id	sid	tid	token	lemma	pos
A67369	1	1	An	an	DT
A67369	1	2	answer	answer	NN
A67369	1	3	to	to	IN
A67369	1	4	three	three	CD
A67369	1	5	papers	paper	NNS
A67369	1	6	of	of	IN
A67369	1	7	Mr.	Mr.	NNP
A67369	1	8	Hobs	Hobs	NNP
A67369	1	9	lately	lately	RB
A67369	1	10	published	publish	VBN
A67369	1	11	in	in	IN
A67369	1	12	the	the	DT
A67369	1	13	months	month	NNS
A67369	1	14	of	of	IN
A67369	1	15	August	August	NNP
A67369	1	16	,	,	,
A67369	1	17	and	and	CC
A67369	1	18	this	this	DT
A67369	1	19	present	present	JJ
A67369	1	20	September	September	NNP
A67369	1	21	,	,	,
A67369	1	22	1671	1671	CD
A67369	1	23	.	.	.
A67369	2	1	Wallis	Wallis	NNP
A67369	2	2	,	,	,
A67369	2	3	John	John	NNP
A67369	2	4	,	,	,
A67369	2	5	1616	1616	CD
A67369	2	6	-	-	SYM
A67369	2	7	1703	1703	CD
A67369	2	8	.	.	.
A67369	3	1	1671	1671	CD
A67369	3	2	Approx	Approx	NNP
A67369	3	3	.	.	.
A67369	4	1	17	17	CD
A67369	4	2	KB	kb	NN
A67369	4	3	of	of	IN
A67369	4	4	XML	xml	NN
A67369	4	5	-	-	HYPH
A67369	4	6	encoded	encode	VBN
A67369	4	7	text	text	NN
A67369	4	8	transcribed	transcribed	NNP
A67369	4	9	from	from	IN
A67369	4	10	1	1	CD
A67369	4	11	1-bit	1-bit	CD
A67369	4	12	group	group	NN
A67369	4	13	-	-	HYPH
A67369	4	14	IV	IV	NNP
A67369	4	15	TIFF	TIFF	NNP
A67369	4	16	page	page	NN
A67369	4	17	image	image	NN
A67369	4	18	.	.	.
A67369	5	1	Text	Text	NNP
A67369	5	2	Creation	Creation	NNP
A67369	5	3	Partnership	Partnership	NNP
A67369	5	4	,	,	,
A67369	5	5	Ann	Ann	NNP
A67369	5	6	Arbor	Arbor	NNP
A67369	5	7	,	,	,
A67369	5	8	MI	MI	NNP
A67369	5	9	;	;	:
A67369	5	10	Oxford	Oxford	NNP
A67369	5	11	(	(	-LRB-
A67369	5	12	UK	UK	NNP
A67369	5	13	)	)	-RRB-
A67369	5	14	:	:	:
A67369	5	15	2004	2004	CD
A67369	5	16	-	-	SYM
A67369	5	17	11	11	CD
A67369	5	18	(	(	-LRB-
A67369	5	19	EEBO	eebo	NN
A67369	5	20	-	-	HYPH
A67369	5	21	TCP	TCP	NNP
A67369	5	22	Phase	Phase	NNP
A67369	5	23	1	1	CD
A67369	5	24	)	)	-RRB-
A67369	5	25	.	.	.
A67369	6	1	A67369	A67369	NNP
A67369	6	2	Wing	Wing	NNP
A67369	6	3	W558	W558	NNP
A67369	6	4	ESTC	ESTC	NNP
A67369	6	5	R206915	r206915	NN
A67369	6	6	99825397	99825397	CD
A67369	6	7	99825397	99825397	CD
A67369	6	8	29779	29779	CD
A67369	6	9	This	this	DT
A67369	6	10	keyboarded	keyboarded	JJ
A67369	6	11	and	and	CC
A67369	6	12	encoded	encode	VBD
A67369	6	13	edition	edition	NN
A67369	6	14	of	of	IN
A67369	6	15	the	the	DT
A67369	6	16	work	work	NN
A67369	6	17	described	describe	VBN
A67369	6	18	above	above	RB
A67369	6	19	is	be	VBZ
A67369	6	20	co	co	VBN
A67369	6	21	-	-	VBN
A67369	6	22	owned	own	VBN
A67369	6	23	by	by	IN
A67369	6	24	the	the	DT
A67369	6	25	institutions	institution	NNS
A67369	6	26	providing	provide	VBG
A67369	6	27	financial	financial	JJ
A67369	6	28	support	support	NN
A67369	6	29	to	to	IN
A67369	6	30	the	the	DT
A67369	6	31	Early	early	JJ
A67369	6	32	English	English	NNP
A67369	6	33	Books	Books	NNPS
A67369	6	34	Online	Online	NNP
A67369	6	35	Text	Text	NNP
A67369	6	36	Creation	Creation	NNP
A67369	6	37	Partnership	Partnership	NNP
A67369	6	38	.	.	.
A67369	7	1	This	this	DT
A67369	7	2	Phase	Phase	NNP
A67369	7	3	I	-PRON-	PRP
A67369	7	4	text	text	NN
A67369	7	5	is	be	VBZ
A67369	7	6	available	available	JJ
A67369	7	7	for	for	IN
A67369	7	8	reuse	reuse	NN
A67369	7	9	,	,	,
A67369	7	10	according	accord	VBG
A67369	7	11	to	to	IN
A67369	7	12	the	the	DT
A67369	7	13	terms	term	NNS
A67369	7	14	of	of	IN
A67369	7	15	Creative	Creative	NNP
A67369	7	16	Commons	Commons	NNPS
A67369	7	17	0	0	CD
A67369	7	18	1.0	1.0	CD
A67369	7	19	Universal	Universal	NNP
A67369	7	20	.	.	.
A67369	8	1	The	the	DT
A67369	8	2	text	text	NN
A67369	8	3	can	can	MD
A67369	8	4	be	be	VB
A67369	8	5	copied	copy	VBN
A67369	8	6	,	,	,
A67369	8	7	modified	modify	VBN
A67369	8	8	,	,	,
A67369	8	9	distributed	distribute	VBN
A67369	8	10	and	and	CC
A67369	8	11	performed	perform	VBN
A67369	8	12	,	,	,
A67369	8	13	even	even	RB
A67369	8	14	for	for	IN
A67369	8	15	commercial	commercial	JJ
A67369	8	16	purposes	purpose	NNS
A67369	8	17	,	,	,
A67369	8	18	all	all	DT
A67369	8	19	without	without	IN
A67369	8	20	asking	ask	VBG
A67369	8	21	permission	permission	NN
A67369	8	22	.	.	.
A67369	9	1	Early	early	JJ
A67369	9	2	English	english	JJ
A67369	9	3	books	book	NNS
A67369	9	4	online	online	RB
A67369	9	5	.	.	.
A67369	10	1	(	(	-LRB-
A67369	10	2	EEBO	eebo	NN
A67369	10	3	-	-	HYPH
A67369	10	4	TCP	TCP	NNP
A67369	10	5	;	;	:
A67369	10	6	phase	phase	NN
A67369	10	7	1	1	CD
A67369	10	8	,	,	,
A67369	10	9	no	no	UH
A67369	10	10	.	.	.
A67369	11	1	A67369	A67369	NNP
A67369	11	2	)	)	-RRB-
A67369	11	3	Transcribed	Transcribed	NNP
A67369	11	4	from	from	IN
A67369	11	5	:	:	:
A67369	11	6	(	(	-LRB-
A67369	11	7	Early	early	JJ
A67369	11	8	English	english	JJ
A67369	11	9	Books	book	NNS
A67369	11	10	Online	online	RB
A67369	11	11	;	;	,
A67369	11	12	image	image	NN
A67369	11	13	set	set	VBD
A67369	11	14	29779	29779	CD
A67369	11	15	)	)	-RRB-
A67369	11	16	Images	image	NNS
A67369	11	17	scanned	scan	VBN
A67369	11	18	from	from	IN
A67369	11	19	microfilm	microfilm	NN
A67369	11	20	:	:	:
A67369	11	21	(	(	-LRB-
A67369	11	22	Early	early	JJ
A67369	11	23	English	english	JJ
A67369	11	24	books	book	NNS
A67369	11	25	,	,	,
A67369	11	26	1641	1641	CD
A67369	11	27	-	-	SYM
A67369	11	28	1700	1700	CD
A67369	11	29	;	;	:
A67369	11	30	2068:9	2068:9	LS
A67369	11	31	)	)	-RRB-
A67369	11	32	An	an	DT
A67369	11	33	answer	answer	NN
A67369	11	34	to	to	IN
A67369	11	35	three	three	CD
A67369	11	36	papers	paper	NNS
A67369	11	37	of	of	IN
A67369	11	38	Mr.	Mr.	NNP
A67369	11	39	Hobs	Hobs	NNP
A67369	11	40	lately	lately	RB
A67369	11	41	published	publish	VBN
A67369	11	42	in	in	IN
A67369	11	43	the	the	DT
A67369	11	44	months	month	NNS
A67369	11	45	of	of	IN
A67369	11	46	August	August	NNP
A67369	11	47	,	,	,
A67369	11	48	and	and	CC
A67369	11	49	this	this	DT
A67369	11	50	present	present	JJ
A67369	11	51	September	September	NNP
A67369	11	52	,	,	,
A67369	11	53	1671	1671	CD
A67369	11	54	.	.	.
A67369	12	1	Wallis	Wallis	NNP
A67369	12	2	,	,	,
A67369	12	3	John	John	NNP
A67369	12	4	,	,	,
A67369	12	5	1616	1616	CD
A67369	12	6	-	-	SYM
A67369	12	7	1703	1703	CD
A67369	12	8	.	.	.
A67369	13	1	1	1	CD
A67369	13	2	sheet	sheet	NN
A67369	13	3	(	(	-LRB-
A67369	13	4	[	[	-LRB-
A67369	13	5	2	2	CD
A67369	13	6	]	]	-RRB-
A67369	13	7	p.	p.	NN
A67369	13	8	)	)	-RRB-
A67369	13	9	s.n	s.n	NNP
A67369	13	10	.	.	NNP
A67369	13	11	,	,	,
A67369	13	12	[	[	-LRB-
A67369	13	13	London	London	NNP
A67369	13	14	:	:	:
A67369	13	15	1671	1671	CD
A67369	13	16	]	]	-RRB-
A67369	13	17	By	by	IN
A67369	13	18	John	John	NNP
A67369	13	19	Wallis	Wallis	NNP
A67369	13	20	.	.	.
A67369	14	1	Imprint	imprint	VB
A67369	14	2	from	from	IN
A67369	14	3	Wing	wing	NN
A67369	14	4	.	.	.
A67369	15	1	A	a	DT
A67369	15	2	reply	reply	NN
A67369	15	3	to	to	IN
A67369	15	4	:	:	:
A67369	15	5	Hobbes	Hobbes	NNP
A67369	15	6	,	,	,
A67369	15	7	Thomas	Thomas	NNP
A67369	15	8	.	.	.
A67369	16	1	Three	three	CD
A67369	16	2	papers	paper	NNS
A67369	16	3	presented	present	VBN
A67369	16	4	to	to	IN
A67369	16	5	the	the	DT
A67369	16	6	Royal	Royal	NNP
A67369	16	7	Society	Society	NNP
A67369	16	8	against	against	IN
A67369	16	9	Dr.	Dr.	NNP
A67369	16	10	Wallis	Wallis	NNP
A67369	16	11	.	.	.
A67369	17	1	Reproduction	reproduction	NN
A67369	17	2	of	of	IN
A67369	17	3	the	the	DT
A67369	17	4	original	original	NN
A67369	17	5	in	in	IN
A67369	17	6	the	the	DT
A67369	17	7	Bodleian	Bodleian	NNP
A67369	17	8	Library	Library	NNP
A67369	17	9	.	.	.
A67369	18	1	Created	create	VBN
A67369	18	2	by	by	IN
A67369	18	3	converting	convert	VBG
A67369	18	4	TCP	TCP	NNP
A67369	18	5	files	file	NNS
A67369	18	6	to	to	IN
A67369	18	7	TEI	TEI	NNP
A67369	18	8	P5	P5	NNP
A67369	18	9	using	use	VBG
A67369	18	10	tcp2tei.xsl	tcp2tei.xsl	NN
A67369	18	11	,	,	,
A67369	18	12	TEI	TEI	NNP
A67369	18	13	@	@	CC
A67369	18	14	Oxford	Oxford	NNP
A67369	18	15	.	.	.
A67369	19	1	Re	Re	NNS
A67369	19	2	-	-	VBN
A67369	19	3	processed	process	VBN
A67369	19	4	by	by	IN
A67369	19	5	University	University	NNP
A67369	19	6	of	of	IN
A67369	19	7	Nebraska	Nebraska	NNP
A67369	19	8	-	-	HYPH
A67369	19	9	Lincoln	Lincoln	NNP
A67369	19	10	and	and	CC
A67369	19	11	Northwestern	Northwestern	NNP
A67369	19	12	,	,	,
A67369	19	13	with	with	IN
A67369	19	14	changes	change	NNS
A67369	19	15	to	to	TO
A67369	19	16	facilitate	facilitate	VB
A67369	19	17	morpho	morpho	NN
A67369	19	18	-	-	HYPH
A67369	19	19	syntactic	syntactic	JJ
A67369	19	20	tagging	tagging	NN
A67369	19	21	.	.	.
A67369	20	1	Gap	Gap	NNP
A67369	20	2	elements	element	NNS
A67369	20	3	of	of	IN
A67369	20	4	known	know	VBN
A67369	20	5	extent	extent	NN
A67369	20	6	have	have	VBP
A67369	20	7	been	be	VBN
A67369	20	8	transformed	transform	VBN
A67369	20	9	into	into	IN
A67369	20	10	placeholder	placeholder	NN
A67369	20	11	characters	character	NNS
A67369	20	12	or	or	CC
A67369	20	13	elements	element	NNS
A67369	20	14	to	to	TO
A67369	20	15	simplify	simplify	VB
A67369	20	16	the	the	DT
A67369	20	17	filling	filling	NN
A67369	20	18	in	in	RP
A67369	20	19	of	of	IN
A67369	20	20	gaps	gap	NNS
A67369	20	21	by	by	IN
A67369	20	22	user	user	NN
A67369	20	23	contributors	contributor	NNS
A67369	20	24	.	.	.
A67369	21	1	EEBO	EEBO	NNP
A67369	21	2	-	-	HYPH
A67369	21	3	TCP	TCP	NNP
A67369	21	4	is	be	VBZ
A67369	21	5	a	a	DT
A67369	21	6	partnership	partnership	NN
A67369	21	7	between	between	IN
A67369	21	8	the	the	DT
A67369	21	9	Universities	Universities	NNPS
A67369	21	10	of	of	IN
A67369	21	11	Michigan	Michigan	NNP
A67369	21	12	and	and	CC
A67369	21	13	Oxford	Oxford	NNP
A67369	21	14	and	and	CC
A67369	21	15	the	the	DT
A67369	21	16	publisher	publisher	NN
A67369	21	17	ProQuest	ProQuest	NNP
A67369	21	18	to	to	TO
A67369	21	19	create	create	VB
A67369	21	20	accurately	accurately	RB
A67369	21	21	transcribed	transcribe	VBN
A67369	21	22	and	and	CC
A67369	21	23	encoded	encode	VBN
A67369	21	24	texts	text	NNS
A67369	21	25	based	base	VBN
A67369	21	26	on	on	IN
A67369	21	27	the	the	DT
A67369	21	28	image	image	NN
A67369	21	29	sets	set	NNS
A67369	21	30	published	publish	VBN
A67369	21	31	by	by	IN
A67369	21	32	ProQuest	ProQuest	NNP
A67369	21	33	via	via	IN
A67369	21	34	their	-PRON-	PRP$
A67369	21	35	Early	early	JJ
A67369	21	36	English	english	JJ
A67369	21	37	Books	book	NNS
A67369	21	38	Online	Online	NNP
A67369	21	39	(	(	-LRB-
A67369	21	40	EEBO	EEBO	NNP
A67369	21	41	)	)	-RRB-
A67369	21	42	database	database	NN
A67369	21	43	(	(	-LRB-
A67369	21	44	http://eebo.chadwyck.com	http://eebo.chadwyck.com	ADD
A67369	21	45	)	)	-RRB-
A67369	21	46	.	.	.
A67369	22	1	The	the	DT
A67369	22	2	general	general	JJ
A67369	22	3	aim	aim	NN
A67369	22	4	of	of	IN
A67369	22	5	EEBO	eebo	NN
A67369	22	6	-	-	HYPH
A67369	22	7	TCP	TCP	NNP
A67369	22	8	is	be	VBZ
A67369	22	9	to	to	TO
A67369	22	10	encode	encode	VB
A67369	22	11	one	one	CD
A67369	22	12	copy	copy	NN
A67369	22	13	(	(	-LRB-
A67369	22	14	usually	usually	RB
A67369	22	15	the	the	DT
A67369	22	16	first	first	JJ
A67369	22	17	edition	edition	NN
A67369	22	18	)	)	-RRB-
A67369	22	19	of	of	IN
A67369	22	20	every	every	DT
A67369	22	21	monographic	monographic	JJ
A67369	22	22	English	English	NNP
A67369	22	23	-	-	HYPH
A67369	22	24	language	language	NN
A67369	22	25	title	title	NN
A67369	22	26	published	publish	VBN
A67369	22	27	between	between	IN
A67369	22	28	1473	1473	CD
A67369	22	29	and	and	CC
A67369	22	30	1700	1700	CD
A67369	22	31	available	available	JJ
A67369	22	32	in	in	IN
A67369	22	33	EEBO	EEBO	NNP
A67369	22	34	.	.	.
A67369	23	1	EEBO	EEBO	NNP
A67369	23	2	-	-	HYPH
A67369	23	3	TCP	TCP	NNP
A67369	23	4	aimed	aim	VBN
A67369	23	5	to	to	TO
A67369	23	6	produce	produce	VB
A67369	23	7	large	large	JJ
A67369	23	8	quantities	quantity	NNS
A67369	23	9	of	of	IN
A67369	23	10	textual	textual	JJ
A67369	23	11	data	datum	NNS
A67369	23	12	within	within	IN
A67369	23	13	the	the	DT
A67369	23	14	usual	usual	JJ
A67369	23	15	project	project	NN
A67369	23	16	restraints	restraint	NNS
A67369	23	17	of	of	IN
A67369	23	18	time	time	NN
A67369	23	19	and	and	CC
A67369	23	20	funding	funding	NN
A67369	23	21	,	,	,
A67369	23	22	and	and	CC
A67369	23	23	therefore	therefore	RB
A67369	23	24	chose	choose	VBD
A67369	23	25	to	to	TO
A67369	23	26	create	create	VB
A67369	23	27	diplomatic	diplomatic	JJ
A67369	23	28	transcriptions	transcription	NNS
A67369	23	29	(	(	-LRB-
A67369	23	30	as	as	IN
A67369	23	31	opposed	oppose	VBN
A67369	23	32	to	to	IN
A67369	23	33	critical	critical	JJ
A67369	23	34	editions	edition	NNS
A67369	23	35	)	)	-RRB-
A67369	23	36	with	with	IN
A67369	23	37	light	light	JJ
A67369	23	38	-	-	HYPH
A67369	23	39	touch	touch	NN
A67369	23	40	,	,	,
A67369	23	41	mainly	mainly	RB
A67369	23	42	structural	structural	JJ
A67369	23	43	encoding	encoding	NN
A67369	23	44	based	base	VBN
A67369	23	45	on	on	IN
A67369	23	46	the	the	DT
A67369	23	47	Text	Text	NNP
A67369	23	48	Encoding	Encoding	NNP
A67369	23	49	Initiative	Initiative	NNP
A67369	23	50	(	(	-LRB-
A67369	23	51	http://www.tei-c.org	http://www.tei-c.org	NFP
A67369	23	52	)	)	-RRB-
A67369	23	53	.	.	.
A67369	24	1	The	the	DT
A67369	24	2	EEBO	EEBO	NNP
A67369	24	3	-	-	HYPH
A67369	24	4	TCP	TCP	NNP
A67369	24	5	project	project	NN
A67369	24	6	was	be	VBD
A67369	24	7	divided	divide	VBN
A67369	24	8	into	into	IN
A67369	24	9	two	two	CD
A67369	24	10	phases	phase	NNS
A67369	24	11	.	.	.
A67369	25	1	The	the	DT
A67369	25	2	25,363	25,363	CD
A67369	25	3	texts	text	NNS
A67369	25	4	created	create	VBN
A67369	25	5	during	during	IN
A67369	25	6	Phase	Phase	NNP
A67369	25	7	1	1	CD
A67369	25	8	of	of	IN
A67369	25	9	the	the	DT
A67369	25	10	project	project	NN
A67369	25	11	have	have	VBP
A67369	25	12	been	be	VBN
A67369	25	13	released	release	VBN
A67369	25	14	into	into	IN
A67369	25	15	the	the	DT
A67369	25	16	public	public	JJ
A67369	25	17	domain	domain	NN
A67369	25	18	as	as	IN
A67369	25	19	of	of	IN
A67369	25	20	1	1	CD
A67369	25	21	January	January	NNP
A67369	25	22	2015	2015	CD
A67369	25	23	.	.	.
A67369	26	1	Anyone	anyone	NN
A67369	26	2	can	can	MD
A67369	26	3	now	now	RB
A67369	26	4	take	take	VB
A67369	26	5	and	and	CC
A67369	26	6	use	use	VB
A67369	26	7	these	these	DT
A67369	26	8	texts	text	NNS
A67369	26	9	for	for	IN
A67369	26	10	their	-PRON-	PRP$
A67369	26	11	own	own	JJ
A67369	26	12	purposes	purpose	NNS
A67369	26	13	,	,	,
A67369	26	14	but	but	CC
A67369	26	15	we	-PRON-	PRP
A67369	26	16	respectfully	respectfully	RB
A67369	26	17	request	request	VBP
A67369	26	18	that	that	DT
A67369	26	19	due	due	JJ
A67369	26	20	credit	credit	NN
A67369	26	21	and	and	CC
A67369	26	22	attribution	attribution	NN
A67369	26	23	is	be	VBZ
A67369	26	24	given	give	VBN
A67369	26	25	to	to	IN
A67369	26	26	their	-PRON-	PRP$
A67369	26	27	original	original	JJ
A67369	26	28	source	source	NN
A67369	26	29	.	.	.
A67369	27	1	Users	user	NNS
A67369	27	2	should	should	MD
A67369	27	3	be	be	VB
A67369	27	4	aware	aware	JJ
A67369	27	5	of	of	IN
A67369	27	6	the	the	DT
A67369	27	7	process	process	NN
A67369	27	8	of	of	IN
A67369	27	9	creating	create	VBG
A67369	27	10	the	the	DT
A67369	27	11	TCP	TCP	NNP
A67369	27	12	texts	text	NNS
A67369	27	13	,	,	,
A67369	27	14	and	and	CC
A67369	27	15	therefore	therefore	RB
A67369	27	16	of	of	IN
A67369	27	17	any	any	DT
A67369	27	18	assumptions	assumption	NNS
A67369	27	19	that	that	WDT
A67369	27	20	can	can	MD
A67369	27	21	be	be	VB
A67369	27	22	made	make	VBN
A67369	27	23	about	about	IN
A67369	27	24	the	the	DT
A67369	27	25	data	datum	NNS
A67369	27	26	.	.	.
A67369	28	1	Text	text	NN
A67369	28	2	selection	selection	NN
A67369	28	3	was	be	VBD
A67369	28	4	based	base	VBN
A67369	28	5	on	on	IN
A67369	28	6	the	the	DT
A67369	28	7	New	New	NNP
A67369	28	8	Cambridge	Cambridge	NNP
A67369	28	9	Bibliography	Bibliography	NNP
A67369	28	10	of	of	IN
A67369	28	11	English	English	NNP
A67369	28	12	Literature	Literature	NNP
A67369	28	13	(	(	-LRB-
A67369	28	14	NCBEL	NCBEL	NNP
A67369	28	15	)	)	-RRB-
A67369	28	16	.	.	.
A67369	29	1	If	if	IN
A67369	29	2	an	an	DT
A67369	29	3	author	author	NN
A67369	29	4	(	(	-LRB-
A67369	29	5	or	or	CC
A67369	29	6	for	for	IN
A67369	29	7	an	an	DT
A67369	29	8	anonymous	anonymous	JJ
A67369	29	9	work	work	NN
A67369	29	10	,	,	,
A67369	29	11	the	the	DT
A67369	29	12	title	title	NN
A67369	29	13	)	)	-RRB-
A67369	29	14	appears	appear	VBZ
A67369	29	15	in	in	IN
A67369	29	16	NCBEL	NCBEL	NNP
A67369	29	17	,	,	,
A67369	29	18	then	then	RB
A67369	29	19	their	-PRON-	PRP$
A67369	29	20	works	work	NNS
A67369	29	21	are	be	VBP
A67369	29	22	eligible	eligible	JJ
A67369	29	23	for	for	IN
A67369	29	24	inclusion	inclusion	NN
A67369	29	25	.	.	.
A67369	30	1	Selection	selection	NN
A67369	30	2	was	be	VBD
A67369	30	3	intended	intend	VBN
A67369	30	4	to	to	TO
A67369	30	5	range	range	VB
A67369	30	6	over	over	RP
A67369	30	7	a	a	DT
A67369	30	8	wide	wide	JJ
A67369	30	9	variety	variety	NN
A67369	30	10	of	of	IN
A67369	30	11	subject	subject	JJ
A67369	30	12	areas	area	NNS
A67369	30	13	,	,	,
A67369	30	14	to	to	TO
A67369	30	15	reflect	reflect	VB
A67369	30	16	the	the	DT
A67369	30	17	true	true	JJ
A67369	30	18	nature	nature	NN
A67369	30	19	of	of	IN
A67369	30	20	the	the	DT
A67369	30	21	print	print	NN
A67369	30	22	record	record	NN
A67369	30	23	of	of	IN
A67369	30	24	the	the	DT
A67369	30	25	period	period	NN
A67369	30	26	.	.	.
A67369	31	1	In	in	IN
A67369	31	2	general	general	JJ
A67369	31	3	,	,	,
A67369	31	4	first	first	JJ
A67369	31	5	editions	edition	NNS
A67369	31	6	of	of	IN
A67369	31	7	a	a	DT
A67369	31	8	works	work	NNS
A67369	31	9	in	in	IN
A67369	31	10	English	English	NNP
A67369	31	11	were	be	VBD
A67369	31	12	prioritized	prioritize	VBN
A67369	31	13	,	,	,
A67369	31	14	although	although	IN
A67369	31	15	there	there	EX
A67369	31	16	are	be	VBP
A67369	31	17	a	a	DT
A67369	31	18	number	number	NN
A67369	31	19	of	of	IN
A67369	31	20	works	work	NNS
A67369	31	21	in	in	IN
A67369	31	22	other	other	JJ
A67369	31	23	languages	language	NNS
A67369	31	24	,	,	,
A67369	31	25	notably	notably	RB
A67369	31	26	Latin	Latin	NNP
A67369	31	27	and	and	CC
A67369	31	28	Welsh	Welsh	NNP
A67369	31	29	,	,	,
A67369	31	30	included	include	VBD
A67369	31	31	and	and	CC
A67369	31	32	sometimes	sometimes	RB
A67369	31	33	a	a	DT
A67369	31	34	second	second	JJ
A67369	31	35	or	or	CC
A67369	31	36	later	later	JJ
A67369	31	37	edition	edition	NN
A67369	31	38	of	of	IN
A67369	31	39	a	a	DT
A67369	31	40	work	work	NN
A67369	31	41	was	be	VBD
A67369	31	42	chosen	choose	VBN
A67369	31	43	if	if	IN
A67369	31	44	there	there	EX
A67369	31	45	was	be	VBD
A67369	31	46	a	a	DT
A67369	31	47	compelling	compelling	JJ
A67369	31	48	reason	reason	NN
A67369	31	49	to	to	TO
A67369	31	50	do	do	VB
A67369	31	51	so	so	RB
A67369	31	52	.	.	.
A67369	32	1	Image	image	NN
A67369	32	2	sets	set	NNS
A67369	32	3	were	be	VBD
A67369	32	4	sent	send	VBN
A67369	32	5	to	to	IN
A67369	32	6	external	external	JJ
A67369	32	7	keying	keying	NN
A67369	32	8	companies	company	NNS
A67369	32	9	for	for	IN
A67369	32	10	transcription	transcription	NN
A67369	32	11	and	and	CC
A67369	32	12	basic	basic	JJ
A67369	32	13	encoding	encoding	NN
A67369	32	14	.	.	.
A67369	33	1	Quality	quality	JJ
A67369	33	2	assurance	assurance	NN
A67369	33	3	was	be	VBD
A67369	33	4	then	then	RB
A67369	33	5	carried	carry	VBN
A67369	33	6	out	out	RP
A67369	33	7	by	by	IN
A67369	33	8	editorial	editorial	JJ
A67369	33	9	teams	team	NNS
A67369	33	10	in	in	IN
A67369	33	11	Oxford	Oxford	NNP
A67369	33	12	and	and	CC
A67369	33	13	Michigan	Michigan	NNP
A67369	33	14	.	.	.
A67369	34	1	5	5	CD
A67369	34	2	%	%	NN
A67369	34	3	(	(	-LRB-
A67369	34	4	or	or	CC
A67369	34	5	5	5	CD
A67369	34	6	pages	page	NNS
A67369	34	7	,	,	,
A67369	34	8	whichever	whichever	WDT
A67369	34	9	is	be	VBZ
A67369	34	10	the	the	DT
A67369	34	11	greater	great	JJR
A67369	34	12	)	)	-RRB-
A67369	34	13	of	of	IN
A67369	34	14	each	each	DT
A67369	34	15	text	text	NN
A67369	34	16	was	be	VBD
A67369	34	17	proofread	proofread	NN
A67369	34	18	for	for	IN
A67369	34	19	accuracy	accuracy	NN
A67369	34	20	and	and	CC
A67369	34	21	those	those	DT
A67369	34	22	which	which	WDT
A67369	34	23	did	do	VBD
A67369	34	24	not	not	RB
A67369	34	25	meet	meet	VB
A67369	34	26	QA	qa	NN
A67369	34	27	standards	standard	NNS
A67369	34	28	were	be	VBD
A67369	34	29	returned	return	VBN
A67369	34	30	to	to	IN
A67369	34	31	the	the	DT
A67369	34	32	keyers	keyer	NNS
A67369	34	33	to	to	TO
A67369	34	34	be	be	VB
A67369	34	35	redone	redone	NN
A67369	34	36	.	.	.
A67369	35	1	After	after	IN
A67369	35	2	proofreading	proofreading	NN
A67369	35	3	,	,	,
A67369	35	4	the	the	DT
A67369	35	5	encoding	encoding	NN
A67369	35	6	was	be	VBD
A67369	35	7	enhanced	enhance	VBN
A67369	35	8	and/or	and/or	CC
A67369	35	9	corrected	correct	VBD
A67369	35	10	and	and	CC
A67369	35	11	characters	character	NNS
A67369	35	12	marked	mark	VBN
A67369	35	13	as	as	IN
A67369	35	14	illegible	illegible	JJ
A67369	35	15	were	be	VBD
A67369	35	16	corrected	correct	VBN
A67369	35	17	where	where	WRB
A67369	35	18	possible	possible	JJ
A67369	35	19	up	up	IN
A67369	35	20	to	to	IN
A67369	35	21	a	a	DT
A67369	35	22	limit	limit	NN
A67369	35	23	of	of	IN
A67369	35	24	100	100	CD
A67369	35	25	instances	instance	NNS
A67369	35	26	per	per	IN
A67369	35	27	text	text	NN
A67369	35	28	.	.	.
A67369	36	1	Any	any	DT
A67369	36	2	remaining	remain	VBG
A67369	36	3	illegibles	illegible	NNS
A67369	36	4	were	be	VBD
A67369	36	5	encoded	encode	VBN
A67369	36	6	as	as	IN
A67369	36	7	<	<	XX
A67369	36	8	gap	gap	NN
A67369	36	9	>	>	XX
A67369	36	10	s	s	XX
A67369	36	11	.	.	.
A67369	37	1	Understanding	understand	VBG
A67369	37	2	these	these	DT
A67369	37	3	processes	process	NNS
A67369	37	4	should	should	MD
A67369	37	5	make	make	VB
A67369	37	6	clear	clear	JJ
A67369	37	7	that	that	IN
A67369	37	8	,	,	,
A67369	37	9	while	while	IN
A67369	37	10	the	the	DT
A67369	37	11	overall	overall	JJ
A67369	37	12	quality	quality	NN
A67369	37	13	of	of	IN
A67369	37	14	TCP	TCP	NNP
A67369	37	15	data	datum	NNS
A67369	37	16	is	be	VBZ
A67369	37	17	very	very	RB
A67369	37	18	good	good	JJ
A67369	37	19	,	,	,
A67369	37	20	some	some	DT
A67369	37	21	errors	error	NNS
A67369	37	22	will	will	MD
A67369	37	23	remain	remain	VB
A67369	37	24	and	and	CC
A67369	37	25	some	some	DT
A67369	37	26	readable	readable	JJ
A67369	37	27	characters	character	NNS
A67369	37	28	will	will	MD
A67369	37	29	be	be	VB
A67369	37	30	marked	mark	VBN
A67369	37	31	as	as	IN
A67369	37	32	illegible	illegible	JJ
A67369	37	33	.	.	.
A67369	38	1	Users	user	NNS
A67369	38	2	should	should	MD
A67369	38	3	bear	bear	VB
A67369	38	4	in	in	IN
A67369	38	5	mind	mind	NN
A67369	38	6	that	that	IN
A67369	38	7	in	in	IN
A67369	38	8	all	all	DT
A67369	38	9	likelihood	likelihood	NN
A67369	38	10	such	such	JJ
A67369	38	11	instances	instance	NNS
A67369	38	12	will	will	MD
A67369	38	13	never	never	RB
A67369	38	14	have	have	VB
A67369	38	15	been	be	VBN
A67369	38	16	looked	look	VBN
A67369	38	17	at	at	IN
A67369	38	18	by	by	IN
A67369	38	19	a	a	DT
A67369	38	20	TCP	TCP	NNP
A67369	38	21	editor	editor	NN
A67369	38	22	.	.	.
A67369	39	1	The	the	DT
A67369	39	2	texts	text	NNS
A67369	39	3	were	be	VBD
A67369	39	4	encoded	encode	VBN
A67369	39	5	and	and	CC
A67369	39	6	linked	link	VBN
A67369	39	7	to	to	IN
A67369	39	8	page	page	NN
A67369	39	9	images	image	NNS
A67369	39	10	in	in	IN
A67369	39	11	accordance	accordance	NN
A67369	39	12	with	with	IN
A67369	39	13	level	level	NN
A67369	39	14	4	4	CD
A67369	39	15	of	of	IN
A67369	39	16	the	the	DT
A67369	39	17	TEI	TEI	NNP
A67369	39	18	in	in	IN
A67369	39	19	Libraries	Libraries	NNP
A67369	39	20	guidelines	guideline	NNS
A67369	39	21	.	.	.
A67369	40	1	Copies	copy	NNS
A67369	40	2	of	of	IN
A67369	40	3	the	the	DT
A67369	40	4	texts	text	NNS
A67369	40	5	have	have	VBP
A67369	40	6	been	be	VBN
A67369	40	7	issued	issue	VBN
A67369	40	8	variously	variously	RB
A67369	40	9	as	as	IN
A67369	40	10	SGML	SGML	NNP
A67369	40	11	(	(	-LRB-
A67369	40	12	TCP	TCP	NNP
A67369	40	13	schema	schema	NN
A67369	40	14	;	;	:
A67369	40	15	ASCII	ASCII	NNP
A67369	40	16	text	text	NN
A67369	40	17	with	with	IN
A67369	40	18	mnemonic	mnemonic	NNP
A67369	40	19	sdata	sdata	NNP
A67369	40	20	character	character	NNP
A67369	40	21	entities	entity	NNS
A67369	40	22	)	)	-RRB-
A67369	40	23	;	;	:
A67369	40	24	displayable	displayable	JJ
A67369	40	25	XML	xml	NN
A67369	40	26	(	(	-LRB-
A67369	40	27	TCP	TCP	NNP
A67369	40	28	schema	schema	NN
A67369	40	29	;	;	:
A67369	40	30	characters	character	NNS
A67369	40	31	represented	represent	VBD
A67369	40	32	either	either	CC
A67369	40	33	as	as	IN
A67369	40	34	UTF-8	UTF-8	NNP
A67369	40	35	Unicode	Unicode	NNP
A67369	40	36	or	or	CC
A67369	40	37	text	text	NN
A67369	40	38	strings	string	NNS
A67369	40	39	within	within	IN
A67369	40	40	braces	brace	NNS
A67369	40	41	)	)	-RRB-
A67369	40	42	;	;	:
A67369	40	43	or	or	CC
A67369	40	44	lossless	lossless	JJ
A67369	40	45	XML	xml	NN
A67369	40	46	(	(	-LRB-
A67369	40	47	TEI	TEI	NNP
A67369	40	48	P5	P5	NNP
A67369	40	49	,	,	,
A67369	40	50	characters	character	NNS
A67369	40	51	represented	represent	VBD
A67369	40	52	either	either	CC
A67369	40	53	as	as	IN
A67369	40	54	UTF-8	UTF-8	NNP
A67369	40	55	Unicode	Unicode	NNP
A67369	40	56	or	or	CC
A67369	40	57	TEI	TEI	NNP
A67369	40	58	g	g	NN
A67369	40	59	elements	element	NNS
A67369	40	60	)	)	-RRB-
A67369	40	61	.	.	.
A67369	41	1	Keying	keying	NN
A67369	41	2	and	and	CC
A67369	41	3	markup	markup	NN
A67369	41	4	guidelines	guideline	NNS
A67369	41	5	are	be	VBP
A67369	41	6	available	available	JJ
A67369	41	7	at	at	IN
A67369	41	8	the	the	DT
A67369	41	9	Text	Text	NNP
A67369	41	10	Creation	Creation	NNP
A67369	41	11	Partnership	Partnership	NNP
A67369	41	12	web	web	NN
A67369	41	13	site	site	NN
A67369	41	14	.	.	.
A67369	42	1	eng	eng	NNP
A67369	42	2	Hobbes	Hobbes	NNP
A67369	42	3	,	,	,
A67369	42	4	Thomas	Thomas	NNP
A67369	42	5	,	,	,
A67369	42	6	1588	1588	CD
A67369	42	7	-	-	SYM
A67369	42	8	1679	1679	CD
A67369	42	9	.	.	.
A67369	43	1	--	--	:
A67369	43	2	Three	three	CD
A67369	43	3	papers	paper	NNS
A67369	43	4	presented	present	VBN
A67369	43	5	to	to	IN
A67369	43	6	the	the	DT
A67369	43	7	Royal	Royal	NNP
A67369	43	8	Society	Society	NNP
A67369	43	9	against	against	IN
A67369	43	10	Dr.	Dr.	NNP
A67369	43	11	Wallis	Wallis	NNP
A67369	43	12	.	.	.
A67369	44	1	2004	2004	CD
A67369	44	2	-	-	SYM
A67369	44	3	04	04	CD
A67369	44	4	TCP	TCP	NNP
A67369	44	5	Assigned	assign	VBN
A67369	44	6	for	for	IN
A67369	44	7	keying	keying	NN
A67369	44	8	and	and	CC
A67369	44	9	markup	markup	JJ
A67369	44	10	2004	2004	CD
A67369	44	11	-	-	SYM
A67369	44	12	06	06	CD
A67369	44	13	SPi	SPi	NNS
A67369	44	14	Global	Global	NNP
A67369	44	15	Keyed	Keyed	NNP
A67369	44	16	and	and	CC
A67369	44	17	coded	code	VBN
A67369	44	18	from	from	IN
A67369	44	19	ProQuest	ProQuest	NNP
A67369	44	20	page	page	NN
A67369	44	21	images	image	NNS
A67369	44	22	2004	2004	CD
A67369	44	23	-	-	SYM
A67369	44	24	07	07	CD
A67369	44	25	Melanie	Melanie	NNP
A67369	44	26	Sanders	Sanders	NNPS
A67369	44	27	Sampled	Sampled	NNP
A67369	44	28	and	and	CC
A67369	44	29	proofread	proofread	JJ
A67369	44	30	2004	2004	CD
A67369	44	31	-	-	SYM
A67369	44	32	07	07	CD
A67369	44	33	Melanie	Melanie	NNP
A67369	44	34	Sanders	Sanders	NNPS
A67369	44	35	Text	Text	NNP
A67369	44	36	and	and	CC
A67369	44	37	markup	markup	NN
A67369	44	38	reviewed	review	VBD
A67369	44	39	and	and	CC
A67369	44	40	edited	edit	VBD
A67369	44	41	2004	2004	CD
A67369	44	42	-	-	SYM
A67369	44	43	10	10	CD
A67369	44	44	pfs	pfs	NN
A67369	44	45	Batch	Batch	NNP
A67369	44	46	review	review	NN
A67369	44	47	(	(	-LRB-
A67369	44	48	QC	QC	NNP
A67369	44	49	)	)	-RRB-
A67369	44	50	and	and	CC
A67369	44	51	XML	xml	NN
A67369	44	52	conversion	conversion	NN
A67369	44	53	AN	an	DT
A67369	44	54	ANSWER	answer	NN
A67369	44	55	TO	to	IN
A67369	44	56	Three	three	CD
A67369	44	57	Papers	Papers	NNPS
A67369	44	58	of	of	IN
A67369	44	59	Mr.	Mr.	NNP
A67369	44	60	Hobs	Hobs	NNP
A67369	44	61	,	,	,
A67369	44	62	Lately	lately	RB
A67369	44	63	Published	publish	VBN
A67369	44	64	in	in	IN
A67369	44	65	the	the	DT
A67369	44	66	Months	month	NNS
A67369	44	67	of	of	IN
A67369	44	68	August	August	NNP
A67369	44	69	,	,	,
A67369	44	70	and	and	CC
A67369	44	71	this	this	DT
A67369	44	72	present	present	JJ
A67369	44	73	September	September	NNP
A67369	44	74	,	,	,
A67369	44	75	1671	1671	CD
A67369	44	76	.	.	.
A67369	45	1	In	in	IN
A67369	45	2	the	the	DT
A67369	45	3	former	former	JJ
A67369	45	4	part	part	NN
A67369	45	5	of	of	IN
A67369	45	6	his	-PRON-	PRP$
A67369	45	7	first	first	JJ
A67369	45	8	Paper	Paper	NNP
A67369	45	9	;	;	:
A67369	45	10	BY	by	IN
A67369	45	11	reason	reason	NN
A67369	45	12	of	of	IN
A67369	45	13	a	a	DT
A67369	45	14	Proposition	Proposition	NNP
A67369	45	15	of	of	IN
A67369	45	16	Dr.	Dr.	NNP
A67369	45	17	Wallis	Wallis	NNP
A67369	45	18	(	(	-LRB-
A67369	45	19	Prop	Prop	NNP
A67369	45	20	.	.	.
A67369	46	1	1	1	LS
A67369	46	2	.	.	.
A67369	47	1	Cap	Cap	NNP
A67369	47	2	.	.	.
A67369	48	1	5	5	CD
A67369	48	2	.	.	.
A67369	49	1	De	De	NNP
A67369	49	2	Motu	Motu	NNP
A67369	49	3	)	)	-RRB-
A67369	49	4	to	to	IN
A67369	49	5	this	this	DT
A67369	49	6	purpose	purpose	NN
A67369	49	7	(	(	-LRB-
A67369	49	8	for	for	IN
A67369	49	9	he	-PRON-	PRP
A67369	49	10	doth	doth	NN
A67369	49	11	not	not	RB
A67369	49	12	repeat	repeat	VB
A67369	49	13	it	-PRON-	PRP
A67369	49	14	Verbatim	Verbatim	NNP
A67369	49	15	:	:	:
A67369	49	16	)	)	-RRB-
A67369	49	17	If	if	IN
A67369	49	18	there	there	EX
A67369	49	19	be	be	VB
A67369	49	20	supposed	suppose	VBN
A67369	49	21	a	a	DT
A67369	49	22	row	row	NN
A67369	49	23	of	of	IN
A67369	49	24	Quantities	Quantities	NNPS
A67369	49	25	infinitely	infinitely	RB
A67369	49	26	many	many	JJ
A67369	49	27	,	,	,
A67369	49	28	increasing	increase	VBG
A67369	49	29	according	accord	VBG
A67369	49	30	to	to	IN
A67369	49	31	the	the	DT
A67369	49	32	natural	natural	JJ
A67369	49	33	Order	Order	NNP
A67369	49	34	of	of	IN
A67369	49	35	Numbers	Numbers	NNPS
A67369	49	36	,	,	,
A67369	49	37	1	1	CD
A67369	49	38	,	,	,
A67369	49	39	2	2	CD
A67369	49	40	,	,	,
A67369	49	41	3	3	CD
A67369	49	42	,	,	,
A67369	49	43	&	&	CC
A67369	49	44	c.	c.	NNP
A67369	49	45	or	or	CC
A67369	49	46	their	-PRON-	PRP$
A67369	49	47	Squares	square	NNS
A67369	49	48	,	,	,
A67369	49	49	1	1	CD
A67369	49	50	,	,	,
A67369	49	51	4	4	CD
A67369	49	52	,	,	,
A67369	49	53	9	9	CD
A67369	49	54	,	,	,
A67369	49	55	&	&	CC
A67369	49	56	c.	c.	NNP
A67369	49	57	or	or	CC
A67369	49	58	their	-PRON-	PRP$
A67369	49	59	Cubes	Cubes	NNPS
A67369	49	60	,	,	,
A67369	49	61	1	1	CD
A67369	49	62	,	,	,
A67369	49	63	8	8	CD
A67369	49	64	,	,	,
A67369	49	65	27	27	CD
A67369	49	66	,	,	,
A67369	49	67	&	&	CC
A67369	49	68	c.	c.	NNP
A67369	49	69	whereof	whereof	NNP
A67369	49	70	the	the	DT
A67369	49	71	last	last	JJ
A67369	49	72	is	be	VBZ
A67369	49	73	given	give	VBN
A67369	49	74	.	.	.
A67369	50	1	It	-PRON-	PRP
A67369	50	2	will	will	MD
A67369	50	3	be	be	VB
A67369	50	4	to	to	IN
A67369	50	5	a	a	DT
A67369	50	6	row	row	NN
A67369	50	7	of	of	IN
A67369	50	8	as	as	RB
A67369	50	9	many	many	JJ
A67369	50	10	,	,	,
A67369	50	11	equal	equal	JJ
A67369	50	12	to	to	IN
A67369	50	13	the	the	DT
A67369	50	14	l	l	NN
A67369	50	15	●	●	NFP
A67369	50	16	st	st	NNP
A67369	50	17	,	,	,
A67369	50	18	in	in	IN
A67369	50	19	the	the	DT
A67369	50	20	first	first	JJ
A67369	50	21	case	case	NN
A67369	50	22	,	,	,
A67369	50	23	as	as	IN
A67369	50	24	1	1	CD
A67369	50	25	to	to	IN
A67369	50	26	2	2	CD
A67369	50	27	;	;	:
A67369	50	28	in	in	IN
A67369	50	29	the	the	DT
A67369	50	30	second	second	JJ
A67369	50	31	case	case	NN
A67369	50	32	,	,	,
A67369	50	33	as	as	IN
A67369	50	34	1	1	CD
A67369	50	35	to	to	IN
A67369	50	36	3	3	CD
A67369	50	37	;	;	:
A67369	50	38	in	in	IN
A67369	50	39	the	the	DT
A67369	50	40	third	third	JJ
A67369	50	41	▪	▪	NN
A67369	50	42	as	as	IN
A67369	50	43	1	1	CD
A67369	50	44	to	to	IN
A67369	50	45	4	4	CD
A67369	50	46	,	,	,
A67369	50	47	&	&	CC
A67369	50	48	c.	c.	NNP
A67369	50	49	(	(	-LRB-
A67369	50	50	Where	where	WRB
A67369	50	51	all	all	DT
A67369	50	52	that	that	WDT
A67369	50	53	is	be	VBZ
A67369	50	54	affirmed	affirm	VBN
A67369	50	55	,	,	,
A67369	50	56	is	be	VBZ
A67369	50	57	but	but	CC
A67369	50	58	;	;	:
A67369	50	59	If	if	IN
A67369	50	60	we	-PRON-	PRP
A67369	50	61	SVPPOSE	svppose	VBP
A67369	50	62	That	that	DT
A67369	50	63	,	,	,
A67369	50	64	This	this	DT
A67369	50	65	will	will	MD
A67369	50	66	Follow	follow	VB
A67369	50	67	.	.	.
A67369	51	1	Which	which	WDT
A67369	51	2	Consequence	Consequence	NNP
A67369	51	3	Mr.	Mr.	NNP
A67369	51	4	Hobs	Hobs	NNP
A67369	51	5	doth	doth	NN
A67369	51	6	not	not	RB
A67369	51	7	deny	deny	VB
A67369	51	8	:	:	:
A67369	51	9	and	and	CC
A67369	51	10	therefore	therefore	RB
A67369	51	11	all	all	DT
A67369	51	12	that	that	WDT
A67369	51	13	he	-PRON-	PRP
A67369	51	14	saith	saith	VBZ
A67369	51	15	to	to	IN
A67369	51	16	it	-PRON-	PRP
A67369	51	17	,	,	,
A67369	51	18	is	be	VBZ
A67369	51	19	but	but	CC
A67369	51	20	Cavelling	cavelle	VBG
A67369	51	21	.	.	.
A67369	51	22	)	)	-RRB-
A67369	52	1	Mr.	Mr.	NNP
A67369	52	2	Hobs	Hobs	NNP
A67369	52	3	moves	move	VBZ
A67369	52	4	these	these	DT
A67369	52	5	Questions	Questions	NNPS
A67369	52	6	,	,	,
A67369	52	7	(	(	-LRB-
A67369	52	8	and	and	CC
A67369	52	9	proposeth	proposeth	VB
A67369	52	10	them	-PRON-	PRP
A67369	52	11	to	to	IN
A67369	52	12	the	the	DT
A67369	52	13	Royal	Royal	NNP
A67369	52	14	Society	Society	NNP
A67369	52	15	,	,	,
A67369	52	16	as	as	IN
A67369	52	17	not	not	RB
A67369	52	18	requiring	require	VBG
A67369	52	19	any	any	DT
A67369	52	20	skil	skil	NN
A67369	52	21	in	in	IN
A67369	52	22	Geometry	Geometry	NNP
A67369	52	23	,	,	,
A67369	52	24	Logick	Logick	NNP
A67369	52	25	,	,	,
A67369	52	26	or	or	CC
A67369	52	27	Latin	Latin	NNP
A67369	52	28	,	,	,
A67369	52	29	to	to	TO
A67369	52	30	resolve	resolve	VB
A67369	52	31	them	-PRON-	PRP
A67369	52	32	:	:	:
A67369	52	33	)	)	-RRB-
A67369	52	34	1	1	CD
A67369	52	35	.	.	.
A67369	53	1	Whether	whether	IN
A67369	53	2	there	there	EX
A67369	53	3	can	can	MD
A67369	53	4	be	be	VB
A67369	53	5	understood	understand	VBN
A67369	53	6	(	(	-LRB-
A67369	53	7	he	-PRON-	PRP
A67369	53	8	should	should	MD
A67369	53	9	rather	rather	RB
A67369	53	10	have	have	VB
A67369	53	11	said	say	VBN
A67369	53	12	,	,	,
A67369	53	13	supposed	suppose	VBN
A67369	53	14	)	)	-RRB-
A67369	53	15	an	an	DT
A67369	53	16	infinite	infinite	JJ
A67369	53	17	row	row	NN
A67369	53	18	of	of	IN
A67369	53	19	Quantities	Quantities	NNPS
A67369	53	20	,	,	,
A67369	53	21	whereof	whereof	IN
A67369	53	22	the	the	DT
A67369	53	23	last	last	JJ
A67369	53	24	can	can	MD
A67369	53	25	be	be	VB
A67369	53	26	given	give	VBN
A67369	53	27	.	.	.
A67369	54	1	2	2	LS
A67369	54	2	.	.	.
A67369	55	1	Whether	whether	IN
A67369	55	2	a	a	DT
A67369	55	3	Finite	Finite	NNP
A67369	55	4	Quantity	Quantity	NNP
A67369	55	5	can	can	MD
A67369	55	6	be	be	VB
A67369	55	7	divided	divide	VBN
A67369	55	8	into	into	IN
A67369	55	9	an	an	DT
A67369	55	10	Infinite	Infinite	NNP
A67369	55	11	Number	number	NN
A67369	55	12	of	of	IN
A67369	55	13	lesser	less	JJR
A67369	55	14	Quantities	Quantities	NNPS
A67369	55	15	,	,	,
A67369	55	16	or	or	CC
A67369	55	17	a	a	DT
A67369	55	18	Finite	Finite	NNP
A67369	55	19	quantity	quantity	NN
A67369	55	20	consist	consist	NN
A67369	55	21	of	of	IN
A67369	55	22	an	an	DT
A67369	55	23	Infinite	infinite	JJ
A67369	55	24	number	number	NN
A67369	55	25	of	of	IN
A67369	55	26	Parts	part	NNS
A67369	55	27	.	.	.
A67369	56	1	3	3	LS
A67369	56	2	.	.	.
A67369	57	1	Whether	whether	IN
A67369	57	2	there	there	EX
A67369	57	3	be	be	VB
A67369	57	4	any	any	DT
A67369	57	5	Quantity	quantity	NN
A67369	57	6	greater	great	JJR
A67369	57	7	than	than	IN
A67369	57	8	Infinite	Infinite	NNP
A67369	57	9	.	.	.
A67369	58	1	4	4	LS
A67369	58	2	.	.	.
A67369	59	1	Whether	whether	IN
A67369	59	2	there	there	EX
A67369	59	3	be	be	VB
A67369	59	4	any	any	DT
A67369	59	5	Finite	Finite	NNP
A67369	59	6	Magnitude	Magnitude	NNP
A67369	59	7	of	of	IN
A67369	59	8	which	which	WDT
A67369	59	9	there	there	EX
A67369	59	10	is	be	VBZ
A67369	59	11	no	no	DT
A67369	59	12	Center	Center	NNP
A67369	59	13	of	of	IN
A67369	59	14	Gravity	Gravity	NNP
A67369	59	15	.	.	.
A67369	60	1	5	5	CD
A67369	60	2	.	.	.
A67369	61	1	Whether	whether	IN
A67369	61	2	there	there	EX
A67369	61	3	be	be	VB
A67369	61	4	any	any	DT
A67369	61	5	Number	Number	NNP
A67369	61	6	Infinite	Infinite	NNP
A67369	61	7	.	.	.
A67369	62	1	6	6	CD
A67369	62	2	.	.	.
A67369	63	1	Whether	whether	IN
A67369	63	2	the	the	DT
A67369	63	3	Arithmetick	Arithmetick	NNP
A67369	63	4	of	of	IN
A67369	63	5	Infinites	Infinites	NNPS
A67369	63	6	be	be	VBP
A67369	63	7	of	of	IN
A67369	63	8	any	any	DT
A67369	63	9	use	use	NN
A67369	63	10	,	,	,
A67369	63	11	for	for	IN
A67369	63	12	the	the	DT
A67369	63	13	confirming	confirming	NN
A67369	63	14	or	or	CC
A67369	63	15	confuting	confute	VBG
A67369	63	16	any	any	DT
A67369	63	17	Doctrine	Doctrine	NNP
A67369	63	18	.	.	.
A67369	64	1	In	in	IN
A67369	64	2	particular	particular	JJ
A67369	64	3	,	,	,
A67369	64	4	therefore	therefore	RB
A67369	64	5	,	,	,
A67369	64	6	to	to	IN
A67369	64	7	his	-PRON-	PRP$
A67369	64	8	Quaere	Quaere	NNP
A67369	64	9	's	's	POS
A67369	64	10	,	,	,
A67369	64	11	I	-PRON-	PRP
A67369	64	12	answer	answer	VBP
A67369	64	13	,	,	,
A67369	64	14	1	1	CD
A67369	64	15	.	.	.
A67369	65	1	There	there	EX
A67369	65	2	may	may	MD
A67369	65	3	be	be	VB
A67369	65	4	supposed	suppose	VBN
A67369	65	5	a	a	DT
A67369	65	6	row	row	NN
A67369	65	7	of	of	IN
A67369	65	8	Quantiti	Quantiti	NNP
A67369	65	9	●	●	NFP
A67369	65	10	s	s	NNS
A67369	65	11	Infinitely	infinitely	RB
A67369	65	12	many	many	JJ
A67369	65	13	,	,	,
A67369	65	14	and	and	CC
A67369	65	15	continually	continually	RB
A67369	65	16	increasing	increase	VBG
A67369	65	17	,	,	,
A67369	65	18	(	(	-LRB-
A67369	65	19	as	as	IN
A67369	65	20	the	the	DT
A67369	65	21	supposed	suppose	VBN
A67369	65	22	parallels	parallel	NNS
A67369	65	23	in	in	IN
A67369	65	24	the	the	DT
A67369	65	25	Triangle	Triangle	NNP
A67369	65	26	ABC	ABC	NNP
A67369	65	27	,	,	,
A67369	65	28	reckoning	reckon	VBG
A67369	65	29	downwards	downwards	RB
A67369	65	30	from	from	IN
A67369	65	31	A	a	NN
A67369	65	32	to	to	IN
A67369	65	33	BC	BC	NNP
A67369	65	34	,	,	,
A67369	65	35	)	)	-RRB-
A67369	65	36	whereof	whereof	IN
A67369	65	37	the	the	DT
A67369	65	38	last	last	JJ
A67369	65	39	(	(	-LRB-
A67369	65	40	BC	BC	NNP
A67369	65	41	)	)	-RRB-
A67369	65	42	is	be	VBZ
A67369	65	43	given	give	VBN
A67369	65	44	.	.	.
A67369	66	1	2	2	LS
A67369	66	2	.	.	.
A67369	67	1	A	a	DT
A67369	67	2	Finite	Finite	NNP
A67369	67	3	Quantity	quantity	NN
A67369	67	4	(	(	-LRB-
A67369	67	5	as	as	IN
A67369	67	6	AB	AB	NNP
A67369	67	7	)	)	-RRB-
A67369	67	8	may	may	MD
A67369	67	9	be	be	VB
A67369	67	10	supposed	suppose	VBN
A67369	67	11	(	(	-LRB-
A67369	67	12	by	by	IN
A67369	67	13	such	such	JJ
A67369	67	14	continual	continual	JJ
A67369	67	15	Bisections	bisection	NNS
A67369	67	16	)	)	-RRB-
A67369	67	17	divisible	divisible	NN
A67369	67	18	into	into	IN
A67369	67	19	a	a	DT
A67369	67	20	number	number	NN
A67369	67	21	of	of	IN
A67369	67	22	parts	part	NNS
A67369	67	23	Infinitely	infinitely	RB
A67369	67	24	many	many	JJ
A67369	67	25	(	(	-LRB-
A67369	67	26	or	or	CC
A67369	67	27	,	,	,
A67369	67	28	more	more	JJR
A67369	67	29	than	than	IN
A67369	67	30	any	any	DT
A67369	67	31	Finite	Finite	NNP
A67369	67	32	number	number	NN
A67369	67	33	assignable	assignable	JJ
A67369	67	34	:	:	:
A67369	67	35	)	)	-RRB-
A67369	67	36	For	for	CC
A67369	67	37	there	there	EX
A67369	67	38	is	be	VBZ
A67369	67	39	no	no	DT
A67369	67	40	stint	stint	NN
A67369	67	41	beyond	beyond	IN
A67369	67	42	which	which	WDT
A67369	67	43	such	such	JJ
A67369	67	44	division	division	NN
A67369	67	45	may	may	MD
A67369	67	46	not	not	RB
A67369	67	47	be	be	VB
A67369	67	48	supposed	suppose	VBN
A67369	67	49	to	to	TO
A67369	67	50	be	be	VB
A67369	67	51	continued	continue	VBN
A67369	67	52	;	;	:
A67369	67	53	(	(	-LRB-
A67369	67	54	for	for	IN
A67369	67	55	still	still	RB
A67369	67	56	the	the	DT
A67369	67	57	last	last	JJ
A67369	67	58	,	,	,
A67369	67	59	how	how	WRB
A67369	67	60	small	small	JJ
A67369	67	61	soever	soever	NN
A67369	67	62	,	,	,
A67369	67	63	will	will	MD
A67369	67	64	have	have	VB
A67369	67	65	two	two	CD
A67369	67	66	halves	half	NNS
A67369	67	67	;	;	,
A67369	67	68	)	)	-RRB-
A67369	67	69	And	and	CC
A67369	67	70	,	,	,
A67369	67	71	all	all	PDT
A67369	67	72	those	those	DT
A67369	67	73	Parts	part	NNS
A67369	67	74	were	be	VBD
A67369	67	75	in	in	IN
A67369	67	76	the	the	DT
A67369	67	77	Undivided	undivided	JJ
A67369	67	78	whole	whole	NN
A67369	67	79	;	;	:
A67369	67	80	(	(	-LRB-
A67369	67	81	else	else	RB
A67369	67	82	,	,	,
A67369	67	83	where	where	WRB
A67369	67	84	should	should	MD
A67369	67	85	they	-PRON-	PRP
A67369	67	86	be	be	VB
A67369	67	87	had	have	VBN
A67369	67	88	?	?	.
A67369	67	89	)	)	-RRB-
A67369	68	1	3	3	LS
A67369	68	2	.	.	.
A67369	69	1	Of	of	IN
A67369	69	2	supposed	suppose	VBN
A67369	69	3	Infinites	Infinites	NNP
A67369	69	4	,	,	,
A67369	69	5	one	one	PRP
A67369	69	6	may	may	MD
A67369	69	7	be	be	VB
A67369	69	8	supposed	suppose	VBN
A67369	69	9	greater	great	JJR
A67369	69	10	than	than	IN
A67369	69	11	another	another	DT
A67369	69	12	.	.	.
A67369	70	1	As	as	IN
A67369	70	2	a	a	DT
A67369	70	3	,	,	,
A67369	70	4	supposed	suppose	VBN
A67369	70	5	,	,	,
A67369	70	6	infinite	infinite	JJ
A67369	70	7	number	number	NN
A67369	70	8	of	of	IN
A67369	70	9	Men	Men	NNPS
A67369	70	10	,	,	,
A67369	70	11	may	may	MD
A67369	70	12	be	be	VB
A67369	70	13	supposed	suppose	VBN
A67369	70	14	to	to	TO
A67369	70	15	have	have	VB
A67369	70	16	a	a	DT
A67369	70	17	Greater	great	JJR
A67369	70	18	number	number	NN
A67369	70	19	of	of	IN
A67369	70	20	eyes	eye	NNS
A67369	70	21	.	.	.
A67369	71	1	4	4	LS
A67369	71	2	.	.	.
A67369	72	1	A	a	DT
A67369	72	2	surface	surface	NN
A67369	72	3	,	,	,
A67369	72	4	or	or	CC
A67369	72	5	solid	solid	JJ
A67369	72	6	,	,	,
A67369	72	7	may	may	MD
A67369	72	8	be	be	VB
A67369	72	9	supposed	suppose	VBN
A67369	72	10	so	so	RB
A67369	72	11	constituted	constituted	JJ
A67369	72	12	,	,	,
A67369	72	13	as	as	IN
A67369	72	14	to	to	TO
A67369	72	15	be	be	VB
A67369	72	16	Infinitely	Infinitely	NNP
A67369	72	17	Long	long	JJ
A67369	72	18	,	,	,
A67369	72	19	but	but	CC
A67369	72	20	Finitely	finitely	RB
A67369	72	21	Great	great	JJ
A67369	72	22	,	,	,
A67369	72	23	(	(	-LRB-
A67369	72	24	the	the	DT
A67369	72	25	Breadth	Breadth	NNP
A67369	72	26	continually	continually	RB
A67369	72	27	Decreasing	decrease	VBG
A67369	72	28	in	in	IN
A67369	72	29	greater	great	JJR
A67369	72	30	proportion	proportion	NN
A67369	72	31	than	than	IN
A67369	72	32	the	the	DT
A67369	72	33	Length	Length	NNP
A67369	72	34	Increaseth	Increaseth	NNP
A67369	72	35	,	,	,
A67369	72	36	)	)	-RRB-
A67369	72	37	and	and	CC
A67369	72	38	so	so	IN
A67369	72	39	as	as	IN
A67369	72	40	to	to	TO
A67369	72	41	have	have	VB
A67369	72	42	no	no	DT
A67369	72	43	Center	Center	NNP
A67369	72	44	of	of	IN
A67369	72	45	Gravity	Gravity	NNP
A67369	72	46	.	.	.
A67369	73	1	Such	such	JJ
A67369	73	2	is	be	VBZ
A67369	73	3	Toricellio	Toricellio	NNP
A67369	73	4	's	's	POS
A67369	73	5	Solidum	Solidum	NNP
A67369	73	6	Hyperbolicum	Hyperbolicum	NNP
A67369	73	7	acutum	acutum	NN
A67369	73	8	;	;	:
A67369	73	9	and	and	CC
A67369	73	10	others	other	NNS
A67369	73	11	innumerable	innumerable	VBP
A67369	73	12	,	,	,
A67369	73	13	discovered	discover	VBN
A67369	73	14	by	by	IN
A67369	73	15	Dr.	Dr.	NNP
A67369	73	16	Wallis	Wallis	NNP
A67369	73	17	,	,	,
A67369	73	18	Monsieur	Monsieur	NNP
A67369	73	19	Format	Format	NNP
A67369	73	20	,	,	,
A67369	73	21	and	and	CC
A67369	73	22	others	other	NNS
A67369	73	23	.	.	.
A67369	74	1	But	but	CC
A67369	74	2	to	to	TO
A67369	74	3	determine	determine	VB
A67369	74	4	this	this	DT
A67369	74	5	,	,	,
A67369	74	6	requires	require	VBZ
A67369	74	7	more	more	JJR
A67369	74	8	of	of	IN
A67369	74	9	Geometry	Geometry	NNP
A67369	74	10	,	,	,
A67369	74	11	and	and	CC
A67369	74	12	Logick	Logick	NNP
A67369	74	13	(	(	-LRB-
A67369	74	14	whatever	whatever	WDT
A67369	74	15	it	-PRON-	PRP
A67369	74	16	do	do	VBP
A67369	74	17	of	of	IN
A67369	74	18	the	the	DT
A67369	74	19	Latin	Latin	NNP
A67369	74	20	Tongue	Tongue	NNP
A67369	74	21	)	)	-RRB-
A67369	74	22	than	than	IN
A67369	74	23	Mr.	Mr.	NNP
A67369	74	24	Hobs	Hobs	NNP
A67369	74	25	is	be	VBZ
A67369	74	26	Master	Master	NNP
A67369	74	27	of	of	IN
A67369	74	28	.	.	.
A67369	75	1	5	5	CD
A67369	75	2	.	.	.
A67369	76	1	There	there	EX
A67369	76	2	may	may	MD
A67369	76	3	be	be	VB
A67369	76	4	supposed	suppose	VBN
A67369	76	5	a	a	DT
A67369	76	6	number	number	NN
A67369	76	7	Infinite	Infinite	NNP
A67369	76	8	;	;	:
A67369	76	9	that	that	RB
A67369	76	10	is	is	RB
A67369	76	11	,	,	,
A67369	76	12	greater	great	JJR
A67369	76	13	than	than	IN
A67369	76	14	any	any	DT
A67369	76	15	assignable	assignable	JJ
A67369	76	16	Finite	Finite	NNP
A67369	76	17	:	:	:
A67369	76	18	As	as	IN
A67369	76	19	the	the	DT
A67369	76	20	supposed	suppose	VBN
A67369	76	21	number	number	NN
A67369	76	22	of	of	IN
A67369	76	23	parts	part	NNS
A67369	76	24	,	,	,
A67369	76	25	arising	arise	VBG
A67369	76	26	from	from	IN
A67369	76	27	a	a	DT
A67369	76	28	supposed	suppose	VBN
A67369	76	29	Section	Section	NNP
A67369	76	30	Infinitely	Infinitely	NNP
A67369	76	31	continued	continue	VBD
A67369	76	32	.	.	.
A67369	77	1	6	6	CD
A67369	77	2	.	.	.
A67369	78	1	There	there	EX
A67369	78	2	is	be	VBZ
A67369	78	3	therefore	therefore	RB
A67369	78	4	no	no	DT
A67369	78	5	reason	reason	NN
A67369	78	6	,	,	,
A67369	78	7	on	on	IN
A67369	78	8	this	this	DT
A67369	78	9	account	account	NN
A67369	78	10	,	,	,
A67369	78	11	why	why	WRB
A67369	78	12	the	the	DT
A67369	78	13	Doctrin	Doctrin	NNP
A67369	78	14	of	of	IN
A67369	78	15	Euclide	Euclide	NNP
A67369	78	16	,	,	,
A67369	78	17	Cavallerius	Cavallerius	NNP
A67369	78	18	,	,	,
A67369	78	19	or	or	CC
A67369	78	20	Dr.	Dr.	NNP
A67369	78	21	Wallis	Wallis	NNP
A67369	78	22	,	,	,
A67369	78	23	should	should	MD
A67369	78	24	be	be	VB
A67369	78	25	rejected	reject	VBN
A67369	78	26	as	as	IN
A67369	78	27	of	of	IN
A67369	78	28	no	no	DT
A67369	78	29	use	use	NN
A67369	78	30	.	.	.
A67369	79	1	But	but	CC
A67369	79	2	having	have	VBG
A67369	79	3	solved	solve	VBD
A67369	79	4	these	these	DT
A67369	79	5	Quaere	Quaere	NNP
A67369	79	6	's	's	POS
A67369	79	7	,	,	,
A67369	79	8	I	-PRON-	PRP
A67369	79	9	have	have	VBP
A67369	79	10	some	some	DT
A67369	79	11	for	for	IN
A67369	79	12	Mr.	Mr.	NNP
A67369	79	13	Hobs	Hobs	NNP
A67369	79	14	to	to	TO
A67369	79	15	answer	answer	VB
A67369	79	16	,	,	,
A67369	79	17	which	which	WDT
A67369	79	18	will	will	MD
A67369	79	19	not	not	RB
A67369	79	20	so	so	RB
A67369	79	21	easily	easily	RB
A67369	79	22	be	be	VB
A67369	79	23	dispatched	dispatch	VBN
A67369	79	24	by	by	IN
A67369	79	25	him	-PRON-	PRP
A67369	79	26	.	.	.
A67369	80	1	For	for	IN
A67369	80	2	though	though	IN
A67369	80	3	Supposed	suppose	VBN
A67369	80	4	Infinites	Infinites	NNPS
A67369	80	5	will	will	MD
A67369	80	6	serve	serve	VB
A67369	80	7	the	the	DT
A67369	80	8	Mathematicians	Mathematicians	NNPS
A67369	80	9	well	well	RB
A67369	80	10	enough	enough	RB
A67369	80	11	:	:	:
A67369	80	12	yet	yet	CC
A67369	80	13	,	,	,
A67369	80	14	howsoever	howsoever	UH
A67369	80	15	he	-PRON-	PRP
A67369	80	16	please	please	VBP
A67369	80	17	to	to	TO
A67369	80	18	prevaricate	prevaricate	VB
A67369	80	19	(	(	-LRB-
A67369	80	20	which	which	WDT
A67369	80	21	,	,	,
A67369	80	22	he	-PRON-	PRP
A67369	80	23	saith	saith	VBZ
A67369	80	24	,	,	,
A67369	80	25	is	be	VBZ
A67369	80	26	for	for	IN
A67369	80	27	his	-PRON-	PRP$
A67369	80	28	Exercise	Exercise	NNP
A67369	80	29	,	,	,
A67369	80	30	)	)	-RRB-
A67369	80	31	Mr.	Mr.	NNP
A67369	80	32	Hobs	Hobs	NNP
A67369	80	33	himself	-PRON-	PRP
A67369	80	34	is	be	VBZ
A67369	80	35	more	more	RBR
A67369	80	36	concerned	concerned	JJ
A67369	80	37	than	than	IN
A67369	80	38	they	-PRON-	PRP
A67369	80	39	,	,	,
A67369	80	40	to	to	TO
A67369	80	41	solve	solve	VB
A67369	80	42	such	such	JJ
A67369	80	43	Quaere	Quaere	NNP
A67369	80	44	's	's	POS
A67369	80	45	.	.	.
A67369	81	1	Let	let	VB
A67369	81	2	him	-PRON-	PRP
A67369	81	3	ask	ask	VB
A67369	81	4	himself	-PRON-	PRP
A67369	81	5	therefore	therefore	RB
A67369	81	6	,	,	,
A67369	81	7	if	if	IN
A67369	81	8	he	-PRON-	PRP
A67369	81	9	be	be	VB
A67369	81	10	still	still	RB
A67369	81	11	of	of	IN
A67369	81	12	opinion	opinion	NN
A67369	81	13	,	,	,
A67369	81	14	that	that	IN
A67369	81	15	there	there	EX
A67369	81	16	is	be	VBZ
A67369	81	17	no	no	DT
A67369	81	18	Argument	argument	NN
A67369	81	19	in	in	IN
A67369	81	20	nature	nature	NN
A67369	81	21	to	to	TO
A67369	81	22	prove	prove	VB
A67369	81	23	,	,	,
A67369	81	24	the	the	DT
A67369	81	25	World	World	NNP
A67369	81	26	had	have	VBD
A67369	81	27	a	a	DT
A67369	81	28	Beginning	beginning	NN
A67369	81	29	:	:	:
A67369	81	30	1	1	CD
A67369	81	31	.	.	.
A67369	82	1	Whether	whether	IN
A67369	82	2	,	,	,
A67369	82	3	in	in	IN
A67369	82	4	case	case	NN
A67369	82	5	it	-PRON-	PRP
A67369	82	6	had	have	VBD
A67369	82	7	not	not	RB
A67369	82	8	,	,	,
A67369	82	9	there	there	EX
A67369	82	10	must	must	MD
A67369	82	11	not	not	RB
A67369	82	12	have	have	VB
A67369	82	13	passed	pass	VBN
A67369	82	14	an	an	DT
A67369	82	15	Infinite	infinite	JJ
A67369	82	16	number	number	NN
A67369	82	17	of	of	IN
A67369	82	18	years	year	NNS
A67369	82	19	before	before	IN
A67369	82	20	Mr.	Mr.	NNP
A67369	82	21	Hobs	Hobs	NNP
A67369	82	22	was	be	VBD
A67369	82	23	born	bear	VBN
A67369	82	24	.	.	.
A67369	83	1	(	(	-LRB-
A67369	83	2	For	for	IN
A67369	83	3	,	,	,
A67369	83	4	if	if	IN
A67369	83	5	but	but	CC
A67369	83	6	Finite	Finite	NNP
A67369	83	7	,	,	,
A67369	83	8	how	how	WRB
A67369	83	9	many	many	JJ
A67369	83	10	soever	soever	NN
A67369	83	11	,	,	,
A67369	83	12	it	-PRON-	PRP
A67369	83	13	must	must	MD
A67369	83	14	have	have	VB
A67369	83	15	begun	begin	VBN
A67369	83	16	so	so	RB
A67369	83	17	many	many	JJ
A67369	83	18	years	year	NNS
A67369	83	19	before	before	RB
A67369	83	20	.	.	.
A67369	83	21	)	)	-RRB-
A67369	84	1	2	2	LS
A67369	84	2	.	.	.
A67369	85	1	Whether	whether	IN
A67369	85	2	,	,	,
A67369	85	3	now	now	RB
A67369	85	4	,	,	,
A67369	85	5	there	there	EX
A67369	85	6	have	have	VBP
A67369	85	7	not	not	RB
A67369	85	8	passed	pass	VBN
A67369	85	9	more	more	JJR
A67369	85	10	;	;	:
A67369	85	11	that	that	RB
A67369	85	12	is	is	RB
A67369	85	13	,	,	,
A67369	85	14	more	more	JJR
A67369	85	15	than	than	IN
A67369	85	16	that	that	DT
A67369	85	17	infinite	infinite	JJ
A67369	85	18	number	number	NN
A67369	85	19	.	.	.
A67369	86	1	3	3	LS
A67369	86	2	.	.	.
A67369	87	1	Whether	whether	IN
A67369	87	2	,	,	,
A67369	87	3	in	in	IN
A67369	87	4	that	that	DT
A67369	87	5	Infinite	Infinite	NNP
A67369	87	6	(	(	-LRB-
A67369	87	7	or	or	CC
A67369	87	8	more	more	JJR
A67369	87	9	than	than	IN
A67369	87	10	infinite	infinite	JJ
A67369	87	11	)	)	-RRB-
A67369	87	12	number	number	NN
A67369	87	13	of	of	IN
A67369	87	14	Years	year	NNS
A67369	87	15	,	,	,
A67369	87	16	there	there	EX
A67369	87	17	have	have	VBP
A67369	87	18	not	not	RB
A67369	87	19	been	be	VBN
A67369	87	20	a	a	DT
A67369	87	21	Greater	great	JJR
A67369	87	22	number	number	NN
A67369	87	23	of	of	IN
A67369	87	24	Days	day	NNS
A67369	87	25	and	and	CC
A67369	87	26	Hours	Hours	NNPS
A67369	87	27	:	:	:
A67369	87	28	and	and	CC
A67369	87	29	,	,	,
A67369	87	30	of	of	IN
A67369	87	31	which	which	WDT
A67369	87	32	hitherto	hitherto	NNP
A67369	87	33	,	,	,
A67369	87	34	the	the	DT
A67369	87	35	last	last	JJ
A67369	87	36	is	be	VBZ
A67369	87	37	given	give	VBN
A67369	87	38	.	.	.
A67369	88	1	4	4	LS
A67369	88	2	.	.	.
A67369	89	1	Whether	whether	IN
A67369	89	2	,	,	,
A67369	89	3	if	if	IN
A67369	89	4	this	this	DT
A67369	89	5	be	be	VB
A67369	89	6	an	an	DT
A67369	89	7	Absurdity	Absurdity	NNP
A67369	89	8	,	,	,
A67369	89	9	we	-PRON-	PRP
A67369	89	10	have	have	VBP
A67369	89	11	not	not	RB
A67369	89	12	then	then	RB
A67369	89	13	(	(	-LRB-
A67369	89	14	contrary	contrary	JJ
A67369	89	15	to	to	IN
A67369	89	16	what	what	WP
A67369	89	17	Mr.	Mr.	NNP
A67369	89	18	Hobs	Hobs	NNP
A67369	89	19	would	would	MD
A67369	89	20	perswade	perswade	VB
A67369	89	21	us	-PRON-	PRP
A67369	89	22	)	)	-RRB-
A67369	89	23	an	an	DT
A67369	89	24	Argument	argument	NN
A67369	89	25	in	in	IN
A67369	89	26	nature	nature	NN
A67369	89	27	to	to	TO
A67369	89	28	prove	prove	VB
A67369	89	29	the	the	DT
A67369	89	30	world	world	NN
A67369	89	31	had	have	VBD
A67369	89	32	a	a	DT
A67369	89	33	beginning	beginning	NN
A67369	89	34	:	:	:
A67369	89	35	Nor	nor	CC
A67369	89	36	are	be	VBP
A67369	89	37	we	-PRON-	PRP
A67369	89	38	beholden	behold	VBN
A67369	89	39	to	to	IN
A67369	89	40	Mr.	Mr.	NNP
A67369	89	41	Hobs	Hobs	NNP
A67369	89	42	for	for	IN
A67369	89	43	this	this	DT
A67369	89	44	Argument	argument	NN
A67369	89	45	;	;	:
A67369	89	46	for	for	IN
A67369	89	47	it	-PRON-	PRP
A67369	89	48	was	be	VBD
A67369	89	49	an	an	DT
A67369	89	50	Argument	argument	NN
A67369	89	51	in	in	IN
A67369	89	52	use	use	NN
A67369	89	53	before	before	IN
A67369	89	54	Mr.	Mr.	NNP
A67369	89	55	Hobs	Hobs	NNP
A67369	89	56	was	be	VBD
A67369	89	57	born	bear	VBN
A67369	89	58	.	.	.
A67369	90	1	Nor	nor	CC
A67369	90	2	can	can	MD
A67369	90	3	he	-PRON-	PRP
A67369	90	4	serve	serve	VB
A67369	90	5	himself	-PRON-	PRP
A67369	90	6	(	(	-LRB-
A67369	90	7	as	as	IN
A67369	90	8	the	the	DT
A67369	90	9	Mathematicians	Mathematicians	NNPS
A67369	90	10	do	do	VBP
A67369	90	11	)	)	-RRB-
A67369	90	12	with	with	IN
A67369	90	13	supposed	suppose	VBN
A67369	90	14	Infinites	infinite	NNS
A67369	90	15	;	;	:
A67369	90	16	For	for	IN
A67369	90	17	his	-PRON-	PRP$
A67369	90	18	Infinites	Infinites	NNPS
A67369	90	19	,	,	,
A67369	90	20	and	and	CC
A67369	90	21	more	more	JJR
A67369	90	22	than	than	IN
A67369	90	23	Infinites	Infinites	NNPS
A67369	90	24	of	of	IN
A67369	90	25	Years	year	NNS
A67369	90	26	,	,	,
A67369	90	27	Days	Days	NNPS
A67369	90	28	,	,	,
A67369	90	29	and	and	CC
A67369	90	30	Hours	hour	NNS
A67369	90	31	,	,	,
A67369	90	32	already	already	RB
A67369	90	33	past	past	JJ
A67369	90	34	,	,	,
A67369	90	35	must	must	MD
A67369	90	36	be	be	VB
A67369	90	37	Real	real	JJ
A67369	90	38	Infinites	Infinites	NNPS
A67369	90	39	,	,	,
A67369	90	40	and	and	CC
A67369	90	41	which	which	WDT
A67369	90	42	have	have	VBP
A67369	90	43	actually	actually	RB
A67369	90	44	existed	exist	VBN
A67369	90	45	,	,	,
A67369	90	46	and	and	CC
A67369	90	47	whereof	whereof	NNP
A67369	90	48	the	the	DT
A67369	90	49	last	last	JJ
A67369	90	50	is	be	VBZ
A67369	90	51	given	give	VBN
A67369	90	52	;	;	:
A67369	90	53	(	(	-LRB-
A67369	90	54	and	and	CC
A67369	90	55	yet	yet	RB
A67369	90	56	there	there	EX
A67369	90	57	are	be	VBP
A67369	90	58	more	more	JJR
A67369	90	59	to	to	TO
A67369	90	60	follow	follow	VB
A67369	90	61	.	.	.
A67369	90	62	)	)	-RRB-
A67369	91	1	Mr.	Mr.	NNP
A67369	91	2	Hobs	Hobs	NNP
A67369	91	3	shall	shall	MD
A67369	91	4	do	do	VB
A67369	91	5	well	well	RB
A67369	91	6	(	(	-LRB-
A67369	91	7	for	for	IN
A67369	91	8	his	-PRON-	PRP$
A67369	91	9	Exercise	Exercise	NNP
A67369	91	10	)	)	-RRB-
A67369	91	11	to	to	TO
A67369	91	12	solve	solve	VB
A67369	91	13	these	these	DT
A67369	91	14	,	,	,
A67369	91	15	before	before	IN
A67369	91	16	he	-PRON-	PRP
A67369	91	17	propose	propose	VBP
A67369	91	18	more	more	JJR
A67369	91	19	Quaere	Quaere	NNP
A67369	91	20	's	's	POS
A67369	91	21	of	of	IN
A67369	91	22	Infinites	Infinites	NNPS
A67369	91	23	.	.	.
A67369	92	1	In	in	IN
A67369	92	2	the	the	DT
A67369	92	3	latter	latter	JJ
A67369	92	4	part	part	NN
A67369	92	5	of	of	IN
A67369	92	6	his	-PRON-	PRP$
A67369	92	7	first	first	JJ
A67369	92	8	Paper	Paper	NNP
A67369	92	9	,	,	,
A67369	92	10	HE	HE	NNP
A67369	92	11	gives	give	VBZ
A67369	92	12	us	-PRON-	PRP
A67369	92	13	(	(	-LRB-
A67369	92	14	out	out	IN
A67369	92	15	of	of	IN
A67369	92	16	his	-PRON-	PRP$
A67369	92	17	Roset	Roset	NNP
A67369	92	18	.	.	.
A67369	93	1	Prop	Prop	NNP
A67369	93	2	.	.	.
A67369	94	1	5	5	CD
A67369	94	2	.	.	.
A67369	94	3	)	)	-RRB-
A67369	95	1	this	this	DT
A67369	95	2	Attempt	Attempt	NNP
A67369	95	3	of	of	IN
A67369	95	4	Squaring	square	VBG
A67369	95	5	the	the	DT
A67369	95	6	Circle	Circle	NNP
A67369	95	7	.	.	.
A67369	96	1	Suppose	suppose	VB
A67369	96	2	DT	DT	NNP
A67369	96	3	be	be	VB
A67369	96	4	●	●	.
A67369	96	5	DC	DC	NNP
A67369	96	6	,	,	,
A67369	96	7	and	and	CC
A67369	96	8	DR	DR	NNP
A67369	96	9	a	a	DT
A67369	96	10	mean	mean	NN
A67369	96	11	proportional	proportional	JJ
A67369	96	12	between	between	IN
A67369	96	13	DC	DC	NNP
A67369	96	14	and	and	CC
A67369	96	15	DT	DT	NNP
A67369	96	16	:	:	:
A67369	96	17	the	the	DT
A67369	96	18	Semidiameter	Semidiameter	NNP
A67369	96	19	DC	DC	NNP
A67369	96	20	will	will	MD
A67369	96	21	be	be	VB
A67369	96	22	equal	equal	JJ
A67369	96	23	to	to	IN
A67369	96	24	the	the	DT
A67369	96	25	Quadrantal	Quadrantal	NNP
A67369	96	26	Arc	Arc	NNP
A67369	96	27	RS	RS	NNP
A67369	96	28	,	,	,
A67369	96	29	and	and	CC
A67369	96	30	DR	dr	NN
A67369	96	31	to	to	IN
A67369	96	32	TV	tv	NN
A67369	96	33	.	.	.
A67369	97	1	That	that	IN
A67369	97	2	the	the	DT
A67369	97	3	thing	thing	NN
A67369	97	4	is	be	VBZ
A67369	97	5	false	false	JJ
A67369	97	6	,	,	,
A67369	97	7	is	be	VBZ
A67369	97	8	already	already	RB
A67369	97	9	shewed	shew	VBN
A67369	97	10	in	in	IN
A67369	97	11	the	the	DT
A67369	97	12	Latin	Latin	NNP
A67369	97	13	Confutation	Confutation	NNP
A67369	97	14	of	of	IN
A67369	97	15	his	-PRON-	PRP$
A67369	97	16	Rosetum	Rosetum	NNP
A67369	97	17	,	,	,
A67369	97	18	published	publish	VBN
A67369	97	19	in	in	IN
A67369	97	20	the	the	DT
A67369	97	21	Philosophical	Philosophical	NNP
A67369	97	22	Transactions	Transactions	NNPS
A67369	97	23	for	for	IN
A67369	97	24	July	July	NNP
A67369	97	25	last	last	JJ
A67369	97	26	past	past	NN
A67369	97	27	.	.	.
A67369	98	1	As	as	IN
A67369	98	2	it	-PRON-	PRP
A67369	98	3	is	be	VBZ
A67369	98	4	now	now	RB
A67369	98	5	in	in	IN
A67369	98	6	the	the	DT
A67369	98	7	English	English	NNP
A67369	98	8	;	;	:
A67369	98	9	his	-PRON-	PRP$
A67369	98	10	Demonstration	Demonstration	NNP
A67369	98	11	is	be	VBZ
A67369	98	12	peccant	peccant	JJ
A67369	98	13	in	in	IN
A67369	98	14	these	these	DT
A67369	98	15	words	word	NNS
A67369	98	16	,	,	,
A67369	98	17	(	(	-LRB-
A67369	98	18	Col	Col	NNP
A67369	98	19	.	.	NNP
A67369	98	20	2	2	CD
A67369	98	21	.	.	.
A67369	98	22	lin	lin	NNP
A67369	98	23	.	.	.
A67369	99	1	31	31	CD
A67369	99	2	,	,	,
A67369	99	3	32	32	CD
A67369	99	4	,	,	,
A67369	99	5	33	33	CD
A67369	99	6	.	.	.
A67369	99	7	)	)	-RRB-
A67369	100	1	Therefore	therefore	RB
A67369	100	2	-	-	:
A67369	100	3	the	the	DT
A67369	100	4	Arc	Arc	NNP
A67369	100	5	on	on	IN
A67369	100	6	TV	TV	NNP
A67369	100	7	,	,	,
A67369	100	8	the	the	DT
A67369	100	9	Arc	Arc	NNP
A67369	100	10	on	on	IN
A67369	100	11	RS	RS	NNP
A67369	100	12	,	,	,
A67369	100	13	the	the	DT
A67369	100	14	Arc	Arc	NNP
A67369	100	15	on	on	IN
A67369	100	16	CA	CA	NNP
A67369	100	17	,	,	,
A67369	100	18	can	can	MD
A67369	100	19	not	not	RB
A67369	100	20	be	be	VB
A67369	100	21	in	in	IN
A67369	100	22	continual	continual	JJ
A67369	100	23	proportion	proportion	NN
A67369	100	24	;	;	,
A67369	100	25	(	(	-LRB-
A67369	100	26	with	with	IN
A67369	100	27	all	all	DT
A67369	100	28	that	that	WDT
A67369	100	29	follows	follow	VBZ
A67369	100	30	:	:	:
A67369	100	31	)	)	-RRB-
A67369	100	32	There	there	EX
A67369	100	33	being	be	VBG
A67369	100	34	no	no	DT
A67369	100	35	ground	ground	NN
A67369	100	36	for	for	IN
A67369	100	37	such	such	JJ
A67369	100	38	Consequence	Consequence	NNP
A67369	100	39	.	.	.
A67369	101	1	But	but	CC
A67369	101	2	(	(	-LRB-
A67369	101	3	which	which	WDT
A67369	101	4	is	be	VBZ
A67369	101	5	the	the	DT
A67369	101	6	common	common	JJ
A67369	101	7	fault	fault	NN
A67369	101	8	of	of	IN
A67369	101	9	Mr.	Mr.	NNP
A67369	101	10	Hobs	Hobs	NNP
A67369	101	11	's	's	POS
A67369	101	12	Demonstration	demonstration	NN
A67369	101	13	)	)	-RRB-
A67369	101	14	if	if	IN
A67369	101	15	this	this	DT
A67369	101	16	Demonstration	Demonstration	NNP
A67369	101	17	were	be	VBD
A67369	101	18	●	●	.
A67369	101	19	ood	ood	CD
A67369	101	20	,	,	,
A67369	101	21	it	-PRON-	PRP
A67369	101	22	would	would	MD
A67369	101	23	serve	serve	VB
A67369	101	24	as	as	RB
A67369	101	25	well	well	RB
A67369	101	26	for	for	IN
A67369	101	27	any	any	DT
A67369	101	28	proportion	proportion	NN
A67369	101	29	as	as	IN
A67369	101	30	that	that	DT
A67369	101	31	for	for	IN
A67369	101	32	which	which	WDT
A67369	101	33	he	-PRON-	PRP
A67369	101	34	brings	bring	VBZ
A67369	101	35	it	-PRON-	PRP
A67369	101	36	.	.	.
A67369	102	1	For	for	IN
A67369	102	2	if	if	IN
A67369	102	3	,	,	,
A67369	102	4	instead	instead	RB
A67369	102	5	of	of	IN
A67369	102	6	●	●	.
A67369	102	7	,	,	,
A67369	102	8	he	-PRON-	PRP
A67369	102	9	had	have	VBD
A67369	102	10	said	say	VBN
A67369	102	11	,	,	,
A67369	102	12	〈	〈	NNP
A67369	102	13	…	…	NFP
A67369	102	14	〉	〉	NNP
A67369	102	15	,	,	,
A67369	102	16	or	or	CC
A67369	102	17	what	what	WP
A67369	102	18	else	else	RB
A67369	102	19	he	-PRON-	PRP
A67369	102	20	pleased	please	VBD
A67369	102	21	;	;	:
A67369	102	22	the	the	DT
A67369	102	23	Demonstration	Demonstration	NNP
A67369	102	24	had	have	VBD
A67369	102	25	been	be	VBN
A67369	102	26	just	just	RB
A67369	102	27	as	as	RB
A67369	102	28	good	good	JJ
A67369	102	29	as	as	IN
A67369	102	30	now	now	RB
A67369	102	31	it	-PRON-	PRP
A67369	102	32	is	be	VBZ
A67369	102	33	,	,	,
A67369	102	34	without	without	IN
A67369	102	35	chan	chan	NNP
A67369	102	36	●	●	NFP
A67369	102	37	ing	e	VBG
A67369	102	38	one	one	CD
A67369	102	39	syllable	syllable	NN
A67369	102	40	:	:	:
A67369	102	41	That	that	RB
A67369	102	42	is	is	RB
A67369	102	43	,	,	,
A67369	102	44	it	-PRON-	PRP
A67369	102	45	will	will	MD
A67369	102	46	equally	equally	RB
A67369	102	47	prove	prove	VB
A67369	102	48	the	the	DT
A67369	102	49	proport	proport	NN
A67369	102	50	●	●	NFP
A67369	102	51	on	on	IN
A67369	102	52	of	of	IN
A67369	102	53	the	the	DT
A67369	102	54	Semidiameter	Semidiameter	NNP
A67369	102	55	to	to	IN
A67369	102	56	the	the	DT
A67369	102	57	Quadrantal	Quadrantal	NNP
A67369	102	58	Arc	Arc	NNP
A67369	102	59	,	,	,
A67369	102	60	to	to	TO
A67369	102	61	be	be	VB
A67369	102	62	,	,	,
A67369	102	63	what	what	WP
A67369	102	64	yu	yu	NNP
A67369	102	65	please	please	UH
A67369	102	66	.	.	.
A67369	103	1	In	in	IN
A67369	103	2	his	-PRON-	PRP$
A67369	103	3	second	second	JJ
A67369	103	4	Paper	Paper	NNP
A67369	103	5	.	.	.
A67369	104	1	HE	he	PRP
A67369	104	2	pretends	pretend	VBZ
A67369	104	3	to	to	TO
A67369	104	4	confute	confute	VB
A67369	104	5	a	a	DT
A67369	104	6	Theorem	Theorem	NNP
A67369	104	7	,	,	,
A67369	104	8	which	which	WDT
A67369	104	9	hath	hath	VBP
A67369	104	10	a	a	DT
A67369	104	11	long	long	JJ
A67369	104	12	time	time	NN
A67369	104	13	passed	pass	VBN
A67369	104	14	for	for	IN
A67369	104	15	truth	truth	NN
A67369	104	16	;	;	,
A67369	104	17	(	(	-LRB-
A67369	104	18	and	and	CC
A67369	104	19	therefore	therefore	RB
A67369	104	20	doth	doth	JJ
A67369	104	21	no	no	RB
A67369	104	22	more	more	JJR
A67369	104	23	con	con	XX
A67369	104	24	●	●	NFP
A67369	104	25	ern	ern	NN
A67369	104	26	Dr.	Dr.	NNP
A67369	104	27	Wallis	Wallis	NNP
A67369	104	28	,	,	,
A67369	104	29	than	than	IN
A67369	104	30	other	other	JJ
A67369	104	31	men	man	NNS
A67369	104	32	.	.	.
A67369	104	33	)	)	-RRB-
A67369	105	1	And	and	CC
A67369	105	2	'	'	``
A67369	105	3	t	t	NN
A67369	105	4	is	be	VBZ
A67369	105	5	this	this	DT
A67369	105	6	,	,	,
A67369	105	7	The	the	DT
A67369	105	8	four	four	CD
A67369	105	9	sides	side	NNS
A67369	105	10	●	●	.
A67369	105	11	f	f	NN
A67369	105	12	a	a	DT
A67369	105	13	square	square	JJ
A67369	105	14	being	be	VBG
A67369	105	15	divided	divide	VBN
A67369	105	16	into	into	IN
A67369	105	17	any	any	DT
A67369	105	18	number	number	NN
A67369	105	19	of	of	IN
A67369	105	20	equal	equal	JJ
A67369	105	21	parts	part	NNS
A67369	105	22	,	,	,
A67369	105	23	for	for	IN
A67369	105	24	ex	ex	NNP
A67369	105	25	●	●	NNP
A67369	105	26	mple	mple	NN
A67369	105	27	,	,	,
A67369	105	28	into	into	IN
A67369	105	29	100	100	CD
A67369	105	30	;	;	:
A67369	105	31	and	and	CC
A67369	105	32	streight	streight	JJ
A67369	105	33	lines	line	NNS
A67369	105	34	drawn	draw	VBN
A67369	105	35	through	through	IN
A67369	105	36	the	the	DT
A67369	105	37	opposite	opposite	JJ
A67369	105	38	●	●	CD
A67369	105	39	oints	oint	NNS
A67369	105	40	,	,	,
A67369	105	41	which	which	WDT
A67369	105	42	will	will	MD
A67369	105	43	divide	divide	VB
A67369	105	44	the	the	DT
A67369	105	45	Square	Square	NNP
A67369	105	46	into	into	IN
A67369	105	47	100	100	CD
A67369	105	48	lesser	less	JJR
A67369	105	49	Squares	square	NNS
A67369	105	50	:	:	:
A67369	105	51	The	the	DT
A67369	105	52	received	received	JJ
A67369	105	53	opinion	opinion	NN
A67369	105	54	(	(	-LRB-
A67369	105	55	saith	saith	JJ
A67369	105	56	he	-PRON-	PRP
A67369	105	57	)	)	-RRB-
A67369	105	58	and	and	CC
A67369	105	59	which	which	WDT
A67369	105	60	Dr.	Dr.	NNP
A67369	105	61	Wallis	Wallis	NNP
A67369	105	62	commonly	commonly	RB
A67369	105	63	●	●	NFP
A67369	105	64	seth	seth	NN
A67369	105	65	,	,	,
A67369	105	66	is	be	VBZ
A67369	105	67	,	,	,
A67369	105	68	that	that	IN
A67369	105	69	the	the	DT
A67369	105	70	Root	Root	NNP
A67369	105	71	of	of	IN
A67369	105	72	those	those	DT
A67369	105	73	100	100	CD
A67369	105	74	,	,	,
A67369	105	75	namely	namely	RB
A67369	105	76	10	10	CD
A67369	105	77	,	,	,
A67369	105	78	is	be	VBZ
A67369	105	79	the	the	DT
A67369	105	80	side	side	NN
A67369	105	81	of	of	IN
A67369	105	82	the	the	DT
A67369	105	83	whole	whole	JJ
A67369	105	84	Square	Square	NNP
A67369	105	85	.	.	.
A67369	106	1	Which	which	WDT
A67369	106	2	to	to	TO
A67369	106	3	confute	confute	VB
A67369	106	4	,	,	,
A67369	106	5	he	-PRON-	PRP
A67369	106	6	tells	tell	VBZ
A67369	106	7	us	-PRON-	PRP
A67369	106	8	,	,	,
A67369	106	9	The	the	DT
A67369	106	10	Root	Root	NNP
A67369	106	11	10	10	CD
A67369	106	12	is	be	VBZ
A67369	106	13	a	a	DT
A67369	106	14	number	number	NN
A67369	106	15	of	of	IN
A67369	106	16	Squares	square	NNS
A67369	106	17	,	,	,
A67369	106	18	whereof	whereof	MD
A67369	106	19	the	the	DT
A67369	106	20	whole	whole	NN
A67369	106	21	contains	contain	VBZ
A67369	106	22	100	100	CD
A67369	106	23	;	;	:
A67369	106	24	and	and	CC
A67369	106	25	therefore	therefore	RB
A67369	106	26	the	the	DT
A67369	106	27	Root	Root	NNP
A67369	106	28	of	of	IN
A67369	106	29	100	100	CD
A67369	106	30	Squares	Squares	NNPS
A67369	106	31	is	be	VBZ
A67369	106	32	10	10	CD
A67369	106	33	of	of	IN
A67369	106	34	those	those	DT
A67369	106	35	Squares	square	NNS
A67369	106	36	,	,	,
A67369	106	37	and	and	CC
A67369	106	38	not	not	RB
A67369	106	39	the	the	DT
A67369	106	40	s	s	NNPS
A67369	106	41	●	●	XX
A67369	106	42	de	de	NN
A67369	106	43	of	of	IN
A67369	106	44	any	any	DT
A67369	106	45	Square	Square	NNP
A67369	106	46	;	;	:
A67369	106	47	because	because	IN
A67369	106	48	the	the	DT
A67369	106	49	side	side	NN
A67369	106	50	of	of	IN
A67369	106	51	a	a	DT
A67369	106	52	Square	Square	NNP
A67369	106	53	is	be	VBZ
A67369	106	54	not	not	RB
A67369	106	55	a	a	DT
A67369	106	56	Super	super	NN
A67369	106	57	●	●	CD
A67369	106	58	cies	cie	NNS
A67369	106	59	,	,	,
A67369	106	60	but	but	CC
A67369	106	61	a	a	DT
A67369	106	62	Line	line	NN
A67369	106	63	.	.	.
A67369	107	1	For	for	IN
A67369	107	2	Answer	Answer	NNP
A67369	107	3	;	;	:
A67369	107	4	I	-PRON-	PRP
A67369	107	5	say	say	VBP
A67369	107	6	,	,	,
A67369	107	7	that	that	IN
A67369	107	8	'	'	``
A67369	107	9	t	t	NN
A67369	107	10	is	be	VBZ
A67369	107	11	neither	neither	CC
A67369	107	12	the	the	DT
A67369	107	13	opinion	opinion	NN
A67369	107	14	of	of	IN
A67369	107	15	Doctor	Doctor	NNP
A67369	107	16	Wallis	Wallis	NNP
A67369	107	17	,	,	,
A67369	107	18	nor	nor	CC
A67369	107	19	(	(	-LRB-
A67369	107	20	that	that	IN
A67369	107	21	I	-PRON-	PRP
A67369	107	22	know	know	VBP
A67369	107	23	)	)	-RRB-
A67369	107	24	of	of	IN
A67369	107	25	any	any	DT
A67369	107	26	other	other	JJ
A67369	107	27	(	(	-LRB-
A67369	107	28	so	so	RB
A67369	107	29	far	far	RB
A67369	107	30	is	be	VBZ
A67369	107	31	it	-PRON-	PRP
A67369	107	32	from	from	IN
A67369	107	33	being	be	VBG
A67369	107	34	a	a	DT
A67369	107	35	Received	Received	NNP
A67369	107	36	Opinion	Opinion	NNP
A67369	107	37	,	,	,
A67369	107	38	which	which	WDT
A67369	107	39	Master	Master	NNP
A67369	107	40	Hobs	Hobs	NNP
A67369	107	41	insinuates	insinuate	VBZ
A67369	107	42	as	as	IN
A67369	107	43	such	such	JJ
A67369	107	44	)	)	-RRB-
A67369	107	45	that	that	IN
A67369	107	46	10	10	CD
A67369	107	47	is	be	VBZ
A67369	107	48	the	the	DT
A67369	107	49	Root	Root	NNP
A67369	107	50	of	of	IN
A67369	107	51	100	100	CD
A67369	107	52	Squares	square	NNS
A67369	107	53	(	(	-LRB-
A67369	107	54	For	for	IN
A67369	107	55	surely	surely	RB
A67369	107	56	a	a	DT
A67369	107	57	Bare	Bare	NNP
A67369	107	58	Number	Number	NNP
A67369	107	59	can	can	MD
A67369	107	60	not	not	RB
A67369	107	61	be	be	VB
A67369	107	62	the	the	DT
A67369	107	63	side	side	NN
A67369	107	64	of	of	IN
A67369	107	65	a	a	DT
A67369	107	66	Square	Square	NNP
A67369	107	67	Figure	figure	NN
A67369	107	68	:	:	:
A67369	107	69	)	)	-RRB-
A67369	107	70	Nor	nor	CC
A67369	107	71	yet	yet	RB
A67369	107	72	(	(	-LRB-
A67369	107	73	as	as	IN
A67369	107	74	Master	Master	NNP
A67369	107	75	Hobs	Hobs	NNP
A67369	107	76	would	would	MD
A67369	107	77	have	have	VB
A67369	107	78	it	-PRON-	PRP
A67369	107	79	)	)	-RRB-
A67369	107	80	that	that	IN
A67369	107	81	10	10	CD
A67369	107	82	Squares	square	NNS
A67369	107	83	is	be	VBZ
A67369	107	84	the	the	DT
A67369	107	85	Root	Root	NNP
A67369	107	86	of	of	IN
A67369	107	87	100	100	CD
A67369	107	88	Squares	square	NNS
A67369	107	89	:	:	:
A67369	107	90	But	but	CC
A67369	107	91	that	that	IN
A67369	107	92	10	10	CD
A67369	107	93	Lengths	length	NNS
A67369	107	94	is	be	VBZ
A67369	107	95	the	the	DT
A67369	107	96	Root	Root	NNP
A67369	107	97	of	of	IN
A67369	107	98	100	100	CD
A67369	107	99	Squares	square	NNS
A67369	107	100	.	.	.
A67369	108	1	'	'	``
A67369	108	2	T	t	NN
A67369	108	3	is	be	VBZ
A67369	108	4	true	true	JJ
A67369	108	5	that	that	IN
A67369	108	6	the	the	DT
A67369	108	7	Number	Number	NNP
A67369	108	8	10	10	CD
A67369	108	9	is	be	VBZ
A67369	108	10	the	the	DT
A67369	108	11	Root	Root	NNP
A67369	108	12	of	of	IN
A67369	108	13	the	the	DT
A67369	108	14	Number	Number	NNP
A67369	108	15	100	100	CD
A67369	108	16	,	,	,
A67369	108	17	but	but	CC
A67369	108	18	not	not	RB
A67369	108	19	,	,	,
A67369	108	20	of	of	IN
A67369	108	21	a	a	DT
A67369	108	22	100	100	CD
A67369	108	23	Squares	square	NNS
A67369	108	24	:	:	:
A67369	108	25	and	and	CC
A67369	108	26	,	,	,
A67369	108	27	that	that	IN
A67369	108	28	10	10	CD
A67369	108	29	Squares	square	NNS
A67369	108	30	is	be	VBZ
A67369	108	31	the	the	DT
A67369	108	32	Root	Root	NNP
A67369	108	33	(	(	-LRB-
A67369	108	34	not	not	RB
A67369	108	35	of	of	IN
A67369	108	36	100	100	CD
A67369	108	37	Squares	square	NNS
A67369	108	38	,	,	,
A67369	108	39	but	but	CC
A67369	108	40	)	)	-RRB-
A67369	108	41	of	of	IN
A67369	108	42	100	100	CD
A67369	108	43	Squared	Squared	NNP
A67369	108	44	Squares	Squares	NNPS
A67369	108	45	:	:	:
A67369	108	46	Like	like	IN
A67369	108	47	as	as	IN
A67369	108	48	10	10	CD
A67369	108	49	Dousen	Dousen	NNP
A67369	108	50	is	be	VBZ
A67369	108	51	the	the	DT
A67369	108	52	Root	Root	NNP
A67369	108	53	,	,	,
A67369	108	54	not	not	RB
A67369	108	55	of	of	IN
A67369	108	56	100	100	CD
A67369	108	57	Dousen	Dousen	NNP
A67369	108	58	,	,	,
A67369	108	59	but	but	CC
A67369	108	60	of	of	IN
A67369	108	61	100	100	CD
A67369	108	62	Dousen	Dousen	NNP
A67369	108	63	dousen	dousen	NN
A67369	108	64	,	,	,
A67369	108	65	or	or	CC
A67369	108	66	Squares	Squares	NNPS
A67369	108	67	of	of	IN
A67369	108	68	a	a	DT
A67369	108	69	Dousen	Dousen	NNP
A67369	108	70	.	.	.
A67369	109	1	And	and	CC
A67369	109	2	,	,	,
A67369	109	3	as	as	IN
A67369	109	4	,	,	,
A67369	109	5	there	there	RB
A67369	109	6	,	,	,
A67369	109	7	you	-PRON-	PRP
A67369	109	8	must	must	MD
A67369	109	9	multiply	multiply	VB
A67369	109	10	not	not	RB
A67369	109	11	only	only	RB
A67369	109	12	10	10	CD
A67369	109	13	into	into	IN
A67369	109	14	10	10	CD
A67369	109	15	,	,	,
A67369	109	16	but	but	CC
A67369	109	17	Dousen	Dousen	NNP
A67369	109	18	into	into	IN
A67369	109	19	Dousen	Dousen	NNP
A67369	109	20	,	,	,
A67369	109	21	to	to	TO
A67369	109	22	have	have	VB
A67369	109	23	the	the	DT
A67369	109	24	Square	Square	NNP
A67369	109	25	of	of	IN
A67369	109	26	10	10	CD
A67369	109	27	Dousen	Dousen	NNP
A67369	109	28	;	;	:
A67369	109	29	so	so	RB
A67369	109	30	here	here	RB
A67369	109	31	,	,	,
A67369	109	32	10	10	CD
A67369	109	33	into	into	IN
A67369	109	34	10	10	CD
A67369	109	35	(	(	-LRB-
A67369	109	36	which	which	WDT
A67369	109	37	makes	make	VBZ
A67369	109	38	100	100	CD
A67369	109	39	)	)	-RRB-
A67369	109	40	and	and	CC
A67369	109	41	Length	length	NN
A67369	109	42	into	into	IN
A67369	109	43	Length	Length	NNP
A67369	109	44	(	(	-LRB-
A67369	109	45	which	which	WDT
A67369	109	46	makes	make	VBZ
A67369	109	47	a	a	DT
A67369	109	48	Square	Square	NNP
A67369	109	49	)	)	-RRB-
A67369	109	50	to	to	TO
A67369	109	51	obtain	obtain	VB
A67369	109	52	the	the	DT
A67369	109	53	Square	Square	NNP
A67369	109	54	of	of	IN
A67369	109	55	10	10	CD
A67369	109	56	Lengths	length	NNS
A67369	109	57	,	,	,
A67369	109	58	which	which	WDT
A67369	109	59	is	be	VBZ
A67369	109	60	therefore	therefore	RB
A67369	109	61	100	100	CD
A67369	109	62	Squares	square	NNS
A67369	109	63	,	,	,
A67369	109	64	and	and	CC
A67369	109	65	10	10	CD
A67369	109	66	Lengths	length	NNS
A67369	109	67	the	the	DT
A67369	109	68	Root	root	NN
A67369	109	69	or	or	CC
A67369	109	70	side	side	NN
A67369	109	71	of	of	IN
A67369	109	72	it	-PRON-	PRP
A67369	109	73	.	.	.
A67369	110	1	But	but	CC
A67369	110	2	,	,	,
A67369	110	3	says	say	VBZ
A67369	110	4	he	-PRON-	PRP
A67369	110	5	,	,	,
A67369	110	6	the	the	DT
A67369	110	7	Root	Root	NNP
A67369	110	8	of	of	IN
A67369	110	9	100	100	CD
A67369	110	10	Soldiers	Soldiers	NNPS
A67369	110	11	,	,	,
A67369	110	12	is	be	VBZ
A67369	110	13	10	10	CD
A67369	110	14	Soldiers	soldier	NNS
A67369	110	15	.	.	.
A67369	111	1	Answer	answer	VB
A67369	111	2	.	.	.
A67369	112	1	No	no	DT
A67369	112	2	such	such	JJ
A67369	112	3	matter	matter	NN
A67369	112	4	:	:	:
A67369	112	5	For	for	IN
A67369	112	6	100	100	CD
A67369	112	7	Soldiers	soldier	NNS
A67369	112	8	is	be	VBZ
A67369	112	9	not	not	RB
A67369	112	10	the	the	DT
A67369	112	11	product	product	NN
A67369	112	12	of	of	IN
A67369	112	13	10	10	CD
A67369	112	14	Soldiers	soldier	NNS
A67369	112	15	into	into	IN
A67369	112	16	10	10	CD
A67369	112	17	Soldiers	soldier	NNS
A67369	112	18	,	,	,
A67369	112	19	but	but	CC
A67369	112	20	of	of	IN
A67369	112	21	10	10	CD
A67369	112	22	Soldiers	soldier	NNS
A67369	112	23	into	into	IN
A67369	112	24	the	the	DT
A67369	112	25	Number	Number	NNP
A67369	112	26	10	10	CD
A67369	112	27	:	:	:
A67369	112	28	And	and	CC
A67369	112	29	therefore	therefore	RB
A67369	112	30	neither	neither	CC
A67369	112	31	10	10	CD
A67369	112	32	,	,	,
A67369	112	33	nor	nor	CC
A67369	112	34	10	10	CD
A67369	112	35	Soldiers	soldier	NNS
A67369	112	36	,	,	,
A67369	112	37	the	the	DT
A67369	112	38	Root	root	NN
A67369	112	39	of	of	IN
A67369	112	40	it	-PRON-	PRP
A67369	112	41	.	.	.
A67369	113	1	So	so	RB
A67369	113	2	10	10	CD
A67369	113	3	Lengths	length	NNS
A67369	113	4	into	into	IN
A67369	113	5	the	the	DT
A67369	113	6	Number	Number	NNP
A67369	113	7	10	10	CD
A67369	113	8	,	,	,
A67369	113	9	makes	make	VBZ
A67369	113	10	no	no	DT
A67369	113	11	Square	Square	NNP
A67369	113	12	,	,	,
A67369	113	13	but	but	CC
A67369	113	14	100	100	CD
A67369	113	15	Lengths	length	NNS
A67369	113	16	;	;	:
A67369	113	17	but	but	CC
A67369	113	18	10	10	CD
A67369	113	19	Lengths	length	NNS
A67369	113	20	into	into	IN
A67369	113	21	10	10	CD
A67369	113	22	Lengths	length	NNS
A67369	113	23	makes	make	VBZ
A67369	113	24	(	(	-LRB-
A67369	113	25	not	not	RB
A67369	113	26	100	100	CD
A67369	113	27	Lengths	length	NNS
A67369	113	28	,	,	,
A67369	113	29	but	but	CC
A67369	113	30	)	)	-RRB-
A67369	113	31	100	100	CD
A67369	113	32	Squares	square	NNS
A67369	113	33	.	.	.
A67369	114	1	So	so	RB
A67369	114	2	in	in	IN
A67369	114	3	all	all	DT
A67369	114	4	other	other	JJ
A67369	114	5	proportions	proportion	NNS
A67369	114	6	:	:	:
A67369	114	7	As	as	IN
A67369	114	8	,	,	,
A67369	114	9	if	if	IN
A67369	114	10	the	the	DT
A67369	114	11	number	number	NN
A67369	114	12	of	of	IN
A67369	114	13	Lengths	length	NNS
A67369	114	14	in	in	IN
A67369	114	15	the	the	DT
A67369	114	16	Square	square	JJ
A67369	114	17	side	side	NN
A67369	114	18	be	be	VB
A67369	114	19	2	2	CD
A67369	114	20	;	;	:
A67369	114	21	the	the	DT
A67369	114	22	number	number	NN
A67369	114	23	of	of	IN
A67369	114	24	Squares	Squares	NNPS
A67369	114	25	in	in	IN
A67369	114	26	the	the	DT
A67369	114	27	Plain	Plain	NNP
A67369	114	28	will	will	MD
A67369	114	29	be	be	VB
A67369	114	30	twice	twice	RB
A67369	114	31	two	two	CD
A67369	114	32	,	,	,
A67369	114	33	(	(	-LRB-
A67369	114	34	because	because	IN
A67369	114	35	there	there	EX
A67369	114	36	will	will	MD
A67369	114	37	be	be	VB
A67369	114	38	two	two	CD
A67369	114	39	rows	row	NNS
A67369	114	40	of	of	IN
A67369	114	41	two	two	CD
A67369	114	42	in	in	IN
A67369	114	43	a	a	DT
A67369	114	44	row	row	NN
A67369	114	45	:	:	:
A67369	114	46	)	)	-RRB-
A67369	114	47	If	if	IN
A67369	114	48	the	the	DT
A67369	114	49	number	number	NN
A67369	114	50	of	of	IN
A67369	114	51	Lengths	length	NNS
A67369	114	52	in	in	IN
A67369	114	53	the	the	DT
A67369	114	54	side	side	NN
A67369	114	55	,	,	,
A67369	114	56	be	be	VB
A67369	114	57	3	3	CD
A67369	114	58	;	;	:
A67369	114	59	the	the	DT
A67369	114	60	number	number	NN
A67369	114	61	of	of	IN
A67369	114	62	Squares	Squares	NNPS
A67369	114	63	in	in	IN
A67369	114	64	the	the	DT
A67369	114	65	Plain	Plain	NNP
A67369	114	66	,	,	,
A67369	114	67	will	will	MD
A67369	114	68	be	be	VB
A67369	114	69	3	3	CD
A67369	114	70	times	time	NNS
A67369	114	71	3	3	CD
A67369	114	72	,	,	,
A67369	114	73	or	or	CC
A67369	114	74	the	the	DT
A67369	114	75	Square	Square	NNP
A67369	114	76	of	of	IN
A67369	114	77	3	3	CD
A67369	114	78	:	:	:
A67369	114	79	If	if	IN
A67369	114	80	that	that	DT
A67369	114	81	be	be	VBP
A67369	114	82	4	4	CD
A67369	114	83	,	,	,
A67369	114	84	this	this	DT
A67369	114	85	will	will	MD
A67369	114	86	be	be	VB
A67369	114	87	4	4	CD
A67369	114	88	times	time	NNS
A67369	114	89	4	4	CD
A67369	114	90	:	:	:
A67369	114	91	And	and	CC
A67369	114	92	so	so	RB
A67369	114	93	in	in	IN
A67369	114	94	all	all	DT
A67369	114	95	other	other	JJ
A67369	114	96	proportions	proportion	NNS
A67369	114	97	.	.	.
A67369	115	1	Of	of	IN
A67369	115	2	which	which	WDT
A67369	115	3	,	,	,
A67369	115	4	if	if	IN
A67369	115	5	any	any	DT
A67369	115	6	one	one	CD
A67369	115	7	doubt	doubt	NN
A67369	115	8	he	-PRON-	PRP
A67369	115	9	may	may	MD
A67369	115	10	believe	believe	VB
A67369	115	11	his	-PRON-	PRP$
A67369	115	12	own	own	JJ
A67369	115	13	eyes	eye	NNS
A67369	115	14	.	.	.
A67369	116	1	His	-PRON-	PRP$
A67369	116	2	third	third	JJ
A67369	116	3	Paper	Paper	NNP
A67369	116	4	,	,	,
A67369	116	5	WHich	which	WDT
A67369	116	6	came	come	VBD
A67369	116	7	out	out	RP
A67369	116	8	just	just	RB
A67369	116	9	as	as	IN
A67369	116	10	the	the	DT
A67369	116	11	Answer	Answer	NNP
A67369	116	12	to	to	IN
A67369	116	13	the	the	DT
A67369	116	14	two	two	CD
A67369	116	15	former	former	JJ
A67369	116	16	was	be	VBD
A67369	116	17	going	go	VBG
A67369	116	18	to	to	IN
A67369	116	19	the	the	DT
A67369	116	20	Press	Press	NNP
A67369	116	21	,	,	,
A67369	116	22	contains	contain	VBZ
A67369	116	23	,	,	,
A67369	116	24	for	for	IN
A67369	116	25	substance	substance	NN
A67369	116	26	,	,	,
A67369	116	27	the	the	DT
A67369	116	28	same	same	JJ
A67369	116	29	with	with	IN
A67369	116	30	his	-PRON-	PRP$
A67369	116	31	Second	Second	NNP
A67369	116	32	,	,	,
A67369	116	33	and	and	CC
A67369	116	34	the	the	DT
A67369	116	35	Latter	latter	JJ
A67369	116	36	part	part	NN
A67369	116	37	of	of	IN
A67369	116	38	the	the	DT
A67369	116	39	First	first	JJ
A67369	116	40	:	:	:
A67369	116	41	And	and	CC
A67369	116	42	so	so	RB
A67369	116	43	needs	need	VBZ
A67369	116	44	no	no	DT
A67369	116	45	farther	farther	RB
A67369	116	46	Answer	Answer	NNP
A67369	116	47	.	.	.
A67369	117	1	Only	only	RB
A67369	117	2	I	-PRON-	PRP
A67369	117	3	can	can	MD
A67369	117	4	not	not	RB
A67369	117	5	but	but	CC
A67369	117	6	take	take	VB
A67369	117	7	notice	notice	NN
A67369	117	8	of	of	IN
A67369	117	9	his	-PRON-	PRP$
A67369	117	10	usual	usual	JJ
A67369	117	11	trade	trade	NN
A67369	117	12	of	of	IN
A67369	117	13	contradicting	contradict	VBG
A67369	117	14	himself	-PRON-	PRP
A67369	117	15	.	.	.
A67369	118	1	His	-PRON-	PRP$
A67369	118	2	second	second	JJ
A67369	118	3	Paper	Paper	NNP
A67369	118	4	says	say	VBZ
A67369	118	5	,	,	,
A67369	118	6	The	the	DT
A67369	118	7	side	side	NN
A67369	118	8	of	of	IN
A67369	118	9	a	a	DT
A67369	118	10	Square	Square	NNP
A67369	118	11	is	be	VBZ
A67369	118	12	not	not	RB
A67369	118	13	a	a	DT
A67369	118	14	Superficies	Superficies	NNP
A67369	118	15	,	,	,
A67369	118	16	but	but	CC
A67369	118	17	a	a	DT
A67369	118	18	Line	line	NN
A67369	118	19	:	:	:
A67369	118	20	His	-PRON-	PRP$
A67369	118	21	Third	Third	NNP
A67369	118	22	says	say	VBZ
A67369	118	23	the	the	DT
A67369	118	24	quite	quite	JJ
A67369	118	25	contrary	contrary	JJ
A67369	118	26	,	,	,
A67369	118	27	(	(	-LRB-
A67369	118	28	Prop	Prop	NNP
A67369	118	29	.	.	.
A67369	119	1	1	1	LS
A67369	119	2	.	.	.
A67369	119	3	)	)	-RRB-
A67369	120	1	A	a	DT
A67369	120	2	Square	square	JJ
A67369	120	3	root	root	NN
A67369	120	4	(	(	-LRB-
A67369	120	5	speaking	speak	VBG
A67369	120	6	of	of	IN
A67369	120	7	Quantity	Quantity	NNP
A67369	120	8	)	)	-RRB-
A67369	120	9	is	be	VBZ
A67369	120	10	not	not	RB
A67369	120	11	a	a	DT
A67369	120	12	Line	Line	NNP
A67369	120	13	,	,	,
A67369	120	14	but	but	CC
A67369	120	15	a	a	DT
A67369	120	16	Rectangle	Rectangle	NNP
A67369	120	17	.	.	.
A67369	121	1	Other	other	JJ
A67369	121	2	faults	fault	NNS
A67369	121	3	,	,	,
A67369	121	4	falsities	falsity	NNS
A67369	121	5	,	,	,
A67369	121	6	and	and	CC
A67369	121	7	contradictions	contradiction	NNS
A67369	121	8	,	,	,
A67369	121	9	there	there	EX
A67369	121	10	are	be	VBP
A67369	121	11	a	a	DT
A67369	121	12	great	great	JJ
A67369	121	13	many	many	JJ
A67369	121	14	;	;	:
A67369	121	15	which	which	WDT
A67369	121	16	I	-PRON-	PRP
A67369	121	17	omit	omit	VBP
A67369	121	18	,	,	,
A67369	121	19	as	as	RB
A67369	121	20	too	too	RB
A67369	121	21	gross	gross	JJ
A67369	121	22	to	to	TO
A67369	121	23	need	need	VB
A67369	121	24	an	an	DT
A67369	121	25	Answer	answer	NN
A67369	121	26	.	.	.
A67369	122	1	And	and	CC
A67369	122	2	this	this	DT
A67369	122	3	is	be	VBZ
A67369	122	4	what	what	WP
A67369	122	5	I	-PRON-	PRP
A67369	122	6	thought	think	VBD
A67369	122	7	fit	fit	JJ
A67369	122	8	to	to	TO
A67369	122	9	say	say	VB
A67369	122	10	to	to	IN
A67369	122	11	Mr.	Mr.	NNP
A67369	122	12	Hobs	Hobs	NNP
A67369	122	13	's	's	POS
A67369	122	14	Three	three	CD
A67369	122	15	Papers	Papers	NNPS
A67369	122	16	(	(	-LRB-
A67369	122	17	rather	rather	RB
A67369	122	18	to	to	TO
A67369	122	19	satisfie	satisfie	VB
A67369	122	20	the	the	DT
A67369	122	21	importunity	importunity	NN
A67369	122	22	of	of	IN
A67369	122	23	others	other	NNS
A67369	122	24	,	,	,
A67369	122	25	than	than	IN
A67369	122	26	because	because	IN
A67369	122	27	I	-PRON-	PRP
A67369	122	28	thought	think	VBD
A67369	122	29	them	-PRON-	PRP
A67369	122	30	worth	worth	JJ
A67369	122	31	Answering	answering	NN
A67369	122	32	:	:	:
A67369	122	33	)	)	-RRB-
A67369	122	34	And	and	CC
A67369	122	35	submit	submit	VB
A67369	122	36	the	the	DT
A67369	122	37	whole	whole	NN
A67369	122	38	,	,	,
A67369	122	39	with	with	IN
A67369	122	40	all	all	DT
A67369	122	41	Respects	respect	NNS
A67369	122	42	,	,	,
A67369	122	43	to	to	IN
A67369	122	44	the	the	DT
A67369	122	45	Royal	Royal	NNP
A67369	122	46	Society	Society	NNP
A67369	122	47	,	,	,
A67369	122	48	to	to	IN
A67369	122	49	whom	whom	WP
A67369	122	50	Mr.	Mr.	NNP
A67369	122	51	Hobs	Hobs	NNP
A67369	122	52	makes	make	VBZ
A67369	122	53	his	-PRON-	PRP$
A67369	122	54	Appeal	appeal	NN
A67369	122	55	.	.	.