable	JJ
A44017	46	57	and	and	CC
A44017	46	58	others	other	NNS
A44017	46	59	,	,	,
A44017	46	60	the	the	DT
A44017	46	61	Learned	learned	JJ
A44017	46	62	Members	Members	NNPS
A44017	46	63	of	of	IN
A44017	46	64	the	the	DT
A44017	46	65	Royal	Royal	NNP
A44017	46	66	Society	Society	NNP
A44017	46	67	,	,	,
A44017	46	68	for	for	IN
A44017	46	69	the	the	DT
A44017	46	70	Advancement	Advancement	NNP
A44017	46	71	of	of	IN
A44017	46	72	the	the	DT
A44017	46	73	Sciences	Sciences	NNPS
A44017	46	74	.	.	.
A44017	47	1	PResenteth	PResenteth	NNP
A44017	47	2	to	to	IN
A44017	47	3	your	-PRON-	PRP$
A44017	47	4	Consideration	consideration	NN
A44017	47	5	,	,	,
A44017	47	6	your	-PRON-	PRP$
A44017	47	7	most	most	RBS
A44017	47	8	humble	humble	JJ
A44017	47	9	servant	servant	NN
A44017	47	10	Thomas	Thomas	NNP
A44017	47	11	Hobbes	Hobbes	NNP
A44017	47	12	,	,	,
A44017	47	13	a	a	DT
A44017	47	14	Confutation	confutation	NN
A44017	47	15	of	of	IN
A44017	47	16	a	a	DT
A44017	47	17	Theoreme	Theoreme	NNP
A44017	47	18	which	which	WDT
A44017	47	19	hath	hath	VBP
A44017	47	20	a	a	DT
A44017	47	21	long	long	JJ
A44017	47	22	time	time	NN
A44017	47	23	passed	pass	VBN
A44017	47	24	for	for	IN
A44017	47	25	Truth	Truth	NNP
A44017	47	26	;	;	:
A44017	47	27	to	to	IN
A44017	47	28	the	the	DT
A44017	47	29	great	great	JJ
A44017	47	30	hinderance	hinderance	NN
A44017	47	31	of	of	IN
A44017	47	32	Geometry	Geometry	NNP
A44017	47	33	,	,	,
A44017	47	34	and	and	CC
A44017	47	35	also	also	RB
A44017	47	36	of	of	IN
A44017	47	37	Natural	Natural	NNP
A44017	47	38	Philosophy	Philosophy	NNP
A44017	47	39	,	,	,
A44017	47	40	which	which	WDT
A44017	47	41	thereon	thereon	NN
A44017	47	42	dependeth	dependeth	NN
A44017	47	43	.	.	.
A44017	48	1	The	the	DT
A44017	48	2	Theoreme	Theoreme	NNP
A44017	48	3	.	.	.
A44017	49	1	The	the	DT
A44017	49	2	four	four	CD
A44017	49	3	sides	side	NNS
A44017	49	4	of	of	IN
A44017	49	5	a	a	DT
A44017	49	6	Square	Square	NNP
A44017	49	7	being	be	VBG
A44017	49	8	divided	divide	VBN
A44017	49	9	into	into	IN
A44017	49	10	any	any	DT
A44017	49	11	number	number	NN
A44017	49	12	of	of	IN
A44017	49	13	equal	equal	JJ
A44017	49	14	parts	part	NNS
A44017	49	15	,	,	,
A44017	49	16	for	for	IN
A44017	49	17	example	example	NN
A44017	49	18	into	into	IN
A44017	49	19	10	10	CD
A44017	49	20	;	;	:
A44017	49	21	and	and	CC
A44017	49	22	straight	straight	JJ
A44017	49	23	lines	line	NNS
A44017	49	24	drawn	draw	VBN
A44017	49	25	through	through	IN
A44017	49	26	the	the	DT
A44017	49	27	opposite	opposite	JJ
A44017	49	28	points	point	NNS
A44017	49	29	,	,	,
A44017	49	30	which	which	WDT
A44017	49	31	will	will	MD
A44017	49	32	divide	divide	VB
A44017	49	33	the	the	DT
A44017	49	34	Square	Square	NNP
A44017	49	35	into	into	IN
A44017	49	36	100	100	CD
A44017	49	37	lesser	less	JJR
A44017	49	38	Squares	square	NNS
A44017	49	39	;	;	:
A44017	49	40	The	the	DT
A44017	49	41	received	received	JJ
A44017	49	42	Opinion	Opinion	NNP
A44017	49	43	,	,	,
A44017	49	44	and	and	CC
A44017	49	45	which	which	WDT
A44017	49	46	Dr.	Dr.	NNP
A44017	49	47	Wallis	Wallis	NNP
A44017	49	48	commonly	commonly	RB
A44017	49	49	useth	useth	JJ
A44017	49	50	,	,	,
A44017	49	51	is	be	VBZ
A44017	49	52	,	,	,
A44017	49	53	that	that	IN
A44017	49	54	the	the	DT
A44017	49	55	root	root	NN
A44017	49	56	of	of	IN
A44017	49	57	those	those	DT
A44017	49	58	100	100	CD
A44017	49	59	,	,	,
A44017	49	60	namely	namely	RB
A44017	49	61	10	10	CD
A44017	49	62	,	,	,
A44017	49	63	is	be	VBZ
A44017	49	64	the	the	DT
A44017	49	65	side	side	NN
A44017	49	66	of	of	IN
A44017	49	67	the	the	DT
A44017	49	68	whole	whole	JJ
A44017	49	69	Square	Square	NNP
A44017	49	70	.	.	.
A44017	50	1	The	the	DT
A44017	50	2	Confutation	Confutation	NNP
A44017	50	3	.	.	.
A44017	51	1	The	the	DT
A44017	51	2	Root	Root	NNP
A44017	51	3	10	10	CD
A44017	51	4	is	be	VBZ
A44017	51	5	a	a	DT
A44017	51	6	number	number	NN
A44017	51	7	of	of	IN
A44017	51	8	those	those	DT
A44017	51	9	Squares	square	NNS
A44017	51	10	,	,	,
A44017	51	11	whereof	whereof	MD
A44017	51	12	the	the	DT
A44017	51	13	whole	whole	JJ
A44017	51	14	containeth	containeth	NNP
A44017	51	15	100	100	CD
A44017	51	16	,	,	,
A44017	51	17	whereof	whereof	IN
A44017	51	18	one	one	CD
A44017	51	19	Square	Square	NNP
A44017	51	20	is	be	VBZ
A44017	51	21	an	an	DT
A44017	51	22	Vnitie	vnitie	NN
A44017	51	23	;	;	:
A44017	51	24	therefore	therefore	RB
A44017	51	25	the	the	DT
A44017	51	26	Root	Root	NNP
A44017	51	27	10	10	CD
A44017	51	28	,	,	,
A44017	51	29	is	be	VBZ
A44017	51	30	10	10	CD
A44017	51	31	Squares	square	NNS
A44017	51	32	:	:	:
A44017	51	33	Therefore	therefore	RB
A44017	51	34	the	the	DT
A44017	51	35	Root	Root	NNP
A44017	51	36	of	of	IN
A44017	51	37	100	100	CD
A44017	51	38	Squares	square	NNS
A44017	51	39	is	be	VBZ
A44017	51	40	10	10	CD
A44017	51	41	Squares	square	NNS
A44017	51	42	,	,	,
A44017	51	43	and	and	CC
A44017	51	44	not	not	RB
A44017	51	45	the	the	DT
A44017	51	46	side	side	NN
A44017	51	47	of	of	IN
A44017	51	48	any	any	DT
A44017	51	49	Square	Square	NNP
A44017	51	50	;	;	:
A44017	51	51	because	because	IN
A44017	51	52	the	the	DT
A44017	51	53	side	side	NN
A44017	51	54	of	of	IN
A44017	51	55	a	a	DT
A44017	51	56	Square	Square	NNP
A44017	51	57	is	be	VBZ
A44017	51	58	not	not	RB
A44017	51	59	a	a	DT
A44017	51	60	Superficies	Superficies	NNP
A44017	51	61	,	,	,
A44017	51	62	but	but	CC
A44017	51	63	a	a	DT
A44017	51	64	Line	line	NN
A44017	51	65	.	.	.
A44017	52	1	For	for	IN
A44017	52	2	as	as	IN
A44017	52	3	the	the	DT
A44017	52	4	root	root	NN
A44017	52	5	of	of	IN
A44017	52	6	100	100	CD
A44017	52	7	Vnities	Vnities	NNPS
A44017	52	8	is	be	VBZ
A44017	52	9	10	10	CD
A44017	52	10	Vnities	Vnities	NNPS
A44017	52	11	,	,	,
A44017	52	12	or	or	CC
A44017	52	13	of	of	IN
A44017	52	14	100	100	CD
A44017	52	15	Souldiers	souldier	NNS
A44017	52	16	10	10	CD
A44017	52	17	Souldiers	souldier	NNS
A44017	52	18	:	:	:
A44017	52	19	so	so	CC
A44017	52	20	the	the	DT
A44017	52	21	root	root	NN
A44017	52	22	of	of	IN
A44017	52	23	100	100	CD
A44017	52	24	Squares	Squares	NNPS
A44017	52	25	is	be	VBZ
A44017	52	26	10	10	CD
A44017	52	27	of	of	IN
A44017	52	28	those	those	DT
A44017	52	29	Squares	square	NNS
A44017	52	30	.	.	.
A44017	53	1	Therefore	therefore	RB
A44017	53	2	the	the	DT
A44017	53	3	Theoreme	Theoreme	NNP
A44017	53	4	is	be	VBZ
A44017	53	5	false	false	JJ
A44017	53	6	;	;	:
A44017	53	7	and	and	CC
A44017	53	8	more	more	RBR
A44017	53	9	false	false	JJ
A44017	53	10	,	,	,
A44017	53	11	when	when	WRB
A44017	53	12	the	the	DT
A44017	53	13	root	root	NN
A44017	53	14	is	be	VBZ
A44017	53	15	augmented	augment	VBN
A44017	53	16	by	by	IN
A44017	53	17	multiplying	multiply	VBG
A44017	53	18	it	-PRON-	PRP
A44017	53	19	by	by	IN
A44017	53	20	other	other	JJ
A44017	53	21	greater	great	JJR
A44017	53	22	numbers	number	NNS
A44017	53	23	.	.	.
A44017	54	1	Hence	hence	RB
A44017	54	2	it	-PRON-	PRP
A44017	54	3	followeth	followeth	VBD
A44017	54	4	,	,	,
A44017	54	5	that	that	IN
A44017	54	6	no	no	DT
A44017	54	7	Proposition	proposition	NN
A44017	54	8	can	can	MD
A44017	54	9	either	either	CC
A44017	54	10	be	be	VB
A44017	54	11	demonstrated	demonstrate	VBN
A44017	54	12	or	or	CC
A44017	54	13	confuted	confute	VBN
A44017	54	14	from	from	IN
A44017	54	15	this	this	DT
A44017	54	16	false	false	JJ
A44017	54	17	Theoreme	theoreme	NN
A44017	54	18	.	.	.
A44017	55	1	Upon	upon	IN
A44017	55	2	which	which	WDT
A44017	55	3	,	,	,
A44017	55	4	and	and	CC
A44017	55	5	upon	upon	IN
A44017	55	6	the	the	DT
A44017	55	7	Numeration	Numeration	NNP
A44017	55	8	of	of	IN
A44017	55	9	Infinites	Infinites	NNPS
A44017	55	10	,	,	,
A44017	55	11	is	be	VBZ
A44017	55	12	grounded	ground	VBN
A44017	55	13	all	all	PDT
A44017	55	14	the	the	DT
A44017	55	15	Geometry	Geometry	NNP
A44017	55	16	which	which	WDT
A44017	55	17	Dr.	Dr.	NNP
A44017	55	18	Wallis	Wallis	NNP
A44017	55	19	hath	hath	NNP
A44017	55	20	hitherto	hitherto	NNP
A44017	55	21	published	publish	VBD
A44017	55	22	.	.	.
A44017	56	1	And	and	CC
A44017	56	2	your	-PRON-	PRP$
A44017	56	3	said	say	VBN
A44017	56	4	servant	servant	NN
A44017	56	5	humbly	humbly	RB
A44017	56	6	prayeth	prayeth	JJ
A44017	56	7	to	to	TO
A44017	56	8	have	have	VB
A44017	56	9	your	-PRON-	PRP$
A44017	56	10	Judgement	judgement	JJ
A44017	56	11	hereupon	hereupon	NNS
A44017	56	12	:	:	:
A44017	56	13	And	and	CC
A44017	56	14	that	that	IN
A44017	56	15	if	if	IN
A44017	56	16	you	-PRON-	PRP
A44017	56	17	finde	finde	VBP
A44017	56	18	it	-PRON-	PRP
A44017	56	19	to	to	TO
A44017	56	20	be	be	VB
A44017	56	21	false	false	JJ
A44017	56	22	,	,	,
A44017	56	23	you	-PRON-	PRP
A44017	56	24	would	would	MD
A44017	56	25	be	be	VB
A44017	56	26	pleased	pleased	JJ
A44017	56	27	to	to	TO
A44017	56	28	correct	correct	VB
A44017	56	29	the	the	DT
A44017	56	30	same	same	JJ
A44017	56	31	;	;	:
A44017	56	32	and	and	CC
A44017	56	33	not	not	RB
A44017	56	34	to	to	TO
A44017	56	35	suffer	suffer	VB
A44017	56	36	so	so	RB
A44017	56	37	necessary	necessary	JJ
A44017	56	38	a	a	DT
A44017	56	39	Science	Science	NNP
A44017	56	40	as	as	IN
A44017	56	41	Geometry	Geometry	NNP
A44017	56	42	to	to	TO
A44017	56	43	be	be	VB
A44017	56	44	stifled	stifle	VBN
A44017	56	45	,	,	,
A44017	56	46	to	to	TO
A44017	56	47	save	save	VB
A44017	56	48	the	the	DT
A44017	56	49	Credit	Credit	NNP
A44017	56	50	of	of	IN
A44017	56	51	a	a	DT
A44017	56	52	Professor	Professor	NNP
A44017	56	53	.	.	.
A44017	57	1	Three	three	CD
A44017	57	2	PAPERS	paper	NNS
A44017	57	3	Presented	present	VBN
A44017	57	4	to	to	IN
A44017	57	5	the	the	DT
A44017	57	6	ROYAL	ROYAL	NNP
A44017	57	7	SOCIETY	SOCIETY	NNP
A44017	57	8	Against	against	IN
A44017	57	9	Dr.	Dr.	NNP
A44017	57	10	WALLIS	WALLIS	NNP
A44017	57	11	.	.	.
A44017	58	1	Together	together	RB
A44017	58	2	with	with	IN
A44017	58	3	CONSIDERATIONS	considerations	NN
A44017	58	4	ON	on	IN
A44017	58	5	Dr.	Dr.	NNP
A44017	58	6	Wallis	Wallis	NNP
A44017	58	7	his	-PRON-	PRP$
A44017	58	8	ANSWER	answer	NN
A44017	58	9	to	to	IN
A44017	58	10	them	-PRON-	PRP
A44017	58	11	.	.	.
A44017	59	1	By	by	IN
A44017	59	2	THO	THO	NNP
A44017	59	3	.	.	.
A44017	60	1	HOBBES	HOBBES	NNP
A44017	60	2	of	of	IN
A44017	60	3	Malmsbury	Malmsbury	NNP
A44017	60	4	.	.	.
A44017	61	1	LONDON	LONDON	NNP
A44017	61	2	:	:	:
A44017	61	3	Printed	print	VBN
A44017	61	4	for	for	IN
A44017	61	5	the	the	DT
A44017	61	6	Author	author	NN
A44017	61	7	;	;	:
A44017	61	8	and	and	CC
A44017	61	9	are	be	VBP
A44017	61	10	to	to	TO
A44017	61	11	be	be	VB
A44017	61	12	had	have	VBN
A44017	61	13	at	at	IN
A44017	61	14	the	the	DT
A44017	61	15	Green	Green	NNP
A44017	61	16	Dragon	Dragon	NNP
A44017	61	17	without	without	IN
A44017	61	18	Temple	Temple	NNP
A44017	61	19	-	-	HYPH
A44017	61	20	bar	bar	NNP
A44017	61	21	.	.	.
A44017	62	1	1671	1671	CD
A44017	62	2	.	.	.
A44017	63	1	To	to	IN
A44017	63	2	the	the	DT
A44017	63	3	Right	Right	NNP
A44017	63	4	Honourable	honourable	JJ
A44017	63	5	and	and	CC
A44017	63	6	others	other	NNS
A44017	63	7	,	,	,
A44017	63	8	the	the	DT
A44017	63	9	Learned	learned	JJ
A44017	63	10	Members	Members	NNPS
A44017	63	11	of	of	IN
A44017	63	12	the	the	DT
A44017	63	13	Royal	Royal	NNP
A44017	63	14	Society	Society	NNP
A44017	63	15	,	,	,
A44017	63	16	for	for	IN
A44017	63	17	the	the	DT
A44017	63	18	Advancement	Advancement	NNP
A44017	63	19	of	of	IN
A44017	63	20	the	the	DT
A44017	63	21	Sciences	Sciences	NNPS
A44017	63	22	.	.	.
A44017	64	1	YOur	your	PRP$
A44017	64	2	most	most	RBS
A44017	64	3	humble	humble	JJ
A44017	64	4	servant	servant	NN
A44017	64	5	Thomas	Thomas	NNP
A44017	64	6	Hobbes	Hobbes	NNP
A44017	64	7	presenteth	presenteth	NN
A44017	64	8	,	,	,
A44017	64	9	That	that	IN
A44017	64	10	the	the	DT
A44017	64	11	quantity	quantity	NN
A44017	64	12	of	of	IN
A44017	64	13	a	a	DT
A44017	64	14	Line	Line	NNP
A44017	64	15	calculated	calculate	VBN
A44017	64	16	by	by	IN
A44017	64	17	extraction	extraction	NN
A44017	64	18	of	of	IN
A44017	64	19	Roots	root	NNS
A44017	64	20	,	,	,
A44017	64	21	is	be	VBZ
A44017	64	22	not	not	RB
A44017	64	23	to	to	TO
A44017	64	24	be	be	VB
A44017	64	25	truely	truely	RB
A44017	64	26	found	find	VBN
A44017	64	27	.	.	.
A44017	65	1	And	and	CC
A44017	65	2	further	far	RBR
A44017	65	3	presenteth	presenteth	NN
A44017	65	4	to	to	IN
A44017	65	5	you	-PRON-	PRP
A44017	65	6	the	the	DT
A44017	65	7	Invention	Invention	NNP
A44017	65	8	of	of	IN
A44017	65	9	a	a	DT
A44017	65	10	Straight	Straight	NNP
A44017	65	11	Line	Line	NNP
A44017	65	12	equal	equal	JJ
A44017	65	13	to	to	IN
A44017	65	14	the	the	DT
A44017	65	15	Arc	Arc	NNP
A44017	65	16	of	of	IN
A44017	65	17	a	a	DT
A44017	65	18	Circle	Circle	NNP
A44017	65	19	.	.	.
A44017	66	1	A	a	DT
A44017	66	2	Square	Square	NNP
A44017	66	3	Root	Root	NNP
A44017	66	4	is	be	VBZ
A44017	66	5	a	a	DT
A44017	66	6	number	number	NN
A44017	66	7	which	which	WDT
A44017	66	8	multiplied	multiply	VBD
A44017	66	9	into	into	IN
A44017	66	10	it	-PRON-	PRP
A44017	66	11	self	self	NN
A44017	66	12	produceth	produceth	VB
A44017	66	13	a	a	DT
A44017	66	14	number	number	NN
A44017	66	15	.	.	.
A44017	67	1	And	and	CC
A44017	67	2	the	the	DT
A44017	67	3	number	number	NN
A44017	67	4	so	so	RB
A44017	67	5	produced	produce	VBN
A44017	67	6	is	be	VBZ
A44017	67	7	called	call	VBN
A44017	67	8	a	a	DT
A44017	67	9	Square	Square	NNP
A44017	67	10	number	number	NN
A44017	67	11	.	.	.
A44017	68	1	For	for	IN
A44017	68	2	example	example	NN
A44017	68	3	:	:	:
A44017	68	4	Because	because	IN
A44017	68	5	10	10	CD
A44017	68	6	multiplied	multiply	VBD
A44017	68	7	into	into	IN
A44017	68	8	10	10	CD
A44017	68	9	makes	make	VBZ
A44017	68	10	100	100	CD
A44017	68	11	;	;	:
A44017	68	12	the	the	DT
A44017	68	13	Root	Root	NNP
A44017	68	14	is	be	VBZ
A44017	68	15	10	10	CD
A44017	68	16	,	,	,
A44017	68	17	and	and	CC
A44017	68	18	the	the	DT
A44017	68	19	Square	Square	NNP
A44017	68	20	number	number	NN
A44017	68	21	100	100	CD
A44017	68	22	.	.	.
A44017	69	1	Consequent	consequent	NN
A44017	69	2	.	.	.
A44017	70	1	In	in	IN
A44017	70	2	the	the	DT
A44017	70	3	natural	natural	JJ
A44017	70	4	row	row	NN
A44017	70	5	of	of	IN
A44017	70	6	Numbers	Numbers	NNPS
A44017	70	7	,	,	,
A44017	70	8	as	as	IN
A44017	70	9	1	1	CD
A44017	70	10	,	,	,
A44017	70	11	2	2	CD
A44017	70	12	,	,	,
A44017	70	13	3	3	CD
A44017	70	14	,	,	,
A44017	70	15	4	4	CD
A44017	70	16	,	,	,
A44017	70	17	5	5	CD
A44017	70	18	,	,	,
A44017	70	19	6	6	CD
A44017	70	20	,	,	,
A44017	70	21	7	7	CD
A44017	70	22	,	,	,
A44017	70	23	8	8	CD
A44017	70	24	,	,	,
A44017	70	25	9	9	CD
A44017	70	26	,	,	,
A44017	70	27	10	10	CD
A44017	70	28	,	,	,
A44017	70	29	11	11	CD
A44017	70	30	,	,	,
A44017	70	31	12	12	CD
A44017	70	32	,	,	,
A44017	70	33	13	13	CD
A44017	70	34	,	,	,
A44017	70	35	14	14	CD
A44017	70	36	,	,	,
A44017	70	37	15	15	CD
A44017	70	38	,	,	,
A44017	70	39	16	16	CD
A44017	70	40	,	,	,
A44017	70	41	&	&	CC
A44017	70	42	c.	c.	NNP
A44017	70	43	every	every	DT
A44017	70	44	one	one	NN
A44017	70	45	is	be	VBZ
A44017	70	46	the	the	DT
A44017	70	47	Square	Square	NNP
A44017	70	48	of	of	IN
A44017	70	49	some	some	DT
A44017	70	50	number	number	NN
A44017	70	51	in	in	IN
A44017	70	52	the	the	DT
A44017	70	53	same	same	JJ
A44017	70	54	row	row	NN
A44017	70	55	.	.	.
A44017	71	1	But	but	CC
A44017	71	2	Square	square	JJ
A44017	71	3	numbers	number	NNS
A44017	71	4	(	(	-LRB-
A44017	71	5	beginning	begin	VBG
A44017	71	6	at	at	IN
A44017	71	7	1	1	CD
A44017	71	8	)	)	-RRB-
A44017	71	9	intermit	intermit	VB
A44017	71	10	first	first	RB
A44017	71	11	two	two	CD
A44017	71	12	numbers	number	NNS
A44017	71	13	,	,	,
A44017	71	14	then	then	RB
A44017	71	15	four	four	CD
A44017	71	16	,	,	,
A44017	71	17	then	then	RB
A44017	71	18	six	six	CD
A44017	71	19	,	,	,
A44017	71	20	&	&	CC
A44017	71	21	c.	c.	NNP
A44017	71	22	So	so	RB
A44017	71	23	that	that	IN
A44017	71	24	none	none	NN
A44017	71	25	of	of	IN
A44017	71	26	the	the	DT
A44017	71	27	intermitted	intermit	VBN
A44017	71	28	numbers	number	NNS
A44017	71	29	is	be	VBZ
A44017	71	30	a	a	DT
A44017	71	31	Square	square	JJ
A44017	71	32	number	number	NN
A44017	71	33	,	,	,
A44017	71	34	nor	nor	CC
A44017	71	35	has	have	VBZ
A44017	71	36	any	any	DT
A44017	71	37	Square	Square	NNP
A44017	71	38	root	root	NN
A44017	71	39	.	.	.
A44017	72	1	PROP	PROP	NNP
A44017	72	2	.	.	.
A44017	73	1	I.	I.	NNP
A44017	74	1	A	a	DT
A44017	74	2	Square	square	JJ
A44017	74	3	root	root	NN
A44017	74	4	(	(	-LRB-
A44017	74	5	speaking	speak	VBG
A44017	74	6	of	of	IN
A44017	74	7	quantity	quantity	NN
A44017	74	8	)	)	-RRB-
A44017	74	9	is	be	VBZ
A44017	74	10	not	not	RB
A44017	74	11	a	a	DT
A44017	74	12	Line	Line	NNP
A44017	74	13	,	,	,
A44017	74	14	such	such	JJ
A44017	74	15	as	as	IN
A44017	74	16	Euclide	Euclide	NNP
A44017	74	17	defines	define	NNS
A44017	74	18	,	,	,
A44017	74	19	without	without	IN
A44017	74	20	Latitude	Latitude	NNP
A44017	74	21	,	,	,
A44017	74	22	but	but	CC
A44017	74	23	a	a	DT
A44017	74	24	Rectangle	Rectangle	NNP
A44017	74	25	.	.	.
A44017	75	1	Suppose	suppose	VB
A44017	75	2	A	a	NN
A44017	75	3	B	b	NN
A44017	75	4	C	c	NN
A44017	75	5	D	d	NN
A44017	75	6	be	be	VB
A44017	75	7	the	the	DT
A44017	75	8	Square	Square	NNP
A44017	75	9	,	,	,
A44017	75	10	and	and	CC
A44017	75	11	AB	AB	NNP
A44017	75	12	,	,	,
A44017	75	13	BC	BC	NNP
A44017	75	14	,	,	,
A44017	75	15	CD	CD	NNP
A44017	75	16	,	,	,
A44017	75	17	DA	DA	NNP
A44017	75	18	be	be	VB
A44017	75	19	the	the	DT
A44017	75	20	sides	side	NNS
A44017	75	21	;	;	:
A44017	75	22	and	and	CC
A44017	75	23	every	every	DT
A44017	75	24	side	side	NN
A44017	75	25	divided	divide	VBN
A44017	75	26	into	into	IN
A44017	75	27	10	10	CD
A44017	75	28	equal	equal	JJ
A44017	75	29	parts	part	NNS
A44017	75	30	,	,	,
A44017	75	31	and	and	CC
A44017	75	32	Lines	line	NNS
A44017	75	33	drawn	draw	VBN
A44017	75	34	through	through	IN
A44017	75	35	the	the	DT
A44017	75	36	opposite	opposite	JJ
A44017	75	37	points	point	NNS
A44017	75	38	of	of	IN
A44017	75	39	division	division	NN
A44017	75	40	;	;	:
A44017	75	41	there	there	EX
A44017	75	42	will	will	MD
A44017	75	43	then	then	RB
A44017	75	44	be	be	VB
A44017	75	45	made	make	VBN
A44017	75	46	100	100	CD
A44017	75	47	lesser	less	JJR
A44017	75	48	Squares	Squares	NNPS
A44017	75	49	,	,	,
A44017	75	50	which	which	WDT
A44017	75	51	taken	take	VBD
A44017	75	52	all	all	RB
A44017	75	53	together	together	RB
A44017	75	54	are	be	VBP
A44017	75	55	equal	equal	JJ
A44017	75	56	to	to	IN
A44017	75	57	the	the	DT
A44017	75	58	Square	Square	NNP
A44017	75	59	ABCD	ABCD	NNP
A44017	75	60	.	.	.
A44017	76	1	Therefore	therefore	RB
A44017	76	2	the	the	DT
A44017	76	3	whole	whole	JJ
A44017	76	4	Square	Square	NNP
A44017	76	5	is	be	VBZ
A44017	76	6	100	100	CD
A44017	76	7	,	,	,
A44017	76	8	whereof	whereof	IN
A44017	76	9	one	one	CD
A44017	76	10	Square	Square	NNP
A44017	76	11	is	be	VBZ
A44017	76	12	an	an	DT
A44017	76	13	Unit	Unit	NNP
A44017	76	14	;	;	:
A44017	76	15	therefore	therefore	RB
A44017	76	16	10	10	CD
A44017	76	17	Units	unit	NNS
A44017	76	18	,	,	,
A44017	76	19	which	which	WDT
A44017	76	20	is	be	VBZ
A44017	76	21	the	the	DT
A44017	76	22	Root	Root	NNP
A44017	76	23	,	,	,
A44017	76	24	is	be	VBZ
A44017	76	25	ten	ten	CD
A44017	76	26	of	of	IN
A44017	76	27	the	the	DT
A44017	76	28	lesser	less	JJR
A44017	76	29	Squares	Squares	NNPS
A44017	76	30	,	,	,
A44017	76	31	and	and	CC
A44017	76	32	consequently	consequently	RB
A44017	76	33	has	have	VBZ
A44017	76	34	Latitude	Latitude	NNP
A44017	76	35	;	;	:
A44017	76	36	and	and	CC
A44017	76	37	therefore	therefore	RB
A44017	76	38	it	-PRON-	PRP
A44017	76	39	can	can	MD
A44017	76	40	not	not	RB
A44017	76	41	be	be	VB
A44017	76	42	the	the	DT
A44017	76	43	side	side	NN
A44017	76	44	of	of	IN
A44017	76	45	a	a	DT
A44017	76	46	Square	Square	NNP
A44017	76	47	,	,	,
A44017	76	48	which	which	WDT
A44017	76	49	according	accord	VBG
A44017	76	50	to	to	IN
A44017	76	51	Euclide	Euclide	NNP
A44017	76	52	is	be	VBZ
A44017	76	53	a	a	DT
A44017	76	54	Line	Line	NNP
A44017	76	55	without	without	IN
A44017	76	56	Latitude	Latitude	NNP
A44017	76	57	.	.	.
A44017	77	1	Consequent	consequent	NN
A44017	77	2	.	.	.
A44017	78	1	It	-PRON-	PRP
A44017	78	2	follows	follow	VBZ
A44017	78	3	hence	hence	RB
A44017	78	4	,	,	,
A44017	78	5	that	that	IN
A44017	78	6	whosoever	whosoever	NN
A44017	78	7	taketh	taketh	VBZ
A44017	78	8	for	for	IN
A44017	78	9	a	a	DT
A44017	78	10	Principle	Principle	NNP
A44017	78	11	,	,	,
A44017	78	12	That	that	IN
A44017	78	13	a	a	DT
A44017	78	14	Side	side	NN
A44017	78	15	of	of	IN
A44017	78	16	a	a	DT
A44017	78	17	Square	Square	NNP
A44017	78	18	is	be	VBZ
A44017	78	19	a	a	DT
A44017	78	20	meer	meer	JJ
A44017	78	21	Line	Line	NNP
A44017	78	22	without	without	IN
A44017	78	23	Latitude	Latitude	NNP
A44017	78	24	,	,	,
A44017	78	25	and	and	CC
A44017	78	26	That	that	IN
A44017	78	27	the	the	DT
A44017	78	28	Root	Root	NNP
A44017	78	29	of	of	IN
A44017	78	30	a	a	DT
A44017	78	31	Square	Square	NNP
A44017	78	32	is	be	VBZ
A44017	78	33	such	such	PDT
A44017	78	34	a	a	DT
A44017	78	35	Line	line	NN
A44017	78	36	,	,	,
A44017	78	37	(	(	-LRB-
A44017	78	38	as	as	IN
A44017	78	39	Dr.	Dr.	NNP
A44017	78	40	Wallis	Wallis	NNP
A44017	78	41	continually	continually	RB
A44017	78	42	does	do	VBZ
A44017	78	43	)	)	-RRB-
A44017	78	44	demonstrates	demonstrate	VBZ
A44017	78	45	nothing	nothing	NN
A44017	78	46	.	.	.
A44017	79	1	But	but	CC
A44017	79	2	if	if	IN
A44017	79	3	a	a	DT
A44017	79	4	Line	line	NN
A44017	79	5	be	be	VB
A44017	79	6	divided	divide	VBN
A44017	79	7	into	into	IN
A44017	79	8	what	what	WDT
A44017	79	9	number	number	NN
A44017	79	10	of	of	IN
A44017	79	11	equal	equal	JJ
A44017	79	12	parts	part	NNS
A44017	79	13	soever	soever	NN
A44017	79	14	,	,	,
A44017	79	15	so	so	CC
A44017	79	16	the	the	DT
A44017	79	17	Line	Line	NNP
A44017	79	18	have	have	VBP
A44017	79	19	bredth	bredth	NN
A44017	79	20	allowed	allow	VBN
A44017	79	21	it	-PRON-	PRP
A44017	79	22	,	,	,
A44017	79	23	(	(	-LRB-
A44017	79	24	as	as	IN
A44017	79	25	all	all	DT
A44017	79	26	Lines	line	NNS
A44017	79	27	must	must	MD
A44017	79	28	,	,	,
A44017	79	29	if	if	IN
A44017	79	30	they	-PRON-	PRP
A44017	79	31	be	be	VBP
A44017	79	32	drawn	draw	VBN
A44017	79	33	)	)	-RRB-
A44017	79	34	and	and	CC
A44017	79	35	the	the	DT
A44017	79	36	length	length	NN
A44017	79	37	be	be	VBP
A44017	79	38	to	to	IN
A44017	79	39	the	the	DT
A44017	79	40	bredth	bredth	NN
A44017	79	41	as	as	IN
A44017	79	42	Number	number	NN
A44017	79	43	to	to	IN
A44017	79	44	an	an	DT
A44017	79	45	Unite	Unite	NNP
A44017	79	46	,	,	,
A44017	79	47	the	the	DT
A44017	79	48	Side	side	NN
A44017	79	49	and	and	CC
A44017	79	50	the	the	DT
A44017	79	51	Root	Root	NNP
A44017	79	52	will	will	MD
A44017	79	53	be	be	VB
A44017	79	54	all	all	DT
A44017	79	55	of	of	IN
A44017	79	56	one	one	CD
A44017	79	57	length	length	NN
A44017	79	58	.	.	.
A44017	80	1	PROP	PROP	NNP
A44017	80	2	.	.	.
A44017	81	1	II	ii	CD
A44017	81	2	.	.	.
A44017	82	1	Any	any	DT
A44017	82	2	Number	Number	NNP
A44017	82	3	given	give	VBN
A44017	82	4	is	be	VBZ
A44017	82	5	produced	produce	VBN
A44017	82	6	by	by	IN
A44017	82	7	the	the	DT
A44017	82	8	greatest	great	JJS
A44017	82	9	Root	Root	NNP
A44017	82	10	multiplied	multiply	VBD
A44017	82	11	into	into	IN
A44017	82	12	it	-PRON-	PRP
A44017	82	13	self	self	NN
A44017	82	14	,	,	,
A44017	82	15	and	and	CC
A44017	82	16	into	into	IN
A44017	82	17	the	the	DT
A44017	82	18	remaining	remain	VBG
A44017	82	19	Fraction	fraction	NN
A44017	82	20	.	.	.
A44017	83	1	Let	let	VB
A44017	83	2	the	the	DT
A44017	83	3	Number	number	NN
A44017	83	4	given	give	VBN
A44017	83	5	be	be	VB
A44017	83	6	two	two	CD
A44017	83	7	hundred	hundred	CD
A44017	83	8	Squares	Squares	NNPS
A44017	83	9	,	,	,
A44017	83	10	the	the	DT
A44017	83	11	greatest	great	JJS
A44017	83	12	Root	Root	NNP
A44017	83	13	is	be	VBZ
A44017	83	14	14	14	CD
A44017	83	15	4	4	CD
A44017	83	16	/	/	SYM
A44017	83	17	14	14	CD
A44017	83	18	Squares	square	NNS
A44017	83	19	.	.	.
A44017	84	1	I	-PRON-	PRP
A44017	84	2	say	say	VBP
A44017	84	3	,	,	,
A44017	84	4	that	that	IN
A44017	84	5	200	200	CD
A44017	84	6	is	be	VBZ
A44017	84	7	equal	equal	JJ
A44017	84	8	to	to	IN
A44017	84	9	the	the	DT
A44017	84	10	product	product	NN
A44017	84	11	of	of	IN
A44017	84	12	14	14	CD
A44017	84	13	into	into	IN
A44017	84	14	it	-PRON-	PRP
A44017	84	15	self	self	NN
A44017	84	16	,	,	,
A44017	84	17	together	together	RB
A44017	84	18	with	with	IN
A44017	84	19	14	14	CD
A44017	84	20	multiplied	multiply	VBN
A44017	84	21	into	into	IN
A44017	84	22	4	4	CD
A44017	84	23	/	/	SYM
A44017	84	24	14	14	CD
A44017	84	25	.	.	.
A44017	85	1	For	for	IN
A44017	85	2	14	14	CD
A44017	85	3	multiplied	multiply	VBN
A44017	85	4	into	into	IN
A44017	85	5	it	-PRON-	PRP
A44017	85	6	self	self	NN
A44017	85	7	,	,	,
A44017	85	8	makes	make	VBZ
A44017	85	9	196	196	CD
A44017	85	10	.	.	.
A44017	86	1	And	and	CC
A44017	86	2	14	14	CD
A44017	86	3	into	into	IN
A44017	86	4	4	4	CD
A44017	86	5	/	/	SYM
A44017	86	6	14	14	CD
A44017	86	7	makes	make	VBZ
A44017	86	8	56	56	CD
A44017	86	9	/	/	SYM
A44017	86	10	14	14	CD
A44017	86	11	,	,	,
A44017	86	12	which	which	WDT
A44017	86	13	is	be	VBZ
A44017	86	14	equal	equal	JJ
A44017	86	15	to	to	IN
A44017	86	16	4	4	CD
A44017	86	17	.	.	.
A44017	87	1	And	and	CC
A44017	87	2	4	4	CD
A44017	87	3	added	add	VBD
A44017	87	4	to	to	IN
A44017	87	5	196	196	CD
A44017	87	6	maketh	maketh	NN
A44017	87	7	200	200	CD
A44017	87	8	;	;	:
A44017	87	9	as	as	IN
A44017	87	10	was	be	VBD
A44017	87	11	to	to	TO
A44017	87	12	be	be	VB
A44017	87	13	proved	prove	VBN
A44017	87	14	.	.	.
A44017	88	1	Or	or	CC
A44017	88	2	take	take	VB
A44017	88	3	any	any	DT
A44017	88	4	other	other	JJ
A44017	88	5	Number	Number	NNP
A44017	88	6	8	8	CD
A44017	88	7	,	,	,
A44017	88	8	the	the	DT
A44017	88	9	greatest	great	JJS
A44017	88	10	Root	Root	NNP
A44017	88	11	is	be	VBZ
A44017	88	12	2	2	CD
A44017	88	13	;	;	:
A44017	88	14	which	which	WDT
A44017	88	15	multiplied	multiply	VBD
A44017	88	16	into	into	IN
A44017	88	17	it	-PRON-	PRP
A44017	88	18	self	self	NN
A44017	88	19	is	be	VBZ
A44017	88	20	4	4	CD
A44017	88	21	,	,	,
A44017	88	22	and	and	CC
A44017	88	23	the	the	DT
A44017	88	24	Remainder	Remainder	NNP
A44017	88	25	4	4	CD
A44017	88	26	/	/	SYM
A44017	88	27	2	2	CD
A44017	88	28	multiplied	multiply	VBN
A44017	88	29	into	into	IN
A44017	88	30	2	2	CD
A44017	88	31	is	be	VBZ
A44017	88	32	4	4	CD
A44017	88	33	;	;	:
A44017	88	34	and	and	CC
A44017	88	35	both	both	CC
A44017	88	36	together	together	RB
A44017	88	37	8	8	CD
A44017	88	38	.	.	.
A44017	89	1	PROP	PROP	NNP
A44017	89	2	.	.	.
A44017	90	1	III	iii	CD
A44017	90	2	.	.	.
A44017	91	1	But	but	CC
A44017	91	2	the	the	DT
A44017	91	3	same	same	JJ
A44017	91	4	Square	Square	NNP
A44017	91	5	calculated	calculate	VBN
A44017	91	6	Geometrically	Geometrically	NNP
A44017	91	7	by	by	IN
A44017	91	8	the	the	DT
A44017	91	9	like	like	JJ
A44017	91	10	parts	part	NNS
A44017	91	11	,	,	,
A44017	91	12	consisteth	consisteth	NNP
A44017	91	13	(	(	-LRB-
A44017	91	14	by	by	IN
A44017	91	15	Eucl	Eucl	NNP
A44017	91	16	.	.	.
A44017	92	1	2.4	2.4	CD
A44017	92	2	.	.	.
A44017	92	3	)	)	-RRB-
A44017	93	1	of	of	IN
A44017	93	2	the	the	DT
A44017	93	3	same	same	JJ
A44017	93	4	numeral	numeral	JJ
A44017	93	5	great	great	JJ
A44017	93	6	Square	Square	NNP
A44017	93	7	196	196	CD
A44017	93	8	,	,	,
A44017	93	9	and	and	CC
A44017	93	10	of	of	IN
A44017	93	11	the	the	DT
A44017	93	12	two	two	CD
A44017	93	13	Rectangles	rectangle	NNS
A44017	93	14	under	under	IN
A44017	93	15	the	the	DT
A44017	93	16	greatest	great	JJS
A44017	93	17	side	side	NN
A44017	93	18	14	14	CD
A44017	93	19	,	,	,
A44017	93	20	and	and	CC
A44017	93	21	the	the	DT
A44017	93	22	Remainder	remainder	NN
A44017	93	23	of	of	IN
A44017	93	24	the	the	DT
A44017	93	25	side	side	NN
A44017	93	26	,	,	,
A44017	93	27	or	or	CC
A44017	93	28	(	(	-LRB-
A44017	93	29	which	which	WDT
A44017	93	30	is	be	VBZ
A44017	93	31	all	all	DT
A44017	93	32	one	one	CD
A44017	93	33	)	)	-RRB-
A44017	93	34	of	of	IN
A44017	93	35	one	one	CD
A44017	93	36	Rectangle	Rectangle	NNP
A44017	93	37	under	under	IN
A44017	93	38	the	the	DT
A44017	93	39	greatest	great	JJS
A44017	93	40	side	side	NN
A44017	93	41	,	,	,
A44017	93	42	and	and	CC
A44017	93	43	double	double	PDT
A44017	93	44	the	the	DT
A44017	93	45	Remainder	Remainder	NNP
A44017	93	46	of	of	IN
A44017	93	47	the	the	DT
A44017	93	48	side	side	NN
A44017	93	49	;	;	:
A44017	93	50	and	and	CC
A44017	93	51	further	far	RBR
A44017	93	52	of	of	IN
A44017	93	53	the	the	DT
A44017	93	54	Square	Square	NNP
A44017	93	55	of	of	IN
A44017	93	56	the	the	DT
A44017	93	57	less	less	JJR
A44017	93	58	Segment	segment	NN
A44017	93	59	;	;	:
A44017	93	60	which	which	WDT
A44017	93	61	all	all	DT
A44017	93	62	together	together	RB
A44017	93	63	make	make	VBP
A44017	93	64	200	200	CD
A44017	93	65	,	,	,
A44017	93	66	and	and	CC
A44017	93	67	moreover	moreover	RB
A44017	93	68	1	1	CD
A44017	93	69	/	/	SYM
A44017	93	70	49	49	CD
A44017	93	71	of	of	IN
A44017	93	72	those	those	DT
A44017	93	73	200	200	CD
A44017	93	74	Squares	Squares	NNPS
A44017	93	75	,	,	,
A44017	93	76	as	as	IN
A44017	93	77	by	by	IN
A44017	93	78	the	the	DT
A44017	93	79	operation	operation	NN
A44017	93	80	it	-PRON-	PRP
A44017	93	81	self	self	NN
A44017	93	82	appeareth	appeareth	NNP
A44017	93	83	thus	thus	RB
A44017	93	84	.	.	.
A44017	94	1	The	the	DT
A44017	94	2	side	side	NN
A44017	94	3	of	of	IN
A44017	94	4	the	the	DT
A44017	94	5	greater	great	JJR
A44017	94	6	Segment	segment	NN
A44017	94	7	is	be	VBZ
A44017	94	8	14¼	14¼	CD
A44017	94	9	.	.	.
A44017	95	1	14¼	14¼	LS
A44017	95	2	.	.	.
A44017	96	1	Which	which	WDT
A44017	96	2	multiplied	multiply	VBD
A44017	96	3	into	into	IN
A44017	96	4	it	-PRON-	PRP
A44017	96	5	self	self	NN
A44017	96	6	,	,	,
A44017	96	7	makes	make	VBZ
A44017	96	8	200	200	CD
A44017	96	9	.	.	.
A44017	97	1	The	the	DT
A44017	97	2	product	product	NN
A44017	97	3	of	of	IN
A44017	97	4	14	14	CD
A44017	97	5	the	the	DT
A44017	97	6	greatest	great	JJS
A44017	97	7	segment	segment	NN
A44017	97	8	,	,	,
A44017	97	9	into	into	IN
A44017	97	10	the	the	DT
A44017	97	11	two	two	CD
A44017	97	12	Fractions	Fractions	NNPS
A44017	97	13	4	4	CD
A44017	97	14	/	/	SYM
A44017	97	15	14	14	CD
A44017	97	16	,	,	,
A44017	97	17	that	that	RB
A44017	97	18	is	is	RB
A44017	97	19	,	,	,
A44017	97	20	into	into	IN
A44017	97	21	4	4	CD
A44017	97	22	/	/	SYM
A44017	97	23	14	14	CD
A44017	97	24	(	(	-LRB-
A44017	97	25	or	or	CC
A44017	97	26	into	into	IN
A44017	97	27	twice	twice	PDT
A44017	97	28	2	2	CD
A44017	97	29	/	/	SYM
A44017	97	30	14	14	CD
A44017	97	31	)	)	-RRB-
A44017	97	32	is	be	VBZ
A44017	97	33	56	56	CD
A44017	97	34	/	/	SYM
A44017	97	35	14	14	CD
A44017	97	36	(	(	-LRB-
A44017	97	37	that	that	DT
A44017	97	38	is	is	RB
A44017	97	39	4	4	CD
A44017	97	40	)	)	-RRB-
A44017	97	41	and	and	CC
A44017	97	42	that	that	IN
A44017	97	43	4	4	CD
A44017	97	44	added	add	VBD
A44017	97	45	to	to	IN
A44017	97	46	196	196	CD
A44017	97	47	makes	make	VBZ
A44017	97	48	200	200	CD
A44017	97	49	.	.	.
A44017	98	1	Lastly	lastly	RB
A44017	98	2	,	,	,
A44017	98	3	the	the	DT
A44017	98	4	product	product	NN
A44017	98	5	of	of	IN
A44017	98	6	2	2	CD
A44017	98	7	/	/	SYM
A44017	98	8	14	14	CD
A44017	98	9	into	into	IN
A44017	98	10	2	2	CD
A44017	98	11	/	/	SYM
A44017	98	12	142	142	CD
A44017	98	13	or	or	CC
A44017	98	14	1	1	CD
A44017	98	15	/	/	SYM
A44017	98	16	7	7	CD
A44017	98	17	into	into	IN
A44017	98	18	1	1	CD
A44017	98	19	/	/	SYM
A44017	98	20	7	7	CD
A44017	98	21	,	,	,
A44017	98	22	is	be	VBZ
A44017	98	23	1	1	CD
A44017	98	24	/	/	SYM
A44017	98	25	49	49	CD
A44017	98	26	.	.	.
A44017	99	1	And	and	CC
A44017	99	2	so	so	RB
A44017	99	3	the	the	DT
A44017	99	4	same	same	JJ
A44017	99	5	Square	Square	NNP
A44017	99	6	calculated	calculate	VBN
A44017	99	7	by	by	IN
A44017	99	8	Roots	root	NNS
A44017	99	9	,	,	,
A44017	99	10	is	be	VBZ
A44017	99	11	less	less	JJR
A44017	99	12	by	by	IN
A44017	99	13	1	1	CD
A44017	99	14	/	/	SYM
A44017	99	15	49	49	CD
A44017	99	16	of	of	IN
A44017	99	17	one	one	CD
A44017	99	18	of	of	IN
A44017	99	19	those	those	DT
A44017	99	20	two	two	CD
A44017	99	21	hundred	hundred	CD
A44017	99	22	Squares	Squares	NNPS
A44017	99	23	,	,	,
A44017	99	24	then	then	RB
A44017	99	25	by	by	IN
A44017	99	26	the	the	DT
A44017	99	27	true	true	JJ
A44017	99	28	and	and	CC
A44017	99	29	Geometrical	Geometrical	NNP
A44017	99	30	Calculation	Calculation	NNP
A44017	99	31	;	;	:
A44017	99	32	as	as	IN
A44017	99	33	was	be	VBD
A44017	99	34	to	to	TO
A44017	99	35	be	be	VB
A44017	99	36	demonstrated	demonstrate	VBN
A44017	99	37	.	.	.
A44017	100	1	Consequent	consequent	NN
A44017	100	2	.	.	.
A44017	101	1	It	-PRON-	PRP
A44017	101	2	is	be	VBZ
A44017	101	3	hence	hence	RB
A44017	101	4	manifest	manif	JJS
A44017	101	5	,	,	,
A44017	101	6	That	that	DT
A44017	101	7	whosoever	whosoever	NN
A44017	101	8	calculates	calculate	VBZ
A44017	101	9	the	the	DT
A44017	101	10	length	length	NN
A44017	101	11	of	of	IN
A44017	101	12	an	an	DT
A44017	101	13	Arc	Arc	NNP
A44017	101	14	or	or	CC
A44017	101	15	other	other	JJ
A44017	101	16	Line	line	NN
A44017	101	17	by	by	IN
A44017	101	18	the	the	DT
A44017	101	19	extraction	extraction	NN
A44017	101	20	of	of	IN
A44017	101	21	Roots	root	NNS
A44017	101	22	,	,	,
A44017	101	23	must	must	MD
A44017	101	24	necessarily	necessarily	RB
A44017	101	25	make	make	VB
A44017	101	26	it	-PRON-	PRP
A44017	101	27	shorter	short	JJR
A44017	101	28	then	then	RB
A44017	101	29	the	the	DT
A44017	101	30	truth	truth	NN
A44017	101	31	,	,	,
A44017	101	32	unless	unless	IN
A44017	101	33	the	the	DT
A44017	101	34	Square	Square	NNP
A44017	101	35	have	have	VBP
A44017	101	36	a	a	DT
A44017	101	37	true	true	JJ
A44017	101	38	Root	Root	NNP
A44017	101	39	.	.	.
A44017	102	1	The	the	DT
A44017	102	2	Radius	Radius	NNP
A44017	102	3	of	of	IN
A44017	102	4	a	a	DT
A44017	102	5	Circle	Circle	NNP
A44017	102	6	is	be	VBZ
A44017	102	7	a	a	DT
A44017	102	8	Mean	Mean	NNP
A44017	102	9	Proportional	Proportional	NNP
A44017	102	10	between	between	IN
A44017	102	11	the	the	DT
A44017	102	12	Arc	Arc	NNP
A44017	102	13	of	of	IN
A44017	102	14	a	a	DT
A44017	102	15	Quadrant	Quadrant	NNP
A44017	102	16	and	and	CC
A44017	102	17	two	two	CD
A44017	102	18	fifths	fifth	NNS
A44017	102	19	of	of	IN
A44017	102	20	the	the	DT
A44017	102	21	same	same	JJ
A44017	102	22	.	.	.
A44017	103	1	DEscribe	describe	VB
A44017	103	2	a	a	DT
A44017	103	3	Square	Square	NNP
A44017	103	4	ABCD	ABCD	NNP
A44017	103	5	,	,	,
A44017	103	6	and	and	CC
A44017	103	7	in	in	IN
A44017	103	8	it	-PRON-	PRP
A44017	103	9	a	a	DT
A44017	103	10	Quadrant	quadrant	JJ
A44017	103	11	DCA	dca	NN
A44017	103	12	.	.	.
A44017	104	1	In	in	IN
A44017	104	2	the	the	DT
A44017	104	3	side	side	NN
A44017	104	4	DC	DC	NNP
A44017	104	5	take	take	VB
A44017	104	6	DT	DT	NNP
A44017	104	7	two	two	CD
A44017	104	8	fifths	fifth	NNS
A44017	104	9	of	of	IN
A44017	104	10	DC	DC	NNP
A44017	104	11	;	;	:
A44017	104	12	and	and	CC
A44017	104	13	between	between	IN
A44017	104	14	DC	DC	NNP
A44017	104	15	and	and	CC
A44017	104	16	DT	DT	NNP
A44017	104	17	a	a	DT
A44017	104	18	Mean	Mean	NNP
A44017	104	19	Proportional	Proportional	NNP
A44017	104	20	DR	DR	NNP
A44017	104	21	;	;	:
A44017	104	22	and	and	CC
A44017	104	23	describe	describe	VB
A44017	104	24	the	the	DT
A44017	104	25	Quadrantal	Quadrantal	NNP
A44017	104	26	Arcs	Arcs	NNP
A44017	104	27	RS	RS	NNP
A44017	104	28	,	,	,
A44017	104	29	TV	tv	NN
A44017	104	30	.	.	.
A44017	105	1	I	-PRON-	PRP
A44017	105	2	say	say	VBP
A44017	105	3	,	,	,
A44017	105	4	the	the	DT
A44017	105	5	Arc	Arc	NNP
A44017	105	6	RS	RS	NNP
A44017	105	7	is	be	VBZ
A44017	105	8	equal	equal	JJ
A44017	105	9	to	to	IN
A44017	105	10	the	the	DT
A44017	105	11	streight	streight	JJ
A44017	105	12	line	line	NN
A44017	105	13	DC	DC	NNP
A44017	105	14	.	.	.
A44017	106	1	For	for	IN
A44017	106	2	seeing	see	VBG
A44017	106	3	the	the	DT
A44017	106	4	proportion	proportion	NN
A44017	106	5	of	of	IN
A44017	106	6	DC	DC	NNP
A44017	106	7	to	to	IN
A44017	106	8	DT	DT	NNP
A44017	106	9	is	be	VBZ
A44017	106	10	duplicate	duplicate	JJ
A44017	106	11	of	of	IN
A44017	106	12	the	the	DT
A44017	106	13	proportion	proportion	NN
A44017	106	14	of	of	IN
A44017	106	15	DC	DC	NNP
A44017	106	16	to	to	IN
A44017	106	17	DR	DR	NNP
A44017	106	18	,	,	,
A44017	106	19	it	-PRON-	PRP
A44017	106	20	will	will	MD
A44017	106	21	be	be	VB
A44017	106	22	also	also	RB
A44017	106	23	duplicate	duplicate	JJ
A44017	106	24	of	of	IN
A44017	106	25	the	the	DT
A44017	106	26	proportion	proportion	NN
A44017	106	27	of	of	IN
A44017	106	28	the	the	DT
A44017	106	29	Arc	Arc	NNP
A44017	106	30	CA	CA	NNP
A44017	106	31	to	to	IN
A44017	106	32	the	the	DT
A44017	106	33	Arc	Arc	NNP
A44017	106	34	RS	RS	NNP
A44017	106	35	;	;	:
A44017	106	36	and	and	CC
A44017	106	37	likewise	likewise	RB
A44017	106	38	duplicate	duplicate	NN
A44017	106	39	of	of	IN
A44017	106	40	the	the	DT
A44017	106	41	proportion	proportion	NN
A44017	106	42	of	of	IN
A44017	106	43	the	the	DT
A44017	106	44	Arc	Arc	NNP
A44017	106	45	RS	RS	NNP
A44017	106	46	to	to	IN
A44017	106	47	the	the	DT
A44017	106	48	Arc	Arc	NNP
A44017	106	49	TV	TV	NNP
A44017	106	50	.	.	.
A44017	107	1	Suppose	suppose	VB
A44017	107	2	some	some	DT
A44017	107	3	other	other	JJ
A44017	107	4	Arc	Arc	NNP
A44017	107	5	less	less	RBR
A44017	107	6	or	or	CC
A44017	107	7	greater	great	JJR
A44017	107	8	then	then	RB
A44017	107	9	the	the	DT
A44017	107	10	Arc	Arc	NNP
A44017	107	11	RS	RS	NNP
A44017	107	12	to	to	TO
A44017	107	13	be	be	VB
A44017	107	14	equal	equal	JJ
A44017	107	15	to	to	IN
A44017	107	16	DC	DC	NNP
A44017	107	17	,	,	,
A44017	107	18	as	as	IN
A44017	107	19	for	for	IN
A44017	107	20	example	example	NN
A44017	107	21	rs	r	NNS
A44017	107	22	:	:	:
A44017	107	23	Then	then	RB
A44017	107	24	the	the	DT
A44017	107	25	proportion	proportion	NN
A44017	107	26	of	of	IN
A44017	107	27	the	the	DT
A44017	107	28	Arc	Arc	NNP
A44017	107	29	rs	rs	NN
A44017	107	30	to	to	IN
A44017	107	31	the	the	DT
A44017	107	32	streight	streight	JJ
A44017	107	33	line	line	NN
A44017	107	34	DT	DT	NNP
A44017	107	35	will	will	MD
A44017	107	36	be	be	VB
A44017	107	37	duplicate	duplicate	JJ
A44017	107	38	of	of	IN
A44017	107	39	the	the	DT
A44017	107	40	proportion	proportion	NN
A44017	107	41	of	of	IN
A44017	107	42	RS	rs	NN
A44017	107	43	to	to	IN
A44017	107	44	TV	tv	NN
A44017	107	45	,	,	,
A44017	107	46	or	or	CC
A44017	107	47	DR	DR	NNP
A44017	107	48	to	to	IN
A44017	107	49	DT	DT	NNP
A44017	107	50	.	.	.
A44017	108	1	Which	which	WDT
A44017	108	2	is	be	VBZ
A44017	108	3	absurd	absurd	JJ
A44017	108	4	;	;	:
A44017	108	5	because	because	IN
A44017	108	6	Dr	Dr	NNP
A44017	108	7	is	be	VBZ
A44017	108	8	by	by	IN
A44017	108	9	construction	construction	NN
A44017	108	10	greater	great	JJR
A44017	108	11	or	or	CC
A44017	108	12	less	less	JJR
A44017	108	13	then	then	RB
A44017	108	14	DR	DR	NNP
A44017	108	15	.	.	.
A44017	109	1	Therefore	therefore	RB
A44017	109	2	the	the	DT
A44017	109	3	Arc	Arc	NNP
A44017	109	4	RS	RS	NNP
A44017	109	5	is	be	VBZ
A44017	109	6	equal	equal	JJ
A44017	109	7	to	to	IN
A44017	109	8	the	the	DT
A44017	109	9	side	side	NN
A44017	109	10	DC	DC	NNP
A44017	109	11	.	.	.
A44017	110	1	Which	which	WDT
A44017	110	2	was	be	VBD
A44017	110	3	to	to	TO
A44017	110	4	be	be	VB
A44017	110	5	demonstrated	demonstrate	VBN
A44017	110	6	.	.	.
A44017	111	1	Corol	Corol	NNP
A44017	111	2	.	.	.
A44017	112	1	Hence	hence	RB
A44017	112	2	it	-PRON-	PRP
A44017	112	3	follows	follow	VBZ
A44017	112	4	that	that	IN
A44017	112	5	DR	DR	NNP
A44017	112	6	is	be	VBZ
A44017	112	7	equal	equal	JJ
A44017	112	8	to	to	IN
A44017	112	9	two	two	CD
A44017	112	10	fifths	fifth	NNS
A44017	112	11	of	of	IN
A44017	112	12	the	the	DT
A44017	112	13	Arc	Arc	NNP
A44017	112	14	CA	CA	NNP
A44017	112	15	.	.	.
A44017	113	1	For	for	IN
A44017	113	2	RS	RS	NNP
A44017	113	3	,	,	,
A44017	113	4	TV	TV	NNP
A44017	113	5	,	,	,
A44017	113	6	DT	DT	NNP
A44017	113	7	being	be	VBG
A44017	113	8	continually	continually	RB
A44017	113	9	proportional	proportional	JJ
A44017	113	10	;	;	:
A44017	113	11	and	and	CC
A44017	113	12	the	the	DT
A44017	113	13	Arc	Arc	NNP
A44017	113	14	TV	TV	NNP
A44017	113	15	being	be	VBG
A44017	113	16	described	describe	VBN
A44017	113	17	by	by	IN
A44017	113	18	DT	DT	NNP
A44017	113	19	,	,	,
A44017	113	20	the	the	DT
A44017	113	21	Arc	Arc	NNP
A44017	113	22	RS	RS	NNP
A44017	113	23	will	will	MD
A44017	113	24	be	be	VB
A44017	113	25	described	describe	VBN
A44017	113	26	by	by	IN
A44017	113	27	a	a	DT
A44017	113	28	streight	streight	JJ
A44017	113	29	line	line	NN
A44017	113	30	equal	equal	JJ
A44017	113	31	to	to	IN
A44017	113	32	TV	tv	NN
A44017	113	33	.	.	.
A44017	114	1	But	but	CC
A44017	114	2	RS	RS	NNP
A44017	114	3	is	be	VBZ
A44017	114	4	described	describe	VBN
A44017	114	5	by	by	IN
A44017	114	6	the	the	DT
A44017	114	7	streight	streight	JJ
A44017	114	8	line	line	NN
A44017	114	9	DR	DR	NNP
A44017	114	10	.	.	.
A44017	115	1	Therefore	therefore	RB
A44017	115	2	DR	DR	NNP
A44017	115	3	is	be	VBZ
A44017	115	4	equal	equal	JJ
A44017	115	5	to	to	IN
A44017	115	6	TV	tv	NN
A44017	115	7	,	,	,
A44017	115	8	that	that	RB
A44017	115	9	is	is	RB
A44017	115	10	,	,	,
A44017	115	11	to	to	IN
A44017	115	12	two	two	CD
A44017	115	13	fifths	fifth	NNS
A44017	115	14	of	of	IN
A44017	115	15	CA	CA	NNP
A44017	115	16	.	.	.
A44017	116	1	And	and	CC
A44017	116	2	your	-PRON-	PRP$
A44017	116	3	said	say	VBD
A44017	116	4	servant	servant	NN
A44017	116	5	most	most	RBS
A44017	116	6	humbly	humbly	RB
A44017	116	7	prayeth	prayeth	JJ
A44017	116	8	you	-PRON-	PRP
A44017	116	9	to	to	TO
A44017	116	10	consider	consider	VB
A44017	116	11	(	(	-LRB-
A44017	116	12	if	if	IN
A44017	116	13	the	the	DT
A44017	116	14	demonstration	demonstration	NN
A44017	116	15	be	be	VB
A44017	116	16	true	true	JJ
A44017	116	17	and	and	CC
A44017	116	18	evident	evident	JJ
A44017	116	19	)	)	-RRB-
A44017	116	20	whether	whether	IN
A44017	116	21	the	the	DT
A44017	116	22	way	way	NN
A44017	116	23	of	of	IN
A44017	116	24	objecting	objecting	NN
A44017	116	25	against	against	IN
A44017	116	26	it	-PRON-	PRP
A44017	116	27	by	by	IN
A44017	116	28	Square	Square	NNP
A44017	116	29	Roots	root	NNS
A44017	116	30	,	,	,
A44017	116	31	used	use	VBN
A44017	116	32	by	by	IN
A44017	116	33	Dr.	Dr.	NNP
A44017	116	34	Wallis	Wallis	NNP
A44017	116	35	;	;	:
A44017	116	36	and	and	CC
A44017	116	37	whether	whether	IN
A44017	116	38	all	all	PDT
A44017	116	39	his	-PRON-	PRP$
A44017	116	40	Geometry	Geometry	NNP
A44017	116	41	,	,	,
A44017	116	42	as	as	IN
A44017	116	43	being	be	VBG
A44017	116	44	,	,	,
A44017	116	45	built	build	VBN
A44017	116	46	upon	upon	IN
A44017	116	47	it	-PRON-	PRP
A44017	116	48	,	,	,
A44017	116	49	and	and	CC
A44017	116	50	upon	upon	IN
A44017	116	51	his	-PRON-	PRP$
A44017	116	52	supposition	supposition	NN
A44017	116	53	of	of	IN
A44017	116	54	an	an	DT
A44017	116	55	Infinite	Infinite	NNP
A44017	116	56	Number	Number	NNP
A44017	116	57	,	,	,
A44017	116	58	be	be	VB
A44017	116	59	not	not	RB
A44017	116	60	false	false	JJ
A44017	116	61	.	.	.
A44017	117	1	Considerations	consideration	NNS
A44017	117	2	upon	upon	IN
A44017	117	3	the	the	DT
A44017	117	4	Answer	Answer	NNP
A44017	117	5	of	of	IN
A44017	117	6	Dr.	Dr.	NNP
A44017	117	7	Wallis	Wallis	NNP
A44017	117	8	to	to	IN
A44017	117	9	the	the	DT
A44017	117	10	Three	Three	NNP
A44017	117	11	Papers	Papers	NNPS
A44017	117	12	of	of	IN
A44017	117	13	Mr.	Mr.	NNP
A44017	117	14	Hobbes	Hobbes	NNP
A44017	117	15	.	.	.
A44017	118	1	DR	DR	NNP
A44017	118	2	.	.	.
A44017	119	1	Wallis	Wallis	NNP
A44017	119	2	sayes	say	VBZ
A44017	119	3	,	,	,
A44017	119	4	All	all	DT
A44017	119	5	that	that	WDT
A44017	119	6	is	be	VBZ
A44017	119	7	affirmed	affirm	VBN
A44017	119	8	,	,	,
A44017	119	9	is	be	VBZ
A44017	119	10	but	but	CC
A44017	119	11	,	,	,
A44017	119	12	If	if	IN
A44017	119	13	we	-PRON-	PRP
A44017	119	14	SVPPOSE	svppose	VBP
A44017	119	15	That	that	DT
A44017	119	16	,	,	,
A44017	119	17	This	this	DT
A44017	119	18	will	will	MD
A44017	119	19	follow	follow	VB
A44017	119	20	.	.	.
A44017	120	1	But	but	CC
A44017	120	2	it	-PRON-	PRP
A44017	120	3	seemeth	seemeth	VBZ
A44017	120	4	to	to	IN
A44017	120	5	me	-PRON-	PRP
A44017	120	6	,	,	,
A44017	120	7	that	that	IN
A44017	120	8	if	if	IN
A44017	120	9	the	the	DT
A44017	120	10	Supposition	supposition	NN
A44017	120	11	be	be	VB
A44017	120	12	impossible	impossible	JJ
A44017	120	13	,	,	,
A44017	120	14	then	then	RB
A44017	120	15	that	that	DT
A44017	120	16	which	which	WDT
A44017	120	17	follows	follow	VBZ
A44017	120	18	will	will	MD
A44017	120	19	either	either	CC
A44017	120	20	be	be	VB
A44017	120	21	false	false	JJ
A44017	120	22	,	,	,
A44017	120	23	or	or	CC
A44017	120	24	at	at	IN
A44017	120	25	least	least	JJS
A44017	120	26	undemonstrated	undemonstrated	JJ
A44017	120	27	.	.	.
A44017	121	1	First	first	RB
A44017	121	2	,	,	,
A44017	121	3	this	this	DT
A44017	121	4	Proposition	Proposition	NNP
A44017	121	5	being	be	VBG
A44017	121	6	founded	found	VBN
A44017	121	7	upon	upon	IN
A44017	121	8	his	-PRON-	PRP$
A44017	121	9	Arithmetica	Arithmetica	NNP
A44017	121	10	Infinitorum	Infinitorum	NNP
A44017	121	11	,	,	,
A44017	121	12	If	if	IN
A44017	121	13	there	there	RB
A44017	121	14	he	-PRON-	PRP
A44017	121	15	affirm	affirm	VBP
A44017	121	16	an	an	DT
A44017	121	17	absolute	absolute	JJ
A44017	121	18	Infiniteness	Infiniteness	NNP
A44017	121	19	,	,	,
A44017	121	20	he	-PRON-	PRP
A44017	121	21	must	must	MD
A44017	121	22	here	here	RB
A44017	121	23	also	also	RB
A44017	121	24	be	be	VB
A44017	121	25	understood	understand	VBN
A44017	121	26	to	to	TO
A44017	121	27	affirm	affirm	VB
A44017	121	28	the	the	DT
A44017	121	29	same	same	JJ
A44017	121	30	.	.	.
A44017	122	1	But	but	CC
A44017	122	2	in	in	IN
A44017	122	3	his	-PRON-	PRP$
A44017	122	4	39th	39th	JJ
A44017	122	5	Proposition	Proposition	NNP
A44017	122	6	he	-PRON-	PRP
A44017	122	7	saith	saith	VBZ
A44017	122	8	thus	thus	RB
A44017	122	9	:	:	:
A44017	122	10	Seeing	see	VBG
A44017	122	11	that	that	IN
A44017	122	12	the	the	DT
A44017	122	13	number	number	NN
A44017	122	14	of	of	IN
A44017	122	15	terms	term	NNS
A44017	122	16	increasing	increase	VBG
A44017	122	17	,	,	,
A44017	122	18	the	the	DT
A44017	122	19	excess	excess	JJ
A44017	122	20	above	above	IN
A44017	122	21	sub	sub	JJ
A44017	122	22	-	-	HYPH
A44017	122	23	quadruple	quadruple	NN
A44017	122	24	is	be	VBZ
A44017	122	25	perpetually	perpetually	RB
A44017	122	26	diminished	diminish	VBN
A44017	122	27	,	,	,
A44017	122	28	so	so	IN
A44017	122	29	as	as	IN
A44017	122	30	at	at	IN
A44017	122	31	last	last	JJ
A44017	122	32	it	-PRON-	PRP
A44017	122	33	becomes	become	VBZ
A44017	122	34	less	less	JJR
A44017	122	35	than	than	IN
A44017	122	36	any	any	DT
A44017	122	37	proportion	proportion	NN
A44017	122	38	that	that	WDT
A44017	122	39	can	can	MD
A44017	122	40	be	be	VB
A44017	122	41	assigned	assign	VBN
A44017	122	42	;	;	:
A44017	122	43	If	if	IN
A44017	122	44	it	-PRON-	PRP
A44017	122	45	proceed	proceed	VBP
A44017	122	46	in	in	IN
A44017	122	47	infinitum	infinitum	IN
A44017	122	48	it	-PRON-	PRP
A44017	122	49	must	must	MD
A44017	122	50	utterly	utterly	RB
A44017	122	51	vanish	vanish	VB
A44017	122	52	.	.	.
A44017	123	1	And	and	CC
A44017	123	2	therefore	therefore	RB
A44017	123	3	if	if	IN
A44017	123	4	there	there	EX
A44017	123	5	be	be	VB
A44017	123	6	propounded	propound	VBN
A44017	123	7	an	an	DT
A44017	123	8	Infinite	Infinite	NNP
A44017	123	9	row	row	NN
A44017	123	10	of	of	IN
A44017	123	11	quantities	quantity	NNS
A44017	123	12	in	in	IN
A44017	123	13	triplicate	triplicate	NN
A44017	123	14	proportion	proportion	NN
A44017	123	15	of	of	IN
A44017	123	16	quantities	quantity	NNS
A44017	123	17	Arithmetically	arithmetically	RB
A44017	123	18	proportional	proportional	JJ
A44017	123	19	(	(	-LRB-
A44017	123	20	that	that	RB
A44017	123	21	is	is	RB
A44017	123	22	,	,	,
A44017	123	23	according	accord	VBG
A44017	123	24	to	to	IN
A44017	123	25	the	the	DT
A44017	123	26	row	row	NN
A44017	123	27	of	of	IN
A44017	123	28	Cubical	cubical	JJ
A44017	123	29	numbers	number	NNS
A44017	123	30	)	)	-RRB-
A44017	123	31	beginning	begin	VBG
A44017	123	32	from	from	IN
A44017	123	33	a	a	DT
A44017	123	34	point	point	NN
A44017	123	35	or	or	CC
A44017	123	36	0	0	CD
A44017	123	37	;	;	:
A44017	123	38	that	that	WDT
A44017	123	39	row	row	NN
A44017	123	40	shall	shall	MD
A44017	123	41	be	be	VB
A44017	123	42	to	to	IN
A44017	123	43	a	a	DT
A44017	123	44	row	row	NN
A44017	123	45	of	of	IN
A44017	123	46	as	as	RB
A44017	123	47	many	many	JJ
A44017	123	48	,	,	,
A44017	123	49	equal	equal	JJ
A44017	123	50	to	to	IN
A44017	123	51	the	the	DT
A44017	123	52	greatest	great	JJS
A44017	123	53	,	,	,
A44017	123	54	as	as	IN
A44017	123	55	1	1	CD
A44017	123	56	to	to	IN
A44017	123	57	4	4	CD
A44017	123	58	.	.	.
A44017	124	1	It	-PRON-	PRP
A44017	124	2	is	be	VBZ
A44017	124	3	therefore	therefore	RB
A44017	124	4	manifest	manifest	JJ
A44017	124	5	that	that	IN
A44017	124	6	he	-PRON-	PRP
A44017	124	7	affirms	affirm	VBZ
A44017	124	8	,	,	,
A44017	124	9	That	that	IN
A44017	124	10	in	in	IN
A44017	124	11	an	an	DT
A44017	124	12	Infinite	Infinite	NNP
A44017	124	13	row	row	NN
A44017	124	14	of	of	IN
A44017	124	15	quantities	quantity	NNS
A44017	124	16	the	the	DT
A44017	124	17	last	last	JJ
A44017	124	18	is	be	VBZ
A44017	124	19	given	give	VBN
A44017	124	20	;	;	:
A44017	124	21	and	and	CC
A44017	124	22	he	-PRON-	PRP
A44017	124	23	knows	know	VBZ
A44017	124	24	well	well	RB
A44017	124	25	enough	enough	RB
A44017	124	26	that	that	IN
A44017	124	27	this	this	DT
A44017	124	28	is	be	VBZ
A44017	124	29	but	but	CC
A44017	124	30	a	a	DT
A44017	124	31	shift	shift	NN
A44017	124	32	.	.	.
A44017	125	1	Secondly	secondly	RB
A44017	125	2	,	,	,
A44017	125	3	he	-PRON-	PRP
A44017	125	4	sayes	say	VBZ
A44017	125	5	,	,	,
A44017	125	6	That	that	IN
A44017	125	7	usually	usually	RB
A44017	125	8	in	in	IN
A44017	125	9	Euclide	Euclide	NNP
A44017	125	10	and	and	CC
A44017	125	11	all	all	DT
A44017	125	12	after	after	IN
A44017	125	13	him	-PRON-	PRP
A44017	125	14	,	,	,
A44017	125	15	by	by	IN
A44017	125	16	Infinite	Infinite	NNP
A44017	125	17	is	be	VBZ
A44017	125	18	meant	mean	VBN
A44017	125	19	but	but	CC
A44017	125	20	,	,	,
A44017	125	21	more	more	JJR
A44017	125	22	than	than	IN
A44017	125	23	any	any	DT
A44017	125	24	assignable	assignable	JJ
A44017	125	25	Finite	Finite	NNP
A44017	125	26	,	,	,
A44017	125	27	or	or	CC
A44017	125	28	the	the	DT
A44017	125	29	greatest	great	JJS
A44017	125	30	possible	possible	JJ
A44017	125	31	.	.	.
A44017	126	1	I	-PRON-	PRP
A44017	126	2	am	be	VBP
A44017	126	3	content	content	JJ
A44017	126	4	it	-PRON-	PRP
A44017	126	5	be	be	VB
A44017	126	6	so	so	RB
A44017	126	7	interpreted	interpret	VBN
A44017	126	8	.	.	.
A44017	127	1	But	but	CC
A44017	127	2	then	then	RB
A44017	127	3	from	from	IN
A44017	127	4	thence	thence	NN
A44017	127	5	he	-PRON-	PRP
A44017	127	6	must	must	MD
A44017	127	7	demonstrate	demonstrate	VB
A44017	127	8	those	those	DT
A44017	127	9	his	-PRON-	PRP$
A44017	127	10	conclusions	conclusion	NNS
A44017	127	11	,	,	,
A44017	127	12	which	which	WDT
A44017	127	13	he	-PRON-	PRP
A44017	127	14	hath	hath	VBP
A44017	127	15	not	not	RB
A44017	127	16	yet	yet	RB
A44017	127	17	done	do	VBN
A44017	127	18	.	.	.
A44017	128	1	And	and	CC
A44017	128	2	when	when	WRB
A44017	128	3	he	-PRON-	PRP
A44017	128	4	shall	shall	MD
A44017	128	5	have	have	VB
A44017	128	6	done	do	VBN
A44017	128	7	it	-PRON-	PRP
A44017	128	8	,	,	,
A44017	128	9	not	not	RB
A44017	128	10	only	only	RB
A44017	128	11	the	the	DT
A44017	128	12	Conclusions	Conclusions	NNPS
A44017	128	13	,	,	,
A44017	128	14	but	but	CC
A44017	128	15	also	also	RB
A44017	128	16	the	the	DT
A44017	128	17	Demonstration	Demonstration	NNP
A44017	128	18	will	will	MD
A44017	128	19	be	be	VB
A44017	128	20	the	the	DT
A44017	128	21	same	same	JJ
A44017	128	22	with	with	IN
A44017	128	23	mine	mine	NN
A44017	128	24	in	in	IN
A44017	128	25	Cap	Cap	NNP
A44017	128	26	.	.	.
A44017	129	1	14	14	CD
A44017	129	2	.	.	.
A44017	130	1	Art	art	NN
A44017	130	2	.	.	.
A44017	131	1	2	2	CD
A44017	131	2	,	,	,
A44017	131	3	3	3	CD
A44017	131	4	,	,	,
A44017	131	5	&	&	CC
A44017	131	6	c.	c.	NNP
A44017	131	7	of	of	IN
A44017	131	8	my	-PRON-	PRP$
A44017	131	9	Book	Book	NNP
A44017	131	10	De	De	NNP
A44017	131	11	Corpore	Corpore	NNP
A44017	131	12	.	.	.
A44017	132	1	And	and	CC
A44017	132	2	so	so	RB
A44017	132	3	he	-PRON-	PRP
A44017	132	4	steals	steal	VBZ
A44017	132	5	what	what	WP
A44017	132	6	he	-PRON-	PRP
A44017	132	7	once	once	RB
A44017	132	8	condemn'd	condemn'd	VBP
A44017	132	9	.	.	.
A44017	133	1	A	a	DT
A44017	133	2	fine	fine	JJ
A44017	133	3	quality	quality	NN
A44017	133	4	.	.	.
A44017	134	1	Thirdly	thirdly	RB
A44017	134	2	,	,	,
A44017	134	3	he	-PRON-	PRP
A44017	134	4	sayes	say	VBZ
A44017	134	5	(	(	-LRB-
A44017	134	6	by	by	IN
A44017	134	7	Euclides	Euclides	NNP
A44017	134	8	10th	10th	NN
A44017	134	9	Proposition	proposition	NN
A44017	134	10	,	,	,
A44017	134	11	but	but	CC
A44017	134	12	he	-PRON-	PRP
A44017	134	13	tells	tell	VBZ
A44017	134	14	not	not	RB
A44017	134	15	of	of	IN
A44017	134	16	what	what	WP
A44017	134	17	Book	Book	NNP
A44017	134	18	)	)	-RRB-
A44017	134	19	That	that	IN
A44017	134	20	a	a	DT
A44017	134	21	Line	line	NN
A44017	134	22	may	may	MD
A44017	134	23	be	be	VB
A44017	134	24	bisected	bisect	VBN
A44017	134	25	,	,	,
A44017	134	26	and	and	CC
A44017	134	27	the	the	DT
A44017	134	28	halves	half	NNS
A44017	134	29	of	of	IN
A44017	134	30	it	-PRON-	PRP
A44017	134	31	may	may	MD
A44017	134	32	again	again	RB
A44017	134	33	be	be	VB
A44017	134	34	bisected	bisect	VBN
A44017	134	35	,	,	,
A44017	134	36	and	and	CC
A44017	134	37	so	so	RB
A44017	134	38	onwards	onwards	RB
A44017	134	39	infinitely	infinitely	RB
A44017	134	40	;	;	:
A44017	134	41	and	and	CC
A44017	134	42	that	that	IN
A44017	134	43	upon	upon	IN
A44017	134	44	such	such	JJ
A44017	134	45	supposed	suppose	VBN
A44017	134	46	Section	Section	NNP
A44017	134	47	Infinitely	Infinitely	NNP
A44017	134	48	continued	continue	VBD
A44017	134	49	,	,	,
A44017	134	50	the	the	DT
A44017	134	51	parts	part	NNS
A44017	134	52	must	must	MD
A44017	134	53	be	be	VB
A44017	134	54	supposed	suppose	VBN
A44017	134	55	Infinitely	infinitely	RB
A44017	134	56	many	many	JJ
A44017	134	57	.	.	.
A44017	135	1	I	-PRON-	PRP
A44017	135	2	deny	deny	VBP
A44017	135	3	that	that	DT
A44017	135	4	;	;	:
A44017	135	5	for	for	IN
A44017	135	6	Euclide	Euclide	NNP
A44017	135	7	,	,	,
A44017	135	8	if	if	IN
A44017	135	9	he	-PRON-	PRP
A44017	135	10	sayes	say	VBZ
A44017	135	11	a	a	DT
A44017	135	12	Line	line	NN
A44017	135	13	may	may	MD
A44017	135	14	be	be	VB
A44017	135	15	divisible	divisible	JJ
A44017	135	16	into	into	IN
A44017	135	17	parts	part	NNS
A44017	135	18	perpetually	perpetually	RB
A44017	135	19	divisible	divisible	JJ
A44017	135	20	,	,	,
A44017	135	21	he	-PRON-	PRP
A44017	135	22	means	mean	VBZ
A44017	135	23	,	,	,
A44017	135	24	That	that	IN
A44017	135	25	all	all	PDT
A44017	135	26	the	the	DT
A44017	135	27	divisions	division	NNS
A44017	135	28	,	,	,
A44017	135	29	and	and	CC
A44017	135	30	all	all	PDT
A44017	135	31	the	the	DT
A44017	135	32	parts	part	NNS
A44017	135	33	arising	arise	VBG
A44017	135	34	from	from	IN
A44017	135	35	those	those	DT
A44017	135	36	divisions	division	NNS
A44017	135	37	,	,	,
A44017	135	38	are	be	VBP
A44017	135	39	perpetually	perpetually	RB
A44017	135	40	Finite	Finite	NNP
A44017	135	41	in	in	IN
A44017	135	42	number	number	NN
A44017	135	43	.	.	.
A44017	136	1	Fourthly	fourthly	RB
A44017	136	2	,	,	,
A44017	136	3	he	-PRON-	PRP
A44017	136	4	sayes	say	VBZ
A44017	136	5	,	,	,
A44017	136	6	That	that	IN
A44017	136	7	there	there	EX
A44017	136	8	may	may	MD
A44017	136	9	be	be	VB
A44017	136	10	supposed	suppose	VBN
A44017	136	11	a	a	DT
A44017	136	12	row	row	NN
A44017	136	13	of	of	IN
A44017	136	14	quantities	quantity	NNS
A44017	136	15	infinitely	infinitely	RB
A44017	136	16	many	many	JJ
A44017	136	17	,	,	,
A44017	136	18	and	and	CC
A44017	136	19	continually	continually	RB
A44017	136	20	increasing	increase	VBG
A44017	136	21	,	,	,
A44017	136	22	whereof	whereof	NNP
A44017	136	23	the	the	DT
A44017	136	24	last	last	JJ
A44017	136	25	is	be	VBZ
A44017	136	26	given	give	VBN
A44017	136	27	.	.	.
A44017	137	1	'	'	``
A44017	137	2	T	t	NN
A44017	137	3	is	be	VBZ
A44017	137	4	true	true	JJ
A44017	137	5	,	,	,
A44017	137	6	a	a	DT
A44017	137	7	man	man	NN
A44017	137	8	may	may	MD
A44017	137	9	say	say	VB
A44017	137	10	(	(	-LRB-
A44017	137	11	if	if	IN
A44017	137	12	that	that	DT
A44017	137	13	be	be	VBP
A44017	137	14	supposing	suppose	VBG
A44017	137	15	)	)	-RRB-
A44017	137	16	that	that	IN
A44017	137	17	white	white	NNP
A44017	137	18	is	be	VBZ
A44017	137	19	black	black	JJ
A44017	137	20	;	;	:
A44017	137	21	but	but	CC
A44017	137	22	if	if	IN
A44017	137	23	Supposing	Supposing	NNP
A44017	137	24	be	be	VBP
A44017	137	25	Thinking	think	VBG
A44017	137	26	,	,	,
A44017	137	27	he	-PRON-	PRP
A44017	137	28	can	can	MD
A44017	137	29	not	not	RB
A44017	137	30	suppose	suppose	VB
A44017	137	31	an	an	DT
A44017	137	32	Infinite	Infinite	NNP
A44017	137	33	row	row	NN
A44017	137	34	of	of	IN
A44017	137	35	quantities	quantity	NNS
A44017	137	36	whereof	whereof	IN
A44017	137	37	the	the	DT
A44017	137	38	last	last	JJ
A44017	137	39	is	be	VBZ
A44017	137	40	given	give	VBN
A44017	137	41	.	.	.
A44017	138	1	And	and	CC
A44017	138	2	if	if	IN
A44017	138	3	he	-PRON-	PRP
A44017	138	4	say	say	VBP
A44017	138	5	it	-PRON-	PRP
A44017	138	6	,	,	,
A44017	138	7	he	-PRON-	PRP
A44017	138	8	can	can	MD
A44017	138	9	demonstrate	demonstrate	VB
A44017	138	10	nothing	nothing	NN
A44017	138	11	from	from	IN
A44017	138	12	it	-PRON-	PRP
A44017	138	13	.	.	.
A44017	139	1	Fifthly	fifthly	RB
A44017	139	2	,	,	,
A44017	139	3	He	-PRON-	PRP
A44017	139	4	sayes	say	VBZ
A44017	139	5	(	(	-LRB-
A44017	139	6	for	for	IN
A44017	139	7	one	one	CD
A44017	139	8	absurdity	absurdity	NN
A44017	139	9	begets	beget	VBZ
A44017	139	10	another	another	DT
A44017	139	11	)	)	-RRB-
A44017	139	12	That	that	IN
A44017	139	13	a	a	DT
A44017	139	14	Superficies	Superficies	NNPS
A44017	139	15	or	or	CC
A44017	139	16	Solid	Solid	NNPS
A44017	139	17	may	may	MD
A44017	139	18	be	be	VB
A44017	139	19	supposed	suppose	VBN
A44017	139	20	so	so	RB
A44017	139	21	constituted	constituted	JJ
A44017	139	22	,	,	,
A44017	139	23	as	as	IN
A44017	139	24	to	to	TO
A44017	139	25	be	be	VB
A44017	139	26	Infinitely	infinitely	RB
A44017	139	27	long	long	JJ
A44017	139	28	,	,	,
A44017	139	29	but	but	CC
A44017	139	30	Finitely	finitely	RB
A44017	139	31	great	great	JJ
A44017	139	32	(	(	-LRB-
A44017	139	33	the	the	DT
A44017	139	34	breadth	breadth	NN
A44017	139	35	continually	continually	RB
A44017	139	36	decreasing	decrease	VBG
A44017	139	37	in	in	IN
A44017	139	38	greater	great	JJR
A44017	139	39	proportion	proportion	NN
A44017	139	40	than	than	IN
A44017	139	41	the	the	DT
A44017	139	42	length	length	NN
A44017	139	43	increaseth	increaseth	NNP
A44017	139	44	)	)	-RRB-
A44017	139	45	and	and	CC
A44017	139	46	so	so	IN
A44017	139	47	as	as	IN
A44017	139	48	to	to	TO
A44017	139	49	have	have	VB
A44017	139	50	no	no	DT
A44017	139	51	center	center	NN
A44017	139	52	of	of	IN
A44017	139	53	gravity	gravity	NN
A44017	139	54	.	.	.
A44017	140	1	Such	such	JJ
A44017	140	2	is	be	VBZ
A44017	140	3	Toricellio	Toricellio	NNP
A44017	140	4	's	's	POS
A44017	140	5	Solidum	Solidum	NNP
A44017	140	6	Hyperbolicum	Hyperbolicum	NNP
A44017	140	7	acutum	acutum	NN
A44017	140	8	,	,	,
A44017	140	9	and	and	CC
A44017	140	10	others	other	NNS
A44017	140	11	innumerable	innumerable	JJ
A44017	140	12	discovered	discover	VBN
A44017	140	13	by	by	IN
A44017	140	14	Dr.	Dr.	NNP
A44017	140	15	Wallis	Wallis	NNP
A44017	140	16	,	,	,
A44017	140	17	Monsieur	Monsieur	NNP
A44017	140	18	Fermat	Fermat	NNP
A44017	140	19	,	,	,
A44017	140	20	and	and	CC
A44017	140	21	others	other	NNS
A44017	140	22	.	.	.
A44017	141	1	But	but	CC
A44017	141	2	to	to	TO
A44017	141	3	determine	determine	VB
A44017	141	4	this	this	DT
A44017	141	5	,	,	,
A44017	141	6	requires	require	VBZ
A44017	141	7	more	more	JJR
A44017	141	8	of	of	IN
A44017	141	9	Geometry	Geometry	NNP
A44017	141	10	and	and	CC
A44017	141	11	Logick	Logick	NNP
A44017	141	12	(	(	-LRB-
A44017	141	13	whatsoever	whatsoever	RB
A44017	141	14	it	-PRON-	PRP
A44017	141	15	do	do	VBP
A44017	141	16	of	of	IN
A44017	141	17	the	the	DT
A44017	141	18	Latine	Latine	NNP
A44017	141	19	Tongue	Tongue	NNP
A44017	141	20	)	)	-RRB-
A44017	141	21	than	than	IN
A44017	141	22	Mr.	Mr.	NNP
A44017	141	23	Hobbes	Hobbes	NNP
A44017	141	24	is	be	VBZ
A44017	141	25	master	master	NN
A44017	141	26	of	of	IN
A44017	141	27	.	.	.
A44017	142	1	I	-PRON-	PRP
A44017	142	2	do	do	VBP
A44017	142	3	not	not	RB
A44017	142	4	remember	remember	VB
A44017	142	5	this	this	DT
A44017	142	6	of	of	IN
A44017	142	7	Toricellio	Toricellio	NNP
A44017	142	8	,	,	,
A44017	142	9	and	and	CC
A44017	142	10	I	-PRON-	PRP
A44017	142	11	doubt	doubt	VBP
A44017	142	12	Dr	Dr	NNP
A44017	142	13	Wallis	Wallis	NNP
A44017	142	14	does	do	VBZ
A44017	142	15	him	-PRON-	PRP
A44017	142	16	wrong	wrong	JJ
A44017	142	17	,	,	,
A44017	142	18	and	and	CC
A44017	142	19	Monsieur	Monsieur	NNP
A44017	142	20	Fermat	Fermat	NNP
A44017	142	21	too	too	RB
A44017	142	22	.	.	.
A44017	143	1	For	for	IN
A44017	143	2	to	to	TO
A44017	143	3	understand	understand	VB
A44017	143	4	this	this	DT
A44017	143	5	for	for	IN
A44017	143	6	sense	sense	NN
A44017	143	7	,	,	,
A44017	143	8	'	'	''
A44017	143	9	t	t	NN
A44017	143	10	is	be	VBZ
A44017	143	11	not	not	RB
A44017	143	12	required	require	VBN
A44017	143	13	that	that	IN
A44017	143	14	a	a	DT
A44017	143	15	man	man	NN
A44017	143	16	should	should	MD
A44017	143	17	be	be	VB
A44017	143	18	a	a	DT
A44017	143	19	Geometrician	Geometrician	NNP
A44017	143	20	or	or	CC
A44017	143	21	a	a	DT
A44017	143	22	Logician	Logician	NNP
A44017	143	23	,	,	,
A44017	143	24	but	but	CC
A44017	143	25	that	that	IN
A44017	143	26	he	-PRON-	PRP
A44017	143	27	should	should	MD
A44017	143	28	be	be	VB
A44017	143	29	mad	mad	JJ
A44017	143	30	.	.	.
A44017	144	1	In	in	IN
A44017	144	2	the	the	DT
A44017	144	3	next	next	JJ
A44017	144	4	place	place	NN
A44017	144	5	he	-PRON-	PRP
A44017	144	6	puts	put	VBZ
A44017	144	7	to	to	IN
A44017	144	8	me	-PRON-	PRP
A44017	144	9	a	a	DT
A44017	144	10	Question	question	NN
A44017	144	11	as	as	RB
A44017	144	12	absurd	absurd	JJ
A44017	144	13	as	as	IN
A44017	144	14	his	-PRON-	PRP$
A44017	144	15	Answers	answer	NNS
A44017	144	16	are	be	VBP
A44017	144	17	to	to	IN
A44017	144	18	mine	-PRON-	PRP
A44017	144	19	.	.	.
A44017	145	1	Let	let	VB
A44017	145	2	him	-PRON-	PRP
A44017	145	3	ask	ask	VB
A44017	145	4	himself	-PRON-	PRP
A44017	145	5	(	(	-LRB-
A44017	145	6	saith	saith	JJ
A44017	145	7	he	-PRON-	PRP
A44017	145	8	)	)	-RRB-
A44017	145	9	if	if	IN
A44017	145	10	he	-PRON-	PRP
A44017	145	11	be	be	VB
A44017	145	12	still	still	RB
A44017	145	13	of	of	IN
A44017	145	14	opinion	opinion	NN
A44017	145	15	,	,	,
A44017	145	16	That	that	IN
A44017	145	17	there	there	EX
A44017	145	18	is	be	VBZ
A44017	145	19	no	no	DT
A44017	145	20	Argument	argument	NN
A44017	145	21	in	in	IN
A44017	145	22	Natural	Natural	NNP
A44017	145	23	Philosophy	Philosophy	NNP
A44017	145	24	to	to	TO
A44017	145	25	prove	prove	VB
A44017	145	26	that	that	IN
A44017	145	27	the	the	DT
A44017	145	28	World	World	NNP
A44017	145	29	had	have	VBD
A44017	145	30	a	a	DT
A44017	145	31	beginning	beginning	NN
A44017	145	32	:	:	:
A44017	145	33	First	first	RB
A44017	145	34	,	,	,
A44017	145	35	whether	whether	IN
A44017	145	36	in	in	IN
A44017	145	37	case	case	NN
A44017	145	38	it	-PRON-	PRP
A44017	145	39	had	have	VBD
A44017	145	40	no	no	DT
A44017	145	41	beginning	beginning	NN
A44017	145	42	,	,	,
A44017	145	43	there	there	EX
A44017	145	44	must	must	MD
A44017	145	45	not	not	RB
A44017	145	46	have	have	VB
A44017	145	47	passed	pass	VBN
A44017	145	48	an	an	DT
A44017	145	49	Infinite	infinite	JJ
A44017	145	50	number	number	NN
A44017	145	51	of	of	IN
A44017	145	52	years	year	NNS
A44017	145	53	before	before	IN
A44017	145	54	Mr.	Mr.	NNP
A44017	145	55	Hobbes	Hobbes	NNP
A44017	145	56	was	be	VBD
A44017	145	57	born	bear	VBN
A44017	145	58	.	.	.
A44017	146	1	Secondly	secondly	RB
A44017	146	2	,	,	,
A44017	146	3	whether	whether	IN
A44017	146	4	at	at	IN
A44017	146	5	this	this	DT
A44017	146	6	time	time	NN
A44017	146	7	there	there	EX
A44017	146	8	have	have	VBP
A44017	146	9	not	not	RB
A44017	146	10	passed	pass	VBN
A44017	146	11	more	more	JJR
A44017	146	12	,	,	,
A44017	146	13	that	that	RB
A44017	146	14	is	is	RB
A44017	146	15	,	,	,
A44017	146	16	more	more	JJR
A44017	146	17	than	than	IN
A44017	146	18	that	that	DT
A44017	146	19	Infinite	infinite	JJ
A44017	146	20	number	number	NN
A44017	146	21	.	.	.
A44017	147	1	Thirdly	thirdly	RB
A44017	147	2	,	,	,
A44017	147	3	whether	whether	IN
A44017	147	4	,	,	,
A44017	147	5	in	in	IN
A44017	147	6	that	that	DT
A44017	147	7	Infinite	Infinite	NNP
A44017	147	8	(	(	-LRB-
A44017	147	9	or	or	CC
A44017	147	10	more	more	JJR
A44017	147	11	than	than	IN
A44017	147	12	Infinite	Infinite	NNP
A44017	147	13	)	)	-RRB-
A44017	147	14	number	number	NN
A44017	147	15	of	of	IN
A44017	147	16	years	year	NNS
A44017	147	17	,	,	,
A44017	147	18	there	there	EX
A44017	147	19	have	have	VBP
A44017	147	20	not	not	RB
A44017	147	21	been	be	VBN
A44017	147	22	a	a	DT
A44017	147	23	greater	great	JJR
A44017	147	24	number	number	NN
A44017	147	25	of	of	IN
A44017	147	26	dayes	daye	NNS
A44017	147	27	and	and	CC
A44017	147	28	hours	hour	NNS
A44017	147	29	,	,	,
A44017	147	30	and	and	CC
A44017	147	31	of	of	IN
A44017	147	32	which	which	WDT
A44017	147	33	hitherto	hitherto	VBD
A44017	147	34	the	the	DT
A44017	147	35	last	last	JJ
A44017	147	36	is	be	VBZ
A44017	147	37	given	give	VBN
A44017	147	38	.	.	.
A44017	148	1	Fourthly	fourthly	RB
A44017	148	2	,	,	,
A44017	148	3	whether	whether	IN
A44017	148	4	,	,	,
A44017	148	5	if	if	IN
A44017	148	6	this	this	DT
A44017	148	7	be	be	VB
A44017	148	8	an	an	DT
A44017	148	9	Absurdity	Absurdity	NNP
A44017	148	10	,	,	,
A44017	148	11	we	-PRON-	PRP
A44017	148	12	have	have	VBP
A44017	148	13	not	not	RB
A44017	148	14	then	then	RB
A44017	148	15	(	(	-LRB-
A44017	148	16	contrary	contrary	JJ
A44017	148	17	to	to	IN
A44017	148	18	what	what	WP
A44017	148	19	Mr.	Mr.	NNP
A44017	148	20	Hobbes	Hobbes	NNP
A44017	148	21	would	would	MD
A44017	148	22	perswade	perswade	VB
A44017	148	23	us	-PRON-	PRP
A44017	148	24	)	)	-RRB-
A44017	148	25	an	an	DT
A44017	148	26	Argument	argument	NN
A44017	148	27	in	in	IN
A44017	148	28	Nature	Nature	NNP
A44017	148	29	to	to	TO
A44017	148	30	prove	prove	VB
A44017	148	31	the	the	DT
A44017	148	32	World	World	NNP
A44017	148	33	had	have	VBD
A44017	148	34	a	a	DT
A44017	148	35	beginning	beginning	NN
A44017	148	36	.	.	.
A44017	149	1	To	to	IN
A44017	149	2	this	this	DT
A44017	149	3	I	-PRON-	PRP
A44017	149	4	answer	answer	VBP
A44017	149	5	,	,	,
A44017	149	6	not	not	RB
A44017	149	7	willingly	willingly	RB
A44017	149	8	,	,	,
A44017	149	9	but	but	CC
A44017	149	10	in	in	IN
A44017	149	11	service	service	NN
A44017	149	12	to	to	IN
A44017	149	13	the	the	DT
A44017	149	14	Truth	truth	NN
A44017	149	15	,	,	,
A44017	149	16	that	that	IN
A44017	149	17	by	by	IN
A44017	149	18	the	the	DT
A44017	149	19	same	same	JJ
A44017	149	20	Argument	argument	NN
A44017	149	21	he	-PRON-	PRP
A44017	149	22	might	may	MD
A44017	149	23	as	as	RB
A44017	149	24	well	well	RB
A44017	149	25	prove	prove	VB
A44017	149	26	that	that	IN
A44017	149	27	God	God	NNP
A44017	149	28	had	have	VBD
A44017	149	29	a	a	DT
A44017	149	30	beginning	beginning	NN
A44017	149	31	.	.	.
A44017	150	1	Thus	thus	RB
A44017	150	2	:	:	:
A44017	150	3	in	in	IN
A44017	150	4	case	case	NN
A44017	150	5	he	-PRON-	PRP
A44017	150	6	had	have	VBD
A44017	150	7	not	not	RB
A44017	150	8	,	,	,
A44017	150	9	there	there	EX
A44017	150	10	must	must	MD
A44017	150	11	have	have	VB
A44017	150	12	passed	pass	VBN
A44017	150	13	an	an	DT
A44017	150	14	Infinite	Infinite	NNP
A44017	150	15	length	length	NN
A44017	150	16	of	of	IN
A44017	150	17	time	time	NN
A44017	150	18	before	before	IN
A44017	150	19	Mr.	Mr.	NNP
A44017	150	20	Hobbes	Hobbes	NNP
A44017	150	21	was	be	VBD
A44017	150	22	born	bear	VBN
A44017	150	23	;	;	:
A44017	150	24	but	but	CC
A44017	150	25	there	there	EX
A44017	150	26	hath	hath	NNP
A44017	150	27	passed	pass	VBD
A44017	150	28	at	at	IN
A44017	150	29	this	this	DT
A44017	150	30	day	day	NN
A44017	150	31	more	more	RBR
A44017	150	32	than	than	IN
A44017	150	33	that	that	DT
A44017	150	34	Infinite	infinite	JJ
A44017	150	35	length	length	NN
A44017	150	36	(	(	-LRB-
A44017	150	37	by	by	IN
A44017	150	38	eighty	eighty	CD
A44017	150	39	four	four	CD
A44017	150	40	years	year	NNS
A44017	150	41	)	)	-RRB-
A44017	150	42	.	.	.
A44017	151	1	And	and	CC
A44017	151	2	this	this	DT
A44017	151	3	day	day	NN
A44017	151	4	,	,	,
A44017	151	5	which	which	WDT
A44017	151	6	is	be	VBZ
A44017	151	7	the	the	DT
A44017	151	8	last	last	JJ
A44017	151	9	,	,	,
A44017	151	10	is	be	VBZ
A44017	151	11	given	give	VBN
A44017	151	12	.	.	.
A44017	152	1	If	if	IN
A44017	152	2	this	this	DT
A44017	152	3	be	be	VB
A44017	152	4	an	an	DT
A44017	152	5	Absurdity	Absurdity	NNP
A44017	152	6	,	,	,
A44017	152	7	have	have	VBP
A44017	152	8	we	-PRON-	PRP
A44017	152	9	not	not	RB
A44017	152	10	then	then	RB
A44017	152	11	an	an	DT
A44017	152	12	Argument	argument	NN
A44017	152	13	in	in	IN
A44017	152	14	Nature	Nature	NNP
A44017	152	15	to	to	TO
A44017	152	16	prove	prove	VB
A44017	152	17	that	that	IN
A44017	152	18	God	God	NNP
A44017	152	19	had	have	VBD
A44017	152	20	a	a	DT
A44017	152	21	beginning	beginning	NN
A44017	152	22	?	?	.
A44017	153	1	Thus	thus	RB
A44017	153	2	'	'	``
A44017	153	3	t	t	NN
A44017	153	4	is	be	VBZ
A44017	153	5	when	when	WRB
A44017	153	6	men	man	NNS
A44017	153	7	intangle	intangle	VBP
A44017	153	8	themselves	-PRON-	PRP
A44017	153	9	in	in	IN
A44017	153	10	a	a	DT
A44017	153	11	Dispute	Dispute	NNP
A44017	153	12	of	of	IN
A44017	153	13	that	that	DT
A44017	153	14	which	which	WDT
A44017	153	15	they	-PRON-	PRP
A44017	153	16	can	can	MD
A44017	153	17	not	not	RB
A44017	153	18	comprehend	comprehend	VB
A44017	153	19	.	.	.
A44017	154	1	But	but	CC
A44017	154	2	perhaps	perhaps	RB
A44017	154	3	he	-PRON-	PRP
A44017	154	4	looks	look	VBZ
A44017	154	5	for	for	IN
A44017	154	6	a	a	DT
A44017	154	7	Solution	Solution	NNP
A44017	154	8	of	of	IN
A44017	154	9	his	-PRON-	PRP$
A44017	154	10	Argument	argument	NN
A44017	154	11	to	to	TO
A44017	154	12	prove	prove	VB
A44017	154	13	that	that	IN
A44017	154	14	there	there	EX
A44017	154	15	is	be	VBZ
A44017	154	16	somewhat	somewhat	RB
A44017	154	17	greater	great	JJR
A44017	154	18	than	than	IN
A44017	154	19	Infinite	Infinite	NNP
A44017	154	20	;	;	:
A44017	154	21	which	which	WDT
A44017	154	22	I	-PRON-	PRP
A44017	154	23	shall	shall	MD
A44017	154	24	do	do	VB
A44017	154	25	so	so	RB
A44017	154	26	far	far	RB
A44017	154	27	,	,	,
A44017	154	28	as	as	IN
A44017	154	29	to	to	TO
A44017	154	30	shew	shew	NN
A44017	154	31	it	-PRON-	PRP
A44017	154	32	is	be	VBZ
A44017	154	33	not	not	RB
A44017	154	34	concluding	conclude	VBG
A44017	154	35	.	.	.
A44017	155	1	If	if	IN
A44017	155	2	from	from	IN
A44017	155	3	this	this	DT
A44017	155	4	day	day	NN
A44017	155	5	backwards	backwards	RB
A44017	155	6	to	to	IN
A44017	155	7	Eternity	eternity	NN
A44017	155	8	be	be	VB
A44017	155	9	more	more	JJR
A44017	155	10	than	than	IN
A44017	155	11	Infinite	Infinite	NNP
A44017	155	12	,	,	,
A44017	155	13	and	and	CC
A44017	155	14	from	from	IN
A44017	155	15	Mr.	Mr.	NNP
A44017	155	16	Hobbes	Hobbes	NNP
A44017	155	17	his	-PRON-	PRP$
A44017	155	18	birth	birth	NN
A44017	155	19	backwards	backwards	RB
A44017	155	20	to	to	IN
A44017	155	21	the	the	DT
A44017	155	22	same	same	JJ
A44017	155	23	Eternity	eternity	NN
A44017	155	24	be	be	VB
A44017	155	25	Infinite	infinite	JJ
A44017	155	26	,	,	,
A44017	155	27	then	then	RB
A44017	155	28	take	take	VB
A44017	155	29	away	away	RB
A44017	155	30	from	from	IN
A44017	155	31	this	this	DT
A44017	155	32	day	day	NN
A44017	155	33	backwards	backwards	RB
A44017	155	34	to	to	IN
A44017	155	35	the	the	DT
A44017	155	36	time	time	NN
A44017	155	37	of	of	IN
A44017	155	38	Adam	Adam	NNP
A44017	155	39	,	,	,
A44017	155	40	which	which	WDT
A44017	155	41	is	be	VBZ
A44017	155	42	more	more	JJR
A44017	155	43	than	than	IN
A44017	155	44	from	from	IN
A44017	155	45	this	this	DT
A44017	155	46	day	day	NN
A44017	155	47	to	to	IN
A44017	155	48	Mr.	Mr.	NNP
A44017	155	49	Hobbes	Hobbes	NNP
A44017	155	50	his	-PRON-	PRP$
A44017	155	51	birth	birth	NN
A44017	155	52	,	,	,
A44017	155	53	then	then	RB
A44017	155	54	that	that	DT
A44017	155	55	which	which	WDT
A44017	155	56	remains	remain	VBZ
A44017	155	57	backwards	backwards	RB
A44017	155	58	must	must	MD
A44017	155	59	be	be	VB
A44017	155	60	less	less	JJR
A44017	155	61	than	than	IN
A44017	155	62	Infinite	Infinite	NNP
A44017	155	63	.	.	.
A44017	156	1	All	all	PDT
A44017	156	2	this	this	DT
A44017	156	3	arguing	arguing	NN
A44017	156	4	of	of	IN
A44017	156	5	Infinites	Infinites	NNPS
A44017	156	6	is	be	VBZ
A44017	156	7	but	but	CC
A44017	156	8	the	the	DT
A44017	156	9	ambition	ambition	NN
A44017	156	10	of	of	IN
A44017	156	11	School	School	NNP
A44017	156	12	-	-	HYPH
A44017	156	13	boyes	boye	NNS
A44017	156	14	.	.	.
A44017	157	1	To	to	IN
A44017	157	2	the	the	DT
A44017	157	3	latter	latter	JJ
A44017	157	4	part	part	NN
A44017	157	5	of	of	IN
A44017	157	6	the	the	DT
A44017	157	7	first	first	JJ
A44017	157	8	Paper	Paper	NNP
A44017	157	9	.	.	.
A44017	158	1	There	there	EX
A44017	158	2	is	be	VBZ
A44017	158	3	no	no	DT
A44017	158	4	doubt	doubt	NN
A44017	158	5	,	,	,
A44017	158	6	if	if	IN
A44017	158	7	we	-PRON-	PRP
A44017	158	8	give	give	VBP
A44017	158	9	what	what	WP
A44017	158	10	Proportion	proportion	NN
A44017	158	11	we	-PRON-	PRP
A44017	158	12	will	will	MD
A44017	158	13	of	of	IN
A44017	158	14	the	the	DT
A44017	158	15	Radius	Radius	NNP
A44017	158	16	to	to	IN
A44017	158	17	the	the	DT
A44017	158	18	Arc	arc	NN
A44017	158	19	,	,	,
A44017	158	20	but	but	CC
A44017	158	21	that	that	IN
A44017	158	22	the	the	DT
A44017	158	23	Arc	Arc	NNP
A44017	158	24	upon	upon	IN
A44017	158	25	that	that	DT
A44017	158	26	Arc	Arc	NNP
A44017	158	27	will	will	MD
A44017	158	28	have	have	VB
A44017	158	29	the	the	DT
A44017	158	30	same	same	JJ
A44017	158	31	Proportion	proportion	NN
A44017	158	32	.	.	.
A44017	159	1	But	but	CC
A44017	159	2	that	that	DT
A44017	159	3	is	be	VBZ
A44017	159	4	nothing	nothing	NN
A44017	159	5	to	to	IN
A44017	159	6	my	-PRON-	PRP$
A44017	159	7	Demonstration	demonstration	NN
A44017	159	8	.	.	.
A44017	160	1	He	-PRON-	PRP
A44017	160	2	knows	know	VBZ
A44017	160	3	it	-PRON-	PRP
A44017	160	4	,	,	,
A44017	160	5	and	and	CC
A44017	160	6	wrongs	wrong	VBZ
A44017	160	7	the	the	DT
A44017	160	8	Royal	Royal	NNP
A44017	160	9	Society	Society	NNP
A44017	160	10	in	in	IN
A44017	160	11	presuming	presume	VBG
A44017	160	12	they	-PRON-	PRP
A44017	160	13	can	can	MD
A44017	160	14	not	not	RB
A44017	160	15	find	find	VB
A44017	160	16	the	the	DT
A44017	160	17	Impertinence	Impertinence	NNP
A44017	160	18	of	of	IN
A44017	160	19	it	-PRON-	PRP
A44017	160	20	.	.	.
A44017	161	1	My	-PRON-	PRP$
A44017	161	2	proof	proof	NN
A44017	161	3	is	be	VBZ
A44017	161	4	this	this	DT
A44017	161	5	;	;	:
A44017	161	6	That	that	IN
A44017	161	7	if	if	IN
A44017	161	8	the	the	DT
A44017	161	9	Arc	Arc	NNP
A44017	161	10	on	on	IN
A44017	161	11	TV	TV	NNP
A44017	161	12	,	,	,
A44017	161	13	and	and	CC
A44017	161	14	the	the	DT
A44017	161	15	Arc	Arc	NNP
A44017	161	16	RS	RS	NNP
A44017	161	17	,	,	,
A44017	161	18	and	and	CC
A44017	161	19	the	the	DT
A44017	161	20	streight	streight	JJ
A44017	161	21	Line	Line	NNP
A44017	161	22	CD	CD	NNP
A44017	161	23	,	,	,
A44017	161	24	be	be	VB
A44017	161	25	not	not	RB
A44017	161	26	equal	equal	JJ
A44017	161	27	,	,	,
A44017	161	28	then	then	RB
A44017	161	29	the	the	DT
A44017	161	30	Arc	Arc	NNP
A44017	161	31	on	on	IN
A44017	161	32	TV	TV	NNP
A44017	161	33	,	,	,
A44017	161	34	the	the	DT
A44017	161	35	Arc	Arc	NNP
A44017	161	36	on	on	IN
A44017	161	37	RS	RS	NNP
A44017	161	38	,	,	,
A44017	161	39	and	and	CC
A44017	161	40	the	the	DT
A44017	161	41	Arc	Arc	NNP
A44017	161	42	on	on	IN
A44017	161	43	CA	CA	NNP
A44017	161	44	,	,	,
A44017	161	45	can	can	MD
A44017	161	46	not	not	RB
A44017	161	47	be	be	VB
A44017	161	48	proportional	proportional	JJ
A44017	161	49	.	.	.
A44017	162	1	Which	which	WDT
A44017	162	2	is	be	VBZ
A44017	162	3	manifest	manif	JJS
A44017	162	4	by	by	IN
A44017	162	5	supposing	suppose	VBG
A44017	162	6	in	in	IN
A44017	162	7	DC	DC	NNP
A44017	162	8	a	a	DT
A44017	162	9	less	less	JJR
A44017	162	10	than	than	IN
A44017	162	11	the	the	DT
A44017	162	12	said	say	VBN
A44017	162	13	DC	DC	NNP
A44017	162	14	;	;	:
A44017	162	15	but	but	CC
A44017	162	16	equal	equal	JJ
A44017	162	17	to	to	IN
A44017	162	18	RS	RS	NNP
A44017	162	19	,	,	,
A44017	162	20	and	and	CC
A44017	162	21	another	another	DT
A44017	162	22	streight	streight	JJ
A44017	162	23	Line	Line	NNP
A44017	162	24	,	,	,
A44017	162	25	less	less	JJR
A44017	162	26	than	than	IN
A44017	162	27	RS	RS	NNP
A44017	162	28	,	,	,
A44017	162	29	equal	equal	JJ
A44017	162	30	to	to	IN
A44017	162	31	the	the	DT
A44017	162	32	Arc	Arc	NNP
A44017	162	33	on	on	IN
A44017	162	34	TV	tv	NN
A44017	162	35	;	;	:
A44017	162	36	and	and	CC
A44017	162	37	any	any	DT
A44017	162	38	body	body	NN
A44017	162	39	may	may	MD
A44017	162	40	examine	examine	VB
A44017	162	41	it	-PRON-	PRP
A44017	162	42	by	by	IN
A44017	162	43	himself	-PRON-	PRP
A44017	162	44	.	.	.
A44017	163	1	I	-PRON-	PRP
A44017	163	2	have	have	VBP
A44017	163	3	been	be	VBN
A44017	163	4	asked	ask	VBN
A44017	163	5	by	by	IN
A44017	163	6	some	some	DT
A44017	163	7	that	that	WDT
A44017	163	8	think	think	VBP
A44017	163	9	themselves	-PRON-	PRP
A44017	163	10	Logicians	Logicians	NNPS
A44017	163	11	,	,	,
A44017	163	12	Why	why	WRB
A44017	163	13	I	-PRON-	PRP
A44017	163	14	proceeded	proceed	VBD
A44017	163	15	upon	upon	IN
A44017	163	16	2	2	CD
A44017	163	17	/	/	SYM
A44017	163	18	5	5	CD
A44017	163	19	rather	rather	RB
A44017	163	20	than	than	IN
A44017	163	21	any	any	DT
A44017	163	22	other	other	JJ
A44017	163	23	part	part	NN
A44017	163	24	of	of	IN
A44017	163	25	the	the	DT
A44017	163	26	Radius	Radius	NNP
A44017	163	27	.	.	.
A44017	164	1	The	the	DT
A44017	164	2	reason	reason	NN
A44017	164	3	I	-PRON-	PRP
A44017	164	4	had	have	VBD
A44017	164	5	for	for	IN
A44017	164	6	it	-PRON-	PRP
A44017	164	7	was	be	VBD
A44017	164	8	,	,	,
A44017	164	9	That	that	RB
A44017	164	10	long	long	RB
A44017	164	11	ago	ago	RB
A44017	164	12	some	some	DT
A44017	164	13	Arabians	Arabians	NNPS
A44017	164	14	had	have	VBD
A44017	164	15	determined	determine	VBN
A44017	164	16	,	,	,
A44017	164	17	That	that	IN
A44017	164	18	a	a	DT
A44017	164	19	streight	streight	JJ
A44017	164	20	Line	Line	NNP
A44017	164	21	whose	whose	WP$
A44017	164	22	square	square	NN
A44017	164	23	is	be	VBZ
A44017	164	24	equal	equal	JJ
A44017	164	25	to	to	IN
A44017	164	26	10	10	CD
A44017	164	27	squares	square	NNS
A44017	164	28	of	of	IN
A44017	164	29	half	half	PDT
A44017	164	30	the	the	DT
A44017	164	31	Radius	Radius	NNP
A44017	164	32	,	,	,
A44017	164	33	is	be	VBZ
A44017	164	34	equal	equal	JJ
A44017	164	35	to	to	IN
A44017	164	36	a	a	DT
A44017	164	37	quarter	quarter	NN
A44017	164	38	of	of	IN
A44017	164	39	the	the	DT
A44017	164	40	Perimiter	Perimiter	NNP
A44017	164	41	;	;	:
A44017	164	42	but	but	CC
A44017	164	43	their	-PRON-	PRP$
A44017	164	44	demonstrations	demonstration	NNS
A44017	164	45	are	be	VBP
A44017	164	46	lost	lose	VBN
A44017	164	47	.	.	.
A44017	165	1	From	from	IN
A44017	165	2	that	that	DT
A44017	165	3	Equality	equality	NN
A44017	165	4	it	-PRON-	PRP
A44017	165	5	follows	follow	VBZ
A44017	165	6	,	,	,
A44017	165	7	that	that	IN
A44017	165	8	the	the	DT
A44017	165	9	third	third	JJ
A44017	165	10	proportional	proportional	NN
A44017	165	11	to	to	IN
A44017	165	12	the	the	DT
A44017	165	13	Quadrant	Quadrant	NNP
A44017	165	14	and	and	CC
A44017	165	15	Radius	Radius	NNP
A44017	165	16	,	,	,
A44017	165	17	must	must	MD
A44017	165	18	be	be	VB
A44017	165	19	a	a	DT
A44017	165	20	mean	mean	NN
A44017	165	21	proportional	proportional	JJ
A44017	165	22	between	between	IN
A44017	165	23	the	the	DT
A44017	165	24	Radius	Radius	NNP
A44017	165	25	and	and	CC
A44017	165	26	2	2	CD
A44017	165	27	/	/	SYM
A44017	165	28	5	5	CD
A44017	165	29	of	of	IN
A44017	165	30	the	the	DT
A44017	165	31	same	same	JJ
A44017	165	32	.	.	.
A44017	166	1	But	but	CC
A44017	166	2	my	-PRON-	PRP$
A44017	166	3	answer	answer	NN
A44017	166	4	to	to	IN
A44017	166	5	the	the	DT
A44017	166	6	Logicians	Logicians	NNPS
A44017	166	7	was	be	VBD
A44017	166	8	,	,	,
A44017	166	9	That	that	IN
A44017	166	10	though	though	IN
A44017	166	11	I	-PRON-	PRP
A44017	166	12	took	take	VBD
A44017	166	13	any	any	DT
A44017	166	14	part	part	NN
A44017	166	15	of	of	IN
A44017	166	16	the	the	DT
A44017	166	17	Radius	Radius	NNP
A44017	166	18	to	to	TO
A44017	166	19	proceed	proceed	VB
A44017	166	20	on	on	RB
A44017	166	21	,	,	,
A44017	166	22	and	and	CC
A44017	166	23	lighted	light	VBN
A44017	166	24	on	on	IN
A44017	166	25	the	the	DT
A44017	166	26	Truth	Truth	NNP
A44017	166	27	by	by	IN
A44017	166	28	chance	chance	NN
A44017	166	29	,	,	,
A44017	166	30	the	the	DT
A44017	166	31	Truth	truth	NN
A44017	166	32	it	-PRON-	PRP
A44017	166	33	self	self	NN
A44017	166	34	would	would	MD
A44017	166	35	appear	appear	VB
A44017	166	36	by	by	IN
A44017	166	37	the	the	DT
A44017	166	38	Absurdity	Absurdity	NNP
A44017	166	39	arising	arise	VBG
A44017	166	40	from	from	IN
A44017	166	41	the	the	DT
A44017	166	42	denial	denial	NN
A44017	166	43	of	of	IN
A44017	166	44	it	-PRON-	PRP
A44017	166	45	.	.	.
A44017	167	1	And	and	CC
A44017	167	2	this	this	DT
A44017	167	3	is	be	VBZ
A44017	167	4	it	-PRON-	PRP
A44017	167	5	that	that	WDT
A44017	167	6	Aristotle	Aristotle	NNP
A44017	167	7	meant	mean	VBD
A44017	167	8	,	,	,
A44017	167	9	where	where	WRB
A44017	167	10	he	-PRON-	PRP
A44017	167	11	distinguisheth	distinguisheth	VBP
A44017	167	12	between	between	IN
A44017	167	13	a	a	DT
A44017	167	14	Direct	direct	JJ
A44017	167	15	demonstration	demonstration	NN
A44017	167	16	,	,	,
A44017	167	17	and	and	CC
A44017	167	18	a	a	DT
A44017	167	19	demonstration	demonstration	NN
A44017	167	20	leading	lead	VBG
A44017	167	21	to	to	IN
A44017	167	22	an	an	DT
A44017	167	23	absurdity	absurdity	NN
A44017	167	24	.	.	.
A44017	168	1	Hence	hence	RB
A44017	168	2	it	-PRON-	PRP
A44017	168	3	appears	appear	VBZ
A44017	168	4	,	,	,
A44017	168	5	that	that	IN
A44017	168	6	Dr.	Dr.	NNP
A44017	168	7	Wallis	Wallis	NNP
A44017	168	8	his	-PRON-	PRP$
A44017	168	9	objections	objection	NNS
A44017	168	10	to	to	IN
A44017	168	11	my	-PRON-	PRP$
A44017	168	12	Rosetum	Rosetum	NNP
A44017	168	13	are	be	VBP
A44017	168	14	invalid	invalid	JJ
A44017	168	15	,	,	,
A44017	168	16	as	as	IN
A44017	168	17	built	build	VBN
A44017	168	18	upon	upon	IN
A44017	168	19	Roots	root	NNS
A44017	168	20	.	.	.
A44017	169	1	To	to	IN
A44017	169	2	the	the	DT
A44017	169	3	second	second	JJ
A44017	169	4	Paper	Paper	NNP
A44017	169	5	.	.	.
A44017	170	1	First	first	RB
A44017	170	2	,	,	,
A44017	170	3	he	-PRON-	PRP
A44017	170	4	sayes	say	VBZ
A44017	170	5	,	,	,
A44017	170	6	That	that	IN
A44017	170	7	it	-PRON-	PRP
A44017	170	8	concerns	concern	VBZ
A44017	170	9	him	-PRON-	PRP
A44017	170	10	no	no	RB
A44017	170	11	more	more	JJR
A44017	170	12	than	than	IN
A44017	170	13	other	other	JJ
A44017	170	14	men	man	NNS
A44017	170	15	.	.	.
A44017	171	1	Which	which	WDT
A44017	171	2	is	be	VBZ
A44017	171	3	true	true	JJ
A44017	171	4	.	.	.
A44017	172	1	I	-PRON-	PRP
A44017	172	2	meant	mean	VBD
A44017	172	3	it	-PRON-	PRP
A44017	172	4	against	against	IN
A44017	172	5	the	the	DT
A44017	172	6	whole	whole	JJ
A44017	172	7	Herd	herd	NN
A44017	172	8	of	of	IN
A44017	172	9	them	-PRON-	PRP
A44017	172	10	who	who	WP
A44017	172	11	apply	apply	VBP
A44017	172	12	their	-PRON-	PRP$
A44017	172	13	Algebra	algebra	NN
A44017	172	14	to	to	IN
A44017	172	15	Geometry	Geometry	NNP
A44017	172	16	.	.	.
A44017	173	1	Secondly	secondly	RB
A44017	173	2	,	,	,
A44017	173	3	He	-PRON-	PRP
A44017	173	4	sayes	say	VBZ
A44017	173	5	,	,	,
A44017	173	6	That	that	IN
A44017	173	7	a	a	DT
A44017	173	8	bare	bare	JJ
A44017	173	9	Number	number	NN
A44017	173	10	can	can	MD
A44017	173	11	not	not	RB
A44017	173	12	be	be	VB
A44017	173	13	the	the	DT
A44017	173	14	Side	side	NN
A44017	173	15	of	of	IN
A44017	173	16	a	a	DT
A44017	173	17	Square	square	JJ
A44017	173	18	figure	figure	NN
A44017	173	19	.	.	.
A44017	174	1	I	-PRON-	PRP
A44017	174	2	would	would	MD
A44017	174	3	know	know	VB
A44017	174	4	what	what	WP
A44017	174	5	he	-PRON-	PRP
A44017	174	6	means	mean	VBZ
A44017	174	7	by	by	IN
A44017	174	8	a	a	DT
A44017	174	9	Bare	Bare	NNP
A44017	174	10	Number	Number	NNP
A44017	174	11	.	.	.
A44017	175	1	Ten	ten	CD
A44017	175	2	Lines	line	NNS
A44017	175	3	may	may	MD
A44017	175	4	be	be	VB
A44017	175	5	the	the	DT
A44017	175	6	side	side	NN
A44017	175	7	of	of	IN
A44017	175	8	a	a	DT
A44017	175	9	Square	square	JJ
A44017	175	10	figure	figure	NN
A44017	175	11	.	.	.
A44017	176	1	Is	be	VBZ
A44017	176	2	there	there	EX
A44017	176	3	any	any	DT
A44017	176	4	Number	Number	NNP
A44017	176	5	so	so	RB
A44017	176	6	bare	bare	JJ
A44017	176	7	,	,	,
A44017	176	8	as	as	IN
A44017	176	9	by	by	IN
A44017	176	10	it	-PRON-	PRP
A44017	176	11	we	-PRON-	PRP
A44017	176	12	are	be	VBP
A44017	176	13	not	not	RB
A44017	176	14	to	to	TO
A44017	176	15	conceive	conceive	VB
A44017	176	16	or	or	CC
A44017	176	17	consider	consider	VB
A44017	176	18	any	any	DT
A44017	176	19	thing	thing	NN
A44017	176	20	numbred	numbre	VBN
A44017	176	21	?	?	.
A44017	177	1	Or	or	CC
A44017	177	2	by	by	IN
A44017	177	3	ten	ten	CD
A44017	177	4	Nothings	nothing	NNS
A44017	177	5	understands	understand	VBZ
A44017	177	6	he	-PRON-	PRP
A44017	177	7	Bare	Bare	NNP
A44017	177	8	10	10	CD
A44017	177	9	?	?	.
A44017	178	1	He	-PRON-	PRP
A44017	178	2	struggles	struggle	VBZ
A44017	178	3	in	in	IN
A44017	178	4	vain	vain	JJ
A44017	178	5	,	,	,
A44017	178	6	his	-PRON-	PRP$
A44017	178	7	Conscience	Conscience	NNP
A44017	178	8	puzzles	puzzle	VBZ
A44017	178	9	him	-PRON-	PRP
A44017	178	10	.	.	.
A44017	179	1	Thirdly	thirdly	RB
A44017	179	2	,	,	,
A44017	179	3	He	-PRON-	PRP
A44017	179	4	sayes	say	VBZ
A44017	179	5	,	,	,
A44017	179	6	Ten	ten	CD
A44017	179	7	Squares	Squares	NNPS
A44017	179	8	is	be	VBZ
A44017	179	9	the	the	DT
A44017	179	10	Root	Root	NNP
A44017	179	11	of	of	IN
A44017	179	12	100	100	CD
A44017	179	13	Square	square	JJ
A44017	179	14	-	-	HYPH
A44017	179	15	squares	square	NNS
A44017	179	16	.	.	.
A44017	180	1	To	to	TO
A44017	180	2	which	which	WDT
A44017	180	3	I	-PRON-	PRP
A44017	180	4	answer	answer	VBP
A44017	180	5	,	,	,
A44017	180	6	first	first	RB
A44017	180	7	,	,	,
A44017	180	8	That	that	IN
A44017	180	9	there	there	EX
A44017	180	10	is	be	VBZ
A44017	180	11	no	no	DT
A44017	180	12	such	such	JJ
A44017	180	13	Figure	figure	NN
A44017	180	14	as	as	IN
A44017	180	15	a	a	DT
A44017	180	16	Square	Square	NNP
A44017	180	17	-	-	HYPH
A44017	180	18	square	square	NN
A44017	180	19	.	.	.
A44017	181	1	Secondly	secondly	RB
A44017	181	2	,	,	,
A44017	181	3	That	that	IN
A44017	181	4	it	-PRON-	PRP
A44017	181	5	follows	follow	VBZ
A44017	181	6	hence	hence	RB
A44017	181	7	that	that	IN
A44017	181	8	a	a	DT
A44017	181	9	Root	root	NN
A44017	181	10	is	be	VBZ
A44017	181	11	a	a	DT
A44017	181	12	Superficies	Superficies	NNP
A44017	181	13	,	,	,
A44017	181	14	for	for	IN
A44017	181	15	such	such	JJ
A44017	181	16	is	be	VBZ
A44017	181	17	10	10	CD
A44017	181	18	Squares	square	NNS
A44017	181	19	.	.	.
A44017	182	1	Lastly	lastly	RB
A44017	182	2	,	,	,
A44017	182	3	He	-PRON-	PRP
A44017	182	4	sayes	say	VBZ
A44017	182	5	,	,	,
A44017	182	6	That	that	IN
A44017	182	7	neither	neither	CC
A44017	182	8	the	the	DT
A44017	182	9	Number	Number	NNP
A44017	182	10	10	10	CD
A44017	182	11	,	,	,
A44017	182	12	nor	nor	CC
A44017	182	13	10	10	CD
A44017	182	14	Souldiers	souldier	NNS
A44017	182	15	is	be	VBZ
A44017	182	16	the	the	DT
A44017	182	17	Root	Root	NNP
A44017	182	18	of	of	IN
A44017	182	19	100	100	CD
A44017	182	20	Souldiers	souldier	NNS
A44017	182	21	;	;	:
A44017	182	22	because	because	IN
A44017	182	23	100	100	CD
A44017	182	24	Souldiers	souldier	NNS
A44017	182	25	is	be	VBZ
A44017	182	26	not	not	RB
A44017	182	27	the	the	DT
A44017	182	28	Product	product	NN
A44017	182	29	of	of	IN
A44017	182	30	10	10	CD
A44017	182	31	Souldiers	souldier	NNS
A44017	182	32	into	into	IN
A44017	182	33	10	10	CD
A44017	182	34	Souldiers	souldier	NNS
A44017	182	35	.	.	.
A44017	183	1	That	that	DT
A44017	183	2	last	last	JJ
A44017	183	3	I	-PRON-	PRP
A44017	183	4	grant	grant	VBP
A44017	183	5	,	,	,
A44017	183	6	because	because	IN
A44017	183	7	nothing	nothing	NN
A44017	183	8	but	but	IN
A44017	183	9	Numbers	number	NNS
A44017	183	10	can	can	MD
A44017	183	11	be	be	VB
A44017	183	12	multiplied	multiply	VBN
A44017	183	13	into	into	IN
A44017	183	14	one	one	CD
A44017	183	15	another	another	DT
A44017	183	16	.	.	.
A44017	184	1	A	a	DT
A44017	184	2	Souldier	Souldier	NNP
A44017	184	3	can	can	MD
A44017	184	4	not	not	RB
A44017	184	5	be	be	VB
A44017	184	6	multiplied	multiply	VBN
A44017	184	7	by	by	IN
A44017	184	8	a	a	DT
A44017	184	9	Souldier	Souldier	NNP
A44017	184	10	.	.	.
A44017	185	1	But	but	CC
A44017	185	2	no	no	DT
A44017	185	3	more	more	JJR
A44017	185	4	can	can	MD
A44017	185	5	a	a	DT
A44017	185	6	Square	square	JJ
A44017	185	7	-	-	HYPH
A44017	185	8	figure	figure	NN
A44017	185	9	by	by	IN
A44017	185	10	a	a	DT
A44017	185	11	Square	square	JJ
A44017	185	12	-	-	HYPH
A44017	185	13	figure	figure	NN
A44017	185	14	,	,	,
A44017	185	15	though	though	IN
A44017	185	16	a	a	DT
A44017	185	17	Square	Square	NNP
A44017	185	18	-	-	HYPH
A44017	185	19	number	number	NN
A44017	185	20	may	may	MD
A44017	185	21	.	.	.
A44017	186	1	Again	again	RB
A44017	186	2	,	,	,
A44017	186	3	If	if	IN
A44017	186	4	a	a	DT
A44017	186	5	Captain	captain	NN
A44017	186	6	will	will	MD
A44017	186	7	place	place	VB
A44017	186	8	his	-PRON-	PRP$
A44017	186	9	hundred	hundred	CD
A44017	186	10	Men	Men	NNPS
A44017	186	11	in	in	IN
A44017	186	12	a	a	DT
A44017	186	13	square	square	JJ
A44017	186	14	Form	form	NN
A44017	186	15	,	,	,
A44017	186	16	must	must	MD
A44017	186	17	not	not	RB
A44017	186	18	he	-PRON-	PRP
A44017	186	19	take	take	VB
A44017	186	20	the	the	DT
A44017	186	21	Root	Root	NNP
A44017	186	22	of	of	IN
A44017	186	23	100	100	CD
A44017	186	24	to	to	TO
A44017	186	25	make	make	VB
A44017	186	26	a	a	DT
A44017	186	27	Rank	Rank	NNP
A44017	186	28	or	or	CC
A44017	186	29	File	file	NN
A44017	186	30	?	?	.
A44017	187	1	And	and	CC
A44017	187	2	are	be	VBP
A44017	187	3	not	not	RB
A44017	187	4	those	those	DT
A44017	187	5	10	10	CD
A44017	187	6	Men	man	NNS
A44017	187	7	?	?	.
A44017	188	1	To	to	IN
A44017	188	2	the	the	DT
A44017	188	3	third	third	JJ
A44017	188	4	Paper	Paper	NNP
A44017	188	5	.	.	.
A44017	189	1	He	-PRON-	PRP
A44017	189	2	objects	object	VBZ
A44017	189	3	nothing	nothing	NN
A44017	189	4	here	here	RB
A44017	189	5	,	,	,
A44017	189	6	but	but	CC
A44017	189	7	that	that	IN
A44017	189	8	,	,	,
A44017	189	9	The	the	DT
A44017	189	10	Side	side	NN
A44017	189	11	of	of	IN
A44017	189	12	a	a	DT
A44017	189	13	Square	Square	NNP
A44017	189	14	is	be	VBZ
A44017	189	15	not	not	RB
A44017	189	16	a	a	DT
A44017	189	17	Superficies	superficie	NNS
A44017	189	18	but	but	CC
A44017	189	19	a	a	DT
A44017	189	20	Line	line	NN
A44017	189	21	,	,	,
A44017	189	22	and	and	CC
A44017	189	23	that	that	IN
A44017	189	24	a	a	DT
A44017	189	25	Square	Square	NNP
A44017	189	26	Root	root	NN
A44017	189	27	(	(	-LRB-
A44017	189	28	speaking	speak	VBG
A44017	189	29	of	of	IN
A44017	189	30	quantity	quantity	NN
A44017	189	31	)	)	-RRB-
A44017	189	32	is	be	VBZ
A44017	189	33	not	not	RB
A44017	189	34	a	a	DT
A44017	189	35	Line	line	NN
A44017	189	36	but	but	CC
A44017	189	37	a	a	DT
A44017	189	38	Rectangle	Rectangle	NNP
A44017	189	39	,	,	,
A44017	189	40	is	be	VBZ
A44017	189	41	a	a	DT
A44017	189	42	contradiction	contradiction	NN
A44017	189	43	.	.	.
A44017	190	1	The	the	DT
A44017	190	2	Reader	reader	NN
A44017	190	3	is	be	VBZ
A44017	190	4	to	to	TO
A44017	190	5	judge	judge	VB
A44017	190	6	of	of	IN
A44017	190	7	that	that	DT
A44017	190	8	.	.	.
A44017	191	1	To	to	IN
A44017	191	2	his	-PRON-	PRP$
A44017	191	3	Scoffings	scoffing	NNS
A44017	191	4	I	-PRON-	PRP
A44017	191	5	say	say	VBP
A44017	191	6	no	no	DT
A44017	191	7	more	more	JJR
A44017	191	8	,	,	,
A44017	191	9	but	but	CC
A44017	191	10	that	that	IN
A44017	191	11	they	-PRON-	PRP
A44017	191	12	may	may	MD
A44017	191	13	be	be	VB
A44017	191	14	retorted	retort	VBN
A44017	191	15	in	in	IN
A44017	191	16	the	the	DT
A44017	191	17	same	same	JJ
A44017	191	18	words	word	NNS
A44017	191	19	,	,	,
A44017	191	20	and	and	CC
A44017	191	21	are	be	VBP
A44017	191	22	therefore	therefore	RB
A44017	191	23	childish	childish	JJ
A44017	191	24	.	.	.
A44017	192	1	And	and	CC
A44017	192	2	now	now	RB
A44017	192	3	I	-PRON-	PRP
A44017	192	4	submit	submit	VBP
A44017	192	5	the	the	DT
A44017	192	6	whole	whole	NN
A44017	192	7	to	to	IN
A44017	192	8	the	the	DT
A44017	192	9	Royal	Royal	NNP
A44017	192	10	Society	Society	NNP
A44017	192	11	,	,	,
A44017	192	12	with	with	IN
A44017	192	13	confidence	confidence	NN
A44017	192	14	that	that	IN
A44017	192	15	they	-PRON-	PRP
A44017	192	16	will	will	MD
A44017	192	17	never	never	RB
A44017	192	18	ingage	ingage	VB
A44017	192	19	themselves	-PRON-	PRP
A44017	192	20	in	in	IN
A44017	192	21	the	the	DT
A44017	192	22	maintenance	maintenance	NN
A44017	192	23	of	of	IN
A44017	192	24	these	these	DT
A44017	192	25	Unintelligible	Unintelligible	NNP
A44017	192	26	Doctrines	Doctrines	NNPS
A44017	192	27	of	of	IN
A44017	192	28	Dr.	Dr.	NNP
A44017	192	29	Wallis	Wallis	NNP
A44017	192	30	,	,	,
A44017	192	31	that	that	DT
A44017	192	32	tend	tend	VBP
A44017	192	33	to	to	IN
A44017	192	34	the	the	DT
A44017	192	35	suppression	suppression	NN
A44017	192	36	of	of	IN
A44017	192	37	the	the	DT
A44017	192	38	Sciences	Sciences	NNPS
A44017	192	39	which	which	WDT
A44017	192	40	they	-PRON-	PRP
A44017	192	41	endeavour	endeavour	VBP
A44017	192	42	to	to	TO
A44017	192	43	advance	advance	VB
A44017	192	44	.	.	.
A44017	193	1	Notes	note	NNS
A44017	193	2	,	,	,
A44017	193	3	typically	typically	RB
A44017	193	4	marginal	marginal	JJ
A44017	193	5	,	,	,
A44017	193	6	from	from	IN
A44017	193	7	the	the	DT
A44017	193	8	original	original	JJ
A44017	193	9	text	text	NN
A44017	193	10	Notes	Notes	NNP
A44017	193	11	for	for	IN
A44017	193	12	div	div	NNP
A44017	193	13	A44017-e250	A44017-e250	NNP
A44017	193	14	Definition	Definition	NNP
A44017	193	15	.	.	.