id	sid	tid	token	lemma	pos
7333	1	1	SIDELIGHTS	sidelight	NNS
7333	1	2	ON	on	IN
7333	1	3	RELATIVITY	RELATIVITY	NNP
7333	1	4	By	by	IN
7333	1	5	Albert	Albert	NNP
7333	1	6	Einstein	Einstein	NNP
7333	1	7	Contents	Contents	NNP
7333	1	8	ETHER	ETHER	NNP
7333	1	9	AND	and	CC
7333	1	10	THE	the	DT
7333	1	11	THEORY	theory	NN
7333	1	12	OF	of	IN
7333	1	13	RELATIVITY	RELATIVITY	NNP
7333	1	14	An	An	NNP
7333	1	15	Address	Address	NNP
7333	1	16	delivered	deliver	VBN
7333	1	17	on	on	IN
7333	1	18	May	May	NNP
7333	1	19	5th	5th	NN
7333	1	20	,	,	,
7333	1	21	1920	1920	CD
7333	1	22	,	,	,
7333	1	23	in	in	IN
7333	1	24	the	the	DT
7333	1	25	University	University	NNP
7333	1	26	of	of	IN
7333	1	27	Leyden	Leyden	NNP
7333	1	28	GEOMETRY	GEOMETRY	NNP
7333	1	29	AND	and	CC
7333	1	30	EXPERIENCE	EXPERIENCE	NNS
7333	1	31	An	an	DT
7333	1	32	expanded	expand	VBN
7333	1	33	form	form	NN
7333	1	34	of	of	IN
7333	1	35	an	an	DT
7333	1	36	Address	address	NN
7333	1	37	to	to	IN
7333	1	38	the	the	DT
7333	1	39	Prussian	Prussian	NNP
7333	1	40	Academy	Academy	NNP
7333	1	41	of	of	IN
7333	1	42	Sciences	Sciences	NNPS
7333	1	43	in	in	IN
7333	1	44	Berlin	Berlin	NNP
7333	1	45	on	on	IN
7333	1	46	January	January	NNP
7333	1	47	27th	27th	NN
7333	1	48	,	,	,
7333	1	49	1921	1921	CD
7333	1	50	.	.	.
7333	2	1	ETHER	ETHER	NNP
7333	2	2	AND	and	CC
7333	2	3	THE	the	DT
7333	2	4	THEORY	theory	NN
7333	2	5	OF	of	IN
7333	2	6	RELATIVITY	RELATIVITY	NNP
7333	2	7	An	An	NNP
7333	2	8	Address	Address	NNP
7333	2	9	delivered	deliver	VBN
7333	2	10	on	on	IN
7333	2	11	May	May	NNP
7333	2	12	5th	5th	NN
7333	2	13	,	,	,
7333	2	14	1920	1920	CD
7333	2	15	,	,	,
7333	2	16	in	in	IN
7333	2	17	the	the	DT
7333	2	18	University	University	NNP
7333	2	19	of	of	IN
7333	2	20	Leyden	Leyden	NNP
7333	2	21	How	how	WRB
7333	2	22	does	do	VBZ
7333	2	23	it	-PRON-	PRP
7333	2	24	come	come	VB
7333	2	25	about	about	IN
7333	2	26	that	that	DT
7333	2	27	alongside	alongside	NN
7333	2	28	of	of	IN
7333	2	29	the	the	DT
7333	2	30	idea	idea	NN
7333	2	31	of	of	IN
7333	2	32	ponderable	ponderable	JJ
7333	2	33	matter	matter	NN
7333	2	34	,	,	,
7333	2	35	which	which	WDT
7333	2	36	is	be	VBZ
7333	2	37	derived	derive	VBN
7333	2	38	by	by	IN
7333	2	39	abstraction	abstraction	NN
7333	2	40	from	from	IN
7333	2	41	everyday	everyday	JJ
7333	2	42	life	life	NN
7333	2	43	,	,	,
7333	2	44	the	the	DT
7333	2	45	physicists	physicist	NNS
7333	2	46	set	set	VBD
7333	2	47	the	the	DT
7333	2	48	idea	idea	NN
7333	2	49	of	of	IN
7333	2	50	the	the	DT
7333	2	51	existence	existence	NN
7333	2	52	of	of	IN
7333	2	53	another	another	DT
7333	2	54	kind	kind	NN
7333	2	55	of	of	IN
7333	2	56	matter	matter	NN
7333	2	57	,	,	,
7333	2	58	the	the	DT
7333	2	59	ether	ether	NN
7333	2	60	?	?	.
7333	3	1	The	the	DT
7333	3	2	explanation	explanation	NN
7333	3	3	is	be	VBZ
7333	3	4	probably	probably	RB
7333	3	5	to	to	TO
7333	3	6	be	be	VB
7333	3	7	sought	seek	VBN
7333	3	8	in	in	IN
7333	3	9	those	those	DT
7333	3	10	phenomena	phenomenon	NNS
7333	3	11	which	which	WDT
7333	3	12	have	have	VBP
7333	3	13	given	give	VBN
7333	3	14	rise	rise	NN
7333	3	15	to	to	IN
7333	3	16	the	the	DT
7333	3	17	theory	theory	NN
7333	3	18	of	of	IN
7333	3	19	action	action	NN
7333	3	20	at	at	IN
7333	3	21	a	a	DT
7333	3	22	distance	distance	NN
7333	3	23	,	,	,
7333	3	24	and	and	CC
7333	3	25	in	in	IN
7333	3	26	the	the	DT
7333	3	27	properties	property	NNS
7333	3	28	of	of	IN
7333	3	29	light	light	NN
7333	3	30	which	which	WDT
7333	3	31	have	have	VBP
7333	3	32	led	lead	VBN
7333	3	33	to	to	IN
7333	3	34	the	the	DT
7333	3	35	undulatory	undulatory	JJ
7333	3	36	theory	theory	NN
7333	3	37	.	.	.
7333	4	1	Let	let	VB
7333	4	2	us	-PRON-	PRP
7333	4	3	devote	devote	VB
7333	4	4	a	a	DT
7333	4	5	little	little	JJ
7333	4	6	while	while	NN
7333	4	7	to	to	IN
7333	4	8	the	the	DT
7333	4	9	consideration	consideration	NN
7333	4	10	of	of	IN
7333	4	11	these	these	DT
7333	4	12	two	two	CD
7333	4	13	subjects	subject	NNS
7333	4	14	.	.	.
7333	5	1	Outside	outside	IN
7333	5	2	of	of	IN
7333	5	3	physics	physics	NN
7333	5	4	we	-PRON-	PRP
7333	5	5	know	know	VBP
7333	5	6	nothing	nothing	NN
7333	5	7	of	of	IN
7333	5	8	action	action	NN
7333	5	9	at	at	IN
7333	5	10	a	a	DT
7333	5	11	distance	distance	NN
7333	5	12	.	.	.
7333	6	1	When	when	WRB
7333	6	2	we	-PRON-	PRP
7333	6	3	try	try	VBP
7333	6	4	to	to	TO
7333	6	5	connect	connect	VB
7333	6	6	cause	cause	NN
7333	6	7	and	and	CC
7333	6	8	effect	effect	NN
7333	6	9	in	in	IN
7333	6	10	the	the	DT
7333	6	11	experiences	experience	NNS
7333	6	12	which	which	WDT
7333	6	13	natural	natural	JJ
7333	6	14	objects	object	NNS
7333	6	15	afford	afford	VBP
7333	6	16	us	-PRON-	PRP
7333	6	17	,	,	,
7333	6	18	it	-PRON-	PRP
7333	6	19	seems	seem	VBZ
7333	6	20	at	at	IN
7333	6	21	first	first	RB
7333	6	22	as	as	IN
7333	6	23	if	if	IN
7333	6	24	there	there	EX
7333	6	25	were	be	VBD
7333	6	26	no	no	DT
7333	6	27	other	other	JJ
7333	6	28	mutual	mutual	JJ
7333	6	29	actions	action	NNS
7333	6	30	than	than	IN
7333	6	31	those	those	DT
7333	6	32	of	of	IN
7333	6	33	immediate	immediate	JJ
7333	6	34	contact	contact	NN
7333	6	35	,	,	,
7333	6	36	e.g.	e.g.	RB
7333	7	1	the	the	DT
7333	7	2	communication	communication	NN
7333	7	3	of	of	IN
7333	7	4	motion	motion	NN
7333	7	5	by	by	IN
7333	7	6	impact	impact	NN
7333	7	7	,	,	,
7333	7	8	push	push	VB
7333	7	9	and	and	CC
7333	7	10	pull	pull	VB
7333	7	11	,	,	,
7333	7	12	heating	heating	NN
7333	7	13	or	or	CC
7333	7	14	inducing	induce	VBG
7333	7	15	combustion	combustion	NN
7333	7	16	by	by	IN
7333	7	17	means	mean	NNS
7333	7	18	of	of	IN
7333	7	19	a	a	DT
7333	7	20	flame	flame	NN
7333	7	21	,	,	,
7333	7	22	etc	etc	FW
7333	7	23	.	.	.
7333	8	1	It	-PRON-	PRP
7333	8	2	is	be	VBZ
7333	8	3	true	true	JJ
7333	8	4	that	that	IN
7333	8	5	even	even	RB
7333	8	6	in	in	IN
7333	8	7	everyday	everyday	JJ
7333	8	8	experience	experience	NN
7333	8	9	weight	weight	NN
7333	8	10	,	,	,
7333	8	11	which	which	WDT
7333	8	12	is	be	VBZ
7333	8	13	in	in	IN
7333	8	14	a	a	DT
7333	8	15	sense	sense	NN
7333	8	16	action	action	NN
7333	8	17	at	at	IN
7333	8	18	a	a	DT
7333	8	19	distance	distance	NN
7333	8	20	,	,	,
7333	8	21	plays	play	VBZ
7333	8	22	a	a	DT
7333	8	23	very	very	RB
7333	8	24	important	important	JJ
7333	8	25	part	part	NN
7333	8	26	.	.	.
7333	9	1	But	but	CC
7333	9	2	since	since	IN
7333	9	3	in	in	IN
7333	9	4	daily	daily	JJ
7333	9	5	experience	experience	NN
7333	9	6	the	the	DT
7333	9	7	weight	weight	NN
7333	9	8	of	of	IN
7333	9	9	bodies	body	NNS
7333	9	10	meets	meet	VBZ
7333	9	11	us	-PRON-	PRP
7333	9	12	as	as	IN
7333	9	13	something	something	NN
7333	9	14	constant	constant	JJ
7333	9	15	,	,	,
7333	9	16	something	something	NN
7333	9	17	not	not	RB
7333	9	18	linked	link	VBN
7333	9	19	to	to	IN
7333	9	20	any	any	DT
7333	9	21	cause	cause	NN
7333	9	22	which	which	WDT
7333	9	23	is	be	VBZ
7333	9	24	variable	variable	JJ
7333	9	25	in	in	IN
7333	9	26	time	time	NN
7333	9	27	or	or	CC
7333	9	28	place	place	NN
7333	9	29	,	,	,
7333	9	30	we	-PRON-	PRP
7333	9	31	do	do	VBP
7333	9	32	not	not	RB
7333	9	33	in	in	IN
7333	9	34	everyday	everyday	JJ
7333	9	35	life	life	NN
7333	9	36	speculate	speculate	NN
7333	9	37	as	as	IN
7333	9	38	to	to	IN
7333	9	39	the	the	DT
7333	9	40	cause	cause	NN
7333	9	41	of	of	IN
7333	9	42	gravity	gravity	NN
7333	9	43	,	,	,
7333	9	44	and	and	CC
7333	9	45	therefore	therefore	RB
7333	9	46	do	do	VBP
7333	9	47	not	not	RB
7333	9	48	become	become	VB
7333	9	49	conscious	conscious	JJ
7333	9	50	of	of	IN
7333	9	51	its	-PRON-	PRP$
7333	9	52	character	character	NN
7333	9	53	as	as	IN
7333	9	54	action	action	NN
7333	9	55	at	at	IN
7333	9	56	a	a	DT
7333	9	57	distance	distance	NN
7333	9	58	.	.	.
7333	10	1	It	-PRON-	PRP
7333	10	2	was	be	VBD
7333	10	3	Newton	Newton	NNP
7333	10	4	's	's	POS
7333	10	5	theory	theory	NN
7333	10	6	of	of	IN
7333	10	7	gravitation	gravitation	NN
7333	10	8	that	that	WDT
7333	10	9	first	first	RB
7333	10	10	assigned	assign	VBD
7333	10	11	a	a	DT
7333	10	12	cause	cause	NN
7333	10	13	for	for	IN
7333	10	14	gravity	gravity	NN
7333	10	15	by	by	IN
7333	10	16	interpreting	interpret	VBG
7333	10	17	it	-PRON-	PRP
7333	10	18	as	as	IN
7333	10	19	action	action	NN
7333	10	20	at	at	IN
7333	10	21	a	a	DT
7333	10	22	distance	distance	NN
7333	10	23	,	,	,
7333	10	24	proceeding	proceed	VBG
7333	10	25	from	from	IN
7333	10	26	masses	masse	NNS
7333	10	27	.	.	.
7333	11	1	Newton	Newton	NNP
7333	11	2	's	's	POS
7333	11	3	theory	theory	NN
7333	11	4	is	be	VBZ
7333	11	5	probably	probably	RB
7333	11	6	the	the	DT
7333	11	7	greatest	great	JJS
7333	11	8	stride	stride	NN
7333	11	9	ever	ever	RB
7333	11	10	made	make	VBN
7333	11	11	in	in	IN
7333	11	12	the	the	DT
7333	11	13	effort	effort	NN
7333	11	14	towards	towards	IN
7333	11	15	the	the	DT
7333	11	16	causal	causal	JJ
7333	11	17	nexus	nexus	NN
7333	11	18	of	of	IN
7333	11	19	natural	natural	JJ
7333	11	20	phenomena	phenomenon	NNS
7333	11	21	.	.	.
7333	12	1	And	and	CC
7333	12	2	yet	yet	RB
7333	12	3	this	this	DT
7333	12	4	theory	theory	NN
7333	12	5	evoked	evoke	VBD
7333	12	6	a	a	DT
7333	12	7	lively	lively	JJ
7333	12	8	sense	sense	NN
7333	12	9	of	of	IN
7333	12	10	discomfort	discomfort	NN
7333	12	11	among	among	IN
7333	12	12	Newton	Newton	NNP
7333	12	13	's	's	POS
7333	12	14	contemporaries	contemporary	NNS
7333	12	15	,	,	,
7333	12	16	because	because	IN
7333	12	17	it	-PRON-	PRP
7333	12	18	seemed	seem	VBD
7333	12	19	to	to	TO
7333	12	20	be	be	VB
7333	12	21	in	in	IN
7333	12	22	conflict	conflict	NN
7333	12	23	with	with	IN
7333	12	24	the	the	DT
7333	12	25	principle	principle	JJ
7333	12	26	springing	springing	NN
7333	12	27	from	from	IN
7333	12	28	the	the	DT
7333	12	29	rest	rest	NN
7333	12	30	of	of	IN
7333	12	31	experience	experience	NN
7333	12	32	,	,	,
7333	12	33	that	that	IN
7333	12	34	there	there	EX
7333	12	35	can	can	MD
7333	12	36	be	be	VB
7333	12	37	reciprocal	reciprocal	JJ
7333	12	38	action	action	NN
7333	12	39	only	only	RB
7333	12	40	through	through	IN
7333	12	41	contact	contact	NN
7333	12	42	,	,	,
7333	12	43	and	and	CC
7333	12	44	not	not	RB
7333	12	45	through	through	IN
7333	12	46	immediate	immediate	JJ
7333	12	47	action	action	NN
7333	12	48	at	at	IN
7333	12	49	a	a	DT
7333	12	50	distance	distance	NN
7333	12	51	.	.	.
7333	13	1	It	-PRON-	PRP
7333	13	2	is	be	VBZ
7333	13	3	only	only	RB
7333	13	4	with	with	IN
7333	13	5	reluctance	reluctance	NN
7333	13	6	that	that	DT
7333	13	7	man	man	NN
7333	13	8	's	's	POS
7333	13	9	desire	desire	NN
7333	13	10	for	for	IN
7333	13	11	knowledge	knowledge	NN
7333	13	12	endures	endure	VBZ
7333	13	13	a	a	DT
7333	13	14	dualism	dualism	NN
7333	13	15	of	of	IN
7333	13	16	this	this	DT
7333	13	17	kind	kind	NN
7333	13	18	.	.	.
7333	14	1	How	how	WRB
7333	14	2	was	be	VBD
7333	14	3	unity	unity	NN
7333	14	4	to	to	TO
7333	14	5	be	be	VB
7333	14	6	preserved	preserve	VBN
7333	14	7	in	in	IN
7333	14	8	his	-PRON-	PRP$
7333	14	9	comprehension	comprehension	NN
7333	14	10	of	of	IN
7333	14	11	the	the	DT
7333	14	12	forces	force	NNS
7333	14	13	of	of	IN
7333	14	14	nature	nature	NN
7333	14	15	?	?	.
7333	15	1	Either	either	CC
7333	15	2	by	by	IN
7333	15	3	trying	try	VBG
7333	15	4	to	to	TO
7333	15	5	look	look	VB
7333	15	6	upon	upon	IN
7333	15	7	contact	contact	NN
7333	15	8	forces	force	NNS
7333	15	9	as	as	IN
7333	15	10	being	be	VBG
7333	15	11	themselves	-PRON-	PRP
7333	15	12	distant	distant	JJ
7333	15	13	forces	force	NNS
7333	15	14	which	which	WDT
7333	15	15	admittedly	admittedly	RB
7333	15	16	are	be	VBP
7333	15	17	observable	observable	JJ
7333	15	18	only	only	RB
7333	15	19	at	at	IN
7333	15	20	a	a	DT
7333	15	21	very	very	RB
7333	15	22	small	small	JJ
7333	15	23	distance	distance	NN
7333	15	24	--	--	:
7333	15	25	and	and	CC
7333	15	26	this	this	DT
7333	15	27	was	be	VBD
7333	15	28	the	the	DT
7333	15	29	road	road	NN
7333	15	30	which	which	WDT
7333	15	31	Newton	Newton	NNP
7333	15	32	's	's	POS
7333	15	33	followers	follower	NNS
7333	15	34	,	,	,
7333	15	35	who	who	WP
7333	15	36	were	be	VBD
7333	15	37	entirely	entirely	RB
7333	15	38	under	under	IN
7333	15	39	the	the	DT
7333	15	40	spell	spell	NN
7333	15	41	of	of	IN
7333	15	42	his	-PRON-	PRP$
7333	15	43	doctrine	doctrine	NN
7333	15	44	,	,	,
7333	15	45	mostly	mostly	RB
7333	15	46	preferred	prefer	VBN
7333	15	47	to	to	TO
7333	15	48	take	take	VB
7333	15	49	;	;	:
7333	15	50	or	or	CC
7333	15	51	by	by	IN
7333	15	52	assuming	assume	VBG
7333	15	53	that	that	IN
7333	15	54	the	the	DT
7333	15	55	Newtonian	newtonian	JJ
7333	15	56	action	action	NN
7333	15	57	at	at	IN
7333	15	58	a	a	DT
7333	15	59	distance	distance	NN
7333	15	60	is	be	VBZ
7333	15	61	only	only	RB
7333	15	62	_	_	NNP
7333	15	63	apparently	apparently	RB
7333	15	64	_	_	XX
7333	15	65	immediate	immediate	JJ
7333	15	66	action	action	NN
7333	15	67	at	at	IN
7333	15	68	a	a	DT
7333	15	69	distance	distance	NN
7333	15	70	,	,	,
7333	15	71	but	but	CC
7333	15	72	in	in	IN
7333	15	73	truth	truth	NN
7333	15	74	is	be	VBZ
7333	15	75	conveyed	convey	VBN
7333	15	76	by	by	IN
7333	15	77	a	a	DT
7333	15	78	medium	medium	JJ
7333	15	79	permeating	permeate	VBG
7333	15	80	space	space	NN
7333	15	81	,	,	,
7333	15	82	whether	whether	IN
7333	15	83	by	by	IN
7333	15	84	movements	movement	NNS
7333	15	85	or	or	CC
7333	15	86	by	by	IN
7333	15	87	elastic	elastic	JJ
7333	15	88	deformation	deformation	NN
7333	15	89	of	of	IN
7333	15	90	this	this	DT
7333	15	91	medium	medium	NN
7333	15	92	.	.	.
7333	16	1	Thus	thus	RB
7333	16	2	the	the	DT
7333	16	3	endeavour	endeavour	NN
7333	16	4	toward	toward	IN
7333	16	5	a	a	DT
7333	16	6	unified	unified	JJ
7333	16	7	view	view	NN
7333	16	8	of	of	IN
7333	16	9	the	the	DT
7333	16	10	nature	nature	NN
7333	16	11	of	of	IN
7333	16	12	forces	force	NNS
7333	16	13	leads	lead	VBZ
7333	16	14	to	to	IN
7333	16	15	the	the	DT
7333	16	16	hypothesis	hypothesis	NN
7333	16	17	of	of	IN
7333	16	18	an	an	DT
7333	16	19	ether	ether	NN
7333	16	20	.	.	.
7333	17	1	This	this	DT
7333	17	2	hypothesis	hypothesis	NN
7333	17	3	,	,	,
7333	17	4	to	to	TO
7333	17	5	be	be	VB
7333	17	6	sure	sure	JJ
7333	17	7	,	,	,
7333	17	8	did	do	VBD
7333	17	9	not	not	RB
7333	17	10	at	at	IN
7333	17	11	first	first	RB
7333	17	12	bring	bring	VB
7333	17	13	with	with	IN
7333	17	14	it	-PRON-	PRP
7333	17	15	any	any	DT
7333	17	16	advance	advance	NN
7333	17	17	in	in	IN
7333	17	18	the	the	DT
7333	17	19	theory	theory	NN
7333	17	20	of	of	IN
7333	17	21	gravitation	gravitation	NN
7333	17	22	or	or	CC
7333	17	23	in	in	IN
7333	17	24	physics	physics	NN
7333	17	25	generally	generally	RB
7333	17	26	,	,	,
7333	17	27	so	so	IN
7333	17	28	that	that	IN
7333	17	29	it	-PRON-	PRP
7333	17	30	became	become	VBD
7333	17	31	customary	customary	JJ
7333	17	32	to	to	TO
7333	17	33	treat	treat	VB
7333	17	34	Newton	Newton	NNP
7333	17	35	's	's	POS
7333	17	36	law	law	NN
7333	17	37	of	of	IN
7333	17	38	force	force	NN
7333	17	39	as	as	IN
7333	17	40	an	an	DT
7333	17	41	axiom	axiom	NN
7333	17	42	not	not	RB
7333	17	43	further	further	RB
7333	17	44	reducible	reducible	JJ
7333	17	45	.	.	.
7333	18	1	But	but	CC
7333	18	2	the	the	DT
7333	18	3	ether	ether	NN
7333	18	4	hypothesis	hypothesis	NN
7333	18	5	was	be	VBD
7333	18	6	bound	bind	VBN
7333	18	7	always	always	RB
7333	18	8	to	to	TO
7333	18	9	play	play	VB
7333	18	10	some	some	DT
7333	18	11	part	part	NN
7333	18	12	in	in	IN
7333	18	13	physical	physical	JJ
7333	18	14	science	science	NN
7333	18	15	,	,	,
7333	18	16	even	even	RB
7333	18	17	if	if	IN
7333	18	18	at	at	IN
7333	18	19	first	first	RB
7333	18	20	only	only	RB
7333	18	21	a	a	DT
7333	18	22	latent	latent	NN
7333	18	23	part	part	NN
7333	18	24	.	.	.
7333	19	1	When	when	WRB
7333	19	2	in	in	IN
7333	19	3	the	the	DT
7333	19	4	first	first	JJ
7333	19	5	half	half	NN
7333	19	6	of	of	IN
7333	19	7	the	the	DT
7333	19	8	nineteenth	nineteenth	JJ
7333	19	9	century	century	NN
7333	19	10	the	the	DT
7333	19	11	far	far	RB
7333	19	12	-	-	HYPH
7333	19	13	reaching	reach	VBG
7333	19	14	similarity	similarity	NN
7333	19	15	was	be	VBD
7333	19	16	revealed	reveal	VBN
7333	19	17	which	which	WDT
7333	19	18	subsists	subsist	NNS
7333	19	19	between	between	IN
7333	19	20	the	the	DT
7333	19	21	properties	property	NNS
7333	19	22	of	of	IN
7333	19	23	light	light	NN
7333	19	24	and	and	CC
7333	19	25	those	those	DT
7333	19	26	of	of	IN
7333	19	27	elastic	elastic	JJ
7333	19	28	waves	wave	NNS
7333	19	29	in	in	IN
7333	19	30	ponderable	ponderable	JJ
7333	19	31	bodies	body	NNS
7333	19	32	,	,	,
7333	19	33	the	the	DT
7333	19	34	ether	ether	NN
7333	19	35	hypothesis	hypothesis	NN
7333	19	36	found	find	VBD
7333	19	37	fresh	fresh	JJ
7333	19	38	support	support	NN
7333	19	39	.	.	.
7333	20	1	It	-PRON-	PRP
7333	20	2	appeared	appear	VBD
7333	20	3	beyond	beyond	IN
7333	20	4	question	question	NN
7333	20	5	that	that	IN
7333	20	6	light	light	NN
7333	20	7	must	must	MD
7333	20	8	be	be	VB
7333	20	9	interpreted	interpret	VBN
7333	20	10	as	as	IN
7333	20	11	a	a	DT
7333	20	12	vibratory	vibratory	NN
7333	20	13	process	process	NN
7333	20	14	in	in	IN
7333	20	15	an	an	DT
7333	20	16	elastic	elastic	JJ
7333	20	17	,	,	,
7333	20	18	inert	inert	JJ
7333	20	19	medium	medium	NN
7333	20	20	filling	fill	VBG
7333	20	21	up	up	RP
7333	20	22	universal	universal	JJ
7333	20	23	space	space	NN
7333	20	24	.	.	.
7333	21	1	It	-PRON-	PRP
7333	21	2	also	also	RB
7333	21	3	seemed	seem	VBD
7333	21	4	to	to	TO
7333	21	5	be	be	VB
7333	21	6	a	a	DT
7333	21	7	necessary	necessary	JJ
7333	21	8	consequence	consequence	NN
7333	21	9	of	of	IN
7333	21	10	the	the	DT
7333	21	11	fact	fact	NN
7333	21	12	that	that	IN
7333	21	13	light	light	NN
7333	21	14	is	be	VBZ
7333	21	15	capable	capable	JJ
7333	21	16	of	of	IN
7333	21	17	polarisation	polarisation	NN
7333	21	18	that	that	IN
7333	21	19	this	this	DT
7333	21	20	medium	medium	NN
7333	21	21	,	,	,
7333	21	22	the	the	DT
7333	21	23	ether	ether	NN
7333	21	24	,	,	,
7333	21	25	must	must	MD
7333	21	26	be	be	VB
7333	21	27	of	of	IN
7333	21	28	the	the	DT
7333	21	29	nature	nature	NN
7333	21	30	of	of	IN
7333	21	31	a	a	DT
7333	21	32	solid	solid	JJ
7333	21	33	body	body	NN
7333	21	34	,	,	,
7333	21	35	because	because	IN
7333	21	36	transverse	transverse	JJ
7333	21	37	waves	wave	NNS
7333	21	38	are	be	VBP
7333	21	39	not	not	RB
7333	21	40	possible	possible	JJ
7333	21	41	in	in	IN
7333	21	42	a	a	DT
7333	21	43	fluid	fluid	NN
7333	21	44	,	,	,
7333	21	45	but	but	CC
7333	21	46	only	only	RB
7333	21	47	in	in	IN
7333	21	48	a	a	DT
7333	21	49	solid	solid	JJ
7333	21	50	.	.	.
7333	22	1	Thus	thus	RB
7333	22	2	the	the	DT
7333	22	3	physicists	physicist	NNS
7333	22	4	were	be	VBD
7333	22	5	bound	bind	VBN
7333	22	6	to	to	TO
7333	22	7	arrive	arrive	VB
7333	22	8	at	at	IN
7333	22	9	the	the	DT
7333	22	10	theory	theory	NN
7333	22	11	of	of	IN
7333	22	12	the	the	DT
7333	22	13	"	"	``
7333	22	14	quasi	quasi	JJ
7333	22	15	-	-	JJ
7333	22	16	rigid	rigid	JJ
7333	22	17	"	"	''
7333	22	18	luminiferous	luminiferous	JJ
7333	22	19	ether	ether	NN
7333	22	20	,	,	,
7333	22	21	the	the	DT
7333	22	22	parts	part	NNS
7333	22	23	of	of	IN
7333	22	24	which	which	WDT
7333	22	25	can	can	MD
7333	22	26	carry	carry	VB
7333	22	27	out	out	RP
7333	22	28	no	no	DT
7333	22	29	movements	movement	NNS
7333	22	30	relatively	relatively	RB
7333	22	31	to	to	IN
7333	22	32	one	one	CD
7333	22	33	another	another	DT
7333	22	34	except	except	IN
7333	22	35	the	the	DT
7333	22	36	small	small	JJ
7333	22	37	movements	movement	NNS
7333	22	38	of	of	IN
7333	22	39	deformation	deformation	NN
7333	22	40	which	which	WDT
7333	22	41	correspond	correspond	VBP
7333	22	42	to	to	IN
7333	22	43	light	light	NN
7333	22	44	-	-	HYPH
7333	22	45	waves	wave	NNS
7333	22	46	.	.	.
7333	23	1	This	this	DT
7333	23	2	theory	theory	NN
7333	23	3	--	--	:
7333	23	4	also	also	RB
7333	23	5	called	call	VBD
7333	23	6	the	the	DT
7333	23	7	theory	theory	NN
7333	23	8	of	of	IN
7333	23	9	the	the	DT
7333	23	10	stationary	stationary	JJ
7333	23	11	luminiferous	luminiferous	JJ
7333	23	12	ether	ether	NN
7333	23	13	--	--	:
7333	23	14	moreover	moreover	RB
7333	23	15	found	find	VBD
7333	23	16	a	a	DT
7333	23	17	strong	strong	JJ
7333	23	18	support	support	NN
7333	23	19	in	in	IN
7333	23	20	an	an	DT
7333	23	21	experiment	experiment	NN
7333	23	22	which	which	WDT
7333	23	23	is	be	VBZ
7333	23	24	also	also	RB
7333	23	25	of	of	IN
7333	23	26	fundamental	fundamental	JJ
7333	23	27	importance	importance	NN
7333	23	28	in	in	IN
7333	23	29	the	the	DT
7333	23	30	special	special	JJ
7333	23	31	theory	theory	NN
7333	23	32	of	of	IN
7333	23	33	relativity	relativity	NN
7333	23	34	,	,	,
7333	23	35	the	the	DT
7333	23	36	experiment	experiment	NN
7333	23	37	of	of	IN
7333	23	38	Fizeau	Fizeau	NNP
7333	23	39	,	,	,
7333	23	40	from	from	IN
7333	23	41	which	which	WDT
7333	23	42	one	one	NN
7333	23	43	was	be	VBD
7333	23	44	obliged	oblige	VBN
7333	23	45	to	to	TO
7333	23	46	infer	infer	VB
7333	23	47	that	that	IN
7333	23	48	the	the	DT
7333	23	49	luminiferous	luminiferous	JJ
7333	23	50	ether	ether	NN
7333	23	51	does	do	VBZ
7333	23	52	not	not	RB
7333	23	53	take	take	VB
7333	23	54	part	part	NN
7333	23	55	in	in	IN
7333	23	56	the	the	DT
7333	23	57	movements	movement	NNS
7333	23	58	of	of	IN
7333	23	59	bodies	body	NNS
7333	23	60	.	.	.
7333	24	1	The	the	DT
7333	24	2	phenomenon	phenomenon	NN
7333	24	3	of	of	IN
7333	24	4	aberration	aberration	NN
7333	24	5	also	also	RB
7333	24	6	favoured	favour	VBD
7333	24	7	the	the	DT
7333	24	8	theory	theory	NN
7333	24	9	of	of	IN
7333	24	10	the	the	DT
7333	24	11	quasi	quasi	JJ
7333	24	12	-	-	JJ
7333	24	13	rigid	rigid	JJ
7333	24	14	ether	ether	NN
7333	24	15	.	.	.
7333	25	1	The	the	DT
7333	25	2	development	development	NN
7333	25	3	of	of	IN
7333	25	4	the	the	DT
7333	25	5	theory	theory	NN
7333	25	6	of	of	IN
7333	25	7	electricity	electricity	NN
7333	25	8	along	along	IN
7333	25	9	the	the	DT
7333	25	10	path	path	NN
7333	25	11	opened	open	VBD
7333	25	12	up	up	RP
7333	25	13	by	by	IN
7333	25	14	Maxwell	Maxwell	NNP
7333	25	15	and	and	CC
7333	25	16	Lorentz	Lorentz	NNP
7333	25	17	gave	give	VBD
7333	25	18	the	the	DT
7333	25	19	development	development	NN
7333	25	20	of	of	IN
7333	25	21	our	-PRON-	PRP$
7333	25	22	ideas	idea	NNS
7333	25	23	concerning	concern	VBG
7333	25	24	the	the	DT
7333	25	25	ether	ether	NN
7333	25	26	quite	quite	PDT
7333	25	27	a	a	DT
7333	25	28	peculiar	peculiar	JJ
7333	25	29	and	and	CC
7333	25	30	unexpected	unexpected	JJ
7333	25	31	turn	turn	NN
7333	25	32	.	.	.
7333	26	1	For	for	IN
7333	26	2	Maxwell	Maxwell	NNP
7333	26	3	himself	-PRON-	PRP
7333	26	4	the	the	DT
7333	26	5	ether	ether	NN
7333	26	6	indeed	indeed	RB
7333	26	7	still	still	RB
7333	26	8	had	have	VBD
7333	26	9	properties	property	NNS
7333	26	10	which	which	WDT
7333	26	11	were	be	VBD
7333	26	12	purely	purely	RB
7333	26	13	mechanical	mechanical	JJ
7333	26	14	,	,	,
7333	26	15	although	although	IN
7333	26	16	of	of	IN
7333	26	17	a	a	DT
7333	26	18	much	much	RB
7333	26	19	more	more	RBR
7333	26	20	complicated	complicated	JJ
7333	26	21	kind	kind	NN
7333	26	22	than	than	IN
7333	26	23	the	the	DT
7333	26	24	mechanical	mechanical	JJ
7333	26	25	properties	property	NNS
7333	26	26	of	of	IN
7333	26	27	tangible	tangible	JJ
7333	26	28	solid	solid	JJ
7333	26	29	bodies	body	NNS
7333	26	30	.	.	.
7333	27	1	But	but	CC
7333	27	2	neither	neither	CC
7333	27	3	Maxwell	Maxwell	NNP
7333	27	4	nor	nor	CC
7333	27	5	his	-PRON-	PRP$
7333	27	6	followers	follower	NNS
7333	27	7	succeeded	succeed	VBD
7333	27	8	in	in	IN
7333	27	9	elaborating	elaborate	VBG
7333	27	10	a	a	DT
7333	27	11	mechanical	mechanical	JJ
7333	27	12	model	model	NN
7333	27	13	for	for	IN
7333	27	14	the	the	DT
7333	27	15	ether	ether	NN
7333	27	16	which	which	WDT
7333	27	17	might	may	MD
7333	27	18	furnish	furnish	VB
7333	27	19	a	a	DT
7333	27	20	satisfactory	satisfactory	JJ
7333	27	21	mechanical	mechanical	JJ
7333	27	22	interpretation	interpretation	NN
7333	27	23	of	of	IN
7333	27	24	Maxwell	Maxwell	NNP
7333	27	25	's	's	POS
7333	27	26	laws	law	NNS
7333	27	27	of	of	IN
7333	27	28	the	the	DT
7333	27	29	electro	electro	JJ
7333	27	30	-	-	HYPH
7333	27	31	magnetic	magnetic	JJ
7333	27	32	field	field	NN
7333	27	33	.	.	.
7333	28	1	The	the	DT
7333	28	2	laws	law	NNS
7333	28	3	were	be	VBD
7333	28	4	clear	clear	JJ
7333	28	5	and	and	CC
7333	28	6	simple	simple	JJ
7333	28	7	,	,	,
7333	28	8	the	the	DT
7333	28	9	mechanical	mechanical	JJ
7333	28	10	interpretations	interpretation	NNS
7333	28	11	clumsy	clumsy	JJ
7333	28	12	and	and	CC
7333	28	13	contradictory	contradictory	JJ
7333	28	14	.	.	.
7333	29	1	Almost	almost	RB
7333	29	2	imperceptibly	imperceptibly	RB
7333	29	3	the	the	DT
7333	29	4	theoretical	theoretical	JJ
7333	29	5	physicists	physicist	NNS
7333	29	6	adapted	adapt	VBD
7333	29	7	themselves	-PRON-	PRP
7333	29	8	to	to	IN
7333	29	9	a	a	DT
7333	29	10	situation	situation	NN
7333	29	11	which	which	WDT
7333	29	12	,	,	,
7333	29	13	from	from	IN
7333	29	14	the	the	DT
7333	29	15	standpoint	standpoint	NN
7333	29	16	of	of	IN
7333	29	17	their	-PRON-	PRP$
7333	29	18	mechanical	mechanical	JJ
7333	29	19	programme	programme	NN
7333	29	20	,	,	,
7333	29	21	was	be	VBD
7333	29	22	very	very	RB
7333	29	23	depressing	depressing	JJ
7333	29	24	.	.	.
7333	30	1	They	-PRON-	PRP
7333	30	2	were	be	VBD
7333	30	3	particularly	particularly	RB
7333	30	4	influenced	influence	VBN
7333	30	5	by	by	IN
7333	30	6	the	the	DT
7333	30	7	electro	electro	JJ
7333	30	8	-	-	HYPH
7333	30	9	dynamical	dynamical	JJ
7333	30	10	investigations	investigation	NNS
7333	30	11	of	of	IN
7333	30	12	Heinrich	Heinrich	NNP
7333	30	13	Hertz	Hertz	NNP
7333	30	14	.	.	.
7333	31	1	For	for	IN
7333	31	2	whereas	whereas	IN
7333	31	3	they	-PRON-	PRP
7333	31	4	previously	previously	RB
7333	31	5	had	have	VBD
7333	31	6	required	require	VBN
7333	31	7	of	of	IN
7333	31	8	a	a	DT
7333	31	9	conclusive	conclusive	JJ
7333	31	10	theory	theory	NN
7333	31	11	that	that	IN
7333	31	12	it	-PRON-	PRP
7333	31	13	should	should	MD
7333	31	14	content	content	VB
7333	31	15	itself	-PRON-	PRP
7333	31	16	with	with	IN
7333	31	17	the	the	DT
7333	31	18	fundamental	fundamental	JJ
7333	31	19	concepts	concept	NNS
7333	31	20	which	which	WDT
7333	31	21	belong	belong	VBP
7333	31	22	exclusively	exclusively	RB
7333	31	23	to	to	IN
7333	31	24	mechanics	mechanic	NNS
7333	31	25	(	(	-LRB-
7333	31	26	e.g.	e.g.	RB
7333	32	1	densities	density	NNS
7333	32	2	,	,	,
7333	32	3	velocities	velocity	NNS
7333	32	4	,	,	,
7333	32	5	deformations	deformation	NNS
7333	32	6	,	,	,
7333	32	7	stresses	stress	NNS
7333	32	8	)	)	-RRB-
7333	32	9	they	-PRON-	PRP
7333	32	10	gradually	gradually	RB
7333	32	11	accustomed	accustom	VBD
7333	32	12	themselves	-PRON-	PRP
7333	32	13	to	to	IN
7333	32	14	admitting	admit	VBG
7333	32	15	electric	electric	JJ
7333	32	16	and	and	CC
7333	32	17	magnetic	magnetic	JJ
7333	32	18	force	force	NN
7333	32	19	as	as	IN
7333	32	20	fundamental	fundamental	JJ
7333	32	21	concepts	concept	NNS
7333	32	22	side	side	NN
7333	32	23	by	by	IN
7333	32	24	side	side	NN
7333	32	25	with	with	IN
7333	32	26	those	those	DT
7333	32	27	of	of	IN
7333	32	28	mechanics	mechanic	NNS
7333	32	29	,	,	,
7333	32	30	without	without	IN
7333	32	31	requiring	require	VBG
7333	32	32	a	a	DT
7333	32	33	mechanical	mechanical	JJ
7333	32	34	interpretation	interpretation	NN
7333	32	35	for	for	IN
7333	32	36	them	-PRON-	PRP
7333	32	37	.	.	.
7333	33	1	Thus	thus	RB
7333	33	2	the	the	DT
7333	33	3	purely	purely	RB
7333	33	4	mechanical	mechanical	JJ
7333	33	5	view	view	NN
7333	33	6	of	of	IN
7333	33	7	nature	nature	NN
7333	33	8	was	be	VBD
7333	33	9	gradually	gradually	RB
7333	33	10	abandoned	abandon	VBN
7333	33	11	.	.	.
7333	34	1	But	but	CC
7333	34	2	this	this	DT
7333	34	3	change	change	NN
7333	34	4	led	lead	VBD
7333	34	5	to	to	IN
7333	34	6	a	a	DT
7333	34	7	fundamental	fundamental	JJ
7333	34	8	dualism	dualism	NN
7333	34	9	which	which	WDT
7333	34	10	in	in	IN
7333	34	11	the	the	DT
7333	34	12	long	long	RB
7333	34	13	-	-	HYPH
7333	34	14	run	run	NN
7333	34	15	was	be	VBD
7333	34	16	insupportable	insupportable	JJ
7333	34	17	.	.	.
7333	35	1	A	a	DT
7333	35	2	way	way	NN
7333	35	3	of	of	IN
7333	35	4	escape	escape	NN
7333	35	5	was	be	VBD
7333	35	6	now	now	RB
7333	35	7	sought	seek	VBN
7333	35	8	in	in	IN
7333	35	9	the	the	DT
7333	35	10	reverse	reverse	JJ
7333	35	11	direction	direction	NN
7333	35	12	,	,	,
7333	35	13	by	by	IN
7333	35	14	reducing	reduce	VBG
7333	35	15	the	the	DT
7333	35	16	principles	principle	NNS
7333	35	17	of	of	IN
7333	35	18	mechanics	mechanic	NNS
7333	35	19	to	to	IN
7333	35	20	those	those	DT
7333	35	21	of	of	IN
7333	35	22	electricity	electricity	NN
7333	35	23	,	,	,
7333	35	24	and	and	CC
7333	35	25	this	this	DT
7333	35	26	especially	especially	RB
7333	35	27	as	as	IN
7333	35	28	confidence	confidence	NN
7333	35	29	in	in	IN
7333	35	30	the	the	DT
7333	35	31	strict	strict	JJ
7333	35	32	validity	validity	NN
7333	35	33	of	of	IN
7333	35	34	the	the	DT
7333	35	35	equations	equation	NNS
7333	35	36	of	of	IN
7333	35	37	Newton	Newton	NNP
7333	35	38	's	's	POS
7333	35	39	mechanics	mechanic	NNS
7333	35	40	was	be	VBD
7333	35	41	shaken	shake	VBN
7333	35	42	by	by	IN
7333	35	43	the	the	DT
7333	35	44	experiments	experiment	NNS
7333	35	45	with	with	IN
7333	35	46	beta	beta	NN
7333	35	47	-	-	HYPH
7333	35	48	rays	ray	NNS
7333	35	49	and	and	CC
7333	35	50	rapid	rapid	JJ
7333	35	51	kathode	kathode	JJ
7333	35	52	rays	ray	NNS
7333	35	53	.	.	.
7333	36	1	This	this	DT
7333	36	2	dualism	dualism	NN
7333	36	3	still	still	RB
7333	36	4	confronts	confront	VBZ
7333	36	5	us	-PRON-	PRP
7333	36	6	in	in	IN
7333	36	7	unextenuated	unextenuated	JJ
7333	36	8	form	form	NN
7333	36	9	in	in	IN
7333	36	10	the	the	DT
7333	36	11	theory	theory	NN
7333	36	12	of	of	IN
7333	36	13	Hertz	Hertz	NNP
7333	36	14	,	,	,
7333	36	15	where	where	WRB
7333	36	16	matter	matter	NN
7333	36	17	appears	appear	VBZ
7333	36	18	not	not	RB
7333	36	19	only	only	RB
7333	36	20	as	as	IN
7333	36	21	the	the	DT
7333	36	22	bearer	bearer	NN
7333	36	23	of	of	IN
7333	36	24	velocities	velocity	NNS
7333	36	25	,	,	,
7333	36	26	kinetic	kinetic	JJ
7333	36	27	energy	energy	NN
7333	36	28	,	,	,
7333	36	29	and	and	CC
7333	36	30	mechanical	mechanical	JJ
7333	36	31	pressures	pressure	NNS
7333	36	32	,	,	,
7333	36	33	but	but	CC
7333	36	34	also	also	RB
7333	36	35	as	as	IN
7333	36	36	the	the	DT
7333	36	37	bearer	bearer	NN
7333	36	38	of	of	IN
7333	36	39	electromagnetic	electromagnetic	JJ
7333	36	40	fields	field	NNS
7333	36	41	.	.	.
7333	37	1	Since	since	IN
7333	37	2	such	such	JJ
7333	37	3	fields	field	NNS
7333	37	4	also	also	RB
7333	37	5	occur	occur	VBP
7333	37	6	_	_	NNP
7333	37	7	in	in	IN
7333	37	8	vacuo_--i.e	vacuo_--i.e	NNP
7333	37	9	.	.	.
7333	38	1	in	in	IN
7333	38	2	free	free	JJ
7333	38	3	ether	ether	NN
7333	38	4	--	--	:
7333	38	5	the	the	DT
7333	38	6	ether	ether	NN
7333	38	7	also	also	RB
7333	38	8	appears	appear	VBZ
7333	38	9	as	as	IN
7333	38	10	bearer	bearer	NN
7333	38	11	of	of	IN
7333	38	12	electromagnetic	electromagnetic	JJ
7333	38	13	fields	field	NNS
7333	38	14	.	.	.
7333	39	1	The	the	DT
7333	39	2	ether	ether	NN
7333	39	3	appears	appear	VBZ
7333	39	4	indistinguishable	indistinguishable	JJ
7333	39	5	in	in	IN
7333	39	6	its	-PRON-	PRP$
7333	39	7	functions	function	NNS
7333	39	8	from	from	IN
7333	39	9	ordinary	ordinary	JJ
7333	39	10	matter	matter	NN
7333	39	11	.	.	.
7333	40	1	Within	within	IN
7333	40	2	matter	matter	NN
7333	40	3	it	-PRON-	PRP
7333	40	4	takes	take	VBZ
7333	40	5	part	part	NN
7333	40	6	in	in	IN
7333	40	7	the	the	DT
7333	40	8	motion	motion	NN
7333	40	9	of	of	IN
7333	40	10	matter	matter	NN
7333	40	11	and	and	CC
7333	40	12	in	in	IN
7333	40	13	empty	empty	JJ
7333	40	14	space	space	NN
7333	40	15	it	-PRON-	PRP
7333	40	16	has	have	VBZ
7333	40	17	everywhere	everywhere	RB
7333	40	18	a	a	DT
7333	40	19	velocity	velocity	NN
7333	40	20	;	;	:
7333	40	21	so	so	IN
7333	40	22	that	that	IN
7333	40	23	the	the	DT
7333	40	24	ether	ether	NN
7333	40	25	has	have	VBZ
7333	40	26	a	a	DT
7333	40	27	definitely	definitely	RB
7333	40	28	assigned	assign	VBN
7333	40	29	velocity	velocity	NN
7333	40	30	throughout	throughout	IN
7333	40	31	the	the	DT
7333	40	32	whole	whole	NN
7333	40	33	of	of	IN
7333	40	34	space	space	NN
7333	40	35	.	.	.
7333	41	1	There	there	EX
7333	41	2	is	be	VBZ
7333	41	3	no	no	DT
7333	41	4	fundamental	fundamental	JJ
7333	41	5	difference	difference	NN
7333	41	6	between	between	IN
7333	41	7	Hertz	Hertz	NNP
7333	41	8	's	's	POS
7333	41	9	ether	ether	NN
7333	41	10	and	and	CC
7333	41	11	ponderable	ponderable	JJ
7333	41	12	matter	matter	NN
7333	41	13	(	(	-LRB-
7333	41	14	which	which	WDT
7333	41	15	in	in	IN
7333	41	16	part	part	NN
7333	41	17	subsists	subsist	NNS
7333	41	18	in	in	IN
7333	41	19	the	the	DT
7333	41	20	ether	ether	NN
7333	41	21	)	)	-RRB-
7333	41	22	.	.	.
7333	42	1	The	the	DT
7333	42	2	Hertz	Hertz	NNP
7333	42	3	theory	theory	NN
7333	42	4	suffered	suffer	VBD
7333	42	5	not	not	RB
7333	42	6	only	only	RB
7333	42	7	from	from	IN
7333	42	8	the	the	DT
7333	42	9	defect	defect	NN
7333	42	10	of	of	IN
7333	42	11	ascribing	ascribe	VBG
7333	42	12	to	to	IN
7333	42	13	matter	matter	NN
7333	42	14	and	and	CC
7333	42	15	ether	eth	JJR
7333	42	16	,	,	,
7333	42	17	on	on	IN
7333	42	18	the	the	DT
7333	42	19	one	one	CD
7333	42	20	hand	hand	NN
7333	42	21	mechanical	mechanical	JJ
7333	42	22	states	state	NNS
7333	42	23	,	,	,
7333	42	24	and	and	CC
7333	42	25	on	on	IN
7333	42	26	the	the	DT
7333	42	27	other	other	JJ
7333	42	28	hand	hand	NN
7333	42	29	electrical	electrical	JJ
7333	42	30	states	state	NNS
7333	42	31	,	,	,
7333	42	32	which	which	WDT
7333	42	33	do	do	VBP
7333	42	34	not	not	RB
7333	42	35	stand	stand	VB
7333	42	36	in	in	IN
7333	42	37	any	any	DT
7333	42	38	conceivable	conceivable	JJ
7333	42	39	relation	relation	NN
7333	42	40	to	to	IN
7333	42	41	each	each	DT
7333	42	42	other	other	JJ
7333	42	43	;	;	:
7333	42	44	it	-PRON-	PRP
7333	42	45	was	be	VBD
7333	42	46	also	also	RB
7333	42	47	at	at	IN
7333	42	48	variance	variance	NN
7333	42	49	with	with	IN
7333	42	50	the	the	DT
7333	42	51	result	result	NN
7333	42	52	of	of	IN
7333	42	53	Fizeau	Fizeau	NNP
7333	42	54	's	's	POS
7333	42	55	important	important	JJ
7333	42	56	experiment	experiment	NN
7333	42	57	on	on	IN
7333	42	58	the	the	DT
7333	42	59	velocity	velocity	NN
7333	42	60	of	of	IN
7333	42	61	the	the	DT
7333	42	62	propagation	propagation	NN
7333	42	63	of	of	IN
7333	42	64	light	light	NN
7333	42	65	in	in	IN
7333	42	66	moving	move	VBG
7333	42	67	fluids	fluid	NNS
7333	42	68	,	,	,
7333	42	69	and	and	CC
7333	42	70	with	with	IN
7333	42	71	other	other	JJ
7333	42	72	established	establish	VBN
7333	42	73	experimental	experimental	JJ
7333	42	74	results	result	NNS
7333	42	75	.	.	.
7333	43	1	Such	such	JJ
7333	43	2	was	be	VBD
7333	43	3	the	the	DT
7333	43	4	state	state	NN
7333	43	5	of	of	IN
7333	43	6	things	thing	NNS
7333	43	7	when	when	WRB
7333	43	8	H.	H.	NNP
7333	43	9	A.	A.	NNP
7333	43	10	Lorentz	Lorentz	NNP
7333	43	11	entered	enter	VBD
7333	43	12	upon	upon	IN
7333	43	13	the	the	DT
7333	43	14	scene	scene	NN
7333	43	15	.	.	.
7333	44	1	He	-PRON-	PRP
7333	44	2	brought	bring	VBD
7333	44	3	theory	theory	NN
7333	44	4	into	into	IN
7333	44	5	harmony	harmony	NN
7333	44	6	with	with	IN
7333	44	7	experience	experience	NN
7333	44	8	by	by	IN
7333	44	9	means	mean	NNS
7333	44	10	of	of	IN
7333	44	11	a	a	DT
7333	44	12	wonderful	wonderful	JJ
7333	44	13	simplification	simplification	NN
7333	44	14	of	of	IN
7333	44	15	theoretical	theoretical	JJ
7333	44	16	principles	principle	NNS
7333	44	17	.	.	.
7333	45	1	He	-PRON-	PRP
7333	45	2	achieved	achieve	VBD
7333	45	3	this	this	DT
7333	45	4	,	,	,
7333	45	5	the	the	DT
7333	45	6	most	most	RBS
7333	45	7	important	important	JJ
7333	45	8	advance	advance	NN
7333	45	9	in	in	IN
7333	45	10	the	the	DT
7333	45	11	theory	theory	NN
7333	45	12	of	of	IN
7333	45	13	electricity	electricity	NN
7333	45	14	since	since	IN
7333	45	15	Maxwell	Maxwell	NNP
7333	45	16	,	,	,
7333	45	17	by	by	IN
7333	45	18	taking	take	VBG
7333	45	19	from	from	IN
7333	45	20	ether	ether	NN
7333	45	21	its	-PRON-	PRP$
7333	45	22	mechanical	mechanical	JJ
7333	45	23	,	,	,
7333	45	24	and	and	CC
7333	45	25	from	from	IN
7333	45	26	matter	matter	VB
7333	45	27	its	-PRON-	PRP$
7333	45	28	electromagnetic	electromagnetic	JJ
7333	45	29	qualities	quality	NNS
7333	45	30	.	.	.
7333	46	1	As	as	IN
7333	46	2	in	in	IN
7333	46	3	empty	empty	JJ
7333	46	4	space	space	NN
7333	46	5	,	,	,
7333	46	6	so	so	RB
7333	46	7	too	too	RB
7333	46	8	in	in	IN
7333	46	9	the	the	DT
7333	46	10	interior	interior	NN
7333	46	11	of	of	IN
7333	46	12	material	material	JJ
7333	46	13	bodies	body	NNS
7333	46	14	,	,	,
7333	46	15	the	the	DT
7333	46	16	ether	ether	NN
7333	46	17	,	,	,
7333	46	18	and	and	CC
7333	46	19	not	not	RB
7333	46	20	matter	matter	RB
7333	46	21	viewed	view	VBN
7333	46	22	atomistically	atomistically	RB
7333	46	23	,	,	,
7333	46	24	was	be	VBD
7333	46	25	exclusively	exclusively	RB
7333	46	26	the	the	DT
7333	46	27	seat	seat	NN
7333	46	28	of	of	IN
7333	46	29	electromagnetic	electromagnetic	JJ
7333	46	30	fields	field	NNS
7333	46	31	.	.	.
7333	47	1	According	accord	VBG
7333	47	2	to	to	IN
7333	47	3	Lorentz	Lorentz	NNP
7333	47	4	the	the	DT
7333	47	5	elementary	elementary	JJ
7333	47	6	particles	particle	NNS
7333	47	7	of	of	IN
7333	47	8	matter	matter	NN
7333	47	9	alone	alone	RB
7333	47	10	are	be	VBP
7333	47	11	capable	capable	JJ
7333	47	12	of	of	IN
7333	47	13	carrying	carry	VBG
7333	47	14	out	out	RP
7333	47	15	movements	movement	NNS
7333	47	16	;	;	:
7333	47	17	their	-PRON-	PRP$
7333	47	18	electromagnetic	electromagnetic	JJ
7333	47	19	activity	activity	NN
7333	47	20	is	be	VBZ
7333	47	21	entirely	entirely	RB
7333	47	22	confined	confine	VBN
7333	47	23	to	to	IN
7333	47	24	the	the	DT
7333	47	25	carrying	carrying	NN
7333	47	26	of	of	IN
7333	47	27	electric	electric	JJ
7333	47	28	charges	charge	NNS
7333	47	29	.	.	.
7333	48	1	Thus	thus	RB
7333	48	2	Lorentz	Lorentz	NNP
7333	48	3	succeeded	succeed	VBD
7333	48	4	in	in	IN
7333	48	5	reducing	reduce	VBG
7333	48	6	all	all	DT
7333	48	7	electromagnetic	electromagnetic	JJ
7333	48	8	happenings	happening	NNS
7333	48	9	to	to	IN
7333	48	10	Maxwell	Maxwell	NNP
7333	48	11	's	's	POS
7333	48	12	equations	equation	NNS
7333	48	13	for	for	IN
7333	48	14	free	free	JJ
7333	48	15	space	space	NN
7333	48	16	.	.	.
7333	49	1	As	as	IN
7333	49	2	to	to	IN
7333	49	3	the	the	DT
7333	49	4	mechanical	mechanical	JJ
7333	49	5	nature	nature	NN
7333	49	6	of	of	IN
7333	49	7	the	the	DT
7333	49	8	Lorentzian	lorentzian	JJ
7333	49	9	ether	ether	NN
7333	49	10	,	,	,
7333	49	11	it	-PRON-	PRP
7333	49	12	may	may	MD
7333	49	13	be	be	VB
7333	49	14	said	say	VBN
7333	49	15	of	of	IN
7333	49	16	it	-PRON-	PRP
7333	49	17	,	,	,
7333	49	18	in	in	IN
7333	49	19	a	a	DT
7333	49	20	somewhat	somewhat	RB
7333	49	21	playful	playful	JJ
7333	49	22	spirit	spirit	NN
7333	49	23	,	,	,
7333	49	24	that	that	DT
7333	49	25	immobility	immobility	NN
7333	49	26	is	be	VBZ
7333	49	27	the	the	DT
7333	49	28	only	only	JJ
7333	49	29	mechanical	mechanical	JJ
7333	49	30	property	property	NN
7333	49	31	of	of	IN
7333	49	32	which	which	WDT
7333	49	33	it	-PRON-	PRP
7333	49	34	has	have	VBZ
7333	49	35	not	not	RB
7333	49	36	been	be	VBN
7333	49	37	deprived	deprive	VBN
7333	49	38	by	by	IN
7333	49	39	H.	H.	NNP
7333	49	40	A.	A.	NNP
7333	49	41	Lorentz	Lorentz	NNP
7333	49	42	.	.	.
7333	50	1	It	-PRON-	PRP
7333	50	2	may	may	MD
7333	50	3	be	be	VB
7333	50	4	added	add	VBN
7333	50	5	that	that	IN
7333	50	6	the	the	DT
7333	50	7	whole	whole	JJ
7333	50	8	change	change	NN
7333	50	9	in	in	IN
7333	50	10	the	the	DT
7333	50	11	conception	conception	NN
7333	50	12	of	of	IN
7333	50	13	the	the	DT
7333	50	14	ether	ether	NN
7333	50	15	which	which	WDT
7333	50	16	the	the	DT
7333	50	17	special	special	JJ
7333	50	18	theory	theory	NN
7333	50	19	of	of	IN
7333	50	20	relativity	relativity	NN
7333	50	21	brought	bring	VBN
7333	50	22	about	about	RP
7333	50	23	,	,	,
7333	50	24	consisted	consist	VBN
7333	50	25	in	in	IN
7333	50	26	taking	take	VBG
7333	50	27	away	away	RB
7333	50	28	from	from	IN
7333	50	29	the	the	DT
7333	50	30	ether	ether	NN
7333	50	31	its	-PRON-	PRP$
7333	50	32	last	last	JJ
7333	50	33	mechanical	mechanical	JJ
7333	50	34	quality	quality	NN
7333	50	35	,	,	,
7333	50	36	namely	namely	RB
7333	50	37	,	,	,
7333	50	38	its	-PRON-	PRP$
7333	50	39	immobility	immobility	NN
7333	50	40	.	.	.
7333	51	1	How	how	WRB
7333	51	2	this	this	DT
7333	51	3	is	be	VBZ
7333	51	4	to	to	TO
7333	51	5	be	be	VB
7333	51	6	understood	understand	VBN
7333	51	7	will	will	MD
7333	51	8	forthwith	forthwith	VB
7333	51	9	be	be	VB
7333	51	10	expounded	expound	VBN
7333	51	11	.	.	.
7333	52	1	The	the	DT
7333	52	2	space	space	NN
7333	52	3	-	-	HYPH
7333	52	4	time	time	NN
7333	52	5	theory	theory	NN
7333	52	6	and	and	CC
7333	52	7	the	the	DT
7333	52	8	kinematics	kinematics	NNPS
7333	52	9	of	of	IN
7333	52	10	the	the	DT
7333	52	11	special	special	JJ
7333	52	12	theory	theory	NN
7333	52	13	of	of	IN
7333	52	14	relativity	relativity	NN
7333	52	15	were	be	VBD
7333	52	16	modelled	model	VBN
7333	52	17	on	on	IN
7333	52	18	the	the	DT
7333	52	19	Maxwell	Maxwell	NNP
7333	52	20	-	-	HYPH
7333	52	21	Lorentz	Lorentz	NNP
7333	52	22	theory	theory	NN
7333	52	23	of	of	IN
7333	52	24	the	the	DT
7333	52	25	electromagnetic	electromagnetic	JJ
7333	52	26	field	field	NN
7333	52	27	.	.	.
7333	53	1	This	this	DT
7333	53	2	theory	theory	NN
7333	53	3	therefore	therefore	RB
7333	53	4	satisfies	satisfy	VBZ
7333	53	5	the	the	DT
7333	53	6	conditions	condition	NNS
7333	53	7	of	of	IN
7333	53	8	the	the	DT
7333	53	9	special	special	JJ
7333	53	10	theory	theory	NN
7333	53	11	of	of	IN
7333	53	12	relativity	relativity	NN
7333	53	13	,	,	,
7333	53	14	but	but	CC
7333	53	15	when	when	WRB
7333	53	16	viewed	view	VBN
7333	53	17	from	from	IN
7333	53	18	the	the	DT
7333	53	19	latter	latter	JJ
7333	53	20	it	-PRON-	PRP
7333	53	21	acquires	acquire	VBZ
7333	53	22	a	a	DT
7333	53	23	novel	novel	JJ
7333	53	24	aspect	aspect	NN
7333	53	25	.	.	.
7333	54	1	For	for	IN
7333	54	2	if	if	IN
7333	54	3	K	K	NNP
7333	54	4	be	be	VB
7333	54	5	a	a	DT
7333	54	6	system	system	NN
7333	54	7	of	of	IN
7333	54	8	co	co	NNS
7333	54	9	-	-	NNS
7333	54	10	ordinates	ordinate	NNS
7333	54	11	relatively	relatively	RB
7333	54	12	to	to	TO
7333	54	13	which	which	WDT
7333	54	14	the	the	DT
7333	54	15	Lorentzian	lorentzian	JJ
7333	54	16	ether	ether	NN
7333	54	17	is	be	VBZ
7333	54	18	at	at	IN
7333	54	19	rest	rest	NN
7333	54	20	,	,	,
7333	54	21	the	the	DT
7333	54	22	Maxwell	Maxwell	NNP
7333	54	23	-	-	HYPH
7333	54	24	Lorentz	Lorentz	NNP
7333	54	25	equations	equation	NNS
7333	54	26	are	be	VBP
7333	54	27	valid	valid	JJ
7333	54	28	primarily	primarily	RB
7333	54	29	with	with	IN
7333	54	30	reference	reference	NN
7333	54	31	to	to	IN
7333	54	32	K.	K.	NNP
7333	54	33	But	but	CC
7333	54	34	by	by	IN
7333	54	35	the	the	DT
7333	54	36	special	special	JJ
7333	54	37	theory	theory	NN
7333	54	38	of	of	IN
7333	54	39	relativity	relativity	NN
7333	54	40	the	the	DT
7333	54	41	same	same	JJ
7333	54	42	equations	equation	NNS
7333	54	43	without	without	IN
7333	54	44	any	any	DT
7333	54	45	change	change	NN
7333	54	46	of	of	IN
7333	54	47	meaning	meaning	NN
7333	54	48	also	also	RB
7333	54	49	hold	hold	VBP
7333	54	50	in	in	IN
7333	54	51	relation	relation	NN
7333	54	52	to	to	IN
7333	54	53	any	any	DT
7333	54	54	new	new	JJ
7333	54	55	system	system	NN
7333	54	56	of	of	IN
7333	54	57	co	co	NNS
7333	54	58	-	-	JJ
7333	54	59	ordinates	ordinate	VBZ
7333	54	60	K	K	NNP
7333	54	61	'	'	''
7333	54	62	which	which	WDT
7333	54	63	is	be	VBZ
7333	54	64	moving	move	VBG
7333	54	65	in	in	IN
7333	54	66	uniform	uniform	JJ
7333	54	67	translation	translation	NN
7333	54	68	relatively	relatively	RB
7333	54	69	to	to	IN
7333	54	70	K.	K.	NNP
7333	54	71	Now	now	RB
7333	54	72	comes	come	VBZ
7333	54	73	the	the	DT
7333	54	74	anxious	anxious	JJ
7333	54	75	question:--Why	question:--Why	NNS
7333	54	76	must	must	MD
7333	54	77	I	-PRON-	PRP
7333	54	78	in	in	IN
7333	54	79	the	the	DT
7333	54	80	theory	theory	NN
7333	54	81	distinguish	distinguish	VB
7333	54	82	the	the	DT
7333	54	83	K	k	NN
7333	54	84	system	system	NN
7333	54	85	above	above	IN
7333	54	86	all	all	DT
7333	54	87	K	K	NNP
7333	54	88	'	'	POS
7333	54	89	systems	system	NNS
7333	54	90	,	,	,
7333	54	91	which	which	WDT
7333	54	92	are	be	VBP
7333	54	93	physically	physically	RB
7333	54	94	equivalent	equivalent	JJ
7333	54	95	to	to	IN
7333	54	96	it	-PRON-	PRP
7333	54	97	in	in	IN
7333	54	98	all	all	DT
7333	54	99	respects	respect	NNS
7333	54	100	,	,	,
7333	54	101	by	by	IN
7333	54	102	assuming	assume	VBG
7333	54	103	that	that	IN
7333	54	104	the	the	DT
7333	54	105	ether	ether	NN
7333	54	106	is	be	VBZ
7333	54	107	at	at	IN
7333	54	108	rest	rest	NN
7333	54	109	relatively	relatively	RB
7333	54	110	to	to	IN
7333	54	111	the	the	DT
7333	54	112	K	k	NN
7333	54	113	system	system	NN
7333	54	114	?	?	.
7333	55	1	For	for	IN
7333	55	2	the	the	DT
7333	55	3	theoretician	theoretician	NN
7333	55	4	such	such	PDT
7333	55	5	an	an	DT
7333	55	6	asymmetry	asymmetry	NN
7333	55	7	in	in	IN
7333	55	8	the	the	DT
7333	55	9	theoretical	theoretical	JJ
7333	55	10	structure	structure	NN
7333	55	11	,	,	,
7333	55	12	with	with	IN
7333	55	13	no	no	DT
7333	55	14	corresponding	correspond	VBG
7333	55	15	asymmetry	asymmetry	NN
7333	55	16	in	in	IN
7333	55	17	the	the	DT
7333	55	18	system	system	NN
7333	55	19	of	of	IN
7333	55	20	experience	experience	NN
7333	55	21	,	,	,
7333	55	22	is	be	VBZ
7333	55	23	intolerable	intolerable	JJ
7333	55	24	.	.	.
7333	56	1	If	if	IN
7333	56	2	we	-PRON-	PRP
7333	56	3	assume	assume	VBP
7333	56	4	the	the	DT
7333	56	5	ether	ether	NN
7333	56	6	to	to	TO
7333	56	7	be	be	VB
7333	56	8	at	at	IN
7333	56	9	rest	rest	NN
7333	56	10	relatively	relatively	RB
7333	56	11	to	to	IN
7333	56	12	K	K	NNP
7333	56	13	,	,	,
7333	56	14	but	but	CC
7333	56	15	in	in	IN
7333	56	16	motion	motion	NN
7333	56	17	relatively	relatively	RB
7333	56	18	to	to	IN
7333	56	19	K	K	NNP
7333	56	20	'	'	''
7333	56	21	,	,	,
7333	56	22	the	the	DT
7333	56	23	physical	physical	JJ
7333	56	24	equivalence	equivalence	NN
7333	56	25	of	of	IN
7333	56	26	K	K	NNP
7333	56	27	and	and	CC
7333	56	28	K	K	NNP
7333	56	29	'	'	''
7333	56	30	seems	seem	VBZ
7333	56	31	to	to	IN
7333	56	32	me	-PRON-	PRP
7333	56	33	from	from	IN
7333	56	34	the	the	DT
7333	56	35	logical	logical	JJ
7333	56	36	standpoint	standpoint	NN
7333	56	37	,	,	,
7333	56	38	not	not	RB
7333	56	39	indeed	indeed	RB
7333	56	40	downright	downright	RB
7333	56	41	incorrect	incorrect	JJ
7333	56	42	,	,	,
7333	56	43	but	but	CC
7333	56	44	nevertheless	nevertheless	RB
7333	56	45	inacceptable	inacceptable	JJ
7333	56	46	.	.	.
7333	57	1	The	the	DT
7333	57	2	next	next	JJ
7333	57	3	position	position	NN
7333	57	4	which	which	WDT
7333	57	5	it	-PRON-	PRP
7333	57	6	was	be	VBD
7333	57	7	possible	possible	JJ
7333	57	8	to	to	TO
7333	57	9	take	take	VB
7333	57	10	up	up	RP
7333	57	11	in	in	IN
7333	57	12	face	face	NN
7333	57	13	of	of	IN
7333	57	14	this	this	DT
7333	57	15	state	state	NN
7333	57	16	of	of	IN
7333	57	17	things	thing	NNS
7333	57	18	appeared	appear	VBD
7333	57	19	to	to	TO
7333	57	20	be	be	VB
7333	57	21	the	the	DT
7333	57	22	following	follow	VBG
7333	57	23	.	.	.
7333	58	1	The	the	DT
7333	58	2	ether	ether	NN
7333	58	3	does	do	VBZ
7333	58	4	not	not	RB
7333	58	5	exist	exist	VB
7333	58	6	at	at	RB
7333	58	7	all	all	RB
7333	58	8	.	.	.
7333	59	1	The	the	DT
7333	59	2	electromagnetic	electromagnetic	JJ
7333	59	3	fields	field	NNS
7333	59	4	are	be	VBP
7333	59	5	not	not	RB
7333	59	6	states	state	NNS
7333	59	7	of	of	IN
7333	59	8	a	a	DT
7333	59	9	medium	medium	NN
7333	59	10	,	,	,
7333	59	11	and	and	CC
7333	59	12	are	be	VBP
7333	59	13	not	not	RB
7333	59	14	bound	bind	VBN
7333	59	15	down	down	RP
7333	59	16	to	to	IN
7333	59	17	any	any	DT
7333	59	18	bearer	bearer	NN
7333	59	19	,	,	,
7333	59	20	but	but	CC
7333	59	21	they	-PRON-	PRP
7333	59	22	are	be	VBP
7333	59	23	independent	independent	JJ
7333	59	24	realities	reality	NNS
7333	59	25	which	which	WDT
7333	59	26	are	be	VBP
7333	59	27	not	not	RB
7333	59	28	reducible	reducible	JJ
7333	59	29	to	to	IN
7333	59	30	anything	anything	NN
7333	59	31	else	else	RB
7333	59	32	,	,	,
7333	59	33	exactly	exactly	RB
7333	59	34	like	like	IN
7333	59	35	the	the	DT
7333	59	36	atoms	atom	NNS
7333	59	37	of	of	IN
7333	59	38	ponderable	ponderable	JJ
7333	59	39	matter	matter	NN
7333	59	40	.	.	.
7333	60	1	This	this	DT
7333	60	2	conception	conception	NN
7333	60	3	suggests	suggest	VBZ
7333	60	4	itself	-PRON-	PRP
7333	60	5	the	the	DT
7333	60	6	more	more	RBR
7333	60	7	readily	readily	RB
7333	60	8	as	as	IN
7333	60	9	,	,	,
7333	60	10	according	accord	VBG
7333	60	11	to	to	IN
7333	60	12	Lorentz	Lorentz	NNP
7333	60	13	's	's	POS
7333	60	14	theory	theory	NN
7333	60	15	,	,	,
7333	60	16	electromagnetic	electromagnetic	JJ
7333	60	17	radiation	radiation	NN
7333	60	18	,	,	,
7333	60	19	like	like	IN
7333	60	20	ponderable	ponderable	JJ
7333	60	21	matter	matter	NN
7333	60	22	,	,	,
7333	60	23	brings	bring	VBZ
7333	60	24	impulse	impulse	NN
7333	60	25	and	and	CC
7333	60	26	energy	energy	NN
7333	60	27	with	with	IN
7333	60	28	it	-PRON-	PRP
7333	60	29	,	,	,
7333	60	30	and	and	CC
7333	60	31	as	as	IN
7333	60	32	,	,	,
7333	60	33	according	accord	VBG
7333	60	34	to	to	IN
7333	60	35	the	the	DT
7333	60	36	special	special	JJ
7333	60	37	theory	theory	NN
7333	60	38	of	of	IN
7333	60	39	relativity	relativity	NN
7333	60	40	,	,	,
7333	60	41	both	both	CC
7333	60	42	matter	matter	NN
7333	60	43	and	and	CC
7333	60	44	radiation	radiation	NN
7333	60	45	are	be	VBP
7333	60	46	but	but	CC
7333	60	47	special	special	JJ
7333	60	48	forms	form	NNS
7333	60	49	of	of	IN
7333	60	50	distributed	distribute	VBN
7333	60	51	energy	energy	NN
7333	60	52	,	,	,
7333	60	53	ponderable	ponderable	JJ
7333	60	54	mass	mass	NN
7333	60	55	losing	lose	VBG
7333	60	56	its	-PRON-	PRP$
7333	60	57	isolation	isolation	NN
7333	60	58	and	and	CC
7333	60	59	appearing	appear	VBG
7333	60	60	as	as	IN
7333	60	61	a	a	DT
7333	60	62	special	special	JJ
7333	60	63	form	form	NN
7333	60	64	of	of	IN
7333	60	65	energy	energy	NN
7333	60	66	.	.	.
7333	61	1	More	more	RBR
7333	61	2	careful	careful	JJ
7333	61	3	reflection	reflection	NN
7333	61	4	teaches	teach	VBZ
7333	61	5	us	-PRON-	PRP
7333	61	6	,	,	,
7333	61	7	however	however	RB
7333	61	8	,	,	,
7333	61	9	that	that	IN
7333	61	10	the	the	DT
7333	61	11	special	special	JJ
7333	61	12	theory	theory	NN
7333	61	13	of	of	IN
7333	61	14	relativity	relativity	NN
7333	61	15	does	do	VBZ
7333	61	16	not	not	RB
7333	61	17	compel	compel	VB
7333	61	18	us	-PRON-	PRP
7333	61	19	to	to	TO
7333	61	20	deny	deny	VB
7333	61	21	ether	ether	NN
7333	61	22	.	.	.
7333	62	1	We	-PRON-	PRP
7333	62	2	may	may	MD
7333	62	3	assume	assume	VB
7333	62	4	the	the	DT
7333	62	5	existence	existence	NN
7333	62	6	of	of	IN
7333	62	7	an	an	DT
7333	62	8	ether	ether	NN
7333	62	9	;	;	:
7333	62	10	only	only	RB
7333	62	11	we	-PRON-	PRP
7333	62	12	must	must	MD
7333	62	13	give	give	VB
7333	62	14	up	up	RP
7333	62	15	ascribing	ascribe	VBG
7333	62	16	a	a	DT
7333	62	17	definite	definite	JJ
7333	62	18	state	state	NN
7333	62	19	of	of	IN
7333	62	20	motion	motion	NN
7333	62	21	to	to	IN
7333	62	22	it	-PRON-	PRP
7333	62	23	,	,	,
7333	62	24	i.e.	i.e.	FW
7333	63	1	we	-PRON-	PRP
7333	63	2	must	must	MD
7333	63	3	by	by	IN
7333	63	4	abstraction	abstraction	NN
7333	63	5	take	take	VB
7333	63	6	from	from	IN
7333	63	7	it	-PRON-	PRP
7333	63	8	the	the	DT
7333	63	9	last	last	JJ
7333	63	10	mechanical	mechanical	JJ
7333	63	11	characteristic	characteristic	NN
7333	63	12	which	which	WDT
7333	63	13	Lorentz	Lorentz	NNP
7333	63	14	had	have	VBD
7333	63	15	still	still	RB
7333	63	16	left	leave	VBN
7333	63	17	it	-PRON-	PRP
7333	63	18	.	.	.
7333	64	1	We	-PRON-	PRP
7333	64	2	shall	shall	MD
7333	64	3	see	see	VB
7333	64	4	later	later	RBR
7333	64	5	that	that	IN
7333	64	6	this	this	DT
7333	64	7	point	point	NN
7333	64	8	of	of	IN
7333	64	9	view	view	NN
7333	64	10	,	,	,
7333	64	11	the	the	DT
7333	64	12	conceivability	conceivability	NN
7333	64	13	of	of	IN
7333	64	14	which	which	WDT
7333	64	15	I	-PRON-	PRP
7333	64	16	shall	shall	MD
7333	64	17	at	at	IN
7333	64	18	once	once	RB
7333	64	19	endeavour	endeavour	VB
7333	64	20	to	to	TO
7333	64	21	make	make	VB
7333	64	22	more	more	RBR
7333	64	23	intelligible	intelligible	JJ
7333	64	24	by	by	IN
7333	64	25	a	a	DT
7333	64	26	somewhat	somewhat	RB
7333	64	27	halting	halting	JJ
7333	64	28	comparison	comparison	NN
7333	64	29	,	,	,
7333	64	30	is	be	VBZ
7333	64	31	justified	justify	VBN
7333	64	32	by	by	IN
7333	64	33	the	the	DT
7333	64	34	results	result	NNS
7333	64	35	of	of	IN
7333	64	36	the	the	DT
7333	64	37	general	general	JJ
7333	64	38	theory	theory	NN
7333	64	39	of	of	IN
7333	64	40	relativity	relativity	NN
7333	64	41	.	.	.
7333	65	1	Think	think	VB
7333	65	2	of	of	IN
7333	65	3	waves	wave	NNS
7333	65	4	on	on	IN
7333	65	5	the	the	DT
7333	65	6	surface	surface	NN
7333	65	7	of	of	IN
7333	65	8	water	water	NN
7333	65	9	.	.	.
7333	66	1	Here	here	RB
7333	66	2	we	-PRON-	PRP
7333	66	3	can	can	MD
7333	66	4	describe	describe	VB
7333	66	5	two	two	CD
7333	66	6	entirely	entirely	RB
7333	66	7	different	different	JJ
7333	66	8	things	thing	NNS
7333	66	9	.	.	.
7333	67	1	Either	either	CC
7333	67	2	we	-PRON-	PRP
7333	67	3	may	may	MD
7333	67	4	observe	observe	VB
7333	67	5	how	how	WRB
7333	67	6	the	the	DT
7333	67	7	undulatory	undulatory	JJ
7333	67	8	surface	surface	NN
7333	67	9	forming	form	VBG
7333	67	10	the	the	DT
7333	67	11	boundary	boundary	NN
7333	67	12	between	between	IN
7333	67	13	water	water	NN
7333	67	14	and	and	CC
7333	67	15	air	air	NN
7333	67	16	alters	alter	NNS
7333	67	17	in	in	IN
7333	67	18	the	the	DT
7333	67	19	course	course	NN
7333	67	20	of	of	IN
7333	67	21	time	time	NN
7333	67	22	;	;	:
7333	67	23	or	or	CC
7333	67	24	else	else	RB
7333	67	25	--	--	:
7333	67	26	with	with	IN
7333	67	27	the	the	DT
7333	67	28	help	help	NN
7333	67	29	of	of	IN
7333	67	30	small	small	JJ
7333	67	31	floats	float	NNS
7333	67	32	,	,	,
7333	67	33	for	for	IN
7333	67	34	instance	instance	NN
7333	67	35	--	--	:
7333	67	36	we	-PRON-	PRP
7333	67	37	can	can	MD
7333	67	38	observe	observe	VB
7333	67	39	how	how	WRB
7333	67	40	the	the	DT
7333	67	41	position	position	NN
7333	67	42	of	of	IN
7333	67	43	the	the	DT
7333	67	44	separate	separate	JJ
7333	67	45	particles	particle	NNS
7333	67	46	of	of	IN
7333	67	47	water	water	NN
7333	67	48	alters	alter	NNS
7333	67	49	in	in	IN
7333	67	50	the	the	DT
7333	67	51	course	course	NN
7333	67	52	of	of	IN
7333	67	53	time	time	NN
7333	67	54	.	.	.
7333	68	1	If	if	IN
7333	68	2	the	the	DT
7333	68	3	existence	existence	NN
7333	68	4	of	of	IN
7333	68	5	such	such	JJ
7333	68	6	floats	float	NNS
7333	68	7	for	for	IN
7333	68	8	tracking	track	VBG
7333	68	9	the	the	DT
7333	68	10	motion	motion	NN
7333	68	11	of	of	IN
7333	68	12	the	the	DT
7333	68	13	particles	particle	NNS
7333	68	14	of	of	IN
7333	68	15	a	a	DT
7333	68	16	fluid	fluid	NN
7333	68	17	were	be	VBD
7333	68	18	a	a	DT
7333	68	19	fundamental	fundamental	JJ
7333	68	20	impossibility	impossibility	NN
7333	68	21	in	in	IN
7333	68	22	physics	physics	NN
7333	68	23	--	--	:
7333	68	24	if	if	IN
7333	68	25	,	,	,
7333	68	26	in	in	IN
7333	68	27	fact	fact	NN
7333	68	28	,	,	,
7333	68	29	nothing	nothing	NN
7333	68	30	else	else	RB
7333	68	31	whatever	whatever	WDT
7333	68	32	were	be	VBD
7333	68	33	observable	observable	JJ
7333	68	34	than	than	IN
7333	68	35	the	the	DT
7333	68	36	shape	shape	NN
7333	68	37	of	of	IN
7333	68	38	the	the	DT
7333	68	39	space	space	NN
7333	68	40	occupied	occupy	VBN
7333	68	41	by	by	IN
7333	68	42	the	the	DT
7333	68	43	water	water	NN
7333	68	44	as	as	IN
7333	68	45	it	-PRON-	PRP
7333	68	46	varies	vary	VBZ
7333	68	47	in	in	IN
7333	68	48	time	time	NN
7333	68	49	,	,	,
7333	68	50	we	-PRON-	PRP
7333	68	51	should	should	MD
7333	68	52	have	have	VB
7333	68	53	no	no	DT
7333	68	54	ground	ground	NN
7333	68	55	for	for	IN
7333	68	56	the	the	DT
7333	68	57	assumption	assumption	NN
7333	68	58	that	that	IN
7333	68	59	water	water	NN
7333	68	60	consists	consist	VBZ
7333	68	61	of	of	IN
7333	68	62	movable	movable	JJ
7333	68	63	particles	particle	NNS
7333	68	64	.	.	.
7333	69	1	But	but	CC
7333	69	2	all	all	PDT
7333	69	3	the	the	DT
7333	69	4	same	same	JJ
7333	69	5	we	-PRON-	PRP
7333	69	6	could	could	MD
7333	69	7	characterise	characterise	VB
7333	69	8	it	-PRON-	PRP
7333	69	9	as	as	IN
7333	69	10	a	a	DT
7333	69	11	medium	medium	NN
7333	69	12	.	.	.
7333	70	1	We	-PRON-	PRP
7333	70	2	have	have	VBP
7333	70	3	something	something	NN
7333	70	4	like	like	IN
7333	70	5	this	this	DT
7333	70	6	in	in	IN
7333	70	7	the	the	DT
7333	70	8	electromagnetic	electromagnetic	JJ
7333	70	9	field	field	NN
7333	70	10	.	.	.
7333	71	1	For	for	IN
7333	71	2	we	-PRON-	PRP
7333	71	3	may	may	MD
7333	71	4	picture	picture	VB
7333	71	5	the	the	DT
7333	71	6	field	field	NN
7333	71	7	to	to	IN
7333	71	8	ourselves	-PRON-	PRP
7333	71	9	as	as	IN
7333	71	10	consisting	consist	VBG
7333	71	11	of	of	IN
7333	71	12	lines	line	NNS
7333	71	13	of	of	IN
7333	71	14	force	force	NN
7333	71	15	.	.	.
7333	72	1	If	if	IN
7333	72	2	we	-PRON-	PRP
7333	72	3	wish	wish	VBP
7333	72	4	to	to	TO
7333	72	5	interpret	interpret	VB
7333	72	6	these	these	DT
7333	72	7	lines	line	NNS
7333	72	8	of	of	IN
7333	72	9	force	force	NN
7333	72	10	to	to	IN
7333	72	11	ourselves	-PRON-	PRP
7333	72	12	as	as	IN
7333	72	13	something	something	NN
7333	72	14	material	material	NN
7333	72	15	in	in	IN
7333	72	16	the	the	DT
7333	72	17	ordinary	ordinary	JJ
7333	72	18	sense	sense	NN
7333	72	19	,	,	,
7333	72	20	we	-PRON-	PRP
7333	72	21	are	be	VBP
7333	72	22	tempted	tempt	VBN
7333	72	23	to	to	TO
7333	72	24	interpret	interpret	VB
7333	72	25	the	the	DT
7333	72	26	dynamic	dynamic	JJ
7333	72	27	processes	process	NNS
7333	72	28	as	as	IN
7333	72	29	motions	motion	NNS
7333	72	30	of	of	IN
7333	72	31	these	these	DT
7333	72	32	lines	line	NNS
7333	72	33	of	of	IN
7333	72	34	force	force	NN
7333	72	35	,	,	,
7333	72	36	such	such	JJ
7333	72	37	that	that	IN
7333	72	38	each	each	DT
7333	72	39	separate	separate	JJ
7333	72	40	line	line	NN
7333	72	41	of	of	IN
7333	72	42	force	force	NN
7333	72	43	is	be	VBZ
7333	72	44	tracked	track	VBN
7333	72	45	through	through	IN
7333	72	46	the	the	DT
7333	72	47	course	course	NN
7333	72	48	of	of	IN
7333	72	49	time	time	NN
7333	72	50	.	.	.
7333	73	1	It	-PRON-	PRP
7333	73	2	is	be	VBZ
7333	73	3	well	well	RB
7333	73	4	known	known	JJ
7333	73	5	,	,	,
7333	73	6	however	however	RB
7333	73	7	,	,	,
7333	73	8	that	that	IN
7333	73	9	this	this	DT
7333	73	10	way	way	NN
7333	73	11	of	of	IN
7333	73	12	regarding	regard	VBG
7333	73	13	the	the	DT
7333	73	14	electromagnetic	electromagnetic	JJ
7333	73	15	field	field	NN
7333	73	16	leads	lead	VBZ
7333	73	17	to	to	IN
7333	73	18	contradictions	contradiction	NNS
7333	73	19	.	.	.
7333	74	1	Generalising	generalise	VBG
7333	74	2	we	-PRON-	PRP
7333	74	3	must	must	MD
7333	74	4	say	say	VB
7333	74	5	this:--There	this:--there	RB
7333	74	6	may	may	MD
7333	74	7	be	be	VB
7333	74	8	supposed	suppose	VBN
7333	74	9	to	to	TO
7333	74	10	be	be	VB
7333	74	11	extended	extend	VBN
7333	74	12	physical	physical	JJ
7333	74	13	objects	object	NNS
7333	74	14	to	to	TO
7333	74	15	which	which	WDT
7333	74	16	the	the	DT
7333	74	17	idea	idea	NN
7333	74	18	of	of	IN
7333	74	19	motion	motion	NN
7333	74	20	can	can	MD
7333	74	21	not	not	RB
7333	74	22	be	be	VB
7333	74	23	applied	apply	VBN
7333	74	24	.	.	.
7333	75	1	They	-PRON-	PRP
7333	75	2	may	may	MD
7333	75	3	not	not	RB
7333	75	4	be	be	VB
7333	75	5	thought	think	VBN
7333	75	6	of	of	IN
7333	75	7	as	as	IN
7333	75	8	consisting	consist	VBG
7333	75	9	of	of	IN
7333	75	10	particles	particle	NNS
7333	75	11	which	which	WDT
7333	75	12	allow	allow	VBP
7333	75	13	themselves	-PRON-	PRP
7333	75	14	to	to	TO
7333	75	15	be	be	VB
7333	75	16	separately	separately	RB
7333	75	17	tracked	track	VBN
7333	75	18	through	through	IN
7333	75	19	time	time	NN
7333	75	20	.	.	.
7333	76	1	In	in	IN
7333	76	2	Minkowski	Minkowski	NNP
7333	76	3	's	's	POS
7333	76	4	idiom	idiom	NN
7333	76	5	this	this	DT
7333	76	6	is	be	VBZ
7333	76	7	expressed	express	VBN
7333	76	8	as	as	IN
7333	76	9	follows:--Not	follows:--Not	NNS
7333	76	10	every	every	DT
7333	76	11	extended	extend	VBN
7333	76	12	conformation	conformation	NN
7333	76	13	in	in	IN
7333	76	14	the	the	DT
7333	76	15	four	four	CD
7333	76	16	-	-	HYPH
7333	76	17	dimensional	dimensional	JJ
7333	76	18	world	world	NN
7333	76	19	can	can	MD
7333	76	20	be	be	VB
7333	76	21	regarded	regard	VBN
7333	76	22	as	as	IN
7333	76	23	composed	compose	VBN
7333	76	24	of	of	IN
7333	76	25	world	world	NN
7333	76	26	-	-	HYPH
7333	76	27	threads	thread	NNS
7333	76	28	.	.	.
7333	77	1	The	the	DT
7333	77	2	special	special	JJ
7333	77	3	theory	theory	NN
7333	77	4	of	of	IN
7333	77	5	relativity	relativity	NN
7333	77	6	forbids	forbid	VBZ
7333	77	7	us	-PRON-	PRP
7333	77	8	to	to	TO
7333	77	9	assume	assume	VB
7333	77	10	the	the	DT
7333	77	11	ether	ether	NN
7333	77	12	to	to	TO
7333	77	13	consist	consist	VB
7333	77	14	of	of	IN
7333	77	15	particles	particle	NNS
7333	77	16	observable	observable	JJ
7333	77	17	through	through	IN
7333	77	18	time	time	NN
7333	77	19	,	,	,
7333	77	20	but	but	CC
7333	77	21	the	the	DT
7333	77	22	hypothesis	hypothesis	NN
7333	77	23	of	of	IN
7333	77	24	ether	ether	NN
7333	77	25	in	in	IN
7333	77	26	itself	-PRON-	PRP
7333	77	27	is	be	VBZ
7333	77	28	not	not	RB
7333	77	29	in	in	IN
7333	77	30	conflict	conflict	NN
7333	77	31	with	with	IN
7333	77	32	the	the	DT
7333	77	33	special	special	JJ
7333	77	34	theory	theory	NN
7333	77	35	of	of	IN
7333	77	36	relativity	relativity	NN
7333	77	37	.	.	.
7333	78	1	Only	only	RB
7333	78	2	we	-PRON-	PRP
7333	78	3	must	must	MD
7333	78	4	be	be	VB
7333	78	5	on	on	IN
7333	78	6	our	-PRON-	PRP$
7333	78	7	guard	guard	NN
7333	78	8	against	against	IN
7333	78	9	ascribing	ascribe	VBG
7333	78	10	a	a	DT
7333	78	11	state	state	NN
7333	78	12	of	of	IN
7333	78	13	motion	motion	NN
7333	78	14	to	to	IN
7333	78	15	the	the	DT
7333	78	16	ether	ether	NN
7333	78	17	.	.	.
7333	79	1	Certainly	certainly	RB
7333	79	2	,	,	,
7333	79	3	from	from	IN
7333	79	4	the	the	DT
7333	79	5	standpoint	standpoint	NN
7333	79	6	of	of	IN
7333	79	7	the	the	DT
7333	79	8	special	special	JJ
7333	79	9	theory	theory	NN
7333	79	10	of	of	IN
7333	79	11	relativity	relativity	NN
7333	79	12	,	,	,
7333	79	13	the	the	DT
7333	79	14	ether	ether	NN
7333	79	15	hypothesis	hypothesis	NN
7333	79	16	appears	appear	VBZ
7333	79	17	at	at	IN
7333	79	18	first	first	RB
7333	79	19	to	to	TO
7333	79	20	be	be	VB
7333	79	21	an	an	DT
7333	79	22	empty	empty	JJ
7333	79	23	hypothesis	hypothesis	NN
7333	79	24	.	.	.
7333	80	1	In	in	IN
7333	80	2	the	the	DT
7333	80	3	equations	equation	NNS
7333	80	4	of	of	IN
7333	80	5	the	the	DT
7333	80	6	electromagnetic	electromagnetic	JJ
7333	80	7	field	field	NN
7333	80	8	there	there	RB
7333	80	9	occur	occur	VBP
7333	80	10	,	,	,
7333	80	11	in	in	IN
7333	80	12	addition	addition	NN
7333	80	13	to	to	IN
7333	80	14	the	the	DT
7333	80	15	densities	density	NNS
7333	80	16	of	of	IN
7333	80	17	the	the	DT
7333	80	18	electric	electric	JJ
7333	80	19	charge	charge	NN
7333	80	20	,	,	,
7333	80	21	_	_	NNP
7333	80	22	only	only	RB
7333	80	23	_	_	NNP
7333	80	24	the	the	DT
7333	80	25	intensities	intensity	NNS
7333	80	26	of	of	IN
7333	80	27	the	the	DT
7333	80	28	field	field	NN
7333	80	29	.	.	.
7333	81	1	The	the	DT
7333	81	2	career	career	NN
7333	81	3	of	of	IN
7333	81	4	electromagnetic	electromagnetic	JJ
7333	81	5	processes	process	NNS
7333	81	6	_	_	NNP
7333	81	7	in	in	IN
7333	81	8	vacuo	vacuo	NNS
7333	81	9	_	_	NNP
7333	81	10	appears	appear	VBZ
7333	81	11	to	to	TO
7333	81	12	be	be	VB
7333	81	13	completely	completely	RB
7333	81	14	determined	determine	VBN
7333	81	15	by	by	IN
7333	81	16	these	these	DT
7333	81	17	equations	equation	NNS
7333	81	18	,	,	,
7333	81	19	uninfluenced	uninfluence	VBN
7333	81	20	by	by	IN
7333	81	21	other	other	JJ
7333	81	22	physical	physical	JJ
7333	81	23	quantities	quantity	NNS
7333	81	24	.	.	.
7333	82	1	The	the	DT
7333	82	2	electromagnetic	electromagnetic	JJ
7333	82	3	fields	field	NNS
7333	82	4	appear	appear	VBP
7333	82	5	as	as	IN
7333	82	6	ultimate	ultimate	JJ
7333	82	7	,	,	,
7333	82	8	irreducible	irreducible	JJ
7333	82	9	realities	reality	NNS
7333	82	10	,	,	,
7333	82	11	and	and	CC
7333	82	12	at	at	IN
7333	82	13	first	first	RB
7333	82	14	it	-PRON-	PRP
7333	82	15	seems	seem	VBZ
7333	82	16	superfluous	superfluous	JJ
7333	82	17	to	to	TO
7333	82	18	postulate	postulate	VB
7333	82	19	a	a	DT
7333	82	20	homogeneous	homogeneous	JJ
7333	82	21	,	,	,
7333	82	22	isotropic	isotropic	JJ
7333	82	23	ether	ether	NN
7333	82	24	-	-	HYPH
7333	82	25	medium	medium	NN
7333	82	26	,	,	,
7333	82	27	and	and	CC
7333	82	28	to	to	TO
7333	82	29	envisage	envisage	VB
7333	82	30	electromagnetic	electromagnetic	JJ
7333	82	31	fields	field	NNS
7333	82	32	as	as	IN
7333	82	33	states	state	NNS
7333	82	34	of	of	IN
7333	82	35	this	this	DT
7333	82	36	medium	medium	NN
7333	82	37	.	.	.
7333	83	1	But	but	CC
7333	83	2	on	on	IN
7333	83	3	the	the	DT
7333	83	4	other	other	JJ
7333	83	5	hand	hand	NN
7333	83	6	there	there	EX
7333	83	7	is	be	VBZ
7333	83	8	a	a	DT
7333	83	9	weighty	weighty	JJ
7333	83	10	argument	argument	NN
7333	83	11	to	to	TO
7333	83	12	be	be	VB
7333	83	13	adduced	adduce	VBN
7333	83	14	in	in	IN
7333	83	15	favour	favour	NN
7333	83	16	of	of	IN
7333	83	17	the	the	DT
7333	83	18	ether	ether	NN
7333	83	19	hypothesis	hypothesis	NN
7333	83	20	.	.	.
7333	84	1	To	to	TO
7333	84	2	deny	deny	VB
7333	84	3	the	the	DT
7333	84	4	ether	ether	NN
7333	84	5	is	be	VBZ
7333	84	6	ultimately	ultimately	RB
7333	84	7	to	to	TO
7333	84	8	assume	assume	VB
7333	84	9	that	that	IN
7333	84	10	empty	empty	JJ
7333	84	11	space	space	NN
7333	84	12	has	have	VBZ
7333	84	13	no	no	DT
7333	84	14	physical	physical	JJ
7333	84	15	qualities	quality	NNS
7333	84	16	whatever	whatever	WDT
7333	84	17	.	.	.
7333	85	1	The	the	DT
7333	85	2	fundamental	fundamental	JJ
7333	85	3	facts	fact	NNS
7333	85	4	of	of	IN
7333	85	5	mechanics	mechanic	NNS
7333	85	6	do	do	VBP
7333	85	7	not	not	RB
7333	85	8	harmonize	harmonize	VB
7333	85	9	with	with	IN
7333	85	10	this	this	DT
7333	85	11	view	view	NN
7333	85	12	.	.	.
7333	86	1	For	for	IN
7333	86	2	the	the	DT
7333	86	3	mechanical	mechanical	JJ
7333	86	4	behaviour	behaviour	NN
7333	86	5	of	of	IN
7333	86	6	a	a	DT
7333	86	7	corporeal	corporeal	NN
7333	86	8	system	system	NN
7333	86	9	hovering	hover	VBG
7333	86	10	freely	freely	RB
7333	86	11	in	in	IN
7333	86	12	empty	empty	JJ
7333	86	13	space	space	NN
7333	86	14	depends	depend	VBZ
7333	86	15	not	not	RB
7333	86	16	only	only	RB
7333	86	17	on	on	IN
7333	86	18	relative	relative	JJ
7333	86	19	positions	position	NNS
7333	86	20	(	(	-LRB-
7333	86	21	distances	distance	NNS
7333	86	22	)	)	-RRB-
7333	86	23	and	and	CC
7333	86	24	relative	relative	JJ
7333	86	25	velocities	velocity	NNS
7333	86	26	,	,	,
7333	86	27	but	but	CC
7333	86	28	also	also	RB
7333	86	29	on	on	IN
7333	86	30	its	-PRON-	PRP$
7333	86	31	state	state	NN
7333	86	32	of	of	IN
7333	86	33	rotation	rotation	NN
7333	86	34	,	,	,
7333	86	35	which	which	WDT
7333	86	36	physically	physically	RB
7333	86	37	may	may	MD
7333	86	38	be	be	VB
7333	86	39	taken	take	VBN
7333	86	40	as	as	IN
7333	86	41	a	a	DT
7333	86	42	characteristic	characteristic	NN
7333	86	43	not	not	RB
7333	86	44	appertaining	appertain	VBG
7333	86	45	to	to	IN
7333	86	46	the	the	DT
7333	86	47	system	system	NN
7333	86	48	in	in	IN
7333	86	49	itself	-PRON-	PRP
7333	86	50	.	.	.
7333	87	1	In	in	IN
7333	87	2	order	order	NN
7333	87	3	to	to	TO
7333	87	4	be	be	VB
7333	87	5	able	able	JJ
7333	87	6	to	to	TO
7333	87	7	look	look	VB
7333	87	8	upon	upon	IN
7333	87	9	the	the	DT
7333	87	10	rotation	rotation	NN
7333	87	11	of	of	IN
7333	87	12	the	the	DT
7333	87	13	system	system	NN
7333	87	14	,	,	,
7333	87	15	at	at	IN
7333	87	16	least	least	JJS
7333	87	17	formally	formally	RB
7333	87	18	,	,	,
7333	87	19	as	as	IN
7333	87	20	something	something	NN
7333	87	21	real	real	JJ
7333	87	22	,	,	,
7333	87	23	Newton	Newton	NNP
7333	87	24	objectivises	objectivise	VBZ
7333	87	25	space	space	NN
7333	87	26	.	.	.
7333	88	1	Since	since	IN
7333	88	2	he	-PRON-	PRP
7333	88	3	classes	class	VBZ
7333	88	4	his	-PRON-	PRP$
7333	88	5	absolute	absolute	JJ
7333	88	6	space	space	NN
7333	88	7	together	together	RB
7333	88	8	with	with	IN
7333	88	9	real	real	JJ
7333	88	10	things	thing	NNS
7333	88	11	,	,	,
7333	88	12	for	for	IN
7333	88	13	him	-PRON-	PRP
7333	88	14	rotation	rotation	NN
7333	88	15	relative	relative	JJ
7333	88	16	to	to	IN
7333	88	17	an	an	DT
7333	88	18	absolute	absolute	JJ
7333	88	19	space	space	NN
7333	88	20	is	be	VBZ
7333	88	21	also	also	RB
7333	88	22	something	something	NN
7333	88	23	real	real	JJ
7333	88	24	.	.	.
7333	89	1	Newton	Newton	NNP
7333	89	2	might	may	MD
7333	89	3	no	no	RB
7333	89	4	less	less	RBR
7333	89	5	well	well	RB
7333	89	6	have	have	VB
7333	89	7	called	call	VBN
7333	89	8	his	-PRON-	PRP$
7333	89	9	absolute	absolute	JJ
7333	89	10	space	space	NN
7333	89	11	"	"	``
7333	89	12	Ether	Ether	NNP
7333	89	13	"	"	''
7333	89	14	;	;	:
7333	89	15	what	what	WP
7333	89	16	is	be	VBZ
7333	89	17	essential	essential	JJ
7333	89	18	is	be	VBZ
7333	89	19	merely	merely	RB
7333	89	20	that	that	DT
7333	89	21	besides	besides	IN
7333	89	22	observable	observable	JJ
7333	89	23	objects	object	NNS
7333	89	24	,	,	,
7333	89	25	another	another	DT
7333	89	26	thing	thing	NN
7333	89	27	,	,	,
7333	89	28	which	which	WDT
7333	89	29	is	be	VBZ
7333	89	30	not	not	RB
7333	89	31	perceptible	perceptible	JJ
7333	89	32	,	,	,
7333	89	33	must	must	MD
7333	89	34	be	be	VB
7333	89	35	looked	look	VBN
7333	89	36	upon	upon	IN
7333	89	37	as	as	IN
7333	89	38	real	real	JJ
7333	89	39	,	,	,
7333	89	40	to	to	TO
7333	89	41	enable	enable	VB
7333	89	42	acceleration	acceleration	NN
7333	89	43	or	or	CC
7333	89	44	rotation	rotation	NN
7333	89	45	to	to	TO
7333	89	46	be	be	VB
7333	89	47	looked	look	VBN
7333	89	48	upon	upon	IN
7333	89	49	as	as	IN
7333	89	50	something	something	NN
7333	89	51	real	real	JJ
7333	89	52	.	.	.
7333	90	1	It	-PRON-	PRP
7333	90	2	is	be	VBZ
7333	90	3	true	true	JJ
7333	90	4	that	that	IN
7333	90	5	Mach	Mach	NNP
7333	90	6	tried	try	VBD
7333	90	7	to	to	TO
7333	90	8	avoid	avoid	VB
7333	90	9	having	have	VBG
7333	90	10	to	to	TO
7333	90	11	accept	accept	VB
7333	90	12	as	as	IN
7333	90	13	real	real	JJ
7333	90	14	something	something	NN
7333	90	15	which	which	WDT
7333	90	16	is	be	VBZ
7333	90	17	not	not	RB
7333	90	18	observable	observable	JJ
7333	90	19	by	by	IN
7333	90	20	endeavouring	endeavour	VBG
7333	90	21	to	to	TO
7333	90	22	substitute	substitute	VB
7333	90	23	in	in	IN
7333	90	24	mechanics	mechanic	NNS
7333	90	25	a	a	DT
7333	90	26	mean	mean	JJ
7333	90	27	acceleration	acceleration	NN
7333	90	28	with	with	IN
7333	90	29	reference	reference	NN
7333	90	30	to	to	IN
7333	90	31	the	the	DT
7333	90	32	totality	totality	NN
7333	90	33	of	of	IN
7333	90	34	the	the	DT
7333	90	35	masses	masse	NNS
7333	90	36	in	in	IN
7333	90	37	the	the	DT
7333	90	38	universe	universe	NN
7333	90	39	in	in	IN
7333	90	40	place	place	NN
7333	90	41	of	of	IN
7333	90	42	an	an	DT
7333	90	43	acceleration	acceleration	NN
7333	90	44	with	with	IN
7333	90	45	reference	reference	NN
7333	90	46	to	to	IN
7333	90	47	absolute	absolute	JJ
7333	90	48	space	space	NN
7333	90	49	.	.	.
7333	91	1	But	but	CC
7333	91	2	inertial	inertial	JJ
7333	91	3	resistance	resistance	NN
7333	91	4	opposed	oppose	VBN
7333	91	5	to	to	TO
7333	91	6	relative	relative	JJ
7333	91	7	acceleration	acceleration	NN
7333	91	8	of	of	IN
7333	91	9	distant	distant	JJ
7333	91	10	masses	masse	NNS
7333	91	11	presupposes	presuppose	VBZ
7333	91	12	action	action	NN
7333	91	13	at	at	IN
7333	91	14	a	a	DT
7333	91	15	distance	distance	NN
7333	91	16	;	;	:
7333	91	17	and	and	CC
7333	91	18	as	as	IN
7333	91	19	the	the	DT
7333	91	20	modern	modern	JJ
7333	91	21	physicist	physicist	NN
7333	91	22	does	do	VBZ
7333	91	23	not	not	RB
7333	91	24	believe	believe	VB
7333	91	25	that	that	IN
7333	91	26	he	-PRON-	PRP
7333	91	27	may	may	MD
7333	91	28	accept	accept	VB
7333	91	29	this	this	DT
7333	91	30	action	action	NN
7333	91	31	at	at	IN
7333	91	32	a	a	DT
7333	91	33	distance	distance	NN
7333	91	34	,	,	,
7333	91	35	he	-PRON-	PRP
7333	91	36	comes	come	VBZ
7333	91	37	back	back	RB
7333	91	38	once	once	RB
7333	91	39	more	more	RBR
7333	91	40	,	,	,
7333	91	41	if	if	IN
7333	91	42	he	-PRON-	PRP
7333	91	43	follows	follow	VBZ
7333	91	44	Mach	Mach	NNP
7333	91	45	,	,	,
7333	91	46	to	to	IN
7333	91	47	the	the	DT
7333	91	48	ether	ether	NN
7333	91	49	,	,	,
7333	91	50	which	which	WDT
7333	91	51	has	have	VBZ
7333	91	52	to	to	TO
7333	91	53	serve	serve	VB
7333	91	54	as	as	IN
7333	91	55	medium	medium	NN
7333	91	56	for	for	IN
7333	91	57	the	the	DT
7333	91	58	effects	effect	NNS
7333	91	59	of	of	IN
7333	91	60	inertia	inertia	NN
7333	91	61	.	.	.
7333	92	1	But	but	CC
7333	92	2	this	this	DT
7333	92	3	conception	conception	NN
7333	92	4	of	of	IN
7333	92	5	the	the	DT
7333	92	6	ether	ether	NN
7333	92	7	to	to	TO
7333	92	8	which	which	WDT
7333	92	9	we	-PRON-	PRP
7333	92	10	are	be	VBP
7333	92	11	led	lead	VBN
7333	92	12	by	by	IN
7333	92	13	Mach	Mach	NNP
7333	92	14	's	's	POS
7333	92	15	way	way	NN
7333	92	16	of	of	IN
7333	92	17	thinking	thinking	NN
7333	92	18	differs	differ	VBZ
7333	92	19	essentially	essentially	RB
7333	92	20	from	from	IN
7333	92	21	the	the	DT
7333	92	22	ether	ether	NN
7333	92	23	as	as	IN
7333	92	24	conceived	conceive	VBN
7333	92	25	by	by	IN
7333	92	26	Newton	Newton	NNP
7333	92	27	,	,	,
7333	92	28	by	by	IN
7333	92	29	Fresnel	Fresnel	NNP
7333	92	30	,	,	,
7333	92	31	and	and	CC
7333	92	32	by	by	IN
7333	92	33	Lorentz	Lorentz	NNP
7333	92	34	.	.	.
7333	93	1	Mach	Mach	NNP
7333	93	2	's	's	POS
7333	93	3	ether	ether	NN
7333	93	4	not	not	RB
7333	93	5	only	only	RB
7333	93	6	_	_	NNP
7333	93	7	conditions	condition	NNS
7333	93	8	_	_	IN
7333	93	9	the	the	DT
7333	93	10	behaviour	behaviour	NN
7333	93	11	of	of	IN
7333	93	12	inert	inert	JJ
7333	93	13	masses	masse	NNS
7333	93	14	,	,	,
7333	93	15	but	but	CC
7333	93	16	_	_	NNP
7333	93	17	is	be	VBZ
7333	93	18	also	also	RB
7333	93	19	conditioned	condition	VBN
7333	93	20	_	_	NNP
7333	93	21	in	in	IN
7333	93	22	its	-PRON-	PRP$
7333	93	23	state	state	NN
7333	93	24	by	by	IN
7333	93	25	them	-PRON-	PRP
7333	93	26	.	.	.
7333	94	1	Mach	Mach	NNP
7333	94	2	's	's	POS
7333	94	3	idea	idea	NN
7333	94	4	finds	find	VBZ
7333	94	5	its	-PRON-	PRP$
7333	94	6	full	full	JJ
7333	94	7	development	development	NN
7333	94	8	in	in	IN
7333	94	9	the	the	DT
7333	94	10	ether	ether	NN
7333	94	11	of	of	IN
7333	94	12	the	the	DT
7333	94	13	general	general	JJ
7333	94	14	theory	theory	NN
7333	94	15	of	of	IN
7333	94	16	relativity	relativity	NN
7333	94	17	.	.	.
7333	95	1	According	accord	VBG
7333	95	2	to	to	IN
7333	95	3	this	this	DT
7333	95	4	theory	theory	NN
7333	95	5	the	the	DT
7333	95	6	metrical	metrical	JJ
7333	95	7	qualities	quality	NNS
7333	95	8	of	of	IN
7333	95	9	the	the	DT
7333	95	10	continuum	continuum	NN
7333	95	11	of	of	IN
7333	95	12	space	space	NN
7333	95	13	-	-	HYPH
7333	95	14	time	time	NN
7333	95	15	differ	differ	VBP
7333	95	16	in	in	IN
7333	95	17	the	the	DT
7333	95	18	environment	environment	NN
7333	95	19	of	of	IN
7333	95	20	different	different	JJ
7333	95	21	points	point	NNS
7333	95	22	of	of	IN
7333	95	23	space	space	NN
7333	95	24	-	-	HYPH
7333	95	25	time	time	NN
7333	95	26	,	,	,
7333	95	27	and	and	CC
7333	95	28	are	be	VBP
7333	95	29	partly	partly	RB
7333	95	30	conditioned	condition	VBN
7333	95	31	by	by	IN
7333	95	32	the	the	DT
7333	95	33	matter	matter	NN
7333	95	34	existing	exist	VBG
7333	95	35	outside	outside	RB
7333	95	36	of	of	IN
7333	95	37	the	the	DT
7333	95	38	territory	territory	NN
7333	95	39	under	under	IN
7333	95	40	consideration	consideration	NN
7333	95	41	.	.	.
7333	96	1	This	this	DT
7333	96	2	space	space	NN
7333	96	3	-	-	HYPH
7333	96	4	time	time	NN
7333	96	5	variability	variability	NN
7333	96	6	of	of	IN
7333	96	7	the	the	DT
7333	96	8	reciprocal	reciprocal	JJ
7333	96	9	relations	relation	NNS
7333	96	10	of	of	IN
7333	96	11	the	the	DT
7333	96	12	standards	standard	NNS
7333	96	13	of	of	IN
7333	96	14	space	space	NN
7333	96	15	and	and	CC
7333	96	16	time	time	NN
7333	96	17	,	,	,
7333	96	18	or	or	CC
7333	96	19	,	,	,
7333	96	20	perhaps	perhaps	RB
7333	96	21	,	,	,
7333	96	22	the	the	DT
7333	96	23	recognition	recognition	NN
7333	96	24	of	of	IN
7333	96	25	the	the	DT
7333	96	26	fact	fact	NN
7333	96	27	that	that	IN
7333	96	28	"	"	``
7333	96	29	empty	empty	JJ
7333	96	30	space	space	NN
7333	96	31	"	"	''
7333	96	32	in	in	IN
7333	96	33	its	-PRON-	PRP$
7333	96	34	physical	physical	JJ
7333	96	35	relation	relation	NN
7333	96	36	is	be	VBZ
7333	96	37	neither	neither	CC
7333	96	38	homogeneous	homogeneous	JJ
7333	96	39	nor	nor	CC
7333	96	40	isotropic	isotropic	JJ
7333	96	41	,	,	,
7333	96	42	compelling	compel	VBG
7333	96	43	us	-PRON-	PRP
7333	96	44	to	to	TO
7333	96	45	describe	describe	VB
7333	96	46	its	-PRON-	PRP$
7333	96	47	state	state	NN
7333	96	48	by	by	IN
7333	96	49	ten	ten	CD
7333	96	50	functions	function	NNS
7333	96	51	(	(	-LRB-
7333	96	52	the	the	DT
7333	96	53	gravitation	gravitation	NN
7333	96	54	potentials	potential	NNS
7333	96	55	g_(mn	g_(mn	NNP
7333	96	56	)	)	-RRB-
7333	96	57	)	)	-RRB-
7333	96	58	,	,	,
7333	96	59	has	have	VBZ
7333	96	60	,	,	,
7333	96	61	I	-PRON-	PRP
7333	96	62	think	think	VBP
7333	96	63	,	,	,
7333	96	64	finally	finally	RB
7333	96	65	disposed	dispose	VBN
7333	96	66	of	of	IN
7333	96	67	the	the	DT
7333	96	68	view	view	NN
7333	96	69	that	that	DT
7333	96	70	space	space	NN
7333	96	71	is	be	VBZ
7333	96	72	physically	physically	RB
7333	96	73	empty	empty	JJ
7333	96	74	.	.	.
7333	97	1	But	but	CC
7333	97	2	therewith	therewith	NNP
7333	97	3	the	the	DT
7333	97	4	conception	conception	NN
7333	97	5	of	of	IN
7333	97	6	the	the	DT
7333	97	7	ether	ether	NN
7333	97	8	has	have	VBZ
7333	97	9	again	again	RB
7333	97	10	acquired	acquire	VBN
7333	97	11	an	an	DT
7333	97	12	intelligible	intelligible	JJ
7333	97	13	content	content	NN
7333	97	14	,	,	,
7333	97	15	although	although	IN
7333	97	16	this	this	DT
7333	97	17	content	content	NN
7333	97	18	differs	differ	VBZ
7333	97	19	widely	widely	RB
7333	97	20	from	from	IN
7333	97	21	that	that	DT
7333	97	22	of	of	IN
7333	97	23	the	the	DT
7333	97	24	ether	ether	NN
7333	97	25	of	of	IN
7333	97	26	the	the	DT
7333	97	27	mechanical	mechanical	JJ
7333	97	28	undulatory	undulatory	JJ
7333	97	29	theory	theory	NN
7333	97	30	of	of	IN
7333	97	31	light	light	NN
7333	97	32	.	.	.
7333	98	1	The	the	DT
7333	98	2	ether	ether	NN
7333	98	3	of	of	IN
7333	98	4	the	the	DT
7333	98	5	general	general	JJ
7333	98	6	theory	theory	NN
7333	98	7	of	of	IN
7333	98	8	relativity	relativity	NN
7333	98	9	is	be	VBZ
7333	98	10	a	a	DT
7333	98	11	medium	medium	NN
7333	98	12	which	which	WDT
7333	98	13	is	be	VBZ
7333	98	14	itself	-PRON-	PRP
7333	98	15	devoid	devoid	JJ
7333	98	16	of	of	IN
7333	98	17	_	_	NNP
7333	98	18	all	all	DT
7333	98	19	_	_	NNP
7333	98	20	mechanical	mechanical	JJ
7333	98	21	and	and	CC
7333	98	22	kinematical	kinematical	JJ
7333	98	23	qualities	quality	NNS
7333	98	24	,	,	,
7333	98	25	but	but	CC
7333	98	26	helps	help	VBZ
7333	98	27	to	to	TO
7333	98	28	determine	determine	VB
7333	98	29	mechanical	mechanical	JJ
7333	98	30	(	(	-LRB-
7333	98	31	and	and	CC
7333	98	32	electromagnetic	electromagnetic	JJ
7333	98	33	)	)	-RRB-
7333	98	34	events	event	NNS
7333	98	35	.	.	.
7333	99	1	What	what	WP
7333	99	2	is	be	VBZ
7333	99	3	fundamentally	fundamentally	RB
7333	99	4	new	new	JJ
7333	99	5	in	in	IN
7333	99	6	the	the	DT
7333	99	7	ether	ether	NN
7333	99	8	of	of	IN
7333	99	9	the	the	DT
7333	99	10	general	general	JJ
7333	99	11	theory	theory	NN
7333	99	12	of	of	IN
7333	99	13	relativity	relativity	NN
7333	99	14	as	as	IN
7333	99	15	opposed	oppose	VBN
7333	99	16	to	to	IN
7333	99	17	the	the	DT
7333	99	18	ether	ether	NN
7333	99	19	of	of	IN
7333	99	20	Lorentz	Lorentz	NNP
7333	99	21	consists	consist	VBZ
7333	99	22	in	in	IN
7333	99	23	this	this	DT
7333	99	24	,	,	,
7333	99	25	that	that	IN
7333	99	26	the	the	DT
7333	99	27	state	state	NN
7333	99	28	of	of	IN
7333	99	29	the	the	DT
7333	99	30	former	former	JJ
7333	99	31	is	be	VBZ
7333	99	32	at	at	IN
7333	99	33	every	every	DT
7333	99	34	place	place	NN
7333	99	35	determined	determine	VBN
7333	99	36	by	by	IN
7333	99	37	connections	connection	NNS
7333	99	38	with	with	IN
7333	99	39	the	the	DT
7333	99	40	matter	matter	NN
7333	99	41	and	and	CC
7333	99	42	the	the	DT
7333	99	43	state	state	NN
7333	99	44	of	of	IN
7333	99	45	the	the	DT
7333	99	46	ether	ether	NN
7333	99	47	in	in	IN
7333	99	48	neighbouring	neighbouring	NN
7333	99	49	places	place	NNS
7333	99	50	,	,	,
7333	99	51	which	which	WDT
7333	99	52	are	be	VBP
7333	99	53	amenable	amenable	JJ
7333	99	54	to	to	IN
7333	99	55	law	law	NN
7333	99	56	in	in	IN
7333	99	57	the	the	DT
7333	99	58	form	form	NN
7333	99	59	of	of	IN
7333	99	60	differential	differential	JJ
7333	99	61	equations	equation	NNS
7333	99	62	;	;	:
7333	99	63	whereas	whereas	IN
7333	99	64	the	the	DT
7333	99	65	state	state	NN
7333	99	66	of	of	IN
7333	99	67	the	the	DT
7333	99	68	Lorentzian	lorentzian	JJ
7333	99	69	ether	ether	NN
7333	99	70	in	in	IN
7333	99	71	the	the	DT
7333	99	72	absence	absence	NN
7333	99	73	of	of	IN
7333	99	74	electromagnetic	electromagnetic	JJ
7333	99	75	fields	field	NNS
7333	99	76	is	be	VBZ
7333	99	77	conditioned	condition	VBN
7333	99	78	by	by	IN
7333	99	79	nothing	nothing	NN
7333	99	80	outside	outside	IN
7333	99	81	itself	-PRON-	PRP
7333	99	82	,	,	,
7333	99	83	and	and	CC
7333	99	84	is	be	VBZ
7333	99	85	everywhere	everywhere	RB
7333	99	86	the	the	DT
7333	99	87	same	same	JJ
7333	99	88	.	.	.
7333	100	1	The	the	DT
7333	100	2	ether	ether	NN
7333	100	3	of	of	IN
7333	100	4	the	the	DT
7333	100	5	general	general	JJ
7333	100	6	theory	theory	NN
7333	100	7	of	of	IN
7333	100	8	relativity	relativity	NN
7333	100	9	is	be	VBZ
7333	100	10	transmuted	transmute	VBN
7333	100	11	conceptually	conceptually	RB
7333	100	12	into	into	IN
7333	100	13	the	the	DT
7333	100	14	ether	ether	NN
7333	100	15	of	of	IN
7333	100	16	Lorentz	Lorentz	NNP
7333	100	17	if	if	IN
7333	100	18	we	-PRON-	PRP
7333	100	19	substitute	substitute	VBP
7333	100	20	constants	constant	NNS
7333	100	21	for	for	IN
7333	100	22	the	the	DT
7333	100	23	functions	function	NNS
7333	100	24	of	of	IN
7333	100	25	space	space	NN
7333	100	26	which	which	WDT
7333	100	27	describe	describe	VBP
7333	100	28	the	the	DT
7333	100	29	former	former	JJ
7333	100	30	,	,	,
7333	100	31	disregarding	disregard	VBG
7333	100	32	the	the	DT
7333	100	33	causes	cause	NNS
7333	100	34	which	which	WDT
7333	100	35	condition	condition	NN
7333	100	36	its	-PRON-	PRP$
7333	100	37	state	state	NN
7333	100	38	.	.	.
7333	101	1	Thus	thus	RB
7333	101	2	we	-PRON-	PRP
7333	101	3	may	may	MD
7333	101	4	also	also	RB
7333	101	5	say	say	VB
7333	101	6	,	,	,
7333	101	7	I	-PRON-	PRP
7333	101	8	think	think	VBP
7333	101	9	,	,	,
7333	101	10	that	that	IN
7333	101	11	the	the	DT
7333	101	12	ether	ether	NN
7333	101	13	of	of	IN
7333	101	14	the	the	DT
7333	101	15	general	general	JJ
7333	101	16	theory	theory	NN
7333	101	17	of	of	IN
7333	101	18	relativity	relativity	NN
7333	101	19	is	be	VBZ
7333	101	20	the	the	DT
7333	101	21	outcome	outcome	NN
7333	101	22	of	of	IN
7333	101	23	the	the	DT
7333	101	24	Lorentzian	lorentzian	JJ
7333	101	25	ether	ether	NN
7333	101	26	,	,	,
7333	101	27	through	through	IN
7333	101	28	relativation	relativation	NN
7333	101	29	.	.	.
7333	102	1	As	as	IN
7333	102	2	to	to	IN
7333	102	3	the	the	DT
7333	102	4	part	part	NN
7333	102	5	which	which	WDT
7333	102	6	the	the	DT
7333	102	7	new	new	JJ
7333	102	8	ether	ether	NN
7333	102	9	is	be	VBZ
7333	102	10	to	to	TO
7333	102	11	play	play	VB
7333	102	12	in	in	IN
7333	102	13	the	the	DT
7333	102	14	physics	physics	NN
7333	102	15	of	of	IN
7333	102	16	the	the	DT
7333	102	17	future	future	NN
7333	102	18	we	-PRON-	PRP
7333	102	19	are	be	VBP
7333	102	20	not	not	RB
7333	102	21	yet	yet	RB
7333	102	22	clear	clear	JJ
7333	102	23	.	.	.
7333	103	1	We	-PRON-	PRP
7333	103	2	know	know	VBP
7333	103	3	that	that	IN
7333	103	4	it	-PRON-	PRP
7333	103	5	determines	determine	VBZ
7333	103	6	the	the	DT
7333	103	7	metrical	metrical	JJ
7333	103	8	relations	relation	NNS
7333	103	9	in	in	IN
7333	103	10	the	the	DT
7333	103	11	space	space	NN
7333	103	12	-	-	HYPH
7333	103	13	time	time	NN
7333	103	14	continuum	continuum	NN
7333	103	15	,	,	,
7333	103	16	e.g.	e.g.	RB
7333	104	1	the	the	DT
7333	104	2	configurative	configurative	JJ
7333	104	3	possibilities	possibility	NNS
7333	104	4	of	of	IN
7333	104	5	solid	solid	JJ
7333	104	6	bodies	body	NNS
7333	104	7	as	as	RB
7333	104	8	well	well	RB
7333	104	9	as	as	IN
7333	104	10	the	the	DT
7333	104	11	gravitational	gravitational	JJ
7333	104	12	fields	field	NNS
7333	104	13	;	;	:
7333	104	14	but	but	CC
7333	104	15	we	-PRON-	PRP
7333	104	16	do	do	VBP
7333	104	17	not	not	RB
7333	104	18	know	know	VB
7333	104	19	whether	whether	IN
7333	104	20	it	-PRON-	PRP
7333	104	21	has	have	VBZ
7333	104	22	an	an	DT
7333	104	23	essential	essential	JJ
7333	104	24	share	share	NN
7333	104	25	in	in	IN
7333	104	26	the	the	DT
7333	104	27	structure	structure	NN
7333	104	28	of	of	IN
7333	104	29	the	the	DT
7333	104	30	electrical	electrical	JJ
7333	104	31	elementary	elementary	JJ
7333	104	32	particles	particle	NNS
7333	104	33	constituting	constitute	VBG
7333	104	34	matter	matter	NN
7333	104	35	.	.	.
7333	105	1	Nor	nor	CC
7333	105	2	do	do	VBP
7333	105	3	we	-PRON-	PRP
7333	105	4	know	know	VB
7333	105	5	whether	whether	IN
7333	105	6	it	-PRON-	PRP
7333	105	7	is	be	VBZ
7333	105	8	only	only	RB
7333	105	9	in	in	IN
7333	105	10	the	the	DT
7333	105	11	proximity	proximity	NN
7333	105	12	of	of	IN
7333	105	13	ponderable	ponderable	JJ
7333	105	14	masses	masse	NNS
7333	105	15	that	that	IN
7333	105	16	its	-PRON-	PRP$
7333	105	17	structure	structure	NN
7333	105	18	differs	differ	VBZ
7333	105	19	essentially	essentially	RB
7333	105	20	from	from	IN
7333	105	21	that	that	DT
7333	105	22	of	of	IN
7333	105	23	the	the	DT
7333	105	24	Lorentzian	lorentzian	JJ
7333	105	25	ether	ether	NN
7333	105	26	;	;	:
7333	105	27	whether	whether	IN
7333	105	28	the	the	DT
7333	105	29	geometry	geometry	NN
7333	105	30	of	of	IN
7333	105	31	spaces	space	NNS
7333	105	32	of	of	IN
7333	105	33	cosmic	cosmic	JJ
7333	105	34	extent	extent	NN
7333	105	35	is	be	VBZ
7333	105	36	approximately	approximately	RB
7333	105	37	Euclidean	euclidean	JJ
7333	105	38	.	.	.
7333	106	1	But	but	CC
7333	106	2	we	-PRON-	PRP
7333	106	3	can	can	MD
7333	106	4	assert	assert	VB
7333	106	5	by	by	IN
7333	106	6	reason	reason	NN
7333	106	7	of	of	IN
7333	106	8	the	the	DT
7333	106	9	relativistic	relativistic	JJ
7333	106	10	equations	equation	NNS
7333	106	11	of	of	IN
7333	106	12	gravitation	gravitation	NN
7333	106	13	that	that	IN
7333	106	14	there	there	EX
7333	106	15	must	must	MD
7333	106	16	be	be	VB
7333	106	17	a	a	DT
7333	106	18	departure	departure	NN
7333	106	19	from	from	IN
7333	106	20	Euclidean	euclidean	JJ
7333	106	21	relations	relation	NNS
7333	106	22	,	,	,
7333	106	23	with	with	IN
7333	106	24	spaces	space	NNS
7333	106	25	of	of	IN
7333	106	26	cosmic	cosmic	JJ
7333	106	27	order	order	NN
7333	106	28	of	of	IN
7333	106	29	magnitude	magnitude	NN
7333	106	30	,	,	,
7333	106	31	if	if	IN
7333	106	32	there	there	EX
7333	106	33	exists	exist	VBZ
7333	106	34	a	a	DT
7333	106	35	positive	positive	JJ
7333	106	36	mean	mean	JJ
7333	106	37	density	density	NN
7333	106	38	,	,	,
7333	106	39	no	no	RB
7333	106	40	matter	matter	RB
7333	106	41	how	how	WRB
7333	106	42	small	small	JJ
7333	106	43	,	,	,
7333	106	44	of	of	IN
7333	106	45	the	the	DT
7333	106	46	matter	matter	NN
7333	106	47	in	in	IN
7333	106	48	the	the	DT
7333	106	49	universe	universe	NN
7333	106	50	.	.	.
7333	107	1	In	in	IN
7333	107	2	this	this	DT
7333	107	3	case	case	NN
7333	107	4	the	the	DT
7333	107	5	universe	universe	NN
7333	107	6	must	must	MD
7333	107	7	of	of	IN
7333	107	8	necessity	necessity	NN
7333	107	9	be	be	VB
7333	107	10	spatially	spatially	RB
7333	107	11	unbounded	unbounded	JJ
7333	107	12	and	and	CC
7333	107	13	of	of	IN
7333	107	14	finite	finite	NN
7333	107	15	magnitude	magnitude	NN
7333	107	16	,	,	,
7333	107	17	its	-PRON-	PRP$
7333	107	18	magnitude	magnitude	NN
7333	107	19	being	be	VBG
7333	107	20	determined	determine	VBN
7333	107	21	by	by	IN
7333	107	22	the	the	DT
7333	107	23	value	value	NN
7333	107	24	of	of	IN
7333	107	25	that	that	DT
7333	107	26	mean	mean	JJ
7333	107	27	density	density	NN
7333	107	28	.	.	.
7333	108	1	If	if	IN
7333	108	2	we	-PRON-	PRP
7333	108	3	consider	consider	VBP
7333	108	4	the	the	DT
7333	108	5	gravitational	gravitational	JJ
7333	108	6	field	field	NN
7333	108	7	and	and	CC
7333	108	8	the	the	DT
7333	108	9	electromagnetic	electromagnetic	JJ
7333	108	10	field	field	NN
7333	108	11	from	from	IN
7333	108	12	the	the	DT
7333	108	13	stand	stand	NN
7333	108	14	-	-	HYPH
7333	108	15	point	point	NN
7333	108	16	of	of	IN
7333	108	17	the	the	DT
7333	108	18	ether	ether	NN
7333	108	19	hypothesis	hypothesis	NN
7333	108	20	,	,	,
7333	108	21	we	-PRON-	PRP
7333	108	22	find	find	VBP
7333	108	23	a	a	DT
7333	108	24	remarkable	remarkable	JJ
7333	108	25	difference	difference	NN
7333	108	26	between	between	IN
7333	108	27	the	the	DT
7333	108	28	two	two	CD
7333	108	29	.	.	.
7333	109	1	There	there	EX
7333	109	2	can	can	MD
7333	109	3	be	be	VB
7333	109	4	no	no	DT
7333	109	5	space	space	NN
7333	109	6	nor	nor	CC
7333	109	7	any	any	DT
7333	109	8	part	part	NN
7333	109	9	of	of	IN
7333	109	10	space	space	NN
7333	109	11	without	without	IN
7333	109	12	gravitational	gravitational	JJ
7333	109	13	potentials	potential	NNS
7333	109	14	;	;	:
7333	109	15	for	for	IN
7333	109	16	these	these	DT
7333	109	17	confer	confer	NN
7333	109	18	upon	upon	IN
7333	109	19	space	space	NN
7333	109	20	its	-PRON-	PRP$
7333	109	21	metrical	metrical	JJ
7333	109	22	qualities	quality	NNS
7333	109	23	,	,	,
7333	109	24	without	without	IN
7333	109	25	which	which	WDT
7333	109	26	it	-PRON-	PRP
7333	109	27	can	can	MD
7333	109	28	not	not	RB
7333	109	29	be	be	VB
7333	109	30	imagined	imagine	VBN
7333	109	31	at	at	RB
7333	109	32	all	all	RB
7333	109	33	.	.	.
7333	110	1	The	the	DT
7333	110	2	existence	existence	NN
7333	110	3	of	of	IN
7333	110	4	the	the	DT
7333	110	5	gravitational	gravitational	JJ
7333	110	6	field	field	NN
7333	110	7	is	be	VBZ
7333	110	8	inseparably	inseparably	RB
7333	110	9	bound	bind	VBN
7333	110	10	up	up	RP
7333	110	11	with	with	IN
7333	110	12	the	the	DT
7333	110	13	existence	existence	NN
7333	110	14	of	of	IN
7333	110	15	space	space	NN
7333	110	16	.	.	.
7333	111	1	On	on	IN
7333	111	2	the	the	DT
7333	111	3	other	other	JJ
7333	111	4	hand	hand	NN
7333	111	5	a	a	DT
7333	111	6	part	part	NN
7333	111	7	of	of	IN
7333	111	8	space	space	NN
7333	111	9	may	may	MD
7333	111	10	very	very	RB
7333	111	11	well	well	RB
7333	111	12	be	be	VB
7333	111	13	imagined	imagine	VBN
7333	111	14	without	without	IN
7333	111	15	an	an	DT
7333	111	16	electromagnetic	electromagnetic	JJ
7333	111	17	field	field	NN
7333	111	18	;	;	:
7333	111	19	thus	thus	RB
7333	111	20	in	in	IN
7333	111	21	contrast	contrast	NN
7333	111	22	with	with	IN
7333	111	23	the	the	DT
7333	111	24	gravitational	gravitational	JJ
7333	111	25	field	field	NN
7333	111	26	,	,	,
7333	111	27	the	the	DT
7333	111	28	electromagnetic	electromagnetic	JJ
7333	111	29	field	field	NN
7333	111	30	seems	seem	VBZ
7333	111	31	to	to	TO
7333	111	32	be	be	VB
7333	111	33	only	only	RB
7333	111	34	secondarily	secondarily	RB
7333	111	35	linked	link	VBN
7333	111	36	to	to	IN
7333	111	37	the	the	DT
7333	111	38	ether	ether	NN
7333	111	39	,	,	,
7333	111	40	the	the	DT
7333	111	41	formal	formal	JJ
7333	111	42	nature	nature	NN
7333	111	43	of	of	IN
7333	111	44	the	the	DT
7333	111	45	electromagnetic	electromagnetic	JJ
7333	111	46	field	field	NN
7333	111	47	being	be	VBG
7333	111	48	as	as	RB
7333	111	49	yet	yet	RB
7333	111	50	in	in	IN
7333	111	51	no	no	DT
7333	111	52	way	way	NN
7333	111	53	determined	determine	VBN
7333	111	54	by	by	IN
7333	111	55	that	that	DT
7333	111	56	of	of	IN
7333	111	57	gravitational	gravitational	JJ
7333	111	58	ether	ether	NN
7333	111	59	.	.	.
7333	112	1	From	from	IN
7333	112	2	the	the	DT
7333	112	3	present	present	JJ
7333	112	4	state	state	NN
7333	112	5	of	of	IN
7333	112	6	theory	theory	NN
7333	112	7	it	-PRON-	PRP
7333	112	8	looks	look	VBZ
7333	112	9	as	as	IN
7333	112	10	if	if	IN
7333	112	11	the	the	DT
7333	112	12	electromagnetic	electromagnetic	JJ
7333	112	13	field	field	NN
7333	112	14	,	,	,
7333	112	15	as	as	IN
7333	112	16	opposed	oppose	VBN
7333	112	17	to	to	IN
7333	112	18	the	the	DT
7333	112	19	gravitational	gravitational	JJ
7333	112	20	field	field	NN
7333	112	21	,	,	,
7333	112	22	rests	rest	VBZ
7333	112	23	upon	upon	IN
7333	112	24	an	an	DT
7333	112	25	entirely	entirely	RB
7333	112	26	new	new	JJ
7333	112	27	formal	formal	JJ
7333	112	28	_	_	NNP
7333	112	29	motif	motif	NN
7333	112	30	_	_	NNP
7333	112	31	,	,	,
7333	112	32	as	as	IN
7333	112	33	though	though	IN
7333	112	34	nature	nature	NN
7333	112	35	might	may	MD
7333	112	36	just	just	RB
7333	112	37	as	as	RB
7333	112	38	well	well	RB
7333	112	39	have	have	VBP
7333	112	40	endowed	endow	VBN
7333	112	41	the	the	DT
7333	112	42	gravitational	gravitational	JJ
7333	112	43	ether	ether	NN
7333	112	44	with	with	IN
7333	112	45	fields	field	NNS
7333	112	46	of	of	IN
7333	112	47	quite	quite	PDT
7333	112	48	another	another	DT
7333	112	49	type	type	NN
7333	112	50	,	,	,
7333	112	51	for	for	IN
7333	112	52	example	example	NN
7333	112	53	,	,	,
7333	112	54	with	with	IN
7333	112	55	fields	field	NNS
7333	112	56	of	of	IN
7333	112	57	a	a	DT
7333	112	58	scalar	scalar	JJ
7333	112	59	potential	potential	NN
7333	112	60	,	,	,
7333	112	61	instead	instead	RB
7333	112	62	of	of	IN
7333	112	63	fields	field	NNS
7333	112	64	of	of	IN
7333	112	65	the	the	DT
7333	112	66	electromagnetic	electromagnetic	JJ
7333	112	67	type	type	NN
7333	112	68	.	.	.
7333	113	1	Since	since	IN
7333	113	2	according	accord	VBG
7333	113	3	to	to	IN
7333	113	4	our	-PRON-	PRP$
7333	113	5	present	present	JJ
7333	113	6	conceptions	conception	NNS
7333	113	7	the	the	DT
7333	113	8	elementary	elementary	JJ
7333	113	9	particles	particle	NNS
7333	113	10	of	of	IN
7333	113	11	matter	matter	NN
7333	113	12	are	be	VBP
7333	113	13	also	also	RB
7333	113	14	,	,	,
7333	113	15	in	in	IN
7333	113	16	their	-PRON-	PRP$
7333	113	17	essence	essence	NN
7333	113	18	,	,	,
7333	113	19	nothing	nothing	NN
7333	113	20	else	else	RB
7333	113	21	than	than	IN
7333	113	22	condensations	condensation	NNS
7333	113	23	of	of	IN
7333	113	24	the	the	DT
7333	113	25	electromagnetic	electromagnetic	JJ
7333	113	26	field	field	NN
7333	113	27	,	,	,
7333	113	28	our	-PRON-	PRP$
7333	113	29	present	present	JJ
7333	113	30	view	view	NN
7333	113	31	of	of	IN
7333	113	32	the	the	DT
7333	113	33	universe	universe	NNP
7333	113	34	presents	present	VBZ
7333	113	35	two	two	CD
7333	113	36	realities	reality	NNS
7333	113	37	which	which	WDT
7333	113	38	are	be	VBP
7333	113	39	completely	completely	RB
7333	113	40	separated	separate	VBN
7333	113	41	from	from	IN
7333	113	42	each	each	DT
7333	113	43	other	other	JJ
7333	113	44	conceptually	conceptually	RB
7333	113	45	,	,	,
7333	113	46	although	although	IN
7333	113	47	connected	connect	VBN
7333	113	48	causally	causally	RB
7333	113	49	,	,	,
7333	113	50	namely	namely	RB
7333	113	51	,	,	,
7333	113	52	gravitational	gravitational	JJ
7333	113	53	ether	ether	NN
7333	113	54	and	and	CC
7333	113	55	electromagnetic	electromagnetic	JJ
7333	113	56	field	field	NN
7333	113	57	,	,	,
7333	113	58	or	or	CC
7333	113	59	--	--	:
7333	113	60	as	as	IN
7333	113	61	they	-PRON-	PRP
7333	113	62	might	may	MD
7333	113	63	also	also	RB
7333	113	64	be	be	VB
7333	113	65	called	call	VBN
7333	113	66	--	--	:
7333	113	67	space	space	NN
7333	113	68	and	and	CC
7333	113	69	matter	matter	NN
7333	113	70	.	.	.
7333	114	1	Of	of	RB
7333	114	2	course	course	RB
7333	114	3	it	-PRON-	PRP
7333	114	4	would	would	MD
7333	114	5	be	be	VB
7333	114	6	a	a	DT
7333	114	7	great	great	JJ
7333	114	8	advance	advance	NN
7333	114	9	if	if	IN
7333	114	10	we	-PRON-	PRP
7333	114	11	could	could	MD
7333	114	12	succeed	succeed	VB
7333	114	13	in	in	IN
7333	114	14	comprehending	comprehend	VBG
7333	114	15	the	the	DT
7333	114	16	gravitational	gravitational	JJ
7333	114	17	field	field	NN
7333	114	18	and	and	CC
7333	114	19	the	the	DT
7333	114	20	electromagnetic	electromagnetic	JJ
7333	114	21	field	field	NN
7333	114	22	together	together	RB
7333	114	23	as	as	IN
7333	114	24	one	one	CD
7333	114	25	unified	unify	VBN
7333	114	26	conformation	conformation	NN
7333	114	27	.	.	.
7333	115	1	Then	then	RB
7333	115	2	for	for	IN
7333	115	3	the	the	DT
7333	115	4	first	first	JJ
7333	115	5	time	time	NN
7333	115	6	the	the	DT
7333	115	7	epoch	epoch	NN
7333	115	8	of	of	IN
7333	115	9	theoretical	theoretical	JJ
7333	115	10	physics	physics	NN
7333	115	11	founded	found	VBN
7333	115	12	by	by	IN
7333	115	13	Faraday	Faraday	NNP
7333	115	14	and	and	CC
7333	115	15	Maxwell	Maxwell	NNP
7333	115	16	would	would	MD
7333	115	17	reach	reach	VB
7333	115	18	a	a	DT
7333	115	19	satisfactory	satisfactory	JJ
7333	115	20	conclusion	conclusion	NN
7333	115	21	.	.	.
7333	116	1	The	the	DT
7333	116	2	contrast	contrast	NN
7333	116	3	between	between	IN
7333	116	4	ether	ether	NN
7333	116	5	and	and	CC
7333	116	6	matter	matter	NN
7333	116	7	would	would	MD
7333	116	8	fade	fade	VB
7333	116	9	away	away	RB
7333	116	10	,	,	,
7333	116	11	and	and	CC
7333	116	12	,	,	,
7333	116	13	through	through	IN
7333	116	14	the	the	DT
7333	116	15	general	general	JJ
7333	116	16	theory	theory	NN
7333	116	17	of	of	IN
7333	116	18	relativity	relativity	NN
7333	116	19	,	,	,
7333	116	20	the	the	DT
7333	116	21	whole	whole	NN
7333	116	22	of	of	IN
7333	116	23	physics	physics	NN
7333	116	24	would	would	MD
7333	116	25	become	become	VB
7333	116	26	a	a	DT
7333	116	27	complete	complete	JJ
7333	116	28	system	system	NN
7333	116	29	of	of	IN
7333	116	30	thought	thought	NN
7333	116	31	,	,	,
7333	116	32	like	like	IN
7333	116	33	geometry	geometry	NN
7333	116	34	,	,	,
7333	116	35	kinematics	kinematic	NNS
7333	116	36	,	,	,
7333	116	37	and	and	CC
7333	116	38	the	the	DT
7333	116	39	theory	theory	NN
7333	116	40	of	of	IN
7333	116	41	gravitation	gravitation	NN
7333	116	42	.	.	.
7333	117	1	An	an	DT
7333	117	2	exceedingly	exceedingly	RB
7333	117	3	ingenious	ingenious	JJ
7333	117	4	attempt	attempt	NN
7333	117	5	in	in	IN
7333	117	6	this	this	DT
7333	117	7	direction	direction	NN
7333	117	8	has	have	VBZ
7333	117	9	been	be	VBN
7333	117	10	made	make	VBN
7333	117	11	by	by	IN
7333	117	12	the	the	DT
7333	117	13	mathematician	mathematician	JJ
7333	117	14	H.	H.	NNP
7333	117	15	Weyl	Weyl	NNP
7333	117	16	;	;	:
7333	117	17	but	but	CC
7333	117	18	I	-PRON-	PRP
7333	117	19	do	do	VBP
7333	117	20	not	not	RB
7333	117	21	believe	believe	VB
7333	117	22	that	that	IN
7333	117	23	his	-PRON-	PRP$
7333	117	24	theory	theory	NN
7333	117	25	will	will	MD
7333	117	26	hold	hold	VB
7333	117	27	its	-PRON-	PRP$
7333	117	28	ground	ground	NN
7333	117	29	in	in	IN
7333	117	30	relation	relation	NN
7333	117	31	to	to	IN
7333	117	32	reality	reality	NN
7333	117	33	.	.	.
7333	118	1	Further	further	RB
7333	118	2	,	,	,
7333	118	3	in	in	IN
7333	118	4	contemplating	contemplate	VBG
7333	118	5	the	the	DT
7333	118	6	immediate	immediate	JJ
7333	118	7	future	future	NN
7333	118	8	of	of	IN
7333	118	9	theoretical	theoretical	JJ
7333	118	10	physics	physics	NN
7333	118	11	we	-PRON-	PRP
7333	118	12	ought	ought	MD
7333	118	13	not	not	RB
7333	118	14	unconditionally	unconditionally	RB
7333	118	15	to	to	TO
7333	118	16	reject	reject	VB
7333	118	17	the	the	DT
7333	118	18	possibility	possibility	NN
7333	118	19	that	that	IN
7333	118	20	the	the	DT
7333	118	21	facts	fact	NNS
7333	118	22	comprised	comprise	VBN
7333	118	23	in	in	IN
7333	118	24	the	the	DT
7333	118	25	quantum	quantum	NN
7333	118	26	theory	theory	NN
7333	118	27	may	may	MD
7333	118	28	set	set	VB
7333	118	29	bounds	bound	NNS
7333	118	30	to	to	IN
7333	118	31	the	the	DT
7333	118	32	field	field	NN
7333	118	33	theory	theory	NN
7333	118	34	beyond	beyond	IN
7333	118	35	which	which	WDT
7333	118	36	it	-PRON-	PRP
7333	118	37	can	can	MD
7333	118	38	not	not	RB
7333	118	39	pass	pass	VB
7333	118	40	.	.	.
7333	119	1	Recapitulating	recapitulate	VBG
7333	119	2	,	,	,
7333	119	3	we	-PRON-	PRP
7333	119	4	may	may	MD
7333	119	5	say	say	VB
7333	119	6	that	that	IN
7333	119	7	according	accord	VBG
7333	119	8	to	to	IN
7333	119	9	the	the	DT
7333	119	10	general	general	JJ
7333	119	11	theory	theory	NN
7333	119	12	of	of	IN
7333	119	13	relativity	relativity	NN
7333	119	14	space	space	NN
7333	119	15	is	be	VBZ
7333	119	16	endowed	endow	VBN
7333	119	17	with	with	IN
7333	119	18	physical	physical	JJ
7333	119	19	qualities	quality	NNS
7333	119	20	;	;	:
7333	119	21	in	in	IN
7333	119	22	this	this	DT
7333	119	23	sense	sense	NN
7333	119	24	,	,	,
7333	119	25	therefore	therefore	RB
7333	119	26	,	,	,
7333	119	27	there	there	EX
7333	119	28	exists	exist	VBZ
7333	119	29	an	an	DT
7333	119	30	ether	ether	NN
7333	119	31	.	.	.
7333	120	1	According	accord	VBG
7333	120	2	to	to	IN
7333	120	3	the	the	DT
7333	120	4	general	general	JJ
7333	120	5	theory	theory	NN
7333	120	6	of	of	IN
7333	120	7	relativity	relativity	NN
7333	120	8	space	space	NN
7333	120	9	without	without	IN
7333	120	10	ether	ether	NN
7333	120	11	is	be	VBZ
7333	120	12	unthinkable	unthinkable	JJ
7333	120	13	;	;	:
7333	120	14	for	for	IN
7333	120	15	in	in	IN
7333	120	16	such	such	JJ
7333	120	17	space	space	NN
7333	120	18	there	there	RB
7333	120	19	not	not	RB
7333	120	20	only	only	RB
7333	120	21	would	would	MD
7333	120	22	be	be	VB
7333	120	23	no	no	DT
7333	120	24	propagation	propagation	NN
7333	120	25	of	of	IN
7333	120	26	light	light	NN
7333	120	27	,	,	,
7333	120	28	but	but	CC
7333	120	29	also	also	RB
7333	120	30	no	no	DT
7333	120	31	possibility	possibility	NN
7333	120	32	of	of	IN
7333	120	33	existence	existence	NN
7333	120	34	for	for	IN
7333	120	35	standards	standard	NNS
7333	120	36	of	of	IN
7333	120	37	space	space	NN
7333	120	38	and	and	CC
7333	120	39	time	time	NN
7333	120	40	(	(	-LRB-
7333	120	41	measuring	measure	VBG
7333	120	42	-	-	HYPH
7333	120	43	rods	rod	NNS
7333	120	44	and	and	CC
7333	120	45	clocks	clock	NNS
7333	120	46	)	)	-RRB-
7333	120	47	,	,	,
7333	120	48	nor	nor	CC
7333	120	49	therefore	therefore	RB
7333	120	50	any	any	DT
7333	120	51	space	space	NN
7333	120	52	-	-	HYPH
7333	120	53	time	time	NN
7333	120	54	intervals	interval	NNS
7333	120	55	in	in	IN
7333	120	56	the	the	DT
7333	120	57	physical	physical	JJ
7333	120	58	sense	sense	NN
7333	120	59	.	.	.
7333	121	1	But	but	CC
7333	121	2	this	this	DT
7333	121	3	ether	ether	NN
7333	121	4	may	may	MD
7333	121	5	not	not	RB
7333	121	6	be	be	VB
7333	121	7	thought	think	VBN
7333	121	8	of	of	IN
7333	121	9	as	as	IN
7333	121	10	endowed	endow	VBN
7333	121	11	with	with	IN
7333	121	12	the	the	DT
7333	121	13	quality	quality	NN
7333	121	14	characteristic	characteristic	NN
7333	121	15	of	of	IN
7333	121	16	ponderable	ponderable	JJ
7333	121	17	media	medium	NNS
7333	121	18	,	,	,
7333	121	19	as	as	IN
7333	121	20	consisting	consist	VBG
7333	121	21	of	of	IN
7333	121	22	parts	part	NNS
7333	121	23	which	which	WDT
7333	121	24	may	may	MD
7333	121	25	be	be	VB
7333	121	26	tracked	track	VBN
7333	121	27	through	through	IN
7333	121	28	time	time	NN
7333	121	29	.	.	.
7333	122	1	The	the	DT
7333	122	2	idea	idea	NN
7333	122	3	of	of	IN
7333	122	4	motion	motion	NN
7333	122	5	may	may	MD
7333	122	6	not	not	RB
7333	122	7	be	be	VB
7333	122	8	applied	apply	VBN
7333	122	9	to	to	IN
7333	122	10	it	-PRON-	PRP
7333	122	11	.	.	.
7333	123	1	GEOMETRY	GEOMETRY	NNP
7333	123	2	AND	and	CC
7333	123	3	EXPERIENCE	EXPERIENCE	NNS
7333	123	4	An	an	DT
7333	123	5	expanded	expand	VBN
7333	123	6	form	form	NN
7333	123	7	of	of	IN
7333	123	8	an	an	DT
7333	123	9	Address	address	NN
7333	123	10	to	to	IN
7333	123	11	the	the	DT
7333	123	12	Prussian	Prussian	NNP
7333	123	13	Academy	Academy	NNP
7333	123	14	of	of	IN
7333	123	15	Sciences	Sciences	NNPS
7333	123	16	in	in	IN
7333	123	17	Berlin	Berlin	NNP
7333	123	18	on	on	IN
7333	123	19	January	January	NNP
7333	123	20	27th	27th	NN
7333	123	21	,	,	,
7333	123	22	1921	1921	CD
7333	123	23	.	.	.
7333	124	1	One	one	CD
7333	124	2	reason	reason	NN
7333	124	3	why	why	WRB
7333	124	4	mathematics	mathematic	NNS
7333	124	5	enjoys	enjoy	VBZ
7333	124	6	special	special	JJ
7333	124	7	esteem	esteem	NN
7333	124	8	,	,	,
7333	124	9	above	above	IN
7333	124	10	all	all	DT
7333	124	11	other	other	JJ
7333	124	12	sciences	science	NNS
7333	124	13	,	,	,
7333	124	14	is	be	VBZ
7333	124	15	that	that	IN
7333	124	16	its	-PRON-	PRP$
7333	124	17	laws	law	NNS
7333	124	18	are	be	VBP
7333	124	19	absolutely	absolutely	RB
7333	124	20	certain	certain	JJ
7333	124	21	and	and	CC
7333	124	22	indisputable	indisputable	JJ
7333	124	23	,	,	,
7333	124	24	while	while	IN
7333	124	25	those	those	DT
7333	124	26	of	of	IN
7333	124	27	all	all	DT
7333	124	28	other	other	JJ
7333	124	29	sciences	science	NNS
7333	124	30	are	be	VBP
7333	124	31	to	to	IN
7333	124	32	some	some	DT
7333	124	33	extent	extent	NN
7333	124	34	debatable	debatable	JJ
7333	124	35	and	and	CC
7333	124	36	in	in	IN
7333	124	37	constant	constant	JJ
7333	124	38	danger	danger	NN
7333	124	39	of	of	IN
7333	124	40	being	be	VBG
7333	124	41	overthrown	overthrow	VBN
7333	124	42	by	by	IN
7333	124	43	newly	newly	RB
7333	124	44	discovered	discover	VBN
7333	124	45	facts	fact	NNS
7333	124	46	.	.	.
7333	125	1	In	in	IN
7333	125	2	spite	spite	NN
7333	125	3	of	of	IN
7333	125	4	this	this	DT
7333	125	5	,	,	,
7333	125	6	the	the	DT
7333	125	7	investigator	investigator	NN
7333	125	8	in	in	IN
7333	125	9	another	another	DT
7333	125	10	department	department	NN
7333	125	11	of	of	IN
7333	125	12	science	science	NN
7333	125	13	would	would	MD
7333	125	14	not	not	RB
7333	125	15	need	need	VB
7333	125	16	to	to	TO
7333	125	17	envy	envy	VB
7333	125	18	the	the	DT
7333	125	19	mathematician	mathematician	NN
7333	125	20	if	if	IN
7333	125	21	the	the	DT
7333	125	22	laws	law	NNS
7333	125	23	of	of	IN
7333	125	24	mathematics	mathematic	NNS
7333	125	25	referred	refer	VBD
7333	125	26	to	to	IN
7333	125	27	objects	object	NNS
7333	125	28	of	of	IN
7333	125	29	our	-PRON-	PRP$
7333	125	30	mere	mere	JJ
7333	125	31	imagination	imagination	NN
7333	125	32	,	,	,
7333	125	33	and	and	CC
7333	125	34	not	not	RB
7333	125	35	to	to	IN
7333	125	36	objects	object	NNS
7333	125	37	of	of	IN
7333	125	38	reality	reality	NN
7333	125	39	.	.	.
7333	126	1	For	for	IN
7333	126	2	it	-PRON-	PRP
7333	126	3	can	can	MD
7333	126	4	not	not	RB
7333	126	5	occasion	occasion	VB
7333	126	6	surprise	surprise	NN
7333	126	7	that	that	IN
7333	126	8	different	different	JJ
7333	126	9	persons	person	NNS
7333	126	10	should	should	MD
7333	126	11	arrive	arrive	VB
7333	126	12	at	at	IN
7333	126	13	the	the	DT
7333	126	14	same	same	JJ
7333	126	15	logical	logical	JJ
7333	126	16	conclusions	conclusion	NNS
7333	126	17	when	when	WRB
7333	126	18	they	-PRON-	PRP
7333	126	19	have	have	VBP
7333	126	20	already	already	RB
7333	126	21	agreed	agree	VBN
7333	126	22	upon	upon	IN
7333	126	23	the	the	DT
7333	126	24	fundamental	fundamental	JJ
7333	126	25	laws	law	NNS
7333	126	26	(	(	-LRB-
7333	126	27	axioms	axiom	NNS
7333	126	28	)	)	-RRB-
7333	126	29	,	,	,
7333	126	30	as	as	RB
7333	126	31	well	well	RB
7333	126	32	as	as	IN
7333	126	33	the	the	DT
7333	126	34	methods	method	NNS
7333	126	35	by	by	IN
7333	126	36	which	which	WDT
7333	126	37	other	other	JJ
7333	126	38	laws	law	NNS
7333	126	39	are	be	VBP
7333	126	40	to	to	TO
7333	126	41	be	be	VB
7333	126	42	deduced	deduce	VBN
7333	126	43	therefrom	therefrom	NN
7333	126	44	.	.	.
7333	127	1	But	but	CC
7333	127	2	there	there	EX
7333	127	3	is	be	VBZ
7333	127	4	another	another	DT
7333	127	5	reason	reason	NN
7333	127	6	for	for	IN
7333	127	7	the	the	DT
7333	127	8	high	high	JJ
7333	127	9	repute	repute	NN
7333	127	10	of	of	IN
7333	127	11	mathematics	mathematic	NNS
7333	127	12	,	,	,
7333	127	13	in	in	IN
7333	127	14	that	that	IN
7333	127	15	it	-PRON-	PRP
7333	127	16	is	be	VBZ
7333	127	17	mathematics	mathematic	NNS
7333	127	18	which	which	WDT
7333	127	19	affords	afford	VBZ
7333	127	20	the	the	DT
7333	127	21	exact	exact	JJ
7333	127	22	natural	natural	JJ
7333	127	23	sciences	science	NNS
7333	127	24	a	a	DT
7333	127	25	certain	certain	JJ
7333	127	26	measure	measure	NN
7333	127	27	of	of	IN
7333	127	28	security	security	NN
7333	127	29	,	,	,
7333	127	30	to	to	TO
7333	127	31	which	which	WDT
7333	127	32	without	without	IN
7333	127	33	mathematics	mathematic	NNS
7333	127	34	they	-PRON-	PRP
7333	127	35	could	could	MD
7333	127	36	not	not	RB
7333	127	37	attain	attain	VB
7333	127	38	.	.	.
7333	128	1	At	at	IN
7333	128	2	this	this	DT
7333	128	3	point	point	NN
7333	128	4	an	an	DT
7333	128	5	enigma	enigma	NNP
7333	128	6	presents	present	VBZ
7333	128	7	itself	-PRON-	PRP
7333	128	8	which	which	WDT
7333	128	9	in	in	IN
7333	128	10	all	all	DT
7333	128	11	ages	age	NNS
7333	128	12	has	have	VBZ
7333	128	13	agitated	agitate	VBN
7333	128	14	inquiring	inquire	VBG
7333	128	15	minds	mind	NNS
7333	128	16	.	.	.
7333	129	1	How	how	WRB
7333	129	2	can	can	MD
7333	129	3	it	-PRON-	PRP
7333	129	4	be	be	VB
7333	129	5	that	that	IN
7333	129	6	mathematics	mathematic	NNS
7333	129	7	,	,	,
7333	129	8	being	be	VBG
7333	129	9	after	after	RB
7333	129	10	all	all	PDT
7333	129	11	a	a	DT
7333	129	12	product	product	NN
7333	129	13	of	of	IN
7333	129	14	human	human	JJ
7333	129	15	thought	thought	NN
7333	129	16	which	which	WDT
7333	129	17	is	be	VBZ
7333	129	18	independent	independent	JJ
7333	129	19	of	of	IN
7333	129	20	experience	experience	NN
7333	129	21	,	,	,
7333	129	22	is	be	VBZ
7333	129	23	so	so	RB
7333	129	24	admirably	admirably	RB
7333	129	25	appropriate	appropriate	JJ
7333	129	26	to	to	IN
7333	129	27	the	the	DT
7333	129	28	objects	object	NNS
7333	129	29	of	of	IN
7333	129	30	reality	reality	NN
7333	129	31	?	?	.
7333	130	1	Is	be	VBZ
7333	130	2	human	human	JJ
7333	130	3	reason	reason	NN
7333	130	4	,	,	,
7333	130	5	then	then	RB
7333	130	6	,	,	,
7333	130	7	without	without	IN
7333	130	8	experience	experience	NN
7333	130	9	,	,	,
7333	130	10	merely	merely	RB
7333	130	11	by	by	IN
7333	130	12	taking	take	VBG
7333	130	13	thought	thought	NN
7333	130	14	,	,	,
7333	130	15	able	able	JJ
7333	130	16	to	to	TO
7333	130	17	fathom	fathom	VB
7333	130	18	the	the	DT
7333	130	19	properties	property	NNS
7333	130	20	of	of	IN
7333	130	21	real	real	JJ
7333	130	22	things	thing	NNS
7333	130	23	.	.	.
7333	131	1	In	in	IN
7333	131	2	my	-PRON-	PRP$
7333	131	3	opinion	opinion	NN
7333	131	4	the	the	DT
7333	131	5	answer	answer	NN
7333	131	6	to	to	IN
7333	131	7	this	this	DT
7333	131	8	question	question	NN
7333	131	9	is	be	VBZ
7333	131	10	,	,	,
7333	131	11	briefly	briefly	RB
7333	131	12	,	,	,
7333	131	13	this:--As	this:--as	VB
7333	131	14	far	far	RB
7333	131	15	as	as	IN
7333	131	16	the	the	DT
7333	131	17	laws	law	NNS
7333	131	18	of	of	IN
7333	131	19	mathematics	mathematic	NNS
7333	131	20	refer	refer	VBP
7333	131	21	to	to	IN
7333	131	22	reality	reality	NN
7333	131	23	,	,	,
7333	131	24	they	-PRON-	PRP
7333	131	25	are	be	VBP
7333	131	26	not	not	RB
7333	131	27	certain	certain	JJ
7333	131	28	;	;	:
7333	131	29	and	and	CC
7333	131	30	as	as	RB
7333	131	31	far	far	RB
7333	131	32	as	as	IN
7333	131	33	they	-PRON-	PRP
7333	131	34	are	be	VBP
7333	131	35	certain	certain	JJ
7333	131	36	,	,	,
7333	131	37	they	-PRON-	PRP
7333	131	38	do	do	VBP
7333	131	39	not	not	RB
7333	131	40	refer	refer	VB
7333	131	41	to	to	IN
7333	131	42	reality	reality	NN
7333	131	43	.	.	.
7333	132	1	It	-PRON-	PRP
7333	132	2	seems	seem	VBZ
7333	132	3	to	to	IN
7333	132	4	me	-PRON-	PRP
7333	132	5	that	that	DT
7333	132	6	complete	complete	JJ
7333	132	7	clearness	clearness	NN
7333	132	8	as	as	IN
7333	132	9	to	to	IN
7333	132	10	this	this	DT
7333	132	11	state	state	NN
7333	132	12	of	of	IN
7333	132	13	things	thing	NNS
7333	132	14	first	first	RB
7333	132	15	became	become	VBD
7333	132	16	common	common	JJ
7333	132	17	property	property	NN
7333	132	18	through	through	IN
7333	132	19	that	that	DT
7333	132	20	new	new	JJ
7333	132	21	departure	departure	NN
7333	132	22	in	in	IN
7333	132	23	mathematics	mathematic	NNS
7333	132	24	which	which	WDT
7333	132	25	is	be	VBZ
7333	132	26	known	know	VBN
7333	132	27	by	by	IN
7333	132	28	the	the	DT
7333	132	29	name	name	NN
7333	132	30	of	of	IN
7333	132	31	mathematical	mathematical	JJ
7333	132	32	logic	logic	NN
7333	132	33	or	or	CC
7333	132	34	"	"	``
7333	132	35	Axiomatics	Axiomatics	NNPS
7333	132	36	.	.	.
7333	132	37	"	"	''
7333	133	1	The	the	DT
7333	133	2	progress	progress	NN
7333	133	3	achieved	achieve	VBN
7333	133	4	by	by	IN
7333	133	5	axiomatics	axiomatic	NNS
7333	133	6	consists	consist	VBZ
7333	133	7	in	in	IN
7333	133	8	its	-PRON-	PRP$
7333	133	9	having	have	VBG
7333	133	10	neatly	neatly	RB
7333	133	11	separated	separate	VBN
7333	133	12	the	the	DT
7333	133	13	logical	logical	JJ
7333	133	14	-	-	HYPH
7333	133	15	formal	formal	JJ
7333	133	16	from	from	IN
7333	133	17	its	-PRON-	PRP$
7333	133	18	objective	objective	JJ
7333	133	19	or	or	CC
7333	133	20	intuitive	intuitive	JJ
7333	133	21	content	content	NN
7333	133	22	;	;	:
7333	133	23	according	accord	VBG
7333	133	24	to	to	IN
7333	133	25	axiomatics	axiomatic	NNS
7333	133	26	the	the	DT
7333	133	27	logical	logical	JJ
7333	133	28	-	-	HYPH
7333	133	29	formal	formal	JJ
7333	133	30	alone	alone	JJ
7333	133	31	forms	form	VBZ
7333	133	32	the	the	DT
7333	133	33	subject	subject	JJ
7333	133	34	-	-	HYPH
7333	133	35	matter	matter	NN
7333	133	36	of	of	IN
7333	133	37	mathematics	mathematic	NNS
7333	133	38	,	,	,
7333	133	39	which	which	WDT
7333	133	40	is	be	VBZ
7333	133	41	not	not	RB
7333	133	42	concerned	concerned	JJ
7333	133	43	with	with	IN
7333	133	44	the	the	DT
7333	133	45	intuitive	intuitive	JJ
7333	133	46	or	or	CC
7333	133	47	other	other	JJ
7333	133	48	content	content	NN
7333	133	49	associated	associate	VBN
7333	133	50	with	with	IN
7333	133	51	the	the	DT
7333	133	52	logical	logical	JJ
7333	133	53	-	-	HYPH
7333	133	54	formal	formal	JJ
7333	133	55	.	.	.
7333	134	1	Let	let	VB
7333	134	2	us	-PRON-	PRP
7333	134	3	for	for	IN
7333	134	4	a	a	DT
7333	134	5	moment	moment	NN
7333	134	6	consider	consider	VB
7333	134	7	from	from	IN
7333	134	8	this	this	DT
7333	134	9	point	point	NN
7333	134	10	of	of	IN
7333	134	11	view	view	NN
7333	134	12	any	any	DT
7333	134	13	axiom	axiom	NN
7333	134	14	of	of	IN
7333	134	15	geometry	geometry	NN
7333	134	16	,	,	,
7333	134	17	for	for	IN
7333	134	18	instance	instance	NN
7333	134	19	,	,	,
7333	134	20	the	the	DT
7333	134	21	following:--Through	following:--through	JJ
7333	134	22	two	two	CD
7333	134	23	points	point	NNS
7333	134	24	in	in	IN
7333	134	25	space	space	NN
7333	134	26	there	there	RB
7333	134	27	always	always	RB
7333	134	28	passes	pass	VBZ
7333	134	29	one	one	CD
7333	134	30	and	and	CC
7333	134	31	only	only	RB
7333	134	32	one	one	CD
7333	134	33	straight	straight	JJ
7333	134	34	line	line	NN
7333	134	35	.	.	.
7333	135	1	How	how	WRB
7333	135	2	is	be	VBZ
7333	135	3	this	this	DT
7333	135	4	axiom	axiom	NN
7333	135	5	to	to	TO
7333	135	6	be	be	VB
7333	135	7	interpreted	interpret	VBN
7333	135	8	in	in	IN
7333	135	9	the	the	DT
7333	135	10	older	old	JJR
7333	135	11	sense	sense	NN
7333	135	12	and	and	CC
7333	135	13	in	in	IN
7333	135	14	the	the	DT
7333	135	15	more	more	RBR
7333	135	16	modern	modern	JJ
7333	135	17	sense	sense	NN
7333	135	18	?	?	.
7333	136	1	The	the	DT
7333	136	2	older	old	JJR
7333	136	3	interpretation:--Every	interpretation:--every	NN
7333	136	4	one	one	NN
7333	136	5	knows	know	VBZ
7333	136	6	what	what	WP
7333	136	7	a	a	DT
7333	136	8	straight	straight	JJ
7333	136	9	line	line	NN
7333	136	10	is	be	VBZ
7333	136	11	,	,	,
7333	136	12	and	and	CC
7333	136	13	what	what	WP
7333	136	14	a	a	DT
7333	136	15	point	point	NN
7333	136	16	is	be	VBZ
7333	136	17	.	.	.
7333	137	1	Whether	whether	IN
7333	137	2	this	this	DT
7333	137	3	knowledge	knowledge	NN
7333	137	4	springs	spring	NNS
7333	137	5	from	from	IN
7333	137	6	an	an	DT
7333	137	7	ability	ability	NN
7333	137	8	of	of	IN
7333	137	9	the	the	DT
7333	137	10	human	human	JJ
7333	137	11	mind	mind	NN
7333	137	12	or	or	CC
7333	137	13	from	from	IN
7333	137	14	experience	experience	NN
7333	137	15	,	,	,
7333	137	16	from	from	IN
7333	137	17	some	some	DT
7333	137	18	collaboration	collaboration	NN
7333	137	19	of	of	IN
7333	137	20	the	the	DT
7333	137	21	two	two	CD
7333	137	22	or	or	CC
7333	137	23	from	from	IN
7333	137	24	some	some	DT
7333	137	25	other	other	JJ
7333	137	26	source	source	NN
7333	137	27	,	,	,
7333	137	28	is	be	VBZ
7333	137	29	not	not	RB
7333	137	30	for	for	IN
7333	137	31	the	the	DT
7333	137	32	mathematician	mathematician	NN
7333	137	33	to	to	TO
7333	137	34	decide	decide	VB
7333	137	35	.	.	.
7333	138	1	He	-PRON-	PRP
7333	138	2	leaves	leave	VBZ
7333	138	3	the	the	DT
7333	138	4	question	question	NN
7333	138	5	to	to	IN
7333	138	6	the	the	DT
7333	138	7	philosopher	philosopher	NN
7333	138	8	.	.	.
7333	139	1	Being	be	VBG
7333	139	2	based	base	VBN
7333	139	3	upon	upon	IN
7333	139	4	this	this	DT
7333	139	5	knowledge	knowledge	NN
7333	139	6	,	,	,
7333	139	7	which	which	WDT
7333	139	8	precedes	precede	VBZ
7333	139	9	all	all	DT
7333	139	10	mathematics	mathematic	NNS
7333	139	11	,	,	,
7333	139	12	the	the	DT
7333	139	13	axiom	axiom	NN
7333	139	14	stated	state	VBN
7333	139	15	above	above	RB
7333	139	16	is	be	VBZ
7333	139	17	,	,	,
7333	139	18	like	like	IN
7333	139	19	all	all	DT
7333	139	20	other	other	JJ
7333	139	21	axioms	axiom	NNS
7333	139	22	,	,	,
7333	139	23	self	self	NN
7333	139	24	-	-	HYPH
7333	139	25	evident	evident	JJ
7333	139	26	,	,	,
7333	139	27	that	that	RB
7333	139	28	is	is	RB
7333	139	29	,	,	,
7333	139	30	it	-PRON-	PRP
7333	139	31	is	be	VBZ
7333	139	32	the	the	DT
7333	139	33	expression	expression	NN
7333	139	34	of	of	IN
7333	139	35	a	a	DT
7333	139	36	part	part	NN
7333	139	37	of	of	IN
7333	139	38	this	this	DT
7333	139	39	_	_	NNP
7333	139	40	a	a	DT
7333	139	41	priori	priori	FW
7333	139	42	_	_	NNP
7333	139	43	knowledge	knowledge	NN
7333	139	44	.	.	.
7333	140	1	The	the	DT
7333	140	2	more	more	RBR
7333	140	3	modern	modern	JJ
7333	140	4	interpretation:--Geometry	interpretation:--geometry	NN
7333	140	5	treats	treat	NNS
7333	140	6	of	of	IN
7333	140	7	entities	entity	NNS
7333	140	8	which	which	WDT
7333	140	9	are	be	VBP
7333	140	10	denoted	denote	VBN
7333	140	11	by	by	IN
7333	140	12	the	the	DT
7333	140	13	words	word	NNS
7333	140	14	straight	straight	JJ
7333	140	15	line	line	NN
7333	140	16	,	,	,
7333	140	17	point	point	NN
7333	140	18	,	,	,
7333	140	19	etc	etc	FW
7333	140	20	.	.	.
7333	141	1	These	these	DT
7333	141	2	entities	entity	NNS
7333	141	3	do	do	VBP
7333	141	4	not	not	RB
7333	141	5	take	take	VB
7333	141	6	for	for	IN
7333	141	7	granted	grant	VBN
7333	141	8	any	any	DT
7333	141	9	knowledge	knowledge	NN
7333	141	10	or	or	CC
7333	141	11	intuition	intuition	NN
7333	141	12	whatever	whatever	WDT
7333	141	13	,	,	,
7333	141	14	but	but	CC
7333	141	15	they	-PRON-	PRP
7333	141	16	presuppose	presuppose	VBP
7333	141	17	only	only	RB
7333	141	18	the	the	DT
7333	141	19	validity	validity	NN
7333	141	20	of	of	IN
7333	141	21	the	the	DT
7333	141	22	axioms	axiom	NNS
7333	141	23	,	,	,
7333	141	24	such	such	JJ
7333	141	25	as	as	IN
7333	141	26	the	the	DT
7333	141	27	one	one	NN
7333	141	28	stated	state	VBN
7333	141	29	above	above	RB
7333	141	30	,	,	,
7333	141	31	which	which	WDT
7333	141	32	are	be	VBP
7333	141	33	to	to	TO
7333	141	34	be	be	VB
7333	141	35	taken	take	VBN
7333	141	36	in	in	IN
7333	141	37	a	a	DT
7333	141	38	purely	purely	RB
7333	141	39	formal	formal	JJ
7333	141	40	sense	sense	NN
7333	141	41	,	,	,
7333	141	42	i.e.	i.e.	FW
7333	142	1	as	as	IN
7333	142	2	void	void	RB
7333	142	3	of	of	IN
7333	142	4	all	all	DT
7333	142	5	content	content	NN
7333	142	6	of	of	IN
7333	142	7	intuition	intuition	NN
7333	142	8	or	or	CC
7333	142	9	experience	experience	NN
7333	142	10	.	.	.
7333	143	1	These	these	DT
7333	143	2	axioms	axiom	NNS
7333	143	3	are	be	VBP
7333	143	4	free	free	JJ
7333	143	5	creations	creation	NNS
7333	143	6	of	of	IN
7333	143	7	the	the	DT
7333	143	8	human	human	JJ
7333	143	9	mind	mind	NN
7333	143	10	.	.	.
7333	144	1	All	all	DT
7333	144	2	other	other	JJ
7333	144	3	propositions	proposition	NNS
7333	144	4	of	of	IN
7333	144	5	geometry	geometry	NN
7333	144	6	are	be	VBP
7333	144	7	logical	logical	JJ
7333	144	8	inferences	inference	NNS
7333	144	9	from	from	IN
7333	144	10	the	the	DT
7333	144	11	axioms	axiom	NNS
7333	144	12	(	(	-LRB-
7333	144	13	which	which	WDT
7333	144	14	are	be	VBP
7333	144	15	to	to	TO
7333	144	16	be	be	VB
7333	144	17	taken	take	VBN
7333	144	18	in	in	IN
7333	144	19	the	the	DT
7333	144	20	nominalistic	nominalistic	JJ
7333	144	21	sense	sense	NN
7333	144	22	only	only	RB
7333	144	23	)	)	-RRB-
7333	144	24	.	.	.
7333	145	1	The	the	DT
7333	145	2	matter	matter	NN
7333	145	3	of	of	IN
7333	145	4	which	which	WDT
7333	145	5	geometry	geometry	NN
7333	145	6	treats	treat	NNS
7333	145	7	is	be	VBZ
7333	145	8	first	first	RB
7333	145	9	defined	define	VBN
7333	145	10	by	by	IN
7333	145	11	the	the	DT
7333	145	12	axioms	axiom	NNS
7333	145	13	.	.	.
7333	146	1	Schlick	schlick	VB
7333	146	2	in	in	IN
7333	146	3	his	-PRON-	PRP$
7333	146	4	book	book	NN
7333	146	5	on	on	IN
7333	146	6	epistemology	epistemology	NN
7333	146	7	has	have	VBZ
7333	146	8	therefore	therefore	RB
7333	146	9	characterised	characterise	VBN
7333	146	10	axioms	axiom	NNS
7333	146	11	very	very	RB
7333	146	12	aptly	aptly	RB
7333	146	13	as	as	IN
7333	146	14	"	"	``
7333	146	15	implicit	implicit	JJ
7333	146	16	definitions	definition	NNS
7333	146	17	.	.	.
7333	146	18	"	"	''
7333	147	1	This	this	DT
7333	147	2	view	view	NN
7333	147	3	of	of	IN
7333	147	4	axioms	axiom	NNS
7333	147	5	,	,	,
7333	147	6	advocated	advocate	VBN
7333	147	7	by	by	IN
7333	147	8	modern	modern	JJ
7333	147	9	axiomatics	axiomatic	NNS
7333	147	10	,	,	,
7333	147	11	purges	purge	NNS
7333	147	12	mathematics	mathematic	NNS
7333	147	13	of	of	IN
7333	147	14	all	all	DT
7333	147	15	extraneous	extraneous	JJ
7333	147	16	elements	element	NNS
7333	147	17	,	,	,
7333	147	18	and	and	CC
7333	147	19	thus	thus	RB
7333	147	20	dispels	dispel	VBZ
7333	147	21	the	the	DT
7333	147	22	mystic	mystic	JJ
7333	147	23	obscurity	obscurity	NN
7333	147	24	which	which	WDT
7333	147	25	formerly	formerly	RB
7333	147	26	surrounded	surround	VBD
7333	147	27	the	the	DT
7333	147	28	principles	principle	NNS
7333	147	29	of	of	IN
7333	147	30	mathematics	mathematic	NNS
7333	147	31	.	.	.
7333	148	1	But	but	CC
7333	148	2	a	a	DT
7333	148	3	presentation	presentation	NN
7333	148	4	of	of	IN
7333	148	5	its	-PRON-	PRP$
7333	148	6	principles	principle	NNS
7333	148	7	thus	thus	RB
7333	148	8	clarified	clarify	VBD
7333	148	9	makes	make	VBZ
7333	148	10	it	-PRON-	PRP
7333	148	11	also	also	RB
7333	148	12	evident	evident	JJ
7333	148	13	that	that	IN
7333	148	14	mathematics	mathematic	NNS
7333	148	15	as	as	IN
7333	148	16	such	such	JJ
7333	148	17	can	can	MD
7333	148	18	not	not	RB
7333	148	19	predicate	predicate	VB
7333	148	20	anything	anything	NN
7333	148	21	about	about	IN
7333	148	22	perceptual	perceptual	JJ
7333	148	23	objects	object	NNS
7333	148	24	or	or	CC
7333	148	25	real	real	JJ
7333	148	26	objects	object	NNS
7333	148	27	.	.	.
7333	149	1	In	in	IN
7333	149	2	axiomatic	axiomatic	JJ
7333	149	3	geometry	geometry	NN
7333	149	4	the	the	DT
7333	149	5	words	word	NNS
7333	149	6	"	"	``
7333	149	7	point	point	NN
7333	149	8	,	,	,
7333	149	9	"	"	''
7333	149	10	"	"	``
7333	149	11	straight	straight	JJ
7333	149	12	line	line	NN
7333	149	13	,	,	,
7333	149	14	"	"	''
7333	149	15	etc	etc	FW
7333	149	16	.	.	.
7333	149	17	,	,	,
7333	149	18	stand	stand	VB
7333	149	19	only	only	RB
7333	149	20	for	for	IN
7333	149	21	empty	empty	JJ
7333	149	22	conceptual	conceptual	JJ
7333	149	23	schemata	schemata	NN
7333	149	24	.	.	.
7333	150	1	That	that	DT
7333	150	2	which	which	WDT
7333	150	3	gives	give	VBZ
7333	150	4	them	-PRON-	PRP
7333	150	5	substance	substance	NN
7333	150	6	is	be	VBZ
7333	150	7	not	not	RB
7333	150	8	relevant	relevant	JJ
7333	150	9	to	to	IN
7333	150	10	mathematics	mathematic	NNS
7333	150	11	.	.	.
7333	151	1	Yet	yet	CC
7333	151	2	on	on	IN
7333	151	3	the	the	DT
7333	151	4	other	other	JJ
7333	151	5	hand	hand	NN
7333	151	6	it	-PRON-	PRP
7333	151	7	is	be	VBZ
7333	151	8	certain	certain	JJ
7333	151	9	that	that	IN
7333	151	10	mathematics	mathematic	NNS
7333	151	11	generally	generally	RB
7333	151	12	,	,	,
7333	151	13	and	and	CC
7333	151	14	particularly	particularly	RB
7333	151	15	geometry	geometry	NN
7333	151	16	,	,	,
7333	151	17	owes	owe	VBZ
7333	151	18	its	-PRON-	PRP$
7333	151	19	existence	existence	NN
7333	151	20	to	to	IN
7333	151	21	the	the	DT
7333	151	22	need	need	NN
7333	151	23	which	which	WDT
7333	151	24	was	be	VBD
7333	151	25	felt	feel	VBN
7333	151	26	of	of	IN
7333	151	27	learning	learn	VBG
7333	151	28	something	something	NN
7333	151	29	about	about	IN
7333	151	30	the	the	DT
7333	151	31	relations	relation	NNS
7333	151	32	of	of	IN
7333	151	33	real	real	JJ
7333	151	34	things	thing	NNS
7333	151	35	to	to	IN
7333	151	36	one	one	CD
7333	151	37	another	another	DT
7333	151	38	.	.	.
7333	152	1	The	the	DT
7333	152	2	very	very	JJ
7333	152	3	word	word	NN
7333	152	4	geometry	geometry	NN
7333	152	5	,	,	,
7333	152	6	which	which	WDT
7333	152	7	,	,	,
7333	152	8	of	of	IN
7333	152	9	course	course	NN
7333	152	10	,	,	,
7333	152	11	means	mean	VBZ
7333	152	12	earth	earth	NN
7333	152	13	-	-	HYPH
7333	152	14	measuring	measure	VBG
7333	152	15	,	,	,
7333	152	16	proves	prove	VBZ
7333	152	17	this	this	DT
7333	152	18	.	.	.
7333	153	1	For	for	IN
7333	153	2	earth	earth	NN
7333	153	3	-	-	HYPH
7333	153	4	measuring	measuring	NN
7333	153	5	has	have	VBZ
7333	153	6	to	to	TO
7333	153	7	do	do	VB
7333	153	8	with	with	IN
7333	153	9	the	the	DT
7333	153	10	possibilities	possibility	NNS
7333	153	11	of	of	IN
7333	153	12	the	the	DT
7333	153	13	disposition	disposition	NN
7333	153	14	of	of	IN
7333	153	15	certain	certain	JJ
7333	153	16	natural	natural	JJ
7333	153	17	objects	object	NNS
7333	153	18	with	with	IN
7333	153	19	respect	respect	NN
7333	153	20	to	to	IN
7333	153	21	one	one	CD
7333	153	22	another	another	DT
7333	153	23	,	,	,
7333	153	24	namely	namely	RB
7333	153	25	,	,	,
7333	153	26	with	with	IN
7333	153	27	parts	part	NNS
7333	153	28	of	of	IN
7333	153	29	the	the	DT
7333	153	30	earth	earth	NN
7333	153	31	,	,	,
7333	153	32	measuring	measure	VBG
7333	153	33	-	-	HYPH
7333	153	34	lines	line	NNS
7333	153	35	,	,	,
7333	153	36	measuring	measure	VBG
7333	153	37	-	-	HYPH
7333	153	38	wands	wand	NNS
7333	153	39	,	,	,
7333	153	40	etc	etc	FW
7333	153	41	.	.	.
7333	154	1	It	-PRON-	PRP
7333	154	2	is	be	VBZ
7333	154	3	clear	clear	JJ
7333	154	4	that	that	IN
7333	154	5	the	the	DT
7333	154	6	system	system	NN
7333	154	7	of	of	IN
7333	154	8	concepts	concept	NNS
7333	154	9	of	of	IN
7333	154	10	axiomatic	axiomatic	JJ
7333	154	11	geometry	geometry	NN
7333	154	12	alone	alone	RB
7333	154	13	can	can	MD
7333	154	14	not	not	RB
7333	154	15	make	make	VB
7333	154	16	any	any	DT
7333	154	17	assertions	assertion	NNS
7333	154	18	as	as	IN
7333	154	19	to	to	IN
7333	154	20	the	the	DT
7333	154	21	relations	relation	NNS
7333	154	22	of	of	IN
7333	154	23	real	real	JJ
7333	154	24	objects	object	NNS
7333	154	25	of	of	IN
7333	154	26	this	this	DT
7333	154	27	kind	kind	NN
7333	154	28	,	,	,
7333	154	29	which	which	WDT
7333	154	30	we	-PRON-	PRP
7333	154	31	will	will	MD
7333	154	32	call	call	VB
7333	154	33	practically	practically	RB
7333	154	34	-	-	HYPH
7333	154	35	rigid	rigid	JJ
7333	154	36	bodies	body	NNS
7333	154	37	.	.	.
7333	155	1	To	to	TO
7333	155	2	be	be	VB
7333	155	3	able	able	JJ
7333	155	4	to	to	TO
7333	155	5	make	make	VB
7333	155	6	such	such	JJ
7333	155	7	assertions	assertion	NNS
7333	155	8	,	,	,
7333	155	9	geometry	geometry	NN
7333	155	10	must	must	MD
7333	155	11	be	be	VB
7333	155	12	stripped	strip	VBN
7333	155	13	of	of	IN
7333	155	14	its	-PRON-	PRP$
7333	155	15	merely	merely	RB
7333	155	16	logical	logical	JJ
7333	155	17	-	-	HYPH
7333	155	18	formal	formal	JJ
7333	155	19	character	character	NN
7333	155	20	by	by	IN
7333	155	21	the	the	DT
7333	155	22	co	co	NN
7333	155	23	-	-	NN
7333	155	24	ordination	ordination	NN
7333	155	25	of	of	IN
7333	155	26	real	real	JJ
7333	155	27	objects	object	NNS
7333	155	28	of	of	IN
7333	155	29	experience	experience	NN
7333	155	30	with	with	IN
7333	155	31	the	the	DT
7333	155	32	empty	empty	JJ
7333	155	33	conceptual	conceptual	JJ
7333	155	34	frame	frame	NN
7333	155	35	-	-	HYPH
7333	155	36	work	work	NN
7333	155	37	of	of	IN
7333	155	38	axiomatic	axiomatic	JJ
7333	155	39	geometry	geometry	NN
7333	155	40	.	.	.
7333	156	1	To	to	TO
7333	156	2	accomplish	accomplish	VB
7333	156	3	this	this	DT
7333	156	4	,	,	,
7333	156	5	we	-PRON-	PRP
7333	156	6	need	need	VBP
7333	156	7	only	only	RB
7333	156	8	add	add	VB
7333	156	9	the	the	DT
7333	156	10	proposition:--Solid	proposition:--solid	JJ
7333	156	11	bodies	body	NNS
7333	156	12	are	be	VBP
7333	156	13	related	relate	VBN
7333	156	14	,	,	,
7333	156	15	with	with	IN
7333	156	16	respect	respect	NN
7333	156	17	to	to	IN
7333	156	18	their	-PRON-	PRP$
7333	156	19	possible	possible	JJ
7333	156	20	dispositions	disposition	NNS
7333	156	21	,	,	,
7333	156	22	as	as	IN
7333	156	23	are	be	VBP
7333	156	24	bodies	body	NNS
7333	156	25	in	in	IN
7333	156	26	Euclidean	Euclidean	NNP
7333	156	27	geometry	geometry	NN
7333	156	28	of	of	IN
7333	156	29	three	three	CD
7333	156	30	dimensions	dimension	NNS
7333	156	31	.	.	.
7333	157	1	Then	then	RB
7333	157	2	the	the	DT
7333	157	3	propositions	proposition	NNS
7333	157	4	of	of	IN
7333	157	5	Euclid	euclid	JJ
7333	157	6	contain	contain	NN
7333	157	7	affirmations	affirmation	NNS
7333	157	8	as	as	IN
7333	157	9	to	to	IN
7333	157	10	the	the	DT
7333	157	11	relations	relation	NNS
7333	157	12	of	of	IN
7333	157	13	practically	practically	RB
7333	157	14	-	-	HYPH
7333	157	15	rigid	rigid	JJ
7333	157	16	bodies	body	NNS
7333	157	17	.	.	.
7333	158	1	Geometry	geometry	NN
7333	158	2	thus	thus	RB
7333	158	3	completed	complete	VBD
7333	158	4	is	be	VBZ
7333	158	5	evidently	evidently	RB
7333	158	6	a	a	DT
7333	158	7	natural	natural	JJ
7333	158	8	science	science	NN
7333	158	9	;	;	:
7333	158	10	we	-PRON-	PRP
7333	158	11	may	may	MD
7333	158	12	in	in	IN
7333	158	13	fact	fact	NN
7333	158	14	regard	regard	VB
7333	158	15	it	-PRON-	PRP
7333	158	16	as	as	IN
7333	158	17	the	the	DT
7333	158	18	most	most	RBS
7333	158	19	ancient	ancient	JJ
7333	158	20	branch	branch	NN
7333	158	21	of	of	IN
7333	158	22	physics	physics	NN
7333	158	23	.	.	.
7333	159	1	Its	-PRON-	PRP$
7333	159	2	affirmations	affirmation	NNS
7333	159	3	rest	rest	VBP
7333	159	4	essentially	essentially	RB
7333	159	5	on	on	IN
7333	159	6	induction	induction	NN
7333	159	7	from	from	IN
7333	159	8	experience	experience	NN
7333	159	9	,	,	,
7333	159	10	but	but	CC
7333	159	11	not	not	RB
7333	159	12	on	on	IN
7333	159	13	logical	logical	JJ
7333	159	14	inferences	inference	NNS
7333	159	15	only	only	RB
7333	159	16	.	.	.
7333	160	1	We	-PRON-	PRP
7333	160	2	will	will	MD
7333	160	3	call	call	VB
7333	160	4	this	this	DT
7333	160	5	completed	complete	VBN
7333	160	6	geometry	geometry	NN
7333	160	7	"	"	``
7333	160	8	practical	practical	JJ
7333	160	9	geometry	geometry	NN
7333	160	10	,	,	,
7333	160	11	"	"	''
7333	160	12	and	and	CC
7333	160	13	shall	shall	MD
7333	160	14	distinguish	distinguish	VB
7333	160	15	it	-PRON-	PRP
7333	160	16	in	in	IN
7333	160	17	what	what	WP
7333	160	18	follows	follow	VBZ
7333	160	19	from	from	IN
7333	160	20	"	"	``
7333	160	21	purely	purely	RB
7333	160	22	axiomatic	axiomatic	JJ
7333	160	23	geometry	geometry	NN
7333	160	24	.	.	.
7333	160	25	"	"	''
7333	161	1	The	the	DT
7333	161	2	question	question	NN
7333	161	3	whether	whether	IN
7333	161	4	the	the	DT
7333	161	5	practical	practical	JJ
7333	161	6	geometry	geometry	NN
7333	161	7	of	of	IN
7333	161	8	the	the	DT
7333	161	9	universe	universe	NN
7333	161	10	is	be	VBZ
7333	161	11	Euclidean	euclidean	JJ
7333	161	12	or	or	CC
7333	161	13	not	not	RB
7333	161	14	has	have	VBZ
7333	161	15	a	a	DT
7333	161	16	clear	clear	JJ
7333	161	17	meaning	meaning	NN
7333	161	18	,	,	,
7333	161	19	and	and	CC
7333	161	20	its	-PRON-	PRP$
7333	161	21	answer	answer	NN
7333	161	22	can	can	MD
7333	161	23	only	only	RB
7333	161	24	be	be	VB
7333	161	25	furnished	furnish	VBN
7333	161	26	by	by	IN
7333	161	27	experience	experience	NN
7333	161	28	.	.	.
7333	162	1	All	all	DT
7333	162	2	linear	linear	JJ
7333	162	3	measurement	measurement	NN
7333	162	4	in	in	IN
7333	162	5	physics	physics	NN
7333	162	6	is	be	VBZ
7333	162	7	practical	practical	JJ
7333	162	8	geometry	geometry	NN
7333	162	9	in	in	IN
7333	162	10	this	this	DT
7333	162	11	sense	sense	NN
7333	162	12	,	,	,
7333	162	13	so	so	CC
7333	162	14	too	too	RB
7333	162	15	is	be	VBZ
7333	162	16	geodetic	geodetic	JJ
7333	162	17	and	and	CC
7333	162	18	astronomical	astronomical	JJ
7333	162	19	linear	linear	JJ
7333	162	20	measurement	measurement	NN
7333	162	21	,	,	,
7333	162	22	if	if	IN
7333	162	23	we	-PRON-	PRP
7333	162	24	call	call	VBP
7333	162	25	to	to	IN
7333	162	26	our	-PRON-	PRP$
7333	162	27	help	help	NN
7333	162	28	the	the	DT
7333	162	29	law	law	NN
7333	162	30	of	of	IN
7333	162	31	experience	experience	NN
7333	162	32	that	that	WDT
7333	162	33	light	light	NN
7333	162	34	is	be	VBZ
7333	162	35	propagated	propagate	VBN
7333	162	36	in	in	IN
7333	162	37	a	a	DT
7333	162	38	straight	straight	JJ
7333	162	39	line	line	NN
7333	162	40	,	,	,
7333	162	41	and	and	CC
7333	162	42	indeed	indeed	RB
7333	162	43	in	in	IN
7333	162	44	a	a	DT
7333	162	45	straight	straight	JJ
7333	162	46	line	line	NN
7333	162	47	in	in	IN
7333	162	48	the	the	DT
7333	162	49	sense	sense	NN
7333	162	50	of	of	IN
7333	162	51	practical	practical	JJ
7333	162	52	geometry	geometry	NN
7333	162	53	.	.	.
7333	163	1	I	-PRON-	PRP
7333	163	2	attach	attach	VBP
7333	163	3	special	special	JJ
7333	163	4	importance	importance	NN
7333	163	5	to	to	IN
7333	163	6	the	the	DT
7333	163	7	view	view	NN
7333	163	8	of	of	IN
7333	163	9	geometry	geometry	NN
7333	163	10	which	which	WDT
7333	163	11	I	-PRON-	PRP
7333	163	12	have	have	VBP
7333	163	13	just	just	RB
7333	163	14	set	set	VBN
7333	163	15	forth	forth	RP
7333	163	16	,	,	,
7333	163	17	because	because	IN
7333	163	18	without	without	IN
7333	163	19	it	-PRON-	PRP
7333	163	20	I	-PRON-	PRP
7333	163	21	should	should	MD
7333	163	22	have	have	VB
7333	163	23	been	be	VBN
7333	163	24	unable	unable	JJ
7333	163	25	to	to	TO
7333	163	26	formulate	formulate	VB
7333	163	27	the	the	DT
7333	163	28	theory	theory	NN
7333	163	29	of	of	IN
7333	163	30	relativity	relativity	NN
7333	163	31	.	.	.
7333	164	1	Without	without	IN
7333	164	2	it	-PRON-	PRP
7333	164	3	the	the	DT
7333	164	4	following	follow	VBG
7333	164	5	reflection	reflection	NN
7333	164	6	would	would	MD
7333	164	7	have	have	VB
7333	164	8	been	be	VBN
7333	164	9	impossible:--In	impossible:--in	ADD
7333	164	10	a	a	DT
7333	164	11	system	system	NN
7333	164	12	of	of	IN
7333	164	13	reference	reference	NN
7333	164	14	rotating	rotate	VBG
7333	164	15	relatively	relatively	RB
7333	164	16	to	to	IN
7333	164	17	an	an	DT
7333	164	18	inert	inert	JJ
7333	164	19	system	system	NN
7333	164	20	,	,	,
7333	164	21	the	the	DT
7333	164	22	laws	law	NNS
7333	164	23	of	of	IN
7333	164	24	disposition	disposition	NN
7333	164	25	of	of	IN
7333	164	26	rigid	rigid	JJ
7333	164	27	bodies	body	NNS
7333	164	28	do	do	VBP
7333	164	29	not	not	RB
7333	164	30	correspond	correspond	VB
7333	164	31	to	to	IN
7333	164	32	the	the	DT
7333	164	33	rules	rule	NNS
7333	164	34	of	of	IN
7333	164	35	Euclidean	euclidean	JJ
7333	164	36	geometry	geometry	NN
7333	164	37	on	on	IN
7333	164	38	account	account	NN
7333	164	39	of	of	IN
7333	164	40	the	the	DT
7333	164	41	Lorentz	Lorentz	NNP
7333	164	42	contraction	contraction	NN
7333	164	43	;	;	:
7333	164	44	thus	thus	RB
7333	164	45	if	if	IN
7333	164	46	we	-PRON-	PRP
7333	164	47	admit	admit	VBP
7333	164	48	non	non	JJ
7333	164	49	-	-	JJ
7333	164	50	inert	inert	JJ
7333	164	51	systems	system	NNS
7333	164	52	we	-PRON-	PRP
7333	164	53	must	must	MD
7333	164	54	abandon	abandon	VB
7333	164	55	Euclidean	Euclidean	NNP
7333	164	56	geometry	geometry	NN
7333	164	57	.	.	.
7333	165	1	The	the	DT
7333	165	2	decisive	decisive	JJ
7333	165	3	step	step	NN
7333	165	4	in	in	IN
7333	165	5	the	the	DT
7333	165	6	transition	transition	NN
7333	165	7	to	to	IN
7333	165	8	general	general	JJ
7333	165	9	co	co	JJ
7333	165	10	-	-	JJ
7333	165	11	variant	variant	JJ
7333	165	12	equations	equation	NNS
7333	165	13	would	would	MD
7333	165	14	certainly	certainly	RB
7333	165	15	not	not	RB
7333	165	16	have	have	VB
7333	165	17	been	be	VBN
7333	165	18	taken	take	VBN
7333	165	19	if	if	IN
7333	165	20	the	the	DT
7333	165	21	above	above	JJ
7333	165	22	interpretation	interpretation	NN
7333	165	23	had	have	VBD
7333	165	24	not	not	RB
7333	165	25	served	serve	VBN
7333	165	26	as	as	IN
7333	165	27	a	a	DT
7333	165	28	stepping	stepping	JJ
7333	165	29	-	-	HYPH
7333	165	30	stone	stone	NN
7333	165	31	.	.	.
7333	166	1	If	if	IN
7333	166	2	we	-PRON-	PRP
7333	166	3	deny	deny	VBP
7333	166	4	the	the	DT
7333	166	5	relation	relation	NN
7333	166	6	between	between	IN
7333	166	7	the	the	DT
7333	166	8	body	body	NN
7333	166	9	of	of	IN
7333	166	10	axiomatic	axiomatic	JJ
7333	166	11	Euclidean	euclidean	JJ
7333	166	12	geometry	geometry	NN
7333	166	13	and	and	CC
7333	166	14	the	the	DT
7333	166	15	practically	practically	RB
7333	166	16	-	-	HYPH
7333	166	17	rigid	rigid	JJ
7333	166	18	body	body	NN
7333	166	19	of	of	IN
7333	166	20	reality	reality	NN
7333	166	21	,	,	,
7333	166	22	we	-PRON-	PRP
7333	166	23	readily	readily	RB
7333	166	24	arrive	arrive	VBP
7333	166	25	at	at	IN
7333	166	26	the	the	DT
7333	166	27	following	follow	VBG
7333	166	28	view	view	NN
7333	166	29	,	,	,
7333	166	30	which	which	WDT
7333	166	31	was	be	VBD
7333	166	32	entertained	entertain	VBN
7333	166	33	by	by	IN
7333	166	34	that	that	DT
7333	166	35	acute	acute	JJ
7333	166	36	and	and	CC
7333	166	37	profound	profound	JJ
7333	166	38	thinker	thinker	NN
7333	166	39	,	,	,
7333	166	40	H.	H.	NNP
7333	166	41	Poincare:--Euclidean	Poincare:--Euclidean	NNP
7333	166	42	geometry	geometry	NN
7333	166	43	is	be	VBZ
7333	166	44	distinguished	distinguish	VBN
7333	166	45	above	above	IN
7333	166	46	all	all	DT
7333	166	47	other	other	JJ
7333	166	48	imaginable	imaginable	JJ
7333	166	49	axiomatic	axiomatic	JJ
7333	166	50	geometries	geometry	NNS
7333	166	51	by	by	IN
7333	166	52	its	-PRON-	PRP$
7333	166	53	simplicity	simplicity	NN
7333	166	54	.	.	.
7333	167	1	Now	now	RB
7333	167	2	since	since	IN
7333	167	3	axiomatic	axiomatic	JJ
7333	167	4	geometry	geometry	NN
7333	167	5	by	by	IN
7333	167	6	itself	-PRON-	PRP
7333	167	7	contains	contain	VBZ
7333	167	8	no	no	DT
7333	167	9	assertions	assertion	NNS
7333	167	10	as	as	IN
7333	167	11	to	to	IN
7333	167	12	the	the	DT
7333	167	13	reality	reality	NN
7333	167	14	which	which	WDT
7333	167	15	can	can	MD
7333	167	16	be	be	VB
7333	167	17	experienced	experience	VBN
7333	167	18	,	,	,
7333	167	19	but	but	CC
7333	167	20	can	can	MD
7333	167	21	do	do	VB
7333	167	22	so	so	RB
7333	167	23	only	only	RB
7333	167	24	in	in	IN
7333	167	25	combination	combination	NN
7333	167	26	with	with	IN
7333	167	27	physical	physical	JJ
7333	167	28	laws	law	NNS
7333	167	29	,	,	,
7333	167	30	it	-PRON-	PRP
7333	167	31	should	should	MD
7333	167	32	be	be	VB
7333	167	33	possible	possible	JJ
7333	167	34	and	and	CC
7333	167	35	reasonable	reasonable	JJ
7333	167	36	--	--	:
7333	167	37	whatever	whatever	WDT
7333	167	38	may	may	MD
7333	167	39	be	be	VB
7333	167	40	the	the	DT
7333	167	41	nature	nature	NN
7333	167	42	of	of	IN
7333	167	43	reality	reality	NN
7333	167	44	--	--	:
7333	167	45	to	to	TO
7333	167	46	retain	retain	VB
7333	167	47	Euclidean	Euclidean	NNP
7333	167	48	geometry	geometry	NN
7333	167	49	.	.	.
7333	168	1	For	for	IN
7333	168	2	if	if	IN
7333	168	3	contradictions	contradiction	NNS
7333	168	4	between	between	IN
7333	168	5	theory	theory	NN
7333	168	6	and	and	CC
7333	168	7	experience	experience	NN
7333	168	8	manifest	manifest	VBP
7333	168	9	themselves	-PRON-	PRP
7333	168	10	,	,	,
7333	168	11	we	-PRON-	PRP
7333	168	12	should	should	MD
7333	168	13	rather	rather	RB
7333	168	14	decide	decide	VB
7333	168	15	to	to	TO
7333	168	16	change	change	VB
7333	168	17	physical	physical	JJ
7333	168	18	laws	law	NNS
7333	168	19	than	than	IN
7333	168	20	to	to	TO
7333	168	21	change	change	VB
7333	168	22	axiomatic	axiomatic	JJ
7333	168	23	Euclidean	euclidean	JJ
7333	168	24	geometry	geometry	NN
7333	168	25	.	.	.
7333	169	1	If	if	IN
7333	169	2	we	-PRON-	PRP
7333	169	3	deny	deny	VBP
7333	169	4	the	the	DT
7333	169	5	relation	relation	NN
7333	169	6	between	between	IN
7333	169	7	the	the	DT
7333	169	8	practically	practically	RB
7333	169	9	-	-	HYPH
7333	169	10	rigid	rigid	JJ
7333	169	11	body	body	NN
7333	169	12	and	and	CC
7333	169	13	geometry	geometry	NN
7333	169	14	,	,	,
7333	169	15	we	-PRON-	PRP
7333	169	16	shall	shall	MD
7333	169	17	indeed	indeed	RB
7333	169	18	not	not	RB
7333	169	19	easily	easily	RB
7333	169	20	free	free	JJ
7333	169	21	ourselves	-PRON-	PRP
7333	169	22	from	from	IN
7333	169	23	the	the	DT
7333	169	24	convention	convention	NN
7333	169	25	that	that	WDT
7333	169	26	Euclidean	Euclidean	NNP
7333	169	27	geometry	geometry	NN
7333	169	28	is	be	VBZ
7333	169	29	to	to	TO
7333	169	30	be	be	VB
7333	169	31	retained	retain	VBN
7333	169	32	as	as	IN
7333	169	33	the	the	DT
7333	169	34	simplest	simple	JJS
7333	169	35	.	.	.
7333	170	1	Why	why	WRB
7333	170	2	is	be	VBZ
7333	170	3	the	the	DT
7333	170	4	equivalence	equivalence	NN
7333	170	5	of	of	IN
7333	170	6	the	the	DT
7333	170	7	practically	practically	RB
7333	170	8	-	-	HYPH
7333	170	9	rigid	rigid	JJ
7333	170	10	body	body	NN
7333	170	11	and	and	CC
7333	170	12	the	the	DT
7333	170	13	body	body	NN
7333	170	14	of	of	IN
7333	170	15	geometry	geometry	NN
7333	170	16	--	--	:
7333	170	17	which	which	WDT
7333	170	18	suggests	suggest	VBZ
7333	170	19	itself	-PRON-	PRP
7333	170	20	so	so	RB
7333	170	21	readily	readily	RB
7333	170	22	--	--	:
7333	170	23	denied	deny	VBN
7333	170	24	by	by	IN
7333	170	25	Poincare	Poincare	NNP
7333	170	26	and	and	CC
7333	170	27	other	other	JJ
7333	170	28	investigators	investigator	NNS
7333	170	29	?	?	.
7333	171	1	Simply	simply	RB
7333	171	2	because	because	IN
7333	171	3	under	under	IN
7333	171	4	closer	close	JJR
7333	171	5	inspection	inspection	NN
7333	171	6	the	the	DT
7333	171	7	real	real	JJ
7333	171	8	solid	solid	JJ
7333	171	9	bodies	body	NNS
7333	171	10	in	in	IN
7333	171	11	nature	nature	NN
7333	171	12	are	be	VBP
7333	171	13	not	not	RB
7333	171	14	rigid	rigid	JJ
7333	171	15	,	,	,
7333	171	16	because	because	IN
7333	171	17	their	-PRON-	PRP$
7333	171	18	geometrical	geometrical	JJ
7333	171	19	behaviour	behaviour	NN
7333	171	20	,	,	,
7333	171	21	that	that	RB
7333	171	22	is	is	RB
7333	171	23	,	,	,
7333	171	24	their	-PRON-	PRP$
7333	171	25	possibilities	possibility	NNS
7333	171	26	of	of	IN
7333	171	27	relative	relative	JJ
7333	171	28	disposition	disposition	NN
7333	171	29	,	,	,
7333	171	30	depend	depend	VBP
7333	171	31	upon	upon	IN
7333	171	32	temperature	temperature	NN
7333	171	33	,	,	,
7333	171	34	external	external	JJ
7333	171	35	forces	force	NNS
7333	171	36	,	,	,
7333	171	37	etc	etc	FW
7333	171	38	.	.	.
7333	172	1	Thus	thus	RB
7333	172	2	the	the	DT
7333	172	3	original	original	JJ
7333	172	4	,	,	,
7333	172	5	immediate	immediate	JJ
7333	172	6	relation	relation	NN
7333	172	7	between	between	IN
7333	172	8	geometry	geometry	NN
7333	172	9	and	and	CC
7333	172	10	physical	physical	JJ
7333	172	11	reality	reality	NN
7333	172	12	appears	appear	VBZ
7333	172	13	destroyed	destroy	VBN
7333	172	14	,	,	,
7333	172	15	and	and	CC
7333	172	16	we	-PRON-	PRP
7333	172	17	feel	feel	VBP
7333	172	18	impelled	impel	VBN
7333	172	19	toward	toward	IN
7333	172	20	the	the	DT
7333	172	21	following	follow	VBG
7333	172	22	more	more	RBR
7333	172	23	general	general	JJ
7333	172	24	view	view	NN
7333	172	25	,	,	,
7333	172	26	which	which	WDT
7333	172	27	characterizes	characterize	VBZ
7333	172	28	Poincare	Poincare	NNP
7333	172	29	's	's	POS
7333	172	30	standpoint	standpoint	NN
7333	172	31	.	.	.
7333	173	1	Geometry	Geometry	NNP
7333	173	2	(	(	-LRB-
7333	173	3	G	g	NN
7333	173	4	)	)	-RRB-
7333	173	5	predicates	predicate	VBZ
7333	173	6	nothing	nothing	NN
7333	173	7	about	about	IN
7333	173	8	the	the	DT
7333	173	9	relations	relation	NNS
7333	173	10	of	of	IN
7333	173	11	real	real	JJ
7333	173	12	things	thing	NNS
7333	173	13	,	,	,
7333	173	14	but	but	CC
7333	173	15	only	only	RB
7333	173	16	geometry	geometry	NN
7333	173	17	together	together	RB
7333	173	18	with	with	IN
7333	173	19	the	the	DT
7333	173	20	purport	purport	NN
7333	173	21	(	(	-LRB-
7333	173	22	P	p	NN
7333	173	23	)	)	-RRB-
7333	173	24	of	of	IN
7333	173	25	physical	physical	JJ
7333	173	26	laws	law	NNS
7333	173	27	can	can	MD
7333	173	28	do	do	VB
7333	173	29	so	so	RB
7333	173	30	.	.	.
7333	174	1	Using	use	VBG
7333	174	2	symbols	symbol	NNS
7333	174	3	,	,	,
7333	174	4	we	-PRON-	PRP
7333	174	5	may	may	MD
7333	174	6	say	say	VB
7333	174	7	that	that	IN
7333	174	8	only	only	RB
7333	174	9	the	the	DT
7333	174	10	sum	sum	NN
7333	174	11	of	of	IN
7333	174	12	(	(	-LRB-
7333	174	13	G	g	NN
7333	174	14	)	)	-RRB-
7333	174	15	+	+	NFP
7333	174	16	(	(	-LRB-
7333	174	17	P	p	NN
7333	174	18	)	)	-RRB-
7333	174	19	is	be	VBZ
7333	174	20	subject	subject	JJ
7333	174	21	to	to	IN
7333	174	22	the	the	DT
7333	174	23	control	control	NN
7333	174	24	of	of	IN
7333	174	25	experience	experience	NN
7333	174	26	.	.	.
7333	175	1	Thus	thus	RB
7333	175	2	(	(	-LRB-
7333	175	3	G	g	NN
7333	175	4	)	)	-RRB-
7333	175	5	may	may	MD
7333	175	6	be	be	VB
7333	175	7	chosen	choose	VBN
7333	175	8	arbitrarily	arbitrarily	RB
7333	175	9	,	,	,
7333	175	10	and	and	CC
7333	175	11	also	also	RB
7333	175	12	parts	part	NNS
7333	175	13	of	of	IN
7333	175	14	(	(	-LRB-
7333	175	15	P	p	NN
7333	175	16	)	)	-RRB-
7333	175	17	;	;	:
7333	175	18	all	all	PDT
7333	175	19	these	these	DT
7333	175	20	laws	law	NNS
7333	175	21	are	be	VBP
7333	175	22	conventions	convention	NNS
7333	175	23	.	.	.
7333	176	1	All	all	DT
7333	176	2	that	that	WDT
7333	176	3	is	be	VBZ
7333	176	4	necessary	necessary	JJ
7333	176	5	to	to	TO
7333	176	6	avoid	avoid	VB
7333	176	7	contradictions	contradiction	NNS
7333	176	8	is	be	VBZ
7333	176	9	to	to	TO
7333	176	10	choose	choose	VB
7333	176	11	the	the	DT
7333	176	12	remainder	remainder	NN
7333	176	13	of	of	IN
7333	176	14	(	(	-LRB-
7333	176	15	P	p	NN
7333	176	16	)	)	-RRB-
7333	176	17	so	so	IN
7333	176	18	that	that	DT
7333	176	19	(	(	-LRB-
7333	176	20	G	g	NN
7333	176	21	)	)	-RRB-
7333	176	22	and	and	CC
7333	176	23	the	the	DT
7333	176	24	whole	whole	NN
7333	176	25	of	of	IN
7333	176	26	(	(	-LRB-
7333	176	27	P	p	NN
7333	176	28	)	)	-RRB-
7333	176	29	are	be	VBP
7333	176	30	together	together	RB
7333	176	31	in	in	IN
7333	176	32	accord	accord	NN
7333	176	33	with	with	IN
7333	176	34	experience	experience	NN
7333	176	35	.	.	.
7333	177	1	Envisaged	envisage	VBN
7333	177	2	in	in	IN
7333	177	3	this	this	DT
7333	177	4	way	way	NN
7333	177	5	,	,	,
7333	177	6	axiomatic	axiomatic	JJ
7333	177	7	geometry	geometry	NN
7333	177	8	and	and	CC
7333	177	9	the	the	DT
7333	177	10	part	part	NN
7333	177	11	of	of	IN
7333	177	12	natural	natural	JJ
7333	177	13	law	law	NN
7333	177	14	which	which	WDT
7333	177	15	has	have	VBZ
7333	177	16	been	be	VBN
7333	177	17	given	give	VBN
7333	177	18	a	a	DT
7333	177	19	conventional	conventional	JJ
7333	177	20	status	status	NN
7333	177	21	appear	appear	VBP
7333	177	22	as	as	RB
7333	177	23	epistemologically	epistemologically	RB
7333	177	24	equivalent	equivalent	JJ
7333	177	25	.	.	.
7333	178	1	_	_	NNP
7333	178	2	Sub	Sub	NNP
7333	178	3	specie	specie	VBD
7333	178	4	aeterni	aeterni	NN
7333	178	5	_	_	NNP
7333	178	6	Poincare	Poincare	NNP
7333	178	7	,	,	,
7333	178	8	in	in	IN
7333	178	9	my	-PRON-	PRP$
7333	178	10	opinion	opinion	NN
7333	178	11	,	,	,
7333	178	12	is	be	VBZ
7333	178	13	right	right	JJ
7333	178	14	.	.	.
7333	179	1	The	the	DT
7333	179	2	idea	idea	NN
7333	179	3	of	of	IN
7333	179	4	the	the	DT
7333	179	5	measuring	measure	VBG
7333	179	6	-	-	HYPH
7333	179	7	rod	rod	NN
7333	179	8	and	and	CC
7333	179	9	the	the	DT
7333	179	10	idea	idea	NN
7333	179	11	of	of	IN
7333	179	12	the	the	DT
7333	179	13	clock	clock	NN
7333	179	14	co	co	VBN
7333	179	15	-	-	JJ
7333	179	16	ordinated	ordinated	JJ
7333	179	17	with	with	IN
7333	179	18	it	-PRON-	PRP
7333	179	19	in	in	IN
7333	179	20	the	the	DT
7333	179	21	theory	theory	NN
7333	179	22	of	of	IN
7333	179	23	relativity	relativity	NN
7333	179	24	do	do	VBP
7333	179	25	not	not	RB
7333	179	26	find	find	VB
7333	179	27	their	-PRON-	PRP$
7333	179	28	exact	exact	JJ
7333	179	29	correspondence	correspondence	NN
7333	179	30	in	in	IN
7333	179	31	the	the	DT
7333	179	32	real	real	JJ
7333	179	33	world	world	NN
7333	179	34	.	.	.
7333	180	1	It	-PRON-	PRP
7333	180	2	is	be	VBZ
7333	180	3	also	also	RB
7333	180	4	clear	clear	JJ
7333	180	5	that	that	IN
7333	180	6	the	the	DT
7333	180	7	solid	solid	JJ
7333	180	8	body	body	NN
7333	180	9	and	and	CC
7333	180	10	the	the	DT
7333	180	11	clock	clock	NN
7333	180	12	do	do	VBP
7333	180	13	not	not	RB
7333	180	14	in	in	IN
7333	180	15	the	the	DT
7333	180	16	conceptual	conceptual	JJ
7333	180	17	edifice	edifice	NN
7333	180	18	of	of	IN
7333	180	19	physics	physics	NN
7333	180	20	play	play	VBP
7333	180	21	the	the	DT
7333	180	22	part	part	NN
7333	180	23	of	of	IN
7333	180	24	irreducible	irreducible	JJ
7333	180	25	elements	element	NNS
7333	180	26	,	,	,
7333	180	27	but	but	CC
7333	180	28	that	that	DT
7333	180	29	of	of	IN
7333	180	30	composite	composite	JJ
7333	180	31	structures	structure	NNS
7333	180	32	,	,	,
7333	180	33	which	which	WDT
7333	180	34	may	may	MD
7333	180	35	not	not	RB
7333	180	36	play	play	VB
7333	180	37	any	any	DT
7333	180	38	independent	independent	JJ
7333	180	39	part	part	NN
7333	180	40	in	in	IN
7333	180	41	theoretical	theoretical	JJ
7333	180	42	physics	physics	NN
7333	180	43	.	.	.
7333	181	1	But	but	CC
7333	181	2	it	-PRON-	PRP
7333	181	3	is	be	VBZ
7333	181	4	my	-PRON-	PRP$
7333	181	5	conviction	conviction	NN
7333	181	6	that	that	IN
7333	181	7	in	in	IN
7333	181	8	the	the	DT
7333	181	9	present	present	JJ
7333	181	10	stage	stage	NN
7333	181	11	of	of	IN
7333	181	12	development	development	NN
7333	181	13	of	of	IN
7333	181	14	theoretical	theoretical	JJ
7333	181	15	physics	physics	NN
7333	181	16	these	these	DT
7333	181	17	ideas	idea	NNS
7333	181	18	must	must	MD
7333	181	19	still	still	RB
7333	181	20	be	be	VB
7333	181	21	employed	employ	VBN
7333	181	22	as	as	IN
7333	181	23	independent	independent	JJ
7333	181	24	ideas	idea	NNS
7333	181	25	;	;	:
7333	181	26	for	for	IN
7333	181	27	we	-PRON-	PRP
7333	181	28	are	be	VBP
7333	181	29	still	still	RB
7333	181	30	far	far	RB
7333	181	31	from	from	IN
7333	181	32	possessing	possess	VBG
7333	181	33	such	such	JJ
7333	181	34	certain	certain	JJ
7333	181	35	knowledge	knowledge	NN
7333	181	36	of	of	IN
7333	181	37	theoretical	theoretical	JJ
7333	181	38	principles	principle	NNS
7333	181	39	as	as	IN
7333	181	40	to	to	TO
7333	181	41	be	be	VB
7333	181	42	able	able	JJ
7333	181	43	to	to	TO
7333	181	44	give	give	VB
7333	181	45	exact	exact	JJ
7333	181	46	theoretical	theoretical	JJ
7333	181	47	constructions	construction	NNS
7333	181	48	of	of	IN
7333	181	49	solid	solid	JJ
7333	181	50	bodies	body	NNS
7333	181	51	and	and	CC
7333	181	52	clocks	clock	NNS
7333	181	53	.	.	.
7333	182	1	Further	further	RB
7333	182	2	,	,	,
7333	182	3	as	as	IN
7333	182	4	to	to	IN
7333	182	5	the	the	DT
7333	182	6	objection	objection	NN
7333	182	7	that	that	IN
7333	182	8	there	there	EX
7333	182	9	are	be	VBP
7333	182	10	no	no	DT
7333	182	11	really	really	RB
7333	182	12	rigid	rigid	JJ
7333	182	13	bodies	body	NNS
7333	182	14	in	in	IN
7333	182	15	nature	nature	NN
7333	182	16	,	,	,
7333	182	17	and	and	CC
7333	182	18	that	that	IN
7333	182	19	therefore	therefore	RB
7333	182	20	the	the	DT
7333	182	21	properties	property	NNS
7333	182	22	predicated	predicate	VBN
7333	182	23	of	of	IN
7333	182	24	rigid	rigid	JJ
7333	182	25	bodies	body	NNS
7333	182	26	do	do	VBP
7333	182	27	not	not	RB
7333	182	28	apply	apply	VB
7333	182	29	to	to	IN
7333	182	30	physical	physical	NNP
7333	182	31	reality,--this	reality,--this	DT
7333	182	32	objection	objection	NN
7333	182	33	is	be	VBZ
7333	182	34	by	by	IN
7333	182	35	no	no	DT
7333	182	36	means	means	NN
7333	182	37	so	so	RB
7333	182	38	radical	radical	JJ
7333	182	39	as	as	IN
7333	182	40	might	may	MD
7333	182	41	appear	appear	VB
7333	182	42	from	from	IN
7333	182	43	a	a	DT
7333	182	44	hasty	hasty	JJ
7333	182	45	examination	examination	NN
7333	182	46	.	.	.
7333	183	1	For	for	IN
7333	183	2	it	-PRON-	PRP
7333	183	3	is	be	VBZ
7333	183	4	not	not	RB
7333	183	5	a	a	DT
7333	183	6	difficult	difficult	JJ
7333	183	7	task	task	NN
7333	183	8	to	to	TO
7333	183	9	determine	determine	VB
7333	183	10	the	the	DT
7333	183	11	physical	physical	JJ
7333	183	12	state	state	NN
7333	183	13	of	of	IN
7333	183	14	a	a	DT
7333	183	15	measuring	measure	VBG
7333	183	16	-	-	HYPH
7333	183	17	rod	rod	NN
7333	183	18	so	so	RB
7333	183	19	accurately	accurately	RB
7333	183	20	that	that	IN
7333	183	21	its	-PRON-	PRP$
7333	183	22	behaviour	behaviour	NN
7333	183	23	relatively	relatively	RB
7333	183	24	to	to	IN
7333	183	25	other	other	JJ
7333	183	26	measuring	measuring	NN
7333	183	27	-	-	HYPH
7333	183	28	bodies	body	NNS
7333	183	29	shall	shall	MD
7333	183	30	be	be	VB
7333	183	31	sufficiently	sufficiently	RB
7333	183	32	free	free	JJ
7333	183	33	from	from	IN
7333	183	34	ambiguity	ambiguity	NN
7333	183	35	to	to	TO
7333	183	36	allow	allow	VB
7333	183	37	it	-PRON-	PRP
7333	183	38	to	to	TO
7333	183	39	be	be	VB
7333	183	40	substituted	substitute	VBN
7333	183	41	for	for	IN
7333	183	42	the	the	DT
7333	183	43	"	"	``
7333	183	44	rigid	rigid	JJ
7333	183	45	"	"	''
7333	183	46	body	body	NN
7333	183	47	.	.	.
7333	184	1	It	-PRON-	PRP
7333	184	2	is	be	VBZ
7333	184	3	to	to	IN
7333	184	4	measuring	measure	VBG
7333	184	5	-	-	HYPH
7333	184	6	bodies	body	NNS
7333	184	7	of	of	IN
7333	184	8	this	this	DT
7333	184	9	kind	kind	NN
7333	184	10	that	that	WDT
7333	184	11	statements	statement	VBZ
7333	184	12	as	as	IN
7333	184	13	to	to	IN
7333	184	14	rigid	rigid	JJ
7333	184	15	bodies	body	NNS
7333	184	16	must	must	MD
7333	184	17	be	be	VB
7333	184	18	referred	refer	VBN
7333	184	19	.	.	.
7333	185	1	All	all	DT
7333	185	2	practical	practical	JJ
7333	185	3	geometry	geometry	NN
7333	185	4	is	be	VBZ
7333	185	5	based	base	VBN
7333	185	6	upon	upon	IN
7333	185	7	a	a	DT
7333	185	8	principle	principle	NN
7333	185	9	which	which	WDT
7333	185	10	is	be	VBZ
7333	185	11	accessible	accessible	JJ
7333	185	12	to	to	TO
7333	185	13	experience	experience	VB
7333	185	14	,	,	,
7333	185	15	and	and	CC
7333	185	16	which	which	WDT
7333	185	17	we	-PRON-	PRP
7333	185	18	will	will	MD
7333	185	19	now	now	RB
7333	185	20	try	try	VB
7333	185	21	to	to	TO
7333	185	22	realise	realise	VB
7333	185	23	.	.	.
7333	186	1	We	-PRON-	PRP
7333	186	2	will	will	MD
7333	186	3	call	call	VB
7333	186	4	that	that	DT
7333	186	5	which	which	WDT
7333	186	6	is	be	VBZ
7333	186	7	enclosed	enclose	VBN
7333	186	8	between	between	IN
7333	186	9	two	two	CD
7333	186	10	boundaries	boundary	NNS
7333	186	11	,	,	,
7333	186	12	marked	mark	VBN
7333	186	13	upon	upon	IN
7333	186	14	a	a	DT
7333	186	15	practically	practically	RB
7333	186	16	-	-	HYPH
7333	186	17	rigid	rigid	JJ
7333	186	18	body	body	NN
7333	186	19	,	,	,
7333	186	20	a	a	DT
7333	186	21	tract	tract	NN
7333	186	22	.	.	.
7333	187	1	We	-PRON-	PRP
7333	187	2	imagine	imagine	VBP
7333	187	3	two	two	CD
7333	187	4	practically	practically	RB
7333	187	5	-	-	HYPH
7333	187	6	rigid	rigid	JJ
7333	187	7	bodies	body	NNS
7333	187	8	,	,	,
7333	187	9	each	each	DT
7333	187	10	with	with	IN
7333	187	11	a	a	DT
7333	187	12	tract	tract	NN
7333	187	13	marked	mark	VBN
7333	187	14	out	out	RP
7333	187	15	on	on	IN
7333	187	16	it	-PRON-	PRP
7333	187	17	.	.	.
7333	188	1	These	these	DT
7333	188	2	two	two	CD
7333	188	3	tracts	tract	NNS
7333	188	4	are	be	VBP
7333	188	5	said	say	VBN
7333	188	6	to	to	TO
7333	188	7	be	be	VB
7333	188	8	"	"	``
7333	188	9	equal	equal	JJ
7333	188	10	to	to	IN
7333	188	11	one	one	CD
7333	188	12	another	another	DT
7333	188	13	"	"	``
7333	188	14	if	if	IN
7333	188	15	the	the	DT
7333	188	16	boundaries	boundary	NNS
7333	188	17	of	of	IN
7333	188	18	the	the	DT
7333	188	19	one	one	CD
7333	188	20	tract	tract	NN
7333	188	21	can	can	MD
7333	188	22	be	be	VB
7333	188	23	brought	bring	VBN
7333	188	24	to	to	TO
7333	188	25	coincide	coincide	VB
7333	188	26	permanently	permanently	RB
7333	188	27	with	with	IN
7333	188	28	the	the	DT
7333	188	29	boundaries	boundary	NNS
7333	188	30	of	of	IN
7333	188	31	the	the	DT
7333	188	32	other	other	JJ
7333	188	33	.	.	.
7333	189	1	We	-PRON-	PRP
7333	189	2	now	now	RB
7333	189	3	assume	assume	VBP
7333	189	4	that	that	IN
7333	189	5	:	:	:
7333	189	6	If	if	IN
7333	189	7	two	two	CD
7333	189	8	tracts	tract	NNS
7333	189	9	are	be	VBP
7333	189	10	found	find	VBN
7333	189	11	to	to	TO
7333	189	12	be	be	VB
7333	189	13	equal	equal	JJ
7333	189	14	once	once	RB
7333	189	15	and	and	CC
7333	189	16	anywhere	anywhere	RB
7333	189	17	,	,	,
7333	189	18	they	-PRON-	PRP
7333	189	19	are	be	VBP
7333	189	20	equal	equal	JJ
7333	189	21	always	always	RB
7333	189	22	and	and	CC
7333	189	23	everywhere	everywhere	RB
7333	189	24	.	.	.
7333	190	1	Not	not	RB
7333	190	2	only	only	RB
7333	190	3	the	the	DT
7333	190	4	practical	practical	JJ
7333	190	5	geometry	geometry	NN
7333	190	6	of	of	IN
7333	190	7	Euclid	Euclid	NNP
7333	190	8	,	,	,
7333	190	9	but	but	CC
7333	190	10	also	also	RB
7333	190	11	its	-PRON-	PRP$
7333	190	12	nearest	near	JJS
7333	190	13	generalisation	generalisation	NN
7333	190	14	,	,	,
7333	190	15	the	the	DT
7333	190	16	practical	practical	JJ
7333	190	17	geometry	geometry	NN
7333	190	18	of	of	IN
7333	190	19	Riemann	Riemann	NNP
7333	190	20	,	,	,
7333	190	21	and	and	CC
7333	190	22	therewith	therewith	NNP
7333	190	23	the	the	DT
7333	190	24	general	general	JJ
7333	190	25	theory	theory	NN
7333	190	26	of	of	IN
7333	190	27	relativity	relativity	NN
7333	190	28	,	,	,
7333	190	29	rest	rest	VB
7333	190	30	upon	upon	IN
7333	190	31	this	this	DT
7333	190	32	assumption	assumption	NN
7333	190	33	.	.	.
7333	191	1	Of	of	IN
7333	191	2	the	the	DT
7333	191	3	experimental	experimental	JJ
7333	191	4	reasons	reason	NNS
7333	191	5	which	which	WDT
7333	191	6	warrant	warrant	VBP
7333	191	7	this	this	DT
7333	191	8	assumption	assumption	NN
7333	191	9	I	-PRON-	PRP
7333	191	10	will	will	MD
7333	191	11	mention	mention	VB
7333	191	12	only	only	RB
7333	191	13	one	one	CD
7333	191	14	.	.	.
7333	192	1	The	the	DT
7333	192	2	phenomenon	phenomenon	NN
7333	192	3	of	of	IN
7333	192	4	the	the	DT
7333	192	5	propagation	propagation	NN
7333	192	6	of	of	IN
7333	192	7	light	light	NN
7333	192	8	in	in	IN
7333	192	9	empty	empty	JJ
7333	192	10	space	space	NN
7333	192	11	assigns	assign	VBZ
7333	192	12	a	a	DT
7333	192	13	tract	tract	NN
7333	192	14	,	,	,
7333	192	15	namely	namely	RB
7333	192	16	,	,	,
7333	192	17	the	the	DT
7333	192	18	appropriate	appropriate	JJ
7333	192	19	path	path	NN
7333	192	20	of	of	IN
7333	192	21	light	light	NN
7333	192	22	,	,	,
7333	192	23	to	to	IN
7333	192	24	each	each	DT
7333	192	25	interval	interval	NN
7333	192	26	of	of	IN
7333	192	27	local	local	JJ
7333	192	28	time	time	NN
7333	192	29	,	,	,
7333	192	30	and	and	CC
7333	192	31	conversely	conversely	RB
7333	192	32	.	.	.
7333	193	1	Thence	thence	NN
7333	193	2	it	-PRON-	PRP
7333	193	3	follows	follow	VBZ
7333	193	4	that	that	IN
7333	193	5	the	the	DT
7333	193	6	above	above	JJ
7333	193	7	assumption	assumption	NN
7333	193	8	for	for	IN
7333	193	9	tracts	tract	NNS
7333	193	10	must	must	MD
7333	193	11	also	also	RB
7333	193	12	hold	hold	VB
7333	193	13	good	good	JJ
7333	193	14	for	for	IN
7333	193	15	intervals	interval	NNS
7333	193	16	of	of	IN
7333	193	17	clock	clock	NN
7333	193	18	-	-	HYPH
7333	193	19	time	time	NN
7333	193	20	in	in	IN
7333	193	21	the	the	DT
7333	193	22	theory	theory	NN
7333	193	23	of	of	IN
7333	193	24	relativity	relativity	NN
7333	193	25	.	.	.
7333	194	1	Consequently	consequently	RB
7333	194	2	it	-PRON-	PRP
7333	194	3	may	may	MD
7333	194	4	be	be	VB
7333	194	5	formulated	formulate	VBN
7333	194	6	as	as	IN
7333	194	7	follows:--If	follows:--If	NNP
7333	194	8	two	two	CD
7333	194	9	ideal	ideal	JJ
7333	194	10	clocks	clock	NNS
7333	194	11	are	be	VBP
7333	194	12	going	go	VBG
7333	194	13	at	at	IN
7333	194	14	the	the	DT
7333	194	15	same	same	JJ
7333	194	16	rate	rate	NN
7333	194	17	at	at	IN
7333	194	18	any	any	DT
7333	194	19	time	time	NN
7333	194	20	and	and	CC
7333	194	21	at	at	IN
7333	194	22	any	any	DT
7333	194	23	place	place	NN
7333	194	24	(	(	-LRB-
7333	194	25	being	be	VBG
7333	194	26	then	then	RB
7333	194	27	in	in	IN
7333	194	28	immediate	immediate	JJ
7333	194	29	proximity	proximity	NN
7333	194	30	to	to	IN
7333	194	31	each	each	DT
7333	194	32	other	other	JJ
7333	194	33	)	)	-RRB-
7333	194	34	,	,	,
7333	194	35	they	-PRON-	PRP
7333	194	36	will	will	MD
7333	194	37	always	always	RB
7333	194	38	go	go	VB
7333	194	39	at	at	IN
7333	194	40	the	the	DT
7333	194	41	same	same	JJ
7333	194	42	rate	rate	NN
7333	194	43	,	,	,
7333	194	44	no	no	RB
7333	194	45	matter	matter	RB
7333	194	46	where	where	WRB
7333	194	47	and	and	CC
7333	194	48	when	when	WRB
7333	194	49	they	-PRON-	PRP
7333	194	50	are	be	VBP
7333	194	51	again	again	RB
7333	194	52	compared	compare	VBN
7333	194	53	with	with	IN
7333	194	54	each	each	DT
7333	194	55	other	other	JJ
7333	194	56	at	at	IN
7333	194	57	one	one	CD
7333	194	58	place.--If	place.--if	NN
7333	194	59	this	this	DT
7333	194	60	law	law	NN
7333	194	61	were	be	VBD
7333	194	62	not	not	RB
7333	194	63	valid	valid	JJ
7333	194	64	for	for	IN
7333	194	65	real	real	JJ
7333	194	66	clocks	clock	NNS
7333	194	67	,	,	,
7333	194	68	the	the	DT
7333	194	69	proper	proper	JJ
7333	194	70	frequencies	frequency	NNS
7333	194	71	for	for	IN
7333	194	72	the	the	DT
7333	194	73	separate	separate	JJ
7333	194	74	atoms	atom	NNS
7333	194	75	of	of	IN
7333	194	76	the	the	DT
7333	194	77	same	same	JJ
7333	194	78	chemical	chemical	NN
7333	194	79	element	element	NN
7333	194	80	would	would	MD
7333	194	81	not	not	RB
7333	194	82	be	be	VB
7333	194	83	in	in	IN
7333	194	84	such	such	JJ
7333	194	85	exact	exact	JJ
7333	194	86	agreement	agreement	NN
7333	194	87	as	as	IN
7333	194	88	experience	experience	NN
7333	194	89	demonstrates	demonstrate	VBZ
7333	194	90	.	.	.
7333	195	1	The	the	DT
7333	195	2	existence	existence	NN
7333	195	3	of	of	IN
7333	195	4	sharp	sharp	JJ
7333	195	5	spectral	spectral	JJ
7333	195	6	lines	line	NNS
7333	195	7	is	be	VBZ
7333	195	8	a	a	DT
7333	195	9	convincing	convincing	JJ
7333	195	10	experimental	experimental	JJ
7333	195	11	proof	proof	NN
7333	195	12	of	of	IN
7333	195	13	the	the	DT
7333	195	14	above	above	RB
7333	195	15	-	-	HYPH
7333	195	16	mentioned	mention	VBN
7333	195	17	principle	principle	NN
7333	195	18	of	of	IN
7333	195	19	practical	practical	JJ
7333	195	20	geometry	geometry	NN
7333	195	21	.	.	.
7333	196	1	This	this	DT
7333	196	2	is	be	VBZ
7333	196	3	the	the	DT
7333	196	4	ultimate	ultimate	JJ
7333	196	5	foundation	foundation	NN
7333	196	6	in	in	IN
7333	196	7	fact	fact	NN
7333	196	8	which	which	WDT
7333	196	9	enables	enable	VBZ
7333	196	10	us	-PRON-	PRP
7333	196	11	to	to	TO
7333	196	12	speak	speak	VB
7333	196	13	with	with	IN
7333	196	14	meaning	meaning	NN
7333	196	15	of	of	IN
7333	196	16	the	the	DT
7333	196	17	mensuration	mensuration	NN
7333	196	18	,	,	,
7333	196	19	in	in	IN
7333	196	20	Riemann	Riemann	NNP
7333	196	21	's	's	POS
7333	196	22	sense	sense	NN
7333	196	23	of	of	IN
7333	196	24	the	the	DT
7333	196	25	word	word	NN
7333	196	26	,	,	,
7333	196	27	of	of	IN
7333	196	28	the	the	DT
7333	196	29	four	four	CD
7333	196	30	-	-	HYPH
7333	196	31	dimensional	dimensional	JJ
7333	196	32	continuum	continuum	NN
7333	196	33	of	of	IN
7333	196	34	space	space	NN
7333	196	35	-	-	HYPH
7333	196	36	time	time	NN
7333	196	37	.	.	.
7333	197	1	The	the	DT
7333	197	2	question	question	NN
7333	197	3	whether	whether	IN
7333	197	4	the	the	DT
7333	197	5	structure	structure	NN
7333	197	6	of	of	IN
7333	197	7	this	this	DT
7333	197	8	continuum	continuum	NN
7333	197	9	is	be	VBZ
7333	197	10	Euclidean	Euclidean	NNP
7333	197	11	,	,	,
7333	197	12	or	or	CC
7333	197	13	in	in	IN
7333	197	14	accordance	accordance	NN
7333	197	15	with	with	IN
7333	197	16	Riemann	Riemann	NNP
7333	197	17	's	's	POS
7333	197	18	general	general	JJ
7333	197	19	scheme	scheme	NN
7333	197	20	,	,	,
7333	197	21	or	or	CC
7333	197	22	otherwise	otherwise	RB
7333	197	23	,	,	,
7333	197	24	is	be	VBZ
7333	197	25	,	,	,
7333	197	26	according	accord	VBG
7333	197	27	to	to	IN
7333	197	28	the	the	DT
7333	197	29	view	view	NN
7333	197	30	which	which	WDT
7333	197	31	is	be	VBZ
7333	197	32	here	here	RB
7333	197	33	being	be	VBG
7333	197	34	advocated	advocate	VBN
7333	197	35	,	,	,
7333	197	36	properly	properly	RB
7333	197	37	speaking	speak	VBG
7333	197	38	a	a	DT
7333	197	39	physical	physical	JJ
7333	197	40	question	question	NN
7333	197	41	which	which	WDT
7333	197	42	must	must	MD
7333	197	43	be	be	VB
7333	197	44	answered	answer	VBN
7333	197	45	by	by	IN
7333	197	46	experience	experience	NN
7333	197	47	,	,	,
7333	197	48	and	and	CC
7333	197	49	not	not	RB
7333	197	50	a	a	DT
7333	197	51	question	question	NN
7333	197	52	of	of	IN
7333	197	53	a	a	DT
7333	197	54	mere	mere	JJ
7333	197	55	convention	convention	NN
7333	197	56	to	to	TO
7333	197	57	be	be	VB
7333	197	58	selected	select	VBN
7333	197	59	on	on	IN
7333	197	60	practical	practical	JJ
7333	197	61	grounds	ground	NNS
7333	197	62	.	.	.
7333	198	1	Riemann	Riemann	NNP
7333	198	2	's	's	POS
7333	198	3	geometry	geometry	NN
7333	198	4	will	will	MD
7333	198	5	be	be	VB
7333	198	6	the	the	DT
7333	198	7	right	right	JJ
7333	198	8	thing	thing	NN
7333	198	9	if	if	IN
7333	198	10	the	the	DT
7333	198	11	laws	law	NNS
7333	198	12	of	of	IN
7333	198	13	disposition	disposition	NN
7333	198	14	of	of	IN
7333	198	15	practically	practically	RB
7333	198	16	-	-	HYPH
7333	198	17	rigid	rigid	JJ
7333	198	18	bodies	body	NNS
7333	198	19	are	be	VBP
7333	198	20	transformable	transformable	JJ
7333	198	21	into	into	IN
7333	198	22	those	those	DT
7333	198	23	of	of	IN
7333	198	24	the	the	DT
7333	198	25	bodies	body	NNS
7333	198	26	of	of	IN
7333	198	27	Euclid	Euclid	NNP
7333	198	28	's	's	POS
7333	198	29	geometry	geometry	NN
7333	198	30	with	with	IN
7333	198	31	an	an	DT
7333	198	32	exactitude	exactitude	NN
7333	198	33	which	which	WDT
7333	198	34	increases	increase	VBZ
7333	198	35	in	in	IN
7333	198	36	proportion	proportion	NN
7333	198	37	as	as	IN
7333	198	38	the	the	DT
7333	198	39	dimensions	dimension	NNS
7333	198	40	of	of	IN
7333	198	41	the	the	DT
7333	198	42	part	part	NN
7333	198	43	of	of	IN
7333	198	44	space	space	NN
7333	198	45	-	-	HYPH
7333	198	46	time	time	NN
7333	198	47	under	under	IN
7333	198	48	consideration	consideration	NN
7333	198	49	are	be	VBP
7333	198	50	diminished	diminish	VBN
7333	198	51	.	.	.
7333	199	1	It	-PRON-	PRP
7333	199	2	is	be	VBZ
7333	199	3	true	true	JJ
7333	199	4	that	that	IN
7333	199	5	this	this	DT
7333	199	6	proposed	propose	VBN
7333	199	7	physical	physical	JJ
7333	199	8	interpretation	interpretation	NN
7333	199	9	of	of	IN
7333	199	10	geometry	geometry	NN
7333	199	11	breaks	break	VBZ
7333	199	12	down	down	RP
7333	199	13	when	when	WRB
7333	199	14	applied	apply	VBN
7333	199	15	immediately	immediately	RB
7333	199	16	to	to	IN
7333	199	17	spaces	space	NNS
7333	199	18	of	of	IN
7333	199	19	sub	sub	JJ
7333	199	20	-	-	JJ
7333	199	21	molecular	molecular	JJ
7333	199	22	order	order	NN
7333	199	23	of	of	IN
7333	199	24	magnitude	magnitude	NN
7333	199	25	.	.	.
7333	200	1	But	but	CC
7333	200	2	nevertheless	nevertheless	RB
7333	200	3	,	,	,
7333	200	4	even	even	RB
7333	200	5	in	in	IN
7333	200	6	questions	question	NNS
7333	200	7	as	as	IN
7333	200	8	to	to	IN
7333	200	9	the	the	DT
7333	200	10	constitution	constitution	NN
7333	200	11	of	of	IN
7333	200	12	elementary	elementary	JJ
7333	200	13	particles	particle	NNS
7333	200	14	,	,	,
7333	200	15	it	-PRON-	PRP
7333	200	16	retains	retain	VBZ
7333	200	17	part	part	NN
7333	200	18	of	of	IN
7333	200	19	its	-PRON-	PRP$
7333	200	20	importance	importance	NN
7333	200	21	.	.	.
7333	201	1	For	for	IN
7333	201	2	even	even	RB
7333	201	3	when	when	WRB
7333	201	4	it	-PRON-	PRP
7333	201	5	is	be	VBZ
7333	201	6	a	a	DT
7333	201	7	question	question	NN
7333	201	8	of	of	IN
7333	201	9	describing	describe	VBG
7333	201	10	the	the	DT
7333	201	11	electrical	electrical	JJ
7333	201	12	elementary	elementary	JJ
7333	201	13	particles	particle	NNS
7333	201	14	constituting	constitute	VBG
7333	201	15	matter	matter	NN
7333	201	16	,	,	,
7333	201	17	the	the	DT
7333	201	18	attempt	attempt	NN
7333	201	19	may	may	MD
7333	201	20	still	still	RB
7333	201	21	be	be	VB
7333	201	22	made	make	VBN
7333	201	23	to	to	TO
7333	201	24	ascribe	ascribe	VB
7333	201	25	physical	physical	JJ
7333	201	26	importance	importance	NN
7333	201	27	to	to	IN
7333	201	28	those	those	DT
7333	201	29	ideas	idea	NNS
7333	201	30	of	of	IN
7333	201	31	fields	field	NNS
7333	201	32	which	which	WDT
7333	201	33	have	have	VBP
7333	201	34	been	be	VBN
7333	201	35	physically	physically	RB
7333	201	36	defined	define	VBN
7333	201	37	for	for	IN
7333	201	38	the	the	DT
7333	201	39	purpose	purpose	NN
7333	201	40	of	of	IN
7333	201	41	describing	describe	VBG
7333	201	42	the	the	DT
7333	201	43	geometrical	geometrical	JJ
7333	201	44	behaviour	behaviour	NN
7333	201	45	of	of	IN
7333	201	46	bodies	body	NNS
7333	201	47	which	which	WDT
7333	201	48	are	be	VBP
7333	201	49	large	large	JJ
7333	201	50	as	as	IN
7333	201	51	compared	compare	VBN
7333	201	52	with	with	IN
7333	201	53	the	the	DT
7333	201	54	molecule	molecule	NN
7333	201	55	.	.	.
7333	202	1	Success	success	NN
7333	202	2	alone	alone	RB
7333	202	3	can	can	MD
7333	202	4	decide	decide	VB
7333	202	5	as	as	IN
7333	202	6	to	to	IN
7333	202	7	the	the	DT
7333	202	8	justification	justification	NN
7333	202	9	of	of	IN
7333	202	10	such	such	PDT
7333	202	11	an	an	DT
7333	202	12	attempt	attempt	NN
7333	202	13	,	,	,
7333	202	14	which	which	WDT
7333	202	15	postulates	postulate	VBZ
7333	202	16	physical	physical	JJ
7333	202	17	reality	reality	NN
7333	202	18	for	for	IN
7333	202	19	the	the	DT
7333	202	20	fundamental	fundamental	JJ
7333	202	21	principles	principle	NNS
7333	202	22	of	of	IN
7333	202	23	Riemann	Riemann	NNP
7333	202	24	's	's	POS
7333	202	25	geometry	geometry	NN
7333	202	26	outside	outside	IN
7333	202	27	of	of	IN
7333	202	28	the	the	DT
7333	202	29	domain	domain	NN
7333	202	30	of	of	IN
7333	202	31	their	-PRON-	PRP$
7333	202	32	physical	physical	JJ
7333	202	33	definitions	definition	NNS
7333	202	34	.	.	.
7333	203	1	It	-PRON-	PRP
7333	203	2	might	may	MD
7333	203	3	possibly	possibly	RB
7333	203	4	turn	turn	VB
7333	203	5	out	out	RP
7333	203	6	that	that	IN
7333	203	7	this	this	DT
7333	203	8	extrapolation	extrapolation	NN
7333	203	9	has	have	VBZ
7333	203	10	no	no	DT
7333	203	11	better	well	JJR
7333	203	12	warrant	warrant	NN
7333	203	13	than	than	IN
7333	203	14	the	the	DT
7333	203	15	extrapolation	extrapolation	NN
7333	203	16	of	of	IN
7333	203	17	the	the	DT
7333	203	18	idea	idea	NN
7333	203	19	of	of	IN
7333	203	20	temperature	temperature	NN
7333	203	21	to	to	IN
7333	203	22	parts	part	NNS
7333	203	23	of	of	IN
7333	203	24	a	a	DT
7333	203	25	body	body	NN
7333	203	26	of	of	IN
7333	203	27	molecular	molecular	JJ
7333	203	28	order	order	NN
7333	203	29	of	of	IN
7333	203	30	magnitude	magnitude	NN
7333	203	31	.	.	.
7333	204	1	It	-PRON-	PRP
7333	204	2	appears	appear	VBZ
7333	204	3	less	less	RBR
7333	204	4	problematical	problematical	JJ
7333	204	5	to	to	TO
7333	204	6	extend	extend	VB
7333	204	7	the	the	DT
7333	204	8	ideas	idea	NNS
7333	204	9	of	of	IN
7333	204	10	practical	practical	JJ
7333	204	11	geometry	geometry	NN
7333	204	12	to	to	IN
7333	204	13	spaces	space	NNS
7333	204	14	of	of	IN
7333	204	15	cosmic	cosmic	JJ
7333	204	16	order	order	NN
7333	204	17	of	of	IN
7333	204	18	magnitude	magnitude	NN
7333	204	19	.	.	.
7333	205	1	It	-PRON-	PRP
7333	205	2	might	may	MD
7333	205	3	,	,	,
7333	205	4	of	of	IN
7333	205	5	course	course	NN
7333	205	6	,	,	,
7333	205	7	be	be	VB
7333	205	8	objected	object	VBN
7333	205	9	that	that	IN
7333	205	10	a	a	DT
7333	205	11	construction	construction	NN
7333	205	12	composed	compose	VBN
7333	205	13	of	of	IN
7333	205	14	solid	solid	JJ
7333	205	15	rods	rod	NNS
7333	205	16	departs	depart	VBZ
7333	205	17	more	more	JJR
7333	205	18	and	and	CC
7333	205	19	more	more	RBR
7333	205	20	from	from	IN
7333	205	21	ideal	ideal	JJ
7333	205	22	rigidity	rigidity	NN
7333	205	23	in	in	IN
7333	205	24	proportion	proportion	NN
7333	205	25	as	as	IN
7333	205	26	its	-PRON-	PRP$
7333	205	27	spatial	spatial	JJ
7333	205	28	extent	extent	NN
7333	205	29	becomes	become	VBZ
7333	205	30	greater	great	JJR
7333	205	31	.	.	.
7333	206	1	But	but	CC
7333	206	2	it	-PRON-	PRP
7333	206	3	will	will	MD
7333	206	4	hardly	hardly	RB
7333	206	5	be	be	VB
7333	206	6	possible	possible	JJ
7333	206	7	,	,	,
7333	206	8	I	-PRON-	PRP
7333	206	9	think	think	VBP
7333	206	10	,	,	,
7333	206	11	to	to	TO
7333	206	12	assign	assign	VB
7333	206	13	fundamental	fundamental	JJ
7333	206	14	significance	significance	NN
7333	206	15	to	to	IN
7333	206	16	this	this	DT
7333	206	17	objection	objection	NN
7333	206	18	.	.	.
7333	207	1	Therefore	therefore	RB
7333	207	2	the	the	DT
7333	207	3	question	question	NN
7333	207	4	whether	whether	IN
7333	207	5	the	the	DT
7333	207	6	universe	universe	NN
7333	207	7	is	be	VBZ
7333	207	8	spatially	spatially	RB
7333	207	9	finite	finite	JJ
7333	207	10	or	or	CC
7333	207	11	not	not	RB
7333	207	12	seems	seem	VBZ
7333	207	13	to	to	IN
7333	207	14	me	-PRON-	PRP
7333	207	15	decidedly	decidedly	RB
7333	207	16	a	a	DT
7333	207	17	pregnant	pregnant	JJ
7333	207	18	question	question	NN
7333	207	19	in	in	IN
7333	207	20	the	the	DT
7333	207	21	sense	sense	NN
7333	207	22	of	of	IN
7333	207	23	practical	practical	JJ
7333	207	24	geometry	geometry	NN
7333	207	25	.	.	.
7333	208	1	I	-PRON-	PRP
7333	208	2	do	do	VBP
7333	208	3	not	not	RB
7333	208	4	even	even	RB
7333	208	5	consider	consider	VB
7333	208	6	it	-PRON-	PRP
7333	208	7	impossible	impossible	JJ
7333	208	8	that	that	IN
7333	208	9	this	this	DT
7333	208	10	question	question	NN
7333	208	11	will	will	MD
7333	208	12	be	be	VB
7333	208	13	answered	answer	VBN
7333	208	14	before	before	RB
7333	208	15	long	long	RB
7333	208	16	by	by	IN
7333	208	17	astronomy	astronomy	NN
7333	208	18	.	.	.
7333	209	1	Let	let	VB
7333	209	2	us	-PRON-	PRP
7333	209	3	call	call	VB
7333	209	4	to	to	TO
7333	209	5	mind	mind	VB
7333	209	6	what	what	WP
7333	209	7	the	the	DT
7333	209	8	general	general	JJ
7333	209	9	theory	theory	NN
7333	209	10	of	of	IN
7333	209	11	relativity	relativity	NN
7333	209	12	teaches	teach	VBZ
7333	209	13	in	in	IN
7333	209	14	this	this	DT
7333	209	15	respect	respect	NN
7333	209	16	.	.	.
7333	210	1	It	-PRON-	PRP
7333	210	2	offers	offer	VBZ
7333	210	3	two	two	CD
7333	210	4	possibilities:--	possibilities:--	SYM
7333	210	5	1	1	CD
7333	210	6	.	.	.
7333	211	1	The	the	DT
7333	211	2	universe	universe	NN
7333	211	3	is	be	VBZ
7333	211	4	spatially	spatially	RB
7333	211	5	infinite	infinite	JJ
7333	211	6	.	.	.
7333	212	1	This	this	DT
7333	212	2	can	can	MD
7333	212	3	be	be	VB
7333	212	4	so	so	RB
7333	212	5	only	only	RB
7333	212	6	if	if	IN
7333	212	7	the	the	DT
7333	212	8	average	average	JJ
7333	212	9	spatial	spatial	JJ
7333	212	10	density	density	NN
7333	212	11	of	of	IN
7333	212	12	the	the	DT
7333	212	13	matter	matter	NN
7333	212	14	in	in	IN
7333	212	15	universal	universal	JJ
7333	212	16	space	space	NN
7333	212	17	,	,	,
7333	212	18	concentrated	concentrate	VBD
7333	212	19	in	in	IN
7333	212	20	the	the	DT
7333	212	21	stars	star	NNS
7333	212	22	,	,	,
7333	212	23	vanishes	vanishe	NNS
7333	212	24	,	,	,
7333	212	25	i.e.	i.e.	FW
7333	213	1	if	if	IN
7333	213	2	the	the	DT
7333	213	3	ratio	ratio	NN
7333	213	4	of	of	IN
7333	213	5	the	the	DT
7333	213	6	total	total	JJ
7333	213	7	mass	mass	NN
7333	213	8	of	of	IN
7333	213	9	the	the	DT
7333	213	10	stars	star	NNS
7333	213	11	to	to	IN
7333	213	12	the	the	DT
7333	213	13	magnitude	magnitude	NN
7333	213	14	of	of	IN
7333	213	15	the	the	DT
7333	213	16	space	space	NN
7333	213	17	through	through	IN
7333	213	18	which	which	WDT
7333	213	19	they	-PRON-	PRP
7333	213	20	are	be	VBP
7333	213	21	scattered	scatter	VBN
7333	213	22	approximates	approximate	NNS
7333	213	23	indefinitely	indefinitely	RB
7333	213	24	to	to	IN
7333	213	25	the	the	DT
7333	213	26	value	value	NN
7333	213	27	zero	zero	CD
7333	213	28	when	when	WRB
7333	213	29	the	the	DT
7333	213	30	spaces	space	NNS
7333	213	31	taken	take	VBN
7333	213	32	into	into	IN
7333	213	33	consideration	consideration	NN
7333	213	34	are	be	VBP
7333	213	35	constantly	constantly	RB
7333	213	36	greater	great	JJR
7333	213	37	and	and	CC
7333	213	38	greater	great	JJR
7333	213	39	.	.	.
7333	214	1	2	2	LS
7333	214	2	.	.	.
7333	215	1	The	the	DT
7333	215	2	universe	universe	NN
7333	215	3	is	be	VBZ
7333	215	4	spatially	spatially	RB
7333	215	5	finite	finite	JJ
7333	215	6	.	.	.
7333	216	1	This	this	DT
7333	216	2	must	must	MD
7333	216	3	be	be	VB
7333	216	4	so	so	RB
7333	216	5	,	,	,
7333	216	6	if	if	IN
7333	216	7	there	there	EX
7333	216	8	is	be	VBZ
7333	216	9	a	a	DT
7333	216	10	mean	mean	JJ
7333	216	11	density	density	NN
7333	216	12	of	of	IN
7333	216	13	the	the	DT
7333	216	14	ponderable	ponderable	JJ
7333	216	15	matter	matter	NN
7333	216	16	in	in	IN
7333	216	17	universal	universal	JJ
7333	216	18	space	space	NN
7333	216	19	differing	differ	VBG
7333	216	20	from	from	IN
7333	216	21	zero	zero	CD
7333	216	22	.	.	.
7333	217	1	The	the	DT
7333	217	2	smaller	small	JJR
7333	217	3	that	that	WDT
7333	217	4	mean	mean	VBP
7333	217	5	density	density	NN
7333	217	6	,	,	,
7333	217	7	the	the	DT
7333	217	8	greater	great	JJR
7333	217	9	is	be	VBZ
7333	217	10	the	the	DT
7333	217	11	volume	volume	NN
7333	217	12	of	of	IN
7333	217	13	universal	universal	JJ
7333	217	14	space	space	NN
7333	217	15	.	.	.
7333	218	1	I	-PRON-	PRP
7333	218	2	must	must	MD
7333	218	3	not	not	RB
7333	218	4	fail	fail	VB
7333	218	5	to	to	TO
7333	218	6	mention	mention	VB
7333	218	7	that	that	IN
7333	218	8	a	a	DT
7333	218	9	theoretical	theoretical	JJ
7333	218	10	argument	argument	NN
7333	218	11	can	can	MD
7333	218	12	be	be	VB
7333	218	13	adduced	adduce	VBN
7333	218	14	in	in	IN
7333	218	15	favour	favour	NN
7333	218	16	of	of	IN
7333	218	17	the	the	DT
7333	218	18	hypothesis	hypothesis	NN
7333	218	19	of	of	IN
7333	218	20	a	a	DT
7333	218	21	finite	finite	JJ
7333	218	22	universe	universe	NN
7333	218	23	.	.	.
7333	219	1	The	the	DT
7333	219	2	general	general	JJ
7333	219	3	theory	theory	NN
7333	219	4	of	of	IN
7333	219	5	relativity	relativity	NN
7333	219	6	teaches	teach	VBZ
7333	219	7	that	that	IN
7333	219	8	the	the	DT
7333	219	9	inertia	inertia	NN
7333	219	10	of	of	IN
7333	219	11	a	a	DT
7333	219	12	given	give	VBN
7333	219	13	body	body	NN
7333	219	14	is	be	VBZ
7333	219	15	greater	great	JJR
7333	219	16	as	as	IN
7333	219	17	there	there	EX
7333	219	18	are	be	VBP
7333	219	19	more	more	JJR
7333	219	20	ponderable	ponderable	JJ
7333	219	21	masses	masse	NNS
7333	219	22	in	in	IN
7333	219	23	proximity	proximity	NN
7333	219	24	to	to	IN
7333	219	25	it	-PRON-	PRP
7333	219	26	;	;	:
7333	219	27	thus	thus	RB
7333	219	28	it	-PRON-	PRP
7333	219	29	seems	seem	VBZ
7333	219	30	very	very	RB
7333	219	31	natural	natural	JJ
7333	219	32	to	to	TO
7333	219	33	reduce	reduce	VB
7333	219	34	the	the	DT
7333	219	35	total	total	JJ
7333	219	36	effect	effect	NN
7333	219	37	of	of	IN
7333	219	38	inertia	inertia	NN
7333	219	39	of	of	IN
7333	219	40	a	a	DT
7333	219	41	body	body	NN
7333	219	42	to	to	IN
7333	219	43	action	action	NN
7333	219	44	and	and	CC
7333	219	45	reaction	reaction	NN
7333	219	46	between	between	IN
7333	219	47	it	-PRON-	PRP
7333	219	48	and	and	CC
7333	219	49	the	the	DT
7333	219	50	other	other	JJ
7333	219	51	bodies	body	NNS
7333	219	52	in	in	IN
7333	219	53	the	the	DT
7333	219	54	universe	universe	NN
7333	219	55	,	,	,
7333	219	56	as	as	RB
7333	219	57	indeed	indeed	RB
7333	219	58	,	,	,
7333	219	59	ever	ever	RB
7333	219	60	since	since	IN
7333	219	61	Newton	Newton	NNP
7333	219	62	's	's	POS
7333	219	63	time	time	NN
7333	219	64	,	,	,
7333	219	65	gravity	gravity	NN
7333	219	66	has	have	VBZ
7333	219	67	been	be	VBN
7333	219	68	completely	completely	RB
7333	219	69	reduced	reduce	VBN
7333	219	70	to	to	IN
7333	219	71	action	action	NN
7333	219	72	and	and	CC
7333	219	73	reaction	reaction	NN
7333	219	74	between	between	IN
7333	219	75	bodies	body	NNS
7333	219	76	.	.	.
7333	220	1	From	from	IN
7333	220	2	the	the	DT
7333	220	3	equations	equation	NNS
7333	220	4	of	of	IN
7333	220	5	the	the	DT
7333	220	6	general	general	JJ
7333	220	7	theory	theory	NN
7333	220	8	of	of	IN
7333	220	9	relativity	relativity	NN
7333	220	10	it	-PRON-	PRP
7333	220	11	can	can	MD
7333	220	12	be	be	VB
7333	220	13	deduced	deduce	VBN
7333	220	14	that	that	IN
7333	220	15	this	this	DT
7333	220	16	total	total	JJ
7333	220	17	reduction	reduction	NN
7333	220	18	of	of	IN
7333	220	19	inertia	inertia	NN
7333	220	20	to	to	IN
7333	220	21	reciprocal	reciprocal	JJ
7333	220	22	action	action	NN
7333	220	23	between	between	IN
7333	220	24	masses	masse	NNS
7333	220	25	--	--	:
7333	220	26	as	as	IN
7333	220	27	required	require	VBN
7333	220	28	by	by	IN
7333	220	29	E.	E.	NNP
7333	220	30	Mach	Mach	NNP
7333	220	31	,	,	,
7333	220	32	for	for	IN
7333	220	33	example	example	NN
7333	220	34	--	--	:
7333	220	35	is	be	VBZ
7333	220	36	possible	possible	JJ
7333	220	37	only	only	RB
7333	220	38	if	if	IN
7333	220	39	the	the	DT
7333	220	40	universe	universe	NN
7333	220	41	is	be	VBZ
7333	220	42	spatially	spatially	RB
7333	220	43	finite	finite	JJ
7333	220	44	.	.	.
7333	221	1	On	on	IN
7333	221	2	many	many	JJ
7333	221	3	physicists	physicist	NNS
7333	221	4	and	and	CC
7333	221	5	astronomers	astronomer	NNS
7333	221	6	this	this	DT
7333	221	7	argument	argument	NN
7333	221	8	makes	make	VBZ
7333	221	9	no	no	DT
7333	221	10	impression	impression	NN
7333	221	11	.	.	.
7333	222	1	Experience	experience	NN
7333	222	2	alone	alone	RB
7333	222	3	can	can	MD
7333	222	4	finally	finally	RB
7333	222	5	decide	decide	VB
7333	222	6	which	which	WDT
7333	222	7	of	of	IN
7333	222	8	the	the	DT
7333	222	9	two	two	CD
7333	222	10	possibilities	possibility	NNS
7333	222	11	is	be	VBZ
7333	222	12	realised	realise	VBN
7333	222	13	in	in	IN
7333	222	14	nature	nature	NN
7333	222	15	.	.	.
7333	223	1	How	how	WRB
7333	223	2	can	can	MD
7333	223	3	experience	experience	VB
7333	223	4	furnish	furnish	VB
7333	223	5	an	an	DT
7333	223	6	answer	answer	NN
7333	223	7	?	?	.
7333	224	1	At	at	IN
7333	224	2	first	first	RB
7333	224	3	it	-PRON-	PRP
7333	224	4	might	may	MD
7333	224	5	seem	seem	VB
7333	224	6	possible	possible	JJ
7333	224	7	to	to	TO
7333	224	8	determine	determine	VB
7333	224	9	the	the	DT
7333	224	10	mean	mean	JJ
7333	224	11	density	density	NN
7333	224	12	of	of	IN
7333	224	13	matter	matter	NN
7333	224	14	by	by	IN
7333	224	15	observation	observation	NN
7333	224	16	of	of	IN
7333	224	17	that	that	DT
7333	224	18	part	part	NN
7333	224	19	of	of	IN
7333	224	20	the	the	DT
7333	224	21	universe	universe	NN
7333	224	22	which	which	WDT
7333	224	23	is	be	VBZ
7333	224	24	accessible	accessible	JJ
7333	224	25	to	to	IN
7333	224	26	our	-PRON-	PRP$
7333	224	27	perception	perception	NN
7333	224	28	.	.	.
7333	225	1	This	this	DT
7333	225	2	hope	hope	NN
7333	225	3	is	be	VBZ
7333	225	4	illusory	illusory	JJ
7333	225	5	.	.	.
7333	226	1	The	the	DT
7333	226	2	distribution	distribution	NN
7333	226	3	of	of	IN
7333	226	4	the	the	DT
7333	226	5	visible	visible	JJ
7333	226	6	stars	star	NNS
7333	226	7	is	be	VBZ
7333	226	8	extremely	extremely	RB
7333	226	9	irregular	irregular	JJ
7333	226	10	,	,	,
7333	226	11	so	so	IN
7333	226	12	that	that	IN
7333	226	13	we	-PRON-	PRP
7333	226	14	on	on	IN
7333	226	15	no	no	DT
7333	226	16	account	account	NN
7333	226	17	may	may	MD
7333	226	18	venture	venture	VB
7333	226	19	to	to	TO
7333	226	20	set	set	VB
7333	226	21	down	down	RP
7333	226	22	the	the	DT
7333	226	23	mean	mean	JJ
7333	226	24	density	density	NN
7333	226	25	of	of	IN
7333	226	26	star	star	NN
7333	226	27	-	-	HYPH
7333	226	28	matter	matter	NN
7333	226	29	in	in	IN
7333	226	30	the	the	DT
7333	226	31	universe	universe	NN
7333	226	32	as	as	IN
7333	226	33	equal	equal	JJ
7333	226	34	,	,	,
7333	226	35	let	let	VB
7333	226	36	us	-PRON-	PRP
7333	226	37	say	say	VB
7333	226	38	,	,	,
7333	226	39	to	to	IN
7333	226	40	the	the	DT
7333	226	41	mean	mean	JJ
7333	226	42	density	density	NN
7333	226	43	in	in	IN
7333	226	44	the	the	DT
7333	226	45	Milky	Milky	NNP
7333	226	46	Way	Way	NNP
7333	226	47	.	.	.
7333	227	1	In	in	IN
7333	227	2	any	any	DT
7333	227	3	case	case	NN
7333	227	4	,	,	,
7333	227	5	however	however	RB
7333	227	6	great	great	JJ
7333	227	7	the	the	DT
7333	227	8	space	space	NN
7333	227	9	examined	examine	VBN
7333	227	10	may	may	MD
7333	227	11	be	be	VB
7333	227	12	,	,	,
7333	227	13	we	-PRON-	PRP
7333	227	14	could	could	MD
7333	227	15	not	not	RB
7333	227	16	feel	feel	VB
7333	227	17	convinced	convinced	JJ
7333	227	18	that	that	IN
7333	227	19	there	there	EX
7333	227	20	were	be	VBD
7333	227	21	no	no	DT
7333	227	22	more	more	JJR
7333	227	23	stars	star	NNS
7333	227	24	beyond	beyond	IN
7333	227	25	that	that	DT
7333	227	26	space	space	NN
7333	227	27	.	.	.
7333	228	1	So	so	CC
7333	228	2	it	-PRON-	PRP
7333	228	3	seems	seem	VBZ
7333	228	4	impossible	impossible	JJ
7333	228	5	to	to	TO
7333	228	6	estimate	estimate	VB
7333	228	7	the	the	DT
7333	228	8	mean	mean	JJ
7333	228	9	density	density	NN
7333	228	10	.	.	.
7333	229	1	But	but	CC
7333	229	2	there	there	EX
7333	229	3	is	be	VBZ
7333	229	4	another	another	DT
7333	229	5	road	road	NN
7333	229	6	,	,	,
7333	229	7	which	which	WDT
7333	229	8	seems	seem	VBZ
7333	229	9	to	to	IN
7333	229	10	me	-PRON-	PRP
7333	229	11	more	more	RBR
7333	229	12	practicable	practicable	JJ
7333	229	13	,	,	,
7333	229	14	although	although	IN
7333	229	15	it	-PRON-	PRP
7333	229	16	also	also	RB
7333	229	17	presents	present	VBZ
7333	229	18	great	great	JJ
7333	229	19	difficulties	difficulty	NNS
7333	229	20	.	.	.
7333	230	1	For	for	CC
7333	230	2	if	if	IN
7333	230	3	we	-PRON-	PRP
7333	230	4	inquire	inquire	VBP
7333	230	5	into	into	IN
7333	230	6	the	the	DT
7333	230	7	deviations	deviation	NNS
7333	230	8	shown	show	VBN
7333	230	9	by	by	IN
7333	230	10	the	the	DT
7333	230	11	consequences	consequence	NNS
7333	230	12	of	of	IN
7333	230	13	the	the	DT
7333	230	14	general	general	JJ
7333	230	15	theory	theory	NN
7333	230	16	of	of	IN
7333	230	17	relativity	relativity	NN
7333	230	18	which	which	WDT
7333	230	19	are	be	VBP
7333	230	20	accessible	accessible	JJ
7333	230	21	to	to	TO
7333	230	22	experience	experience	VB
7333	230	23	,	,	,
7333	230	24	when	when	WRB
7333	230	25	these	these	DT
7333	230	26	are	be	VBP
7333	230	27	compared	compare	VBN
7333	230	28	with	with	IN
7333	230	29	the	the	DT
7333	230	30	consequences	consequence	NNS
7333	230	31	of	of	IN
7333	230	32	the	the	DT
7333	230	33	Newtonian	newtonian	JJ
7333	230	34	theory	theory	NN
7333	230	35	,	,	,
7333	230	36	we	-PRON-	PRP
7333	230	37	first	first	RB
7333	230	38	of	of	IN
7333	230	39	all	all	DT
7333	230	40	find	find	VBP
7333	230	41	a	a	DT
7333	230	42	deviation	deviation	NN
7333	230	43	which	which	WDT
7333	230	44	shows	show	VBZ
7333	230	45	itself	-PRON-	PRP
7333	230	46	in	in	IN
7333	230	47	close	close	JJ
7333	230	48	proximity	proximity	NN
7333	230	49	to	to	IN
7333	230	50	gravitating	gravitate	VBG
7333	230	51	mass	mass	NN
7333	230	52	,	,	,
7333	230	53	and	and	CC
7333	230	54	has	have	VBZ
7333	230	55	been	be	VBN
7333	230	56	confirmed	confirm	VBN
7333	230	57	in	in	IN
7333	230	58	the	the	DT
7333	230	59	case	case	NN
7333	230	60	of	of	IN
7333	230	61	the	the	DT
7333	230	62	planet	planet	NN
7333	230	63	Mercury	Mercury	NNP
7333	230	64	.	.	.
7333	231	1	But	but	CC
7333	231	2	if	if	IN
7333	231	3	the	the	DT
7333	231	4	universe	universe	NN
7333	231	5	is	be	VBZ
7333	231	6	spatially	spatially	RB
7333	231	7	finite	finite	JJ
7333	231	8	there	there	EX
7333	231	9	is	be	VBZ
7333	231	10	a	a	DT
7333	231	11	second	second	JJ
7333	231	12	deviation	deviation	NN
7333	231	13	from	from	IN
7333	231	14	the	the	DT
7333	231	15	Newtonian	newtonian	JJ
7333	231	16	theory	theory	NN
7333	231	17	,	,	,
7333	231	18	which	which	WDT
7333	231	19	,	,	,
7333	231	20	in	in	IN
7333	231	21	the	the	DT
7333	231	22	language	language	NN
7333	231	23	of	of	IN
7333	231	24	the	the	DT
7333	231	25	Newtonian	newtonian	JJ
7333	231	26	theory	theory	NN
7333	231	27	,	,	,
7333	231	28	may	may	MD
7333	231	29	be	be	VB
7333	231	30	expressed	express	VBN
7333	231	31	thus:--The	thus:--The	NNP
7333	231	32	gravitational	gravitational	JJ
7333	231	33	field	field	NN
7333	231	34	is	be	VBZ
7333	231	35	in	in	IN
7333	231	36	its	-PRON-	PRP$
7333	231	37	nature	nature	NN
7333	231	38	such	such	JJ
7333	231	39	as	as	IN
7333	231	40	if	if	IN
7333	231	41	it	-PRON-	PRP
7333	231	42	were	be	VBD
7333	231	43	produced	produce	VBN
7333	231	44	,	,	,
7333	231	45	not	not	RB
7333	231	46	only	only	RB
7333	231	47	by	by	IN
7333	231	48	the	the	DT
7333	231	49	ponderable	ponderable	JJ
7333	231	50	masses	masse	NNS
7333	231	51	,	,	,
7333	231	52	but	but	CC
7333	231	53	also	also	RB
7333	231	54	by	by	IN
7333	231	55	a	a	DT
7333	231	56	mass	mass	NN
7333	231	57	-	-	HYPH
7333	231	58	density	density	NN
7333	231	59	of	of	IN
7333	231	60	negative	negative	JJ
7333	231	61	sign	sign	NN
7333	231	62	,	,	,
7333	231	63	distributed	distribute	VBD
7333	231	64	uniformly	uniformly	RB
7333	231	65	throughout	throughout	IN
7333	231	66	space	space	NN
7333	231	67	.	.	.
7333	232	1	Since	since	IN
7333	232	2	this	this	DT
7333	232	3	factitious	factitious	JJ
7333	232	4	mass	mass	NN
7333	232	5	-	-	HYPH
7333	232	6	density	density	NN
7333	232	7	would	would	MD
7333	232	8	have	have	VB
7333	232	9	to	to	TO
7333	232	10	be	be	VB
7333	232	11	enormously	enormously	RB
7333	232	12	small	small	JJ
7333	232	13	,	,	,
7333	232	14	it	-PRON-	PRP
7333	232	15	could	could	MD
7333	232	16	make	make	VB
7333	232	17	its	-PRON-	PRP$
7333	232	18	presence	presence	NN
7333	232	19	felt	feel	VBN
7333	232	20	only	only	RB
7333	232	21	in	in	IN
7333	232	22	gravitating	gravitate	VBG
7333	232	23	systems	system	NNS
7333	232	24	of	of	IN
7333	232	25	very	very	RB
7333	232	26	great	great	JJ
7333	232	27	extent	extent	NN
7333	232	28	.	.	.
7333	233	1	Assuming	assume	VBG
7333	233	2	that	that	IN
7333	233	3	we	-PRON-	PRP
7333	233	4	know	know	VBP
7333	233	5	,	,	,
7333	233	6	let	let	VB
7333	233	7	us	-PRON-	PRP
7333	233	8	say	say	VB
7333	233	9	,	,	,
7333	233	10	the	the	DT
7333	233	11	statistical	statistical	JJ
7333	233	12	distribution	distribution	NN
7333	233	13	of	of	IN
7333	233	14	the	the	DT
7333	233	15	stars	star	NNS
7333	233	16	in	in	IN
7333	233	17	the	the	DT
7333	233	18	Milky	Milky	NNP
7333	233	19	Way	Way	NNP
7333	233	20	,	,	,
7333	233	21	as	as	RB
7333	233	22	well	well	RB
7333	233	23	as	as	IN
7333	233	24	their	-PRON-	PRP$
7333	233	25	masses	masse	NNS
7333	233	26	,	,	,
7333	233	27	then	then	RB
7333	233	28	by	by	IN
7333	233	29	Newton	Newton	NNP
7333	233	30	's	's	POS
7333	233	31	law	law	NN
7333	233	32	we	-PRON-	PRP
7333	233	33	can	can	MD
7333	233	34	calculate	calculate	VB
7333	233	35	the	the	DT
7333	233	36	gravitational	gravitational	JJ
7333	233	37	field	field	NN
7333	233	38	and	and	CC
7333	233	39	the	the	DT
7333	233	40	mean	mean	JJ
7333	233	41	velocities	velocity	NNS
7333	233	42	which	which	WDT
7333	233	43	the	the	DT
7333	233	44	stars	star	NNS
7333	233	45	must	must	MD
7333	233	46	have	have	VB
7333	233	47	,	,	,
7333	233	48	so	so	IN
7333	233	49	that	that	IN
7333	233	50	the	the	DT
7333	233	51	Milky	Milky	NNP
7333	233	52	Way	Way	NNP
7333	233	53	should	should	MD
7333	233	54	not	not	RB
7333	233	55	collapse	collapse	VB
7333	233	56	under	under	IN
7333	233	57	the	the	DT
7333	233	58	mutual	mutual	JJ
7333	233	59	attraction	attraction	NN
7333	233	60	of	of	IN
7333	233	61	its	-PRON-	PRP$
7333	233	62	stars	star	NNS
7333	233	63	,	,	,
7333	233	64	but	but	CC
7333	233	65	should	should	MD
7333	233	66	maintain	maintain	VB
7333	233	67	its	-PRON-	PRP$
7333	233	68	actual	actual	JJ
7333	233	69	extent	extent	NN
7333	233	70	.	.	.
7333	234	1	Now	now	RB
7333	234	2	if	if	IN
7333	234	3	the	the	DT
7333	234	4	actual	actual	JJ
7333	234	5	velocities	velocity	NNS
7333	234	6	of	of	IN
7333	234	7	the	the	DT
7333	234	8	stars	star	NNS
7333	234	9	,	,	,
7333	234	10	which	which	WDT
7333	234	11	can	can	MD
7333	234	12	,	,	,
7333	234	13	of	of	IN
7333	234	14	course	course	NN
7333	234	15	,	,	,
7333	234	16	be	be	VB
7333	234	17	measured	measure	VBN
7333	234	18	,	,	,
7333	234	19	were	be	VBD
7333	234	20	smaller	small	JJR
7333	234	21	than	than	IN
7333	234	22	the	the	DT
7333	234	23	calculated	calculate	VBN
7333	234	24	velocities	velocity	NNS
7333	234	25	,	,	,
7333	234	26	we	-PRON-	PRP
7333	234	27	should	should	MD
7333	234	28	have	have	VB
7333	234	29	a	a	DT
7333	234	30	proof	proof	NN
7333	234	31	that	that	IN
7333	234	32	the	the	DT
7333	234	33	actual	actual	JJ
7333	234	34	attractions	attraction	NNS
7333	234	35	at	at	IN
7333	234	36	great	great	JJ
7333	234	37	distances	distance	NNS
7333	234	38	are	be	VBP
7333	234	39	smaller	small	JJR
7333	234	40	than	than	IN
7333	234	41	by	by	IN
7333	234	42	Newton	Newton	NNP
7333	234	43	's	's	POS
7333	234	44	law	law	NN
7333	234	45	.	.	.
7333	235	1	From	from	IN
7333	235	2	such	such	PDT
7333	235	3	a	a	DT
7333	235	4	deviation	deviation	NN
7333	235	5	it	-PRON-	PRP
7333	235	6	could	could	MD
7333	235	7	be	be	VB
7333	235	8	proved	prove	VBN
7333	235	9	indirectly	indirectly	RB
7333	235	10	that	that	IN
7333	235	11	the	the	DT
7333	235	12	universe	universe	NN
7333	235	13	is	be	VBZ
7333	235	14	finite	finite	JJ
7333	235	15	.	.	.
7333	236	1	It	-PRON-	PRP
7333	236	2	would	would	MD
7333	236	3	even	even	RB
7333	236	4	be	be	VB
7333	236	5	possible	possible	JJ
7333	236	6	to	to	TO
7333	236	7	estimate	estimate	VB
7333	236	8	its	-PRON-	PRP$
7333	236	9	spatial	spatial	JJ
7333	236	10	magnitude	magnitude	NN
7333	236	11	.	.	.
7333	237	1	Can	Can	MD
7333	237	2	we	-PRON-	PRP
7333	237	3	picture	picture	VB
7333	237	4	to	to	IN
7333	237	5	ourselves	-PRON-	PRP
7333	237	6	a	a	DT
7333	237	7	three	three	CD
7333	237	8	-	-	HYPH
7333	237	9	dimensional	dimensional	JJ
7333	237	10	universe	universe	NN
7333	237	11	which	which	WDT
7333	237	12	is	be	VBZ
7333	237	13	finite	finite	JJ
7333	237	14	,	,	,
7333	237	15	yet	yet	CC
7333	237	16	unbounded	unbounded	JJ
7333	237	17	?	?	.
7333	238	1	The	the	DT
7333	238	2	usual	usual	JJ
7333	238	3	answer	answer	NN
7333	238	4	to	to	IN
7333	238	5	this	this	DT
7333	238	6	question	question	NN
7333	238	7	is	be	VBZ
7333	238	8	"	"	``
7333	238	9	No	no	UH
7333	238	10	,	,	,
7333	238	11	"	"	''
7333	238	12	but	but	CC
7333	238	13	that	that	DT
7333	238	14	is	be	VBZ
7333	238	15	not	not	RB
7333	238	16	the	the	DT
7333	238	17	right	right	JJ
7333	238	18	answer	answer	NN
7333	238	19	.	.	.
7333	239	1	The	the	DT
7333	239	2	purpose	purpose	NN
7333	239	3	of	of	IN
7333	239	4	the	the	DT
7333	239	5	following	follow	VBG
7333	239	6	remarks	remark	NNS
7333	239	7	is	be	VBZ
7333	239	8	to	to	TO
7333	239	9	show	show	VB
7333	239	10	that	that	IN
7333	239	11	the	the	DT
7333	239	12	answer	answer	NN
7333	239	13	should	should	MD
7333	239	14	be	be	VB
7333	239	15	"	"	``
7333	239	16	Yes	yes	UH
7333	239	17	.	.	.
7333	239	18	"	"	''
7333	240	1	I	-PRON-	PRP
7333	240	2	want	want	VBP
7333	240	3	to	to	TO
7333	240	4	show	show	VB
7333	240	5	that	that	IN
7333	240	6	without	without	IN
7333	240	7	any	any	DT
7333	240	8	extraordinary	extraordinary	JJ
7333	240	9	difficulty	difficulty	NN
7333	240	10	we	-PRON-	PRP
7333	240	11	can	can	MD
7333	240	12	illustrate	illustrate	VB
7333	240	13	the	the	DT
7333	240	14	theory	theory	NN
7333	240	15	of	of	IN
7333	240	16	a	a	DT
7333	240	17	finite	finite	JJ
7333	240	18	universe	universe	NN
7333	240	19	by	by	IN
7333	240	20	means	mean	NNS
7333	240	21	of	of	IN
7333	240	22	a	a	DT
7333	240	23	mental	mental	JJ
7333	240	24	image	image	NN
7333	240	25	to	to	IN
7333	240	26	which	which	WDT
7333	240	27	,	,	,
7333	240	28	with	with	IN
7333	240	29	some	some	DT
7333	240	30	practice	practice	NN
7333	240	31	,	,	,
7333	240	32	we	-PRON-	PRP
7333	240	33	shall	shall	MD
7333	240	34	soon	soon	RB
7333	240	35	grow	grow	VB
7333	240	36	accustomed	accustom	VBN
7333	240	37	.	.	.
7333	241	1	First	first	RB
7333	241	2	of	of	IN
7333	241	3	all	all	DT
7333	241	4	,	,	,
7333	241	5	an	an	DT
7333	241	6	observation	observation	NN
7333	241	7	of	of	IN
7333	241	8	epistemological	epistemological	JJ
7333	241	9	nature	nature	NN
7333	241	10	.	.	.
7333	242	1	A	a	DT
7333	242	2	geometrical	geometrical	JJ
7333	242	3	-	-	HYPH
7333	242	4	physical	physical	JJ
7333	242	5	theory	theory	NN
7333	242	6	as	as	IN
7333	242	7	such	such	JJ
7333	242	8	is	be	VBZ
7333	242	9	incapable	incapable	JJ
7333	242	10	of	of	IN
7333	242	11	being	be	VBG
7333	242	12	directly	directly	RB
7333	242	13	pictured	picture	VBN
7333	242	14	,	,	,
7333	242	15	being	be	VBG
7333	242	16	merely	merely	RB
7333	242	17	a	a	DT
7333	242	18	system	system	NN
7333	242	19	of	of	IN
7333	242	20	concepts	concept	NNS
7333	242	21	.	.	.
7333	243	1	But	but	CC
7333	243	2	these	these	DT
7333	243	3	concepts	concept	NNS
7333	243	4	serve	serve	VBP
7333	243	5	the	the	DT
7333	243	6	purpose	purpose	NN
7333	243	7	of	of	IN
7333	243	8	bringing	bring	VBG
7333	243	9	a	a	DT
7333	243	10	multiplicity	multiplicity	NN
7333	243	11	of	of	IN
7333	243	12	real	real	JJ
7333	243	13	or	or	CC
7333	243	14	imaginary	imaginary	JJ
7333	243	15	sensory	sensory	JJ
7333	243	16	experiences	experience	NNS
7333	243	17	into	into	IN
7333	243	18	connection	connection	NN
7333	243	19	in	in	IN
7333	243	20	the	the	DT
7333	243	21	mind	mind	NN
7333	243	22	.	.	.
7333	244	1	To	to	TO
7333	244	2	"	"	``
7333	244	3	visualise	visualise	VB
7333	244	4	"	"	''
7333	244	5	a	a	DT
7333	244	6	theory	theory	NN
7333	244	7	,	,	,
7333	244	8	or	or	CC
7333	244	9	bring	bring	VB
7333	244	10	it	-PRON-	PRP
7333	244	11	home	home	RB
7333	244	12	to	to	IN
7333	244	13	one	one	NN
7333	244	14	's	's	POS
7333	244	15	mind	mind	NN
7333	244	16	,	,	,
7333	244	17	therefore	therefore	RB
7333	244	18	means	mean	VBZ
7333	244	19	to	to	TO
7333	244	20	give	give	VB
7333	244	21	a	a	DT
7333	244	22	representation	representation	NN
7333	244	23	to	to	IN
7333	244	24	that	that	DT
7333	244	25	abundance	abundance	NN
7333	244	26	of	of	IN
7333	244	27	experiences	experience	NNS
7333	244	28	for	for	IN
7333	244	29	which	which	WDT
7333	244	30	the	the	DT
7333	244	31	theory	theory	NN
7333	244	32	supplies	supply	VBZ
7333	244	33	the	the	DT
7333	244	34	schematic	schematic	JJ
7333	244	35	arrangement	arrangement	NN
7333	244	36	.	.	.
7333	245	1	In	in	IN
7333	245	2	the	the	DT
7333	245	3	present	present	JJ
7333	245	4	case	case	NN
7333	245	5	we	-PRON-	PRP
7333	245	6	have	have	VBP
7333	245	7	to	to	TO
7333	245	8	ask	ask	VB
7333	245	9	ourselves	-PRON-	PRP
7333	245	10	how	how	WRB
7333	245	11	we	-PRON-	PRP
7333	245	12	can	can	MD
7333	245	13	represent	represent	VB
7333	245	14	that	that	DT
7333	245	15	relation	relation	NN
7333	245	16	of	of	IN
7333	245	17	solid	solid	JJ
7333	245	18	bodies	body	NNS
7333	245	19	with	with	IN
7333	245	20	respect	respect	NN
7333	245	21	to	to	IN
7333	245	22	their	-PRON-	PRP$
7333	245	23	reciprocal	reciprocal	JJ
7333	245	24	disposition	disposition	NN
7333	245	25	(	(	-LRB-
7333	245	26	contact	contact	NN
7333	245	27	)	)	-RRB-
7333	245	28	which	which	WDT
7333	245	29	corresponds	correspond	VBZ
7333	245	30	to	to	IN
7333	245	31	the	the	DT
7333	245	32	theory	theory	NN
7333	245	33	of	of	IN
7333	245	34	a	a	DT
7333	245	35	finite	finite	JJ
7333	245	36	universe	universe	NN
7333	245	37	.	.	.
7333	246	1	There	there	EX
7333	246	2	is	be	VBZ
7333	246	3	really	really	RB
7333	246	4	nothing	nothing	NN
7333	246	5	new	new	JJ
7333	246	6	in	in	IN
7333	246	7	what	what	WP
7333	246	8	I	-PRON-	PRP
7333	246	9	have	have	VBP
7333	246	10	to	to	TO
7333	246	11	say	say	VB
7333	246	12	about	about	IN
7333	246	13	this	this	DT
7333	246	14	;	;	:
7333	246	15	but	but	CC
7333	246	16	innumerable	innumerable	JJ
7333	246	17	questions	question	NNS
7333	246	18	addressed	address	VBD
7333	246	19	to	to	IN
7333	246	20	me	-PRON-	PRP
7333	246	21	prove	prove	VB
7333	246	22	that	that	IN
7333	246	23	the	the	DT
7333	246	24	requirements	requirement	NNS
7333	246	25	of	of	IN
7333	246	26	those	those	DT
7333	246	27	who	who	WP
7333	246	28	thirst	thirst	VBP
7333	246	29	for	for	IN
7333	246	30	knowledge	knowledge	NN
7333	246	31	of	of	IN
7333	246	32	these	these	DT
7333	246	33	matters	matter	NNS
7333	246	34	have	have	VBP
7333	246	35	not	not	RB
7333	246	36	yet	yet	RB
7333	246	37	been	be	VBN
7333	246	38	completely	completely	RB
7333	246	39	satisfied	satisfied	JJ
7333	246	40	.	.	.
7333	247	1	So	so	RB
7333	247	2	,	,	,
7333	247	3	will	will	MD
7333	247	4	the	the	DT
7333	247	5	initiated	initiated	JJ
7333	247	6	please	please	UH
7333	247	7	pardon	pardon	VB
7333	247	8	me	-PRON-	PRP
7333	247	9	,	,	,
7333	247	10	if	if	IN
7333	247	11	part	part	NN
7333	247	12	of	of	IN
7333	247	13	what	what	WP
7333	247	14	I	-PRON-	PRP
7333	247	15	shall	shall	MD
7333	247	16	bring	bring	VB
7333	247	17	forward	forward	RB
7333	247	18	has	have	VBZ
7333	247	19	long	long	RB
7333	247	20	been	be	VBN
7333	247	21	known	know	VBN
7333	247	22	?	?	.
7333	248	1	What	what	WP
7333	248	2	do	do	VBP
7333	248	3	we	-PRON-	PRP
7333	248	4	wish	wish	VB
7333	248	5	to	to	TO
7333	248	6	express	express	VB
7333	248	7	when	when	WRB
7333	248	8	we	-PRON-	PRP
7333	248	9	say	say	VBP
7333	248	10	that	that	IN
7333	248	11	our	-PRON-	PRP$
7333	248	12	space	space	NN
7333	248	13	is	be	VBZ
7333	248	14	infinite	infinite	JJ
7333	248	15	?	?	.
7333	249	1	Nothing	nothing	NN
7333	249	2	more	more	JJR
7333	249	3	than	than	IN
7333	249	4	that	that	IN
7333	249	5	we	-PRON-	PRP
7333	249	6	might	may	MD
7333	249	7	lay	lay	VB
7333	249	8	any	any	DT
7333	249	9	number	number	NN
7333	249	10	whatever	whatever	WDT
7333	249	11	of	of	IN
7333	249	12	bodies	body	NNS
7333	249	13	of	of	IN
7333	249	14	equal	equal	JJ
7333	249	15	sizes	size	NNS
7333	249	16	side	side	NN
7333	249	17	by	by	IN
7333	249	18	side	side	NN
7333	249	19	without	without	IN
7333	249	20	ever	ever	RB
7333	249	21	filling	fill	VBG
7333	249	22	space	space	NN
7333	249	23	.	.	.
7333	250	1	Suppose	suppose	VB
7333	250	2	that	that	IN
7333	250	3	we	-PRON-	PRP
7333	250	4	are	be	VBP
7333	250	5	provided	provide	VBN
7333	250	6	with	with	IN
7333	250	7	a	a	DT
7333	250	8	great	great	JJ
7333	250	9	many	many	JJ
7333	250	10	wooden	wooden	JJ
7333	250	11	cubes	cube	NNS
7333	250	12	all	all	DT
7333	250	13	of	of	IN
7333	250	14	the	the	DT
7333	250	15	same	same	JJ
7333	250	16	size	size	NN
7333	250	17	.	.	.
7333	251	1	In	in	IN
7333	251	2	accordance	accordance	NN
7333	251	3	with	with	IN
7333	251	4	Euclidean	euclidean	JJ
7333	251	5	geometry	geometry	NN
7333	251	6	we	-PRON-	PRP
7333	251	7	can	can	MD
7333	251	8	place	place	VB
7333	251	9	them	-PRON-	PRP
7333	251	10	above	above	IN
7333	251	11	,	,	,
7333	251	12	beside	beside	RB
7333	251	13	,	,	,
7333	251	14	and	and	CC
7333	251	15	behind	behind	IN
7333	251	16	one	one	CD
7333	251	17	another	another	DT
7333	251	18	so	so	IN
7333	251	19	as	as	IN
7333	251	20	to	to	TO
7333	251	21	fill	fill	VB
7333	251	22	a	a	DT
7333	251	23	part	part	NN
7333	251	24	of	of	IN
7333	251	25	space	space	NN
7333	251	26	of	of	IN
7333	251	27	any	any	DT
7333	251	28	dimensions	dimension	NNS
7333	251	29	;	;	:
7333	251	30	but	but	CC
7333	251	31	this	this	DT
7333	251	32	construction	construction	NN
7333	251	33	would	would	MD
7333	251	34	never	never	RB
7333	251	35	be	be	VB
7333	251	36	finished	finish	VBN
7333	251	37	;	;	:
7333	251	38	we	-PRON-	PRP
7333	251	39	could	could	MD
7333	251	40	go	go	VB
7333	251	41	on	on	RP
7333	251	42	adding	add	VBG
7333	251	43	more	more	JJR
7333	251	44	and	and	CC
7333	251	45	more	more	JJR
7333	251	46	cubes	cube	NNS
7333	251	47	without	without	IN
7333	251	48	ever	ever	RB
7333	251	49	finding	find	VBG
7333	251	50	that	that	IN
7333	251	51	there	there	EX
7333	251	52	was	be	VBD
7333	251	53	no	no	DT
7333	251	54	more	more	JJR
7333	251	55	room	room	NN
7333	251	56	.	.	.
7333	252	1	That	that	DT
7333	252	2	is	be	VBZ
7333	252	3	what	what	WP
7333	252	4	we	-PRON-	PRP
7333	252	5	wish	wish	VBP
7333	252	6	to	to	TO
7333	252	7	express	express	VB
7333	252	8	when	when	WRB
7333	252	9	we	-PRON-	PRP
7333	252	10	say	say	VBP
7333	252	11	that	that	IN
7333	252	12	space	space	NN
7333	252	13	is	be	VBZ
7333	252	14	infinite	infinite	JJ
7333	252	15	.	.	.
7333	253	1	It	-PRON-	PRP
7333	253	2	would	would	MD
7333	253	3	be	be	VB
7333	253	4	better	well	JJR
7333	253	5	to	to	TO
7333	253	6	say	say	VB
7333	253	7	that	that	IN
7333	253	8	space	space	NN
7333	253	9	is	be	VBZ
7333	253	10	infinite	infinite	JJ
7333	253	11	in	in	IN
7333	253	12	relation	relation	NN
7333	253	13	to	to	IN
7333	253	14	practically	practically	RB
7333	253	15	-	-	HYPH
7333	253	16	rigid	rigid	JJ
7333	253	17	bodies	body	NNS
7333	253	18	,	,	,
7333	253	19	assuming	assume	VBG
7333	253	20	that	that	IN
7333	253	21	the	the	DT
7333	253	22	laws	law	NNS
7333	253	23	of	of	IN
7333	253	24	disposition	disposition	NN
7333	253	25	for	for	IN
7333	253	26	these	these	DT
7333	253	27	bodies	body	NNS
7333	253	28	are	be	VBP
7333	253	29	given	give	VBN
7333	253	30	by	by	IN
7333	253	31	Euclidean	euclidean	JJ
7333	253	32	geometry	geometry	NN
7333	253	33	.	.	.
7333	254	1	Another	another	DT
7333	254	2	example	example	NN
7333	254	3	of	of	IN
7333	254	4	an	an	DT
7333	254	5	infinite	infinite	JJ
7333	254	6	continuum	continuum	NN
7333	254	7	is	be	VBZ
7333	254	8	the	the	DT
7333	254	9	plane	plane	NN
7333	254	10	.	.	.
7333	255	1	On	on	IN
7333	255	2	a	a	DT
7333	255	3	plane	plane	NN
7333	255	4	surface	surface	NN
7333	255	5	we	-PRON-	PRP
7333	255	6	may	may	MD
7333	255	7	lay	lay	VB
7333	255	8	squares	square	NNS
7333	255	9	of	of	IN
7333	255	10	cardboard	cardboard	NN
7333	255	11	so	so	IN
7333	255	12	that	that	IN
7333	255	13	each	each	DT
7333	255	14	side	side	NN
7333	255	15	of	of	IN
7333	255	16	any	any	DT
7333	255	17	square	square	NN
7333	255	18	has	have	VBZ
7333	255	19	the	the	DT
7333	255	20	side	side	NN
7333	255	21	of	of	IN
7333	255	22	another	another	DT
7333	255	23	square	square	NN
7333	255	24	adjacent	adjacent	JJ
7333	255	25	to	to	IN
7333	255	26	it	-PRON-	PRP
7333	255	27	.	.	.
7333	256	1	The	the	DT
7333	256	2	construction	construction	NN
7333	256	3	is	be	VBZ
7333	256	4	never	never	RB
7333	256	5	finished	finish	VBN
7333	256	6	;	;	:
7333	256	7	we	-PRON-	PRP
7333	256	8	can	can	MD
7333	256	9	always	always	RB
7333	256	10	go	go	VB
7333	256	11	on	on	RP
7333	256	12	laying	lay	VBG
7333	256	13	squares	square	NNS
7333	256	14	--	--	:
7333	256	15	if	if	IN
7333	256	16	their	-PRON-	PRP$
7333	256	17	laws	law	NNS
7333	256	18	of	of	IN
7333	256	19	disposition	disposition	NN
7333	256	20	correspond	correspond	NNP
7333	256	21	to	to	IN
7333	256	22	those	those	DT
7333	256	23	of	of	IN
7333	256	24	plane	plane	NN
7333	256	25	figures	figure	NNS
7333	256	26	of	of	IN
7333	256	27	Euclidean	euclidean	JJ
7333	256	28	geometry	geometry	NN
7333	256	29	.	.	.
7333	257	1	The	the	DT
7333	257	2	plane	plane	NN
7333	257	3	is	be	VBZ
7333	257	4	therefore	therefore	RB
7333	257	5	infinite	infinite	JJ
7333	257	6	in	in	IN
7333	257	7	relation	relation	NN
7333	257	8	to	to	IN
7333	257	9	the	the	DT
7333	257	10	cardboard	cardboard	NN
7333	257	11	squares	square	NNS
7333	257	12	.	.	.
7333	258	1	Accordingly	accordingly	RB
7333	258	2	we	-PRON-	PRP
7333	258	3	say	say	VBP
7333	258	4	that	that	IN
7333	258	5	the	the	DT
7333	258	6	plane	plane	NN
7333	258	7	is	be	VBZ
7333	258	8	an	an	DT
7333	258	9	infinite	infinite	JJ
7333	258	10	continuum	continuum	NN
7333	258	11	of	of	IN
7333	258	12	two	two	CD
7333	258	13	dimensions	dimension	NNS
7333	258	14	,	,	,
7333	258	15	and	and	CC
7333	258	16	space	space	NN
7333	258	17	an	an	DT
7333	258	18	infinite	infinite	JJ
7333	258	19	continuum	continuum	NN
7333	258	20	of	of	IN
7333	258	21	three	three	CD
7333	258	22	dimensions	dimension	NNS
7333	258	23	.	.	.
7333	259	1	What	what	WP
7333	259	2	is	be	VBZ
7333	259	3	here	here	RB
7333	259	4	meant	mean	VBN
7333	259	5	by	by	IN
7333	259	6	the	the	DT
7333	259	7	number	number	NN
7333	259	8	of	of	IN
7333	259	9	dimensions	dimension	NNS
7333	259	10	,	,	,
7333	259	11	I	-PRON-	PRP
7333	259	12	think	think	VBP
7333	259	13	I	-PRON-	PRP
7333	259	14	may	may	MD
7333	259	15	assume	assume	VB
7333	259	16	to	to	TO
7333	259	17	be	be	VB
7333	259	18	known	know	VBN
7333	259	19	.	.	.
7333	260	1	Now	now	RB
7333	260	2	we	-PRON-	PRP
7333	260	3	take	take	VBP
7333	260	4	an	an	DT
7333	260	5	example	example	NN
7333	260	6	of	of	IN
7333	260	7	a	a	DT
7333	260	8	two	two	CD
7333	260	9	-	-	HYPH
7333	260	10	dimensional	dimensional	JJ
7333	260	11	continuum	continuum	NN
7333	260	12	which	which	WDT
7333	260	13	is	be	VBZ
7333	260	14	finite	finite	JJ
7333	260	15	,	,	,
7333	260	16	but	but	CC
7333	260	17	unbounded	unbounded	JJ
7333	260	18	.	.	.
7333	261	1	We	-PRON-	PRP
7333	261	2	imagine	imagine	VBP
7333	261	3	the	the	DT
7333	261	4	surface	surface	NN
7333	261	5	of	of	IN
7333	261	6	a	a	DT
7333	261	7	large	large	JJ
7333	261	8	globe	globe	NN
7333	261	9	and	and	CC
7333	261	10	a	a	DT
7333	261	11	quantity	quantity	NN
7333	261	12	of	of	IN
7333	261	13	small	small	JJ
7333	261	14	paper	paper	NN
7333	261	15	discs	disc	NNS
7333	261	16	,	,	,
7333	261	17	all	all	DT
7333	261	18	of	of	IN
7333	261	19	the	the	DT
7333	261	20	same	same	JJ
7333	261	21	size	size	NN
7333	261	22	.	.	.
7333	262	1	We	-PRON-	PRP
7333	262	2	place	place	VBP
7333	262	3	one	one	CD
7333	262	4	of	of	IN
7333	262	5	the	the	DT
7333	262	6	discs	disc	NNS
7333	262	7	anywhere	anywhere	RB
7333	262	8	on	on	IN
7333	262	9	the	the	DT
7333	262	10	surface	surface	NN
7333	262	11	of	of	IN
7333	262	12	the	the	DT
7333	262	13	globe	globe	NN
7333	262	14	.	.	.
7333	263	1	If	if	IN
7333	263	2	we	-PRON-	PRP
7333	263	3	move	move	VBP
7333	263	4	the	the	DT
7333	263	5	disc	disc	NN
7333	263	6	about	about	IN
7333	263	7	,	,	,
7333	263	8	anywhere	anywhere	RB
7333	263	9	we	-PRON-	PRP
7333	263	10	like	like	VBP
7333	263	11	,	,	,
7333	263	12	on	on	IN
7333	263	13	the	the	DT
7333	263	14	surface	surface	NN
7333	263	15	of	of	IN
7333	263	16	the	the	DT
7333	263	17	globe	globe	NN
7333	263	18	,	,	,
7333	263	19	we	-PRON-	PRP
7333	263	20	do	do	VBP
7333	263	21	not	not	RB
7333	263	22	come	come	VB
7333	263	23	upon	upon	IN
7333	263	24	a	a	DT
7333	263	25	limit	limit	NN
7333	263	26	or	or	CC
7333	263	27	boundary	boundary	NN
7333	263	28	anywhere	anywhere	RB
7333	263	29	on	on	IN
7333	263	30	the	the	DT
7333	263	31	journey	journey	NN
7333	263	32	.	.	.
7333	264	1	Therefore	therefore	RB
7333	264	2	we	-PRON-	PRP
7333	264	3	say	say	VBP
7333	264	4	that	that	IN
7333	264	5	the	the	DT
7333	264	6	spherical	spherical	JJ
7333	264	7	surface	surface	NN
7333	264	8	of	of	IN
7333	264	9	the	the	DT
7333	264	10	globe	globe	NN
7333	264	11	is	be	VBZ
7333	264	12	an	an	DT
7333	264	13	unbounded	unbounded	JJ
7333	264	14	continuum	continuum	NN
7333	264	15	.	.	.
7333	265	1	Moreover	moreover	RB
7333	265	2	,	,	,
7333	265	3	the	the	DT
7333	265	4	spherical	spherical	JJ
7333	265	5	surface	surface	NN
7333	265	6	is	be	VBZ
7333	265	7	a	a	DT
7333	265	8	finite	finite	JJ
7333	265	9	continuum	continuum	NN
7333	265	10	.	.	.
7333	266	1	For	for	IN
7333	266	2	if	if	IN
7333	266	3	we	-PRON-	PRP
7333	266	4	stick	stick	VBP
7333	266	5	the	the	DT
7333	266	6	paper	paper	NN
7333	266	7	discs	disc	NNS
7333	266	8	on	on	IN
7333	266	9	the	the	DT
7333	266	10	globe	globe	NN
7333	266	11	,	,	,
7333	266	12	so	so	IN
7333	266	13	that	that	IN
7333	266	14	no	no	DT
7333	266	15	disc	disc	NN
7333	266	16	overlaps	overlap	VBZ
7333	266	17	another	another	DT
7333	266	18	,	,	,
7333	266	19	the	the	DT
7333	266	20	surface	surface	NN
7333	266	21	of	of	IN
7333	266	22	the	the	DT
7333	266	23	globe	globe	NN
7333	266	24	will	will	MD
7333	266	25	finally	finally	RB
7333	266	26	become	become	VB
7333	266	27	so	so	RB
7333	266	28	full	full	JJ
7333	266	29	that	that	IN
7333	266	30	there	there	EX
7333	266	31	is	be	VBZ
7333	266	32	no	no	DT
7333	266	33	room	room	NN
7333	266	34	for	for	IN
7333	266	35	another	another	DT
7333	266	36	disc	disc	NN
7333	266	37	.	.	.
7333	267	1	This	this	DT
7333	267	2	simply	simply	RB
7333	267	3	means	mean	VBZ
7333	267	4	that	that	IN
7333	267	5	the	the	DT
7333	267	6	spherical	spherical	JJ
7333	267	7	surface	surface	NN
7333	267	8	of	of	IN
7333	267	9	the	the	DT
7333	267	10	globe	globe	NN
7333	267	11	is	be	VBZ
7333	267	12	finite	finite	JJ
7333	267	13	in	in	IN
7333	267	14	relation	relation	NN
7333	267	15	to	to	IN
7333	267	16	the	the	DT
7333	267	17	paper	paper	NN
7333	267	18	discs	disc	NNS
7333	267	19	.	.	.
7333	268	1	Further	further	RB
7333	268	2	,	,	,
7333	268	3	the	the	DT
7333	268	4	spherical	spherical	JJ
7333	268	5	surface	surface	NN
7333	268	6	is	be	VBZ
7333	268	7	a	a	DT
7333	268	8	non	non	JJ
7333	268	9	-	-	JJ
7333	268	10	Euclidean	euclidean	JJ
7333	268	11	continuum	continuum	NN
7333	268	12	of	of	IN
7333	268	13	two	two	CD
7333	268	14	dimensions	dimension	NNS
7333	268	15	,	,	,
7333	268	16	that	that	DT
7333	268	17	is	be	VBZ
7333	268	18	to	to	TO
7333	268	19	say	say	VB
7333	268	20	,	,	,
7333	268	21	the	the	DT
7333	268	22	laws	law	NNS
7333	268	23	of	of	IN
7333	268	24	disposition	disposition	NN
7333	268	25	for	for	IN
7333	268	26	the	the	DT
7333	268	27	rigid	rigid	JJ
7333	268	28	figures	figure	NNS
7333	268	29	lying	lie	VBG
7333	268	30	in	in	IN
7333	268	31	it	-PRON-	PRP
7333	268	32	do	do	VBP
7333	268	33	not	not	RB
7333	268	34	agree	agree	VB
7333	268	35	with	with	IN
7333	268	36	those	those	DT
7333	268	37	of	of	IN
7333	268	38	the	the	DT
7333	268	39	Euclidean	euclidean	JJ
7333	268	40	plane	plane	NN
7333	268	41	.	.	.
7333	269	1	This	this	DT
7333	269	2	can	can	MD
7333	269	3	be	be	VB
7333	269	4	shown	show	VBN
7333	269	5	in	in	IN
7333	269	6	the	the	DT
7333	269	7	following	following	JJ
7333	269	8	way	way	NN
7333	269	9	.	.	.
7333	270	1	Place	place	VB
7333	270	2	a	a	DT
7333	270	3	paper	paper	NN
7333	270	4	disc	disc	NN
7333	270	5	on	on	IN
7333	270	6	the	the	DT
7333	270	7	spherical	spherical	JJ
7333	270	8	surface	surface	NN
7333	270	9	,	,	,
7333	270	10	and	and	CC
7333	270	11	around	around	IN
7333	270	12	it	-PRON-	PRP
7333	270	13	in	in	IN
7333	270	14	a	a	DT
7333	270	15	circle	circle	NN
7333	270	16	place	place	NN
7333	270	17	six	six	CD
7333	270	18	more	more	JJR
7333	270	19	discs	disc	NNS
7333	270	20	,	,	,
7333	270	21	each	each	DT
7333	270	22	of	of	IN
7333	270	23	which	which	WDT
7333	270	24	is	be	VBZ
7333	270	25	to	to	TO
7333	270	26	be	be	VB
7333	270	27	surrounded	surround	VBN
7333	270	28	in	in	IN
7333	270	29	turn	turn	NN
7333	270	30	by	by	IN
7333	270	31	six	six	CD
7333	270	32	discs	disc	NNS
7333	270	33	,	,	,
7333	270	34	and	and	CC
7333	270	35	so	so	RB
7333	270	36	on	on	RB
7333	270	37	.	.	.
7333	271	1	If	if	IN
7333	271	2	this	this	DT
7333	271	3	construction	construction	NN
7333	271	4	is	be	VBZ
7333	271	5	made	make	VBN
7333	271	6	on	on	IN
7333	271	7	a	a	DT
7333	271	8	plane	plane	NN
7333	271	9	surface	surface	NN
7333	271	10	,	,	,
7333	271	11	we	-PRON-	PRP
7333	271	12	have	have	VBP
7333	271	13	an	an	DT
7333	271	14	uninterrupted	uninterrupted	JJ
7333	271	15	disposition	disposition	NN
7333	271	16	in	in	IN
7333	271	17	which	which	WDT
7333	271	18	there	there	EX
7333	271	19	are	be	VBP
7333	271	20	six	six	CD
7333	271	21	discs	disc	NNS
7333	271	22	touching	touch	VBG
7333	271	23	every	every	DT
7333	271	24	disc	disc	NN
7333	271	25	except	except	IN
7333	271	26	those	those	DT
7333	271	27	which	which	WDT
7333	271	28	lie	lie	VBP
7333	271	29	on	on	IN
7333	271	30	the	the	DT
7333	271	31	outside	outside	NN
7333	271	32	.	.	.
7333	272	1	[	[	-LRB-
7333	272	2	Figure	figure	NN
7333	272	3	1	1	CD
7333	272	4	:	:	:
7333	272	5	Discs	Discs	NNP
7333	272	6	maximally	maximally	RB
7333	272	7	packed	pack	VBD
7333	272	8	on	on	IN
7333	272	9	a	a	DT
7333	272	10	plane	plane	NN
7333	272	11	]	]	-RRB-
7333	272	12	On	on	IN
7333	272	13	the	the	DT
7333	272	14	spherical	spherical	JJ
7333	272	15	surface	surface	NN
7333	272	16	the	the	DT
7333	272	17	construction	construction	NN
7333	272	18	also	also	RB
7333	272	19	seems	seem	VBZ
7333	272	20	to	to	TO
7333	272	21	promise	promise	VB
7333	272	22	success	success	NN
7333	272	23	at	at	IN
7333	272	24	the	the	DT
7333	272	25	outset	outset	NN
7333	272	26	,	,	,
7333	272	27	and	and	CC
7333	272	28	the	the	DT
7333	272	29	smaller	small	JJR
7333	272	30	the	the	DT
7333	272	31	radius	radius	NN
7333	272	32	of	of	IN
7333	272	33	the	the	DT
7333	272	34	disc	disc	NN
7333	272	35	in	in	IN
7333	272	36	proportion	proportion	NN
7333	272	37	to	to	IN
7333	272	38	that	that	DT
7333	272	39	of	of	IN
7333	272	40	the	the	DT
7333	272	41	sphere	sphere	NN
7333	272	42	,	,	,
7333	272	43	the	the	DT
7333	272	44	more	more	RBR
7333	272	45	promising	promising	JJ
7333	272	46	it	-PRON-	PRP
7333	272	47	seems	seem	VBZ
7333	272	48	.	.	.
7333	273	1	But	but	CC
7333	273	2	as	as	IN
7333	273	3	the	the	DT
7333	273	4	construction	construction	NN
7333	273	5	progresses	progress	VBZ
7333	273	6	it	-PRON-	PRP
7333	273	7	becomes	become	VBZ
7333	273	8	more	more	JJR
7333	273	9	and	and	CC
7333	273	10	more	more	JJR
7333	273	11	patent	patent	NN
7333	273	12	that	that	WDT
7333	273	13	the	the	DT
7333	273	14	disposition	disposition	NN
7333	273	15	of	of	IN
7333	273	16	the	the	DT
7333	273	17	discs	disc	NNS
7333	273	18	in	in	IN
7333	273	19	the	the	DT
7333	273	20	manner	manner	NN
7333	273	21	indicated	indicate	VBD
7333	273	22	,	,	,
7333	273	23	without	without	IN
7333	273	24	interruption	interruption	NN
7333	273	25	,	,	,
7333	273	26	is	be	VBZ
7333	273	27	not	not	RB
7333	273	28	possible	possible	JJ
7333	273	29	,	,	,
7333	273	30	as	as	IN
7333	273	31	it	-PRON-	PRP
7333	273	32	should	should	MD
7333	273	33	be	be	VB
7333	273	34	possible	possible	JJ
7333	273	35	by	by	IN
7333	273	36	Euclidean	euclidean	JJ
7333	273	37	geometry	geometry	NN
7333	273	38	of	of	IN
7333	273	39	the	the	DT
7333	273	40	the	the	DT
7333	273	41	plane	plane	NN
7333	273	42	surface	surface	NN
7333	273	43	.	.	.
7333	274	1	In	in	IN
7333	274	2	this	this	DT
7333	274	3	way	way	NN
7333	274	4	creatures	creature	NNS
7333	274	5	which	which	WDT
7333	274	6	can	can	MD
7333	274	7	not	not	RB
7333	274	8	leave	leave	VB
7333	274	9	the	the	DT
7333	274	10	spherical	spherical	JJ
7333	274	11	surface	surface	NN
7333	274	12	,	,	,
7333	274	13	and	and	CC
7333	274	14	can	can	MD
7333	274	15	not	not	RB
7333	274	16	even	even	RB
7333	274	17	peep	peep	VB
7333	274	18	out	out	RP
7333	274	19	from	from	IN
7333	274	20	the	the	DT
7333	274	21	spherical	spherical	JJ
7333	274	22	surface	surface	NN
7333	274	23	into	into	IN
7333	274	24	three	three	CD
7333	274	25	-	-	HYPH
7333	274	26	dimensional	dimensional	JJ
7333	274	27	space	space	NN
7333	274	28	,	,	,
7333	274	29	might	may	MD
7333	274	30	discover	discover	VB
7333	274	31	,	,	,
7333	274	32	merely	merely	RB
7333	274	33	by	by	IN
7333	274	34	experimenting	experiment	VBG
7333	274	35	with	with	IN
7333	274	36	discs	disc	NNS
7333	274	37	,	,	,
7333	274	38	that	that	IN
7333	274	39	their	-PRON-	PRP$
7333	274	40	two	two	CD
7333	274	41	-	-	HYPH
7333	274	42	dimensional	dimensional	JJ
7333	274	43	"	"	``
7333	274	44	space	space	NN
7333	274	45	"	"	''
7333	274	46	is	be	VBZ
7333	274	47	not	not	RB
7333	274	48	Euclidean	euclidean	JJ
7333	274	49	,	,	,
7333	274	50	but	but	CC
7333	274	51	spherical	spherical	JJ
7333	274	52	space	space	NN
7333	274	53	.	.	.
7333	275	1	From	from	IN
7333	275	2	the	the	DT
7333	275	3	latest	late	JJS
7333	275	4	results	result	NNS
7333	275	5	of	of	IN
7333	275	6	the	the	DT
7333	275	7	theory	theory	NN
7333	275	8	of	of	IN
7333	275	9	relativity	relativity	NN
7333	275	10	it	-PRON-	PRP
7333	275	11	is	be	VBZ
7333	275	12	probable	probable	JJ
7333	275	13	that	that	IN
7333	275	14	our	-PRON-	PRP$
7333	275	15	three	three	CD
7333	275	16	-	-	HYPH
7333	275	17	dimensional	dimensional	JJ
7333	275	18	space	space	NN
7333	275	19	is	be	VBZ
7333	275	20	also	also	RB
7333	275	21	approximately	approximately	RB
7333	275	22	spherical	spherical	JJ
7333	275	23	,	,	,
7333	275	24	that	that	RB
7333	275	25	is	is	RB
7333	275	26	,	,	,
7333	275	27	that	that	IN
7333	275	28	the	the	DT
7333	275	29	laws	law	NNS
7333	275	30	of	of	IN
7333	275	31	disposition	disposition	NN
7333	275	32	of	of	IN
7333	275	33	rigid	rigid	JJ
7333	275	34	bodies	body	NNS
7333	275	35	in	in	IN
7333	275	36	it	-PRON-	PRP
7333	275	37	are	be	VBP
7333	275	38	not	not	RB
7333	275	39	given	give	VBN
7333	275	40	by	by	IN
7333	275	41	Euclidean	euclidean	JJ
7333	275	42	geometry	geometry	NN
7333	275	43	,	,	,
7333	275	44	but	but	CC
7333	275	45	approximately	approximately	RB
7333	275	46	by	by	IN
7333	275	47	spherical	spherical	JJ
7333	275	48	geometry	geometry	NN
7333	275	49	,	,	,
7333	275	50	if	if	IN
7333	275	51	only	only	RB
7333	275	52	we	-PRON-	PRP
7333	275	53	consider	consider	VBP
7333	275	54	parts	part	NNS
7333	275	55	of	of	IN
7333	275	56	space	space	NN
7333	275	57	which	which	WDT
7333	275	58	are	be	VBP
7333	275	59	sufficiently	sufficiently	RB
7333	275	60	great	great	JJ
7333	275	61	.	.	.
7333	276	1	Now	now	RB
7333	276	2	this	this	DT
7333	276	3	is	be	VBZ
7333	276	4	the	the	DT
7333	276	5	place	place	NN
7333	276	6	where	where	WRB
7333	276	7	the	the	DT
7333	276	8	reader	reader	NN
7333	276	9	's	's	POS
7333	276	10	imagination	imagination	NN
7333	276	11	boggles	boggle	NNS
7333	276	12	.	.	.
7333	277	1	"	"	``
7333	277	2	Nobody	nobody	NN
7333	277	3	can	can	MD
7333	277	4	imagine	imagine	VB
7333	277	5	this	this	DT
7333	277	6	thing	thing	NN
7333	277	7	,	,	,
7333	277	8	"	"	''
7333	277	9	he	-PRON-	PRP
7333	277	10	cries	cry	VBZ
7333	277	11	indignantly	indignantly	RB
7333	277	12	.	.	.
7333	278	1	"	"	``
7333	278	2	It	-PRON-	PRP
7333	278	3	can	can	MD
7333	278	4	be	be	VB
7333	278	5	said	say	VBN
7333	278	6	,	,	,
7333	278	7	but	but	CC
7333	278	8	can	can	MD
7333	278	9	not	not	RB
7333	278	10	be	be	VB
7333	278	11	thought	think	VBN
7333	278	12	.	.	.
7333	279	1	I	-PRON-	PRP
7333	279	2	can	can	MD
7333	279	3	represent	represent	VB
7333	279	4	to	to	IN
7333	279	5	myself	-PRON-	PRP
7333	279	6	a	a	DT
7333	279	7	spherical	spherical	JJ
7333	279	8	surface	surface	NN
7333	279	9	well	well	RB
7333	279	10	enough	enough	RB
7333	279	11	,	,	,
7333	279	12	but	but	CC
7333	279	13	nothing	nothing	NN
7333	279	14	analogous	analogous	JJ
7333	279	15	to	to	IN
7333	279	16	it	-PRON-	PRP
7333	279	17	in	in	IN
7333	279	18	three	three	CD
7333	279	19	dimensions	dimension	NNS
7333	279	20	.	.	.
7333	279	21	"	"	''
7333	280	1	[	[	-LRB-
7333	280	2	Figure	figure	NN
7333	280	3	2	2	CD
7333	280	4	:	:	:
7333	280	5	A	a	DT
7333	280	6	circle	circle	NN
7333	280	7	projected	project	VBN
7333	280	8	from	from	IN
7333	280	9	a	a	DT
7333	280	10	sphere	sphere	NN
7333	280	11	onto	onto	IN
7333	280	12	a	a	DT
7333	280	13	plane	plane	NN
7333	280	14	]	]	-RRB-
7333	280	15	We	-PRON-	PRP
7333	280	16	must	must	MD
7333	280	17	try	try	VB
7333	280	18	to	to	TO
7333	280	19	surmount	surmount	VB
7333	280	20	this	this	DT
7333	280	21	barrier	barrier	NN
7333	280	22	in	in	IN
7333	280	23	the	the	DT
7333	280	24	mind	mind	NN
7333	280	25	,	,	,
7333	280	26	and	and	CC
7333	280	27	the	the	DT
7333	280	28	patient	patient	JJ
7333	280	29	reader	reader	NN
7333	280	30	will	will	MD
7333	280	31	see	see	VB
7333	280	32	that	that	IN
7333	280	33	it	-PRON-	PRP
7333	280	34	is	be	VBZ
7333	280	35	by	by	IN
7333	280	36	no	no	DT
7333	280	37	means	means	NN
7333	280	38	a	a	DT
7333	280	39	particularly	particularly	RB
7333	280	40	difficult	difficult	JJ
7333	280	41	task	task	NN
7333	280	42	.	.	.
7333	281	1	For	for	IN
7333	281	2	this	this	DT
7333	281	3	purpose	purpose	NN
7333	281	4	we	-PRON-	PRP
7333	281	5	will	will	MD
7333	281	6	first	first	RB
7333	281	7	give	give	VB
7333	281	8	our	-PRON-	PRP$
7333	281	9	attention	attention	NN
7333	281	10	once	once	RB
7333	281	11	more	more	JJR
7333	281	12	to	to	IN
7333	281	13	the	the	DT
7333	281	14	geometry	geometry	NN
7333	281	15	of	of	IN
7333	281	16	two	two	CD
7333	281	17	-	-	HYPH
7333	281	18	dimensional	dimensional	JJ
7333	281	19	spherical	spherical	JJ
7333	281	20	surfaces	surface	NNS
7333	281	21	.	.	.
7333	282	1	In	in	IN
7333	282	2	the	the	DT
7333	282	3	adjoining	adjoining	JJ
7333	282	4	figure	figure	NN
7333	282	5	let	let	VBD
7333	282	6	_	_	NNP
7333	282	7	K	K	NNP
7333	282	8	_	_	NNP
7333	282	9	be	be	VB
7333	282	10	the	the	DT
7333	282	11	spherical	spherical	JJ
7333	282	12	surface	surface	NN
7333	282	13	,	,	,
7333	282	14	touched	touch	VBD
7333	282	15	at	at	IN
7333	282	16	_	_	NNP
7333	282	17	S	S	NNP
7333	282	18	_	_	NNP
7333	282	19	by	by	IN
7333	282	20	a	a	DT
7333	282	21	plane	plane	NN
7333	282	22	,	,	,
7333	282	23	_	_	NNP
7333	282	24	E	E	NNP
7333	282	25	_	_	NNP
7333	282	26	,	,	,
7333	282	27	which	which	WDT
7333	282	28	,	,	,
7333	282	29	for	for	IN
7333	282	30	facility	facility	NN
7333	282	31	of	of	IN
7333	282	32	presentation	presentation	NN
7333	282	33	,	,	,
7333	282	34	is	be	VBZ
7333	282	35	shown	show	VBN
7333	282	36	in	in	IN
7333	282	37	the	the	DT
7333	282	38	drawing	drawing	NN
7333	282	39	as	as	IN
7333	282	40	a	a	DT
7333	282	41	bounded	bound	VBN
7333	282	42	surface	surface	NN
7333	282	43	.	.	.
7333	283	1	Let	let	VB
7333	283	2	_	_	NNP
7333	283	3	L	L	NNP
7333	283	4	_	_	NNP
7333	283	5	be	be	VB
7333	283	6	a	a	DT
7333	283	7	disc	disc	NN
7333	283	8	on	on	IN
7333	283	9	the	the	DT
7333	283	10	spherical	spherical	JJ
7333	283	11	surface	surface	NN
7333	283	12	.	.	.
7333	284	1	Now	now	RB
7333	284	2	let	let	VB
7333	284	3	us	-PRON-	PRP
7333	284	4	imagine	imagine	VB
7333	284	5	that	that	IN
7333	284	6	at	at	IN
7333	284	7	the	the	DT
7333	284	8	point	point	NN
7333	284	9	_	_	NNP
7333	284	10	N	N	NNP
7333	284	11	_	_	NNP
7333	284	12	of	of	IN
7333	284	13	the	the	DT
7333	284	14	spherical	spherical	JJ
7333	284	15	surface	surface	NN
7333	284	16	,	,	,
7333	284	17	diametrically	diametrically	RB
7333	284	18	opposite	opposite	JJ
7333	284	19	to	to	IN
7333	284	20	_	_	NNP
7333	284	21	S	S	NNP
7333	284	22	_	_	NNP
7333	284	23	,	,	,
7333	284	24	there	there	EX
7333	284	25	is	be	VBZ
7333	284	26	a	a	DT
7333	284	27	luminous	luminous	JJ
7333	284	28	point	point	NN
7333	284	29	,	,	,
7333	284	30	throwing	throw	VBG
7333	284	31	a	a	DT
7333	284	32	shadow	shadow	NN
7333	284	33	_	_	NNP
7333	284	34	L	L	NNP
7333	284	35	'	'	''
7333	284	36	_	_	NNP
7333	284	37	of	of	IN
7333	284	38	the	the	DT
7333	284	39	disc	disc	NN
7333	284	40	_	_	NNP
7333	284	41	L	L	NNP
7333	284	42	_	_	NNP
7333	284	43	upon	upon	IN
7333	284	44	the	the	DT
7333	284	45	plane	plane	NN
7333	284	46	_	_	NNP
7333	284	47	E	E	NNP
7333	284	48	_	_	NNP
7333	284	49	.	.	.
7333	285	1	Every	every	DT
7333	285	2	point	point	NN
7333	285	3	on	on	IN
7333	285	4	the	the	DT
7333	285	5	sphere	sphere	NN
7333	285	6	has	have	VBZ
7333	285	7	its	-PRON-	PRP$
7333	285	8	shadow	shadow	NN
7333	285	9	on	on	IN
7333	285	10	the	the	DT
7333	285	11	plane	plane	NN
7333	285	12	.	.	.
7333	286	1	If	if	IN
7333	286	2	the	the	DT
7333	286	3	disc	disc	NN
7333	286	4	on	on	IN
7333	286	5	the	the	DT
7333	286	6	sphere	sphere	NN
7333	286	7	_	_	NNP
7333	286	8	K	K	NNP
7333	286	9	_	_	NNP
7333	286	10	is	be	VBZ
7333	286	11	moved	move	VBN
7333	286	12	,	,	,
7333	286	13	its	-PRON-	PRP$
7333	286	14	shadow	shadow	NN
7333	286	15	_	_	NNP
7333	286	16	L	L	NNP
7333	286	17	'	'	''
7333	286	18	_	_	NNP
7333	286	19	on	on	IN
7333	286	20	the	the	DT
7333	286	21	plane	plane	NN
7333	286	22	_	_	NNP
7333	286	23	E	E	NNP
7333	286	24	_	_	NNP
7333	286	25	also	also	RB
7333	286	26	moves	move	VBZ
7333	286	27	.	.	.
7333	287	1	When	when	WRB
7333	287	2	the	the	DT
7333	287	3	disc	disc	NN
7333	287	4	_	_	NNP
7333	287	5	L	L	NNP
7333	287	6	_	_	NNP
7333	287	7	is	be	VBZ
7333	287	8	at	at	IN
7333	287	9	_	_	NNP
7333	287	10	S	S	NNP
7333	287	11	_	_	NNP
7333	287	12	,	,	,
7333	287	13	it	-PRON-	PRP
7333	287	14	almost	almost	RB
7333	287	15	exactly	exactly	RB
7333	287	16	coincides	coincide	VBZ
7333	287	17	with	with	IN
7333	287	18	its	-PRON-	PRP$
7333	287	19	shadow	shadow	NN
7333	287	20	.	.	.
7333	288	1	If	if	IN
7333	288	2	it	-PRON-	PRP
7333	288	3	moves	move	VBZ
7333	288	4	on	on	IN
7333	288	5	the	the	DT
7333	288	6	spherical	spherical	JJ
7333	288	7	surface	surface	NN
7333	288	8	away	away	RB
7333	288	9	from	from	IN
7333	288	10	_	_	NNP
7333	288	11	S	S	NNP
7333	288	12	_	_	NNP
7333	288	13	upwards	upwards	RB
7333	288	14	,	,	,
7333	288	15	the	the	DT
7333	288	16	disc	disc	NN
7333	288	17	shadow	shadow	NN
7333	288	18	_	_	NNP
7333	288	19	L	L	NNP
7333	288	20	'	'	''
7333	288	21	_	_	NNP
7333	288	22	on	on	IN
7333	288	23	the	the	DT
7333	288	24	plane	plane	NN
7333	288	25	also	also	RB
7333	288	26	moves	move	VBZ
7333	288	27	away	away	RB
7333	288	28	from	from	IN
7333	288	29	_	_	NNP
7333	288	30	S	S	NNP
7333	288	31	_	_	NNP
7333	288	32	on	on	IN
7333	288	33	the	the	DT
7333	288	34	plane	plane	NN
7333	288	35	outwards	outward	NNS
7333	288	36	,	,	,
7333	288	37	growing	grow	VBG
7333	288	38	bigger	big	JJR
7333	288	39	and	and	CC
7333	288	40	bigger	big	JJR
7333	288	41	.	.	.
7333	289	1	As	as	IN
7333	289	2	the	the	DT
7333	289	3	disc	disc	NN
7333	289	4	_	_	NNP
7333	289	5	L	L	NNP
7333	289	6	_	_	NNP
7333	289	7	approaches	approach	VBZ
7333	289	8	the	the	DT
7333	289	9	luminous	luminous	JJ
7333	289	10	point	point	NN
7333	289	11	_	_	NNP
7333	289	12	N	N	NNP
7333	289	13	_	_	NNP
7333	289	14	,	,	,
7333	289	15	the	the	DT
7333	289	16	shadow	shadow	NN
7333	289	17	moves	move	VBZ
7333	289	18	off	off	RP
7333	289	19	to	to	IN
7333	289	20	infinity	infinity	NN
7333	289	21	,	,	,
7333	289	22	and	and	CC
7333	289	23	becomes	become	VBZ
7333	289	24	infinitely	infinitely	RB
7333	289	25	great	great	JJ
7333	289	26	.	.	.
7333	290	1	Now	now	RB
7333	290	2	we	-PRON-	PRP
7333	290	3	put	put	VBP
7333	290	4	the	the	DT
7333	290	5	question	question	NN
7333	290	6	,	,	,
7333	290	7	What	what	WP
7333	290	8	are	be	VBP
7333	290	9	the	the	DT
7333	290	10	laws	law	NNS
7333	290	11	of	of	IN
7333	290	12	disposition	disposition	NN
7333	290	13	of	of	IN
7333	290	14	the	the	DT
7333	290	15	disc	disc	NN
7333	290	16	-	-	HYPH
7333	290	17	shadows	shadow	NNS
7333	290	18	_	_	NNP
7333	290	19	L	L	NNP
7333	290	20	'	'	''
7333	290	21	_	_	NNP
7333	290	22	on	on	IN
7333	290	23	the	the	DT
7333	290	24	plane	plane	NN
7333	290	25	_	_	NNP
7333	290	26	E	E	NNP
7333	290	27	_	_	NNP
7333	290	28	?	?	.
7333	291	1	Evidently	evidently	RB
7333	291	2	they	-PRON-	PRP
7333	291	3	are	be	VBP
7333	291	4	exactly	exactly	RB
7333	291	5	the	the	DT
7333	291	6	same	same	JJ
7333	291	7	as	as	IN
7333	291	8	the	the	DT
7333	291	9	laws	law	NNS
7333	291	10	of	of	IN
7333	291	11	disposition	disposition	NN
7333	291	12	of	of	IN
7333	291	13	the	the	DT
7333	291	14	discs	disc	NNS
7333	291	15	_	_	NNP
7333	291	16	L	L	NNP
7333	291	17	_	_	NNP
7333	291	18	on	on	IN
7333	291	19	the	the	DT
7333	291	20	spherical	spherical	JJ
7333	291	21	surface	surface	NN
7333	291	22	.	.	.
7333	292	1	For	for	IN
7333	292	2	to	to	IN
7333	292	3	each	each	DT
7333	292	4	original	original	JJ
7333	292	5	figure	figure	NN
7333	292	6	on	on	IN
7333	292	7	_	_	NNP
7333	292	8	K	K	NNP
7333	292	9	_	_	NNP
7333	292	10	there	there	EX
7333	292	11	is	be	VBZ
7333	292	12	a	a	DT
7333	292	13	corresponding	correspond	VBG
7333	292	14	shadow	shadow	NN
7333	292	15	figure	figure	NN
7333	292	16	on	on	IN
7333	292	17	_	_	NNP
7333	292	18	E	E	NNP
7333	292	19	_	_	NNP
7333	292	20	.	.	.
7333	293	1	If	if	IN
7333	293	2	two	two	CD
7333	293	3	discs	disc	NNS
7333	293	4	on	on	IN
7333	293	5	_	_	NNP
7333	293	6	K	K	NNP
7333	293	7	_	_	NNP
7333	293	8	are	be	VBP
7333	293	9	touching	touch	VBG
7333	293	10	,	,	,
7333	293	11	their	-PRON-	PRP$
7333	293	12	shadows	shadow	NNS
7333	293	13	on	on	IN
7333	293	14	_	_	NNP
7333	293	15	E	E	NNP
7333	293	16	_	_	NNP
7333	293	17	also	also	RB
7333	293	18	touch	touch	NN
7333	293	19	.	.	.
7333	294	1	The	the	DT
7333	294	2	shadow	shadow	NN
7333	294	3	-	-	HYPH
7333	294	4	geometry	geometry	NN
7333	294	5	on	on	IN
7333	294	6	the	the	DT
7333	294	7	plane	plane	NN
7333	294	8	agrees	agree	VBZ
7333	294	9	with	with	IN
7333	294	10	the	the	DT
7333	294	11	the	the	DT
7333	294	12	disc	disc	NN
7333	294	13	-	-	HYPH
7333	294	14	geometry	geometry	NN
7333	294	15	on	on	IN
7333	294	16	the	the	DT
7333	294	17	sphere	sphere	NN
7333	294	18	.	.	.
7333	295	1	If	if	IN
7333	295	2	we	-PRON-	PRP
7333	295	3	call	call	VBP
7333	295	4	the	the	DT
7333	295	5	disc	disc	NN
7333	295	6	-	-	HYPH
7333	295	7	shadows	shadow	NNS
7333	295	8	rigid	rigid	JJ
7333	295	9	figures	figure	NNS
7333	295	10	,	,	,
7333	295	11	then	then	RB
7333	295	12	spherical	spherical	JJ
7333	295	13	geometry	geometry	NN
7333	295	14	holds	hold	VBZ
7333	295	15	good	good	JJ
7333	295	16	on	on	IN
7333	295	17	the	the	DT
7333	295	18	plane	plane	NN
7333	295	19	_	_	NNP
7333	295	20	E	E	NNP
7333	295	21	_	_	NNP
7333	295	22	with	with	IN
7333	295	23	respect	respect	NN
7333	295	24	to	to	IN
7333	295	25	these	these	DT
7333	295	26	rigid	rigid	JJ
7333	295	27	figures	figure	NNS
7333	295	28	.	.	.
7333	296	1	Moreover	moreover	RB
7333	296	2	,	,	,
7333	296	3	the	the	DT
7333	296	4	plane	plane	NN
7333	296	5	is	be	VBZ
7333	296	6	finite	finite	JJ
7333	296	7	with	with	IN
7333	296	8	respect	respect	NN
7333	296	9	to	to	IN
7333	296	10	the	the	DT
7333	296	11	disc	disc	NN
7333	296	12	-	-	HYPH
7333	296	13	shadows	shadow	NNS
7333	296	14	,	,	,
7333	296	15	since	since	IN
7333	296	16	only	only	RB
7333	296	17	a	a	DT
7333	296	18	finite	finite	JJ
7333	296	19	number	number	NN
7333	296	20	of	of	IN
7333	296	21	the	the	DT
7333	296	22	shadows	shadow	NNS
7333	296	23	can	can	MD
7333	296	24	find	find	VB
7333	296	25	room	room	NN
7333	296	26	on	on	IN
7333	296	27	the	the	DT
7333	296	28	plane	plane	NN
7333	296	29	.	.	.
7333	297	1	At	at	IN
7333	297	2	this	this	DT
7333	297	3	point	point	NN
7333	297	4	somebody	somebody	NN
7333	297	5	will	will	MD
7333	297	6	say	say	VB
7333	297	7	,	,	,
7333	297	8	"	"	``
7333	297	9	That	that	DT
7333	297	10	is	be	VBZ
7333	297	11	nonsense	nonsense	NN
7333	297	12	.	.	.
7333	298	1	The	the	DT
7333	298	2	disc	disc	NN
7333	298	3	-	-	HYPH
7333	298	4	shadows	shadow	NNS
7333	298	5	are	be	VBP
7333	298	6	_	_	NNP
7333	298	7	not	not	RB
7333	298	8	_	_	NNP
7333	298	9	rigid	rigid	JJ
7333	298	10	figures	figure	NNS
7333	298	11	.	.	.
7333	299	1	We	-PRON-	PRP
7333	299	2	have	have	VBP
7333	299	3	only	only	RB
7333	299	4	to	to	TO
7333	299	5	move	move	VB
7333	299	6	a	a	DT
7333	299	7	two	two	CD
7333	299	8	-	-	HYPH
7333	299	9	foot	foot	NN
7333	299	10	rule	rule	NN
7333	299	11	about	about	IN
7333	299	12	on	on	IN
7333	299	13	the	the	DT
7333	299	14	plane	plane	NN
7333	299	15	_	_	NNP
7333	299	16	E	E	NNP
7333	299	17	_	_	NNP
7333	299	18	to	to	TO
7333	299	19	convince	convince	VB
7333	299	20	ourselves	-PRON-	PRP
7333	299	21	that	that	IN
7333	299	22	the	the	DT
7333	299	23	shadows	shadow	NNS
7333	299	24	constantly	constantly	RB
7333	299	25	increase	increase	VBP
7333	299	26	in	in	IN
7333	299	27	size	size	NN
7333	299	28	as	as	IN
7333	299	29	they	-PRON-	PRP
7333	299	30	move	move	VBP
7333	299	31	away	away	RB
7333	299	32	from	from	IN
7333	299	33	_	_	NNP
7333	299	34	S	S	NNP
7333	299	35	_	_	NNP
7333	299	36	on	on	IN
7333	299	37	the	the	DT
7333	299	38	plane	plane	NN
7333	299	39	towards	towards	IN
7333	299	40	infinity	infinity	NN
7333	299	41	.	.	.
7333	299	42	"	"	''
7333	300	1	But	but	CC
7333	300	2	what	what	WP
7333	300	3	if	if	IN
7333	300	4	the	the	DT
7333	300	5	two	two	CD
7333	300	6	-	-	HYPH
7333	300	7	foot	foot	NN
7333	300	8	rule	rule	NN
7333	300	9	were	be	VBD
7333	300	10	to	to	TO
7333	300	11	behave	behave	VB
7333	300	12	on	on	IN
7333	300	13	the	the	DT
7333	300	14	plane	plane	NN
7333	300	15	_	_	NNP
7333	300	16	E	E	NNP
7333	300	17	_	_	NNP
7333	300	18	in	in	IN
7333	300	19	the	the	DT
7333	300	20	same	same	JJ
7333	300	21	way	way	NN
7333	300	22	as	as	IN
7333	300	23	the	the	DT
7333	300	24	disc	disc	NN
7333	300	25	-	-	HYPH
7333	300	26	shadows	shadow	NNS
7333	300	27	_	_	NNP
7333	300	28	L	L	NNP
7333	300	29	'	'	''
7333	300	30	_	_	NNP
7333	300	31	?	?	.
7333	301	1	It	-PRON-	PRP
7333	301	2	would	would	MD
7333	301	3	then	then	RB
7333	301	4	be	be	VB
7333	301	5	impossible	impossible	JJ
7333	301	6	to	to	TO
7333	301	7	show	show	VB
7333	301	8	that	that	IN
7333	301	9	the	the	DT
7333	301	10	shadows	shadow	NNS
7333	301	11	increase	increase	VBP
7333	301	12	in	in	IN
7333	301	13	size	size	NN
7333	301	14	as	as	IN
7333	301	15	they	-PRON-	PRP
7333	301	16	move	move	VBP
7333	301	17	away	away	RB
7333	301	18	from	from	IN
7333	301	19	_	_	NNP
7333	301	20	S	S	NNP
7333	301	21	_	_	NNP
7333	301	22	;	;	:
7333	301	23	such	such	PDT
7333	301	24	an	an	DT
7333	301	25	assertion	assertion	NN
7333	301	26	would	would	MD
7333	301	27	then	then	RB
7333	301	28	no	no	RB
7333	301	29	longer	long	RBR
7333	301	30	have	have	VB
7333	301	31	any	any	DT
7333	301	32	meaning	meaning	NN
7333	301	33	whatever	whatever	WDT
7333	301	34	.	.	.
7333	302	1	In	in	IN
7333	302	2	fact	fact	NN
7333	302	3	the	the	DT
7333	302	4	only	only	JJ
7333	302	5	objective	objective	JJ
7333	302	6	assertion	assertion	NN
7333	302	7	that	that	WDT
7333	302	8	can	can	MD
7333	302	9	be	be	VB
7333	302	10	made	make	VBN
7333	302	11	about	about	IN
7333	302	12	the	the	DT
7333	302	13	disc	disc	NN
7333	302	14	-	-	HYPH
7333	302	15	shadows	shadow	NNS
7333	302	16	is	be	VBZ
7333	302	17	just	just	RB
7333	302	18	this	this	DT
7333	302	19	,	,	,
7333	302	20	that	that	IN
7333	302	21	they	-PRON-	PRP
7333	302	22	are	be	VBP
7333	302	23	related	relate	VBN
7333	302	24	in	in	IN
7333	302	25	exactly	exactly	RB
7333	302	26	the	the	DT
7333	302	27	same	same	JJ
7333	302	28	way	way	NN
7333	302	29	as	as	IN
7333	302	30	are	be	VBP
7333	302	31	the	the	DT
7333	302	32	rigid	rigid	JJ
7333	302	33	discs	disc	NNS
7333	302	34	on	on	IN
7333	302	35	the	the	DT
7333	302	36	spherical	spherical	JJ
7333	302	37	surface	surface	NN
7333	302	38	in	in	IN
7333	302	39	the	the	DT
7333	302	40	sense	sense	NN
7333	302	41	of	of	IN
7333	302	42	Euclidean	euclidean	JJ
7333	302	43	geometry	geometry	NN
7333	302	44	.	.	.
7333	303	1	We	-PRON-	PRP
7333	303	2	must	must	MD
7333	303	3	carefully	carefully	RB
7333	303	4	bear	bear	VB
7333	303	5	in	in	IN
7333	303	6	mind	mind	NN
7333	303	7	that	that	IN
7333	303	8	our	-PRON-	PRP$
7333	303	9	statement	statement	NN
7333	303	10	as	as	IN
7333	303	11	to	to	IN
7333	303	12	the	the	DT
7333	303	13	growth	growth	NN
7333	303	14	of	of	IN
7333	303	15	the	the	DT
7333	303	16	disc	disc	NN
7333	303	17	-	-	HYPH
7333	303	18	shadows	shadow	NNS
7333	303	19	,	,	,
7333	303	20	as	as	IN
7333	303	21	they	-PRON-	PRP
7333	303	22	move	move	VBP
7333	303	23	away	away	RB
7333	303	24	from	from	IN
7333	303	25	_	_	NNP
7333	303	26	S	S	NNP
7333	303	27	_	_	NNP
7333	303	28	towards	towards	IN
7333	303	29	infinity	infinity	NN
7333	303	30	,	,	,
7333	303	31	has	have	VBZ
7333	303	32	in	in	IN
7333	303	33	itself	-PRON-	PRP
7333	303	34	no	no	DT
7333	303	35	objective	objective	JJ
7333	303	36	meaning	meaning	NN
7333	303	37	,	,	,
7333	303	38	as	as	RB
7333	303	39	long	long	RB
7333	303	40	as	as	IN
7333	303	41	we	-PRON-	PRP
7333	303	42	are	be	VBP
7333	303	43	unable	unable	JJ
7333	303	44	to	to	TO
7333	303	45	employ	employ	VB
7333	303	46	Euclidean	euclidean	JJ
7333	303	47	rigid	rigid	JJ
7333	303	48	bodies	body	NNS
7333	303	49	which	which	WDT
7333	303	50	can	can	MD
7333	303	51	be	be	VB
7333	303	52	moved	move	VBN
7333	303	53	about	about	RB
7333	303	54	on	on	IN
7333	303	55	the	the	DT
7333	303	56	plane	plane	NN
7333	303	57	_	_	NNP
7333	303	58	E	E	NNP
7333	303	59	_	_	NNP
7333	303	60	for	for	IN
7333	303	61	the	the	DT
7333	303	62	purpose	purpose	NN
7333	303	63	of	of	IN
7333	303	64	comparing	compare	VBG
7333	303	65	the	the	DT
7333	303	66	size	size	NN
7333	303	67	of	of	IN
7333	303	68	the	the	DT
7333	303	69	disc	disc	NN
7333	303	70	-	-	HYPH
7333	303	71	shadows	shadow	NNS
7333	303	72	.	.	.
7333	304	1	In	in	IN
7333	304	2	respect	respect	NN
7333	304	3	of	of	IN
7333	304	4	the	the	DT
7333	304	5	laws	law	NNS
7333	304	6	of	of	IN
7333	304	7	disposition	disposition	NN
7333	304	8	of	of	IN
7333	304	9	the	the	DT
7333	304	10	shadows	shadow	NNS
7333	304	11	_	_	NNP
7333	304	12	L	L	NNP
7333	304	13	'	'	''
7333	304	14	_	_	NNP
7333	304	15	,	,	,
7333	304	16	the	the	DT
7333	304	17	point	point	NN
7333	304	18	_	_	NNP
7333	304	19	S	S	NNP
7333	304	20	_	_	NNP
7333	304	21	has	have	VBZ
7333	304	22	no	no	DT
7333	304	23	special	special	JJ
7333	304	24	privileges	privilege	NNS
7333	304	25	on	on	IN
7333	304	26	the	the	DT
7333	304	27	plane	plane	NN
7333	304	28	any	any	RB
7333	304	29	more	more	RBR
7333	304	30	than	than	IN
7333	304	31	on	on	IN
7333	304	32	the	the	DT
7333	304	33	spherical	spherical	JJ
7333	304	34	surface	surface	NN
7333	304	35	.	.	.
7333	305	1	The	the	DT
7333	305	2	representation	representation	NN
7333	305	3	given	give	VBN
7333	305	4	above	above	RB
7333	305	5	of	of	IN
7333	305	6	spherical	spherical	JJ
7333	305	7	geometry	geometry	NN
7333	305	8	on	on	IN
7333	305	9	the	the	DT
7333	305	10	plane	plane	NN
7333	305	11	is	be	VBZ
7333	305	12	important	important	JJ
7333	305	13	for	for	IN
7333	305	14	us	-PRON-	PRP
7333	305	15	,	,	,
7333	305	16	because	because	IN
7333	305	17	it	-PRON-	PRP
7333	305	18	readily	readily	RB
7333	305	19	allows	allow	VBZ
7333	305	20	itself	-PRON-	PRP
7333	305	21	to	to	TO
7333	305	22	be	be	VB
7333	305	23	transferred	transfer	VBN
7333	305	24	to	to	IN
7333	305	25	the	the	DT
7333	305	26	three	three	CD
7333	305	27	-	-	HYPH
7333	305	28	dimensional	dimensional	JJ
7333	305	29	case	case	NN
7333	305	30	.	.	.
7333	306	1	Let	let	VB
7333	306	2	us	-PRON-	PRP
7333	306	3	imagine	imagine	VB
7333	306	4	a	a	DT
7333	306	5	point	point	NN
7333	306	6	_	_	NNP
7333	306	7	S	S	NNP
7333	306	8	_	_	NNP
7333	306	9	of	of	IN
7333	306	10	our	-PRON-	PRP$
7333	306	11	space	space	NN
7333	306	12	,	,	,
7333	306	13	and	and	CC
7333	306	14	a	a	DT
7333	306	15	great	great	JJ
7333	306	16	number	number	NN
7333	306	17	of	of	IN
7333	306	18	small	small	JJ
7333	306	19	spheres	sphere	NNS
7333	306	20	,	,	,
7333	306	21	_	_	NNP
7333	306	22	L	L	NNP
7333	306	23	'	'	''
7333	306	24	_	_	NNP
7333	306	25	,	,	,
7333	306	26	which	which	WDT
7333	306	27	can	can	MD
7333	306	28	all	all	DT
7333	306	29	be	be	VB
7333	306	30	brought	bring	VBN
7333	306	31	to	to	TO
7333	306	32	coincide	coincide	VB
7333	306	33	with	with	IN
7333	306	34	one	one	NN
7333	306	35	another	another	DT
7333	306	36	.	.	.
7333	307	1	But	but	CC
7333	307	2	these	these	DT
7333	307	3	spheres	sphere	NNS
7333	307	4	are	be	VBP
7333	307	5	not	not	RB
7333	307	6	to	to	TO
7333	307	7	be	be	VB
7333	307	8	rigid	rigid	JJ
7333	307	9	in	in	IN
7333	307	10	the	the	DT
7333	307	11	sense	sense	NN
7333	307	12	of	of	IN
7333	307	13	Euclidean	euclidean	JJ
7333	307	14	geometry	geometry	NN
7333	307	15	;	;	:
7333	307	16	their	-PRON-	PRP$
7333	307	17	radius	radius	NN
7333	307	18	is	be	VBZ
7333	307	19	to	to	TO
7333	307	20	increase	increase	VB
7333	307	21	(	(	-LRB-
7333	307	22	in	in	IN
7333	307	23	the	the	DT
7333	307	24	sense	sense	NN
7333	307	25	of	of	IN
7333	307	26	Euclidean	euclidean	JJ
7333	307	27	geometry	geometry	NN
7333	307	28	)	)	-RRB-
7333	307	29	when	when	WRB
7333	307	30	they	-PRON-	PRP
7333	307	31	are	be	VBP
7333	307	32	moved	move	VBN
7333	307	33	away	away	RB
7333	307	34	from	from	IN
7333	307	35	_	_	NNP
7333	307	36	S	S	NNP
7333	307	37	_	_	NNP
7333	307	38	towards	towards	IN
7333	307	39	infinity	infinity	NN
7333	307	40	,	,	,
7333	307	41	and	and	CC
7333	307	42	this	this	DT
7333	307	43	increase	increase	NN
7333	307	44	is	be	VBZ
7333	307	45	to	to	TO
7333	307	46	take	take	VB
7333	307	47	place	place	NN
7333	307	48	in	in	IN
7333	307	49	exact	exact	JJ
7333	307	50	accordance	accordance	NN
7333	307	51	with	with	IN
7333	307	52	the	the	DT
7333	307	53	same	same	JJ
7333	307	54	law	law	NN
7333	307	55	as	as	IN
7333	307	56	applies	apply	VBZ
7333	307	57	to	to	IN
7333	307	58	the	the	DT
7333	307	59	increase	increase	NN
7333	307	60	of	of	IN
7333	307	61	the	the	DT
7333	307	62	radii	radii	NN
7333	307	63	of	of	IN
7333	307	64	the	the	DT
7333	307	65	disc	disc	NN
7333	307	66	-	-	HYPH
7333	307	67	shadows	shadow	NNS
7333	307	68	_	_	NNP
7333	307	69	L	L	NNP
7333	307	70	'	'	''
7333	307	71	_	_	NNP
7333	307	72	on	on	IN
7333	307	73	the	the	DT
7333	307	74	plane	plane	NN
7333	307	75	.	.	.
7333	308	1	After	after	IN
7333	308	2	having	have	VBG
7333	308	3	gained	gain	VBN
7333	308	4	a	a	DT
7333	308	5	vivid	vivid	JJ
7333	308	6	mental	mental	JJ
7333	308	7	image	image	NN
7333	308	8	of	of	IN
7333	308	9	the	the	DT
7333	308	10	geometrical	geometrical	JJ
7333	308	11	behaviour	behaviour	NN
7333	308	12	of	of	IN
7333	308	13	our	-PRON-	PRP$
7333	308	14	_	_	NNP
7333	308	15	L	L	NNP
7333	308	16	'	'	POS
7333	308	17	_	_	NNP
7333	308	18	spheres	sphere	NNS
7333	308	19	,	,	,
7333	308	20	let	let	VB
7333	308	21	us	-PRON-	PRP
7333	308	22	assume	assume	VB
7333	308	23	that	that	IN
7333	308	24	in	in	IN
7333	308	25	our	-PRON-	PRP$
7333	308	26	space	space	NN
7333	308	27	there	there	EX
7333	308	28	are	be	VBP
7333	308	29	no	no	DT
7333	308	30	rigid	rigid	JJ
7333	308	31	bodies	body	NNS
7333	308	32	at	at	RB
7333	308	33	all	all	RB
7333	308	34	in	in	IN
7333	308	35	the	the	DT
7333	308	36	sense	sense	NN
7333	308	37	of	of	IN
7333	308	38	Euclidean	euclidean	JJ
7333	308	39	geometry	geometry	NN
7333	308	40	,	,	,
7333	308	41	but	but	CC
7333	308	42	only	only	RB
7333	308	43	bodies	body	NNS
7333	308	44	having	have	VBG
7333	308	45	the	the	DT
7333	308	46	behaviour	behaviour	NN
7333	308	47	of	of	IN
7333	308	48	our	-PRON-	PRP$
7333	308	49	_	_	NNP
7333	308	50	L	L	NNP
7333	308	51	'	'	POS
7333	308	52	_	_	NNP
7333	308	53	spheres	sphere	NNS
7333	308	54	.	.	.
7333	309	1	Then	then	RB
7333	309	2	we	-PRON-	PRP
7333	309	3	shall	shall	MD
7333	309	4	have	have	VB
7333	309	5	a	a	DT
7333	309	6	vivid	vivid	JJ
7333	309	7	representation	representation	NN
7333	309	8	of	of	IN
7333	309	9	three	three	CD
7333	309	10	-	-	HYPH
7333	309	11	dimensional	dimensional	JJ
7333	309	12	spherical	spherical	JJ
7333	309	13	space	space	NN
7333	309	14	,	,	,
7333	309	15	or	or	CC
7333	309	16	,	,	,
7333	309	17	rather	rather	RB
7333	309	18	of	of	IN
7333	309	19	three	three	CD
7333	309	20	-	-	HYPH
7333	309	21	dimensional	dimensional	JJ
7333	309	22	spherical	spherical	JJ
7333	309	23	geometry	geometry	NN
7333	309	24	.	.	.
7333	310	1	Here	here	RB
7333	310	2	our	-PRON-	PRP$
7333	310	3	spheres	sphere	NNS
7333	310	4	must	must	MD
7333	310	5	be	be	VB
7333	310	6	called	call	VBN
7333	310	7	"	"	``
7333	310	8	rigid	rigid	JJ
7333	310	9	"	"	''
7333	310	10	spheres	sphere	NNS
7333	310	11	.	.	.
7333	311	1	Their	-PRON-	PRP$
7333	311	2	increase	increase	NN
7333	311	3	in	in	IN
7333	311	4	size	size	NN
7333	311	5	as	as	IN
7333	311	6	they	-PRON-	PRP
7333	311	7	depart	depart	VBP
7333	311	8	from	from	IN
7333	311	9	_	_	NNP
7333	311	10	S	S	NNP
7333	311	11	_	_	NNP
7333	311	12	is	be	VBZ
7333	311	13	not	not	RB
7333	311	14	to	to	TO
7333	311	15	be	be	VB
7333	311	16	detected	detect	VBN
7333	311	17	by	by	IN
7333	311	18	measuring	measure	VBG
7333	311	19	with	with	IN
7333	311	20	measuring	measure	VBG
7333	311	21	-	-	HYPH
7333	311	22	rods	rod	NNS
7333	311	23	,	,	,
7333	311	24	any	any	DT
7333	311	25	more	more	RBR
7333	311	26	than	than	IN
7333	311	27	in	in	IN
7333	311	28	the	the	DT
7333	311	29	case	case	NN
7333	311	30	of	of	IN
7333	311	31	the	the	DT
7333	311	32	disc	disc	NN
7333	311	33	-	-	HYPH
7333	311	34	shadows	shadow	NNS
7333	311	35	on	on	IN
7333	311	36	_	_	NNP
7333	311	37	E	E	NNP
7333	311	38	_	_	NNP
7333	311	39	,	,	,
7333	311	40	because	because	IN
7333	311	41	the	the	DT
7333	311	42	standards	standard	NNS
7333	311	43	of	of	IN
7333	311	44	measurement	measurement	NN
7333	311	45	behave	behave	NN
7333	311	46	in	in	IN
7333	311	47	the	the	DT
7333	311	48	same	same	JJ
7333	311	49	way	way	NN
7333	311	50	as	as	IN
7333	311	51	the	the	DT
7333	311	52	spheres	sphere	NNS
7333	311	53	.	.	.
7333	312	1	Space	space	NN
7333	312	2	is	be	VBZ
7333	312	3	homogeneous	homogeneous	JJ
7333	312	4	,	,	,
7333	312	5	that	that	DT
7333	312	6	is	be	VBZ
7333	312	7	to	to	TO
7333	312	8	say	say	VB
7333	312	9	,	,	,
7333	312	10	the	the	DT
7333	312	11	same	same	JJ
7333	312	12	spherical	spherical	JJ
7333	312	13	configurations	configuration	NNS
7333	312	14	are	be	VBP
7333	312	15	possible	possible	JJ
7333	312	16	in	in	IN
7333	312	17	the	the	DT
7333	312	18	environment	environment	NN
7333	312	19	of	of	IN
7333	312	20	all	all	DT
7333	312	21	points	point	NNS
7333	312	22	.	.	.
7333	313	1	*	*	NFP
7333	313	2	Our	-PRON-	PRP$
7333	313	3	space	space	NN
7333	313	4	is	be	VBZ
7333	313	5	finite	finite	JJ
7333	313	6	,	,	,
7333	313	7	because	because	IN
7333	313	8	,	,	,
7333	313	9	in	in	IN
7333	313	10	consequence	consequence	NN
7333	313	11	of	of	IN
7333	313	12	the	the	DT
7333	313	13	"	"	``
7333	313	14	growth	growth	NN
7333	313	15	"	"	''
7333	313	16	of	of	IN
7333	313	17	the	the	DT
7333	313	18	spheres	sphere	NNS
7333	313	19	,	,	,
7333	313	20	only	only	RB
7333	313	21	a	a	DT
7333	313	22	finite	finite	JJ
7333	313	23	number	number	NN
7333	313	24	of	of	IN
7333	313	25	them	-PRON-	PRP
7333	313	26	can	can	MD
7333	313	27	find	find	VB
7333	313	28	room	room	NN
7333	313	29	in	in	IN
7333	313	30	space	space	NN
7333	313	31	.	.	.
7333	314	1	*	*	NFP
7333	314	2	This	this	DT
7333	314	3	is	be	VBZ
7333	314	4	intelligible	intelligible	JJ
7333	314	5	without	without	IN
7333	314	6	calculation	calculation	NN
7333	314	7	--	--	:
7333	314	8	but	but	CC
7333	314	9	only	only	RB
7333	314	10	for	for	IN
7333	314	11	the	the	DT
7333	314	12	two	two	CD
7333	314	13	-	-	HYPH
7333	314	14	dimensional	dimensional	JJ
7333	314	15	case	case	NN
7333	314	16	--	--	:
7333	314	17	if	if	IN
7333	314	18	we	-PRON-	PRP
7333	314	19	revert	revert	VBP
7333	314	20	once	once	RB
7333	314	21	more	more	RBR
7333	314	22	to	to	IN
7333	314	23	the	the	DT
7333	314	24	case	case	NN
7333	314	25	of	of	IN
7333	314	26	the	the	DT
7333	314	27	disc	disc	NN
7333	314	28	on	on	IN
7333	314	29	the	the	DT
7333	314	30	surface	surface	NN
7333	314	31	of	of	IN
7333	314	32	the	the	DT
7333	314	33	sphere	sphere	NN
7333	314	34	.	.	.
7333	315	1	In	in	IN
7333	315	2	this	this	DT
7333	315	3	way	way	NN
7333	315	4	,	,	,
7333	315	5	by	by	IN
7333	315	6	using	use	VBG
7333	315	7	as	as	RB
7333	315	8	stepping	stepping	JJ
7333	315	9	-	-	:
7333	315	10	stones	stone	NNS
7333	315	11	the	the	DT
7333	315	12	practice	practice	NN
7333	315	13	in	in	IN
7333	315	14	thinking	thinking	NN
7333	315	15	and	and	CC
7333	315	16	visualisation	visualisation	NN
7333	315	17	which	which	WDT
7333	315	18	Euclidean	Euclidean	NNP
7333	315	19	geometry	geometry	NN
7333	315	20	gives	give	VBZ
7333	315	21	us	-PRON-	PRP
7333	315	22	,	,	,
7333	315	23	we	-PRON-	PRP
7333	315	24	have	have	VBP
7333	315	25	acquired	acquire	VBN
7333	315	26	a	a	DT
7333	315	27	mental	mental	JJ
7333	315	28	picture	picture	NN
7333	315	29	of	of	IN
7333	315	30	spherical	spherical	JJ
7333	315	31	geometry	geometry	NN
7333	315	32	.	.	.
7333	316	1	We	-PRON-	PRP
7333	316	2	may	may	MD
7333	316	3	without	without	IN
7333	316	4	difficulty	difficulty	NN
7333	316	5	impart	impart	VB
7333	316	6	more	more	JJR
7333	316	7	depth	depth	NN
7333	316	8	and	and	CC
7333	316	9	vigour	vigour	NN
7333	316	10	to	to	IN
7333	316	11	these	these	DT
7333	316	12	ideas	idea	NNS
7333	316	13	by	by	IN
7333	316	14	carrying	carry	VBG
7333	316	15	out	out	RP
7333	316	16	special	special	JJ
7333	316	17	imaginary	imaginary	JJ
7333	316	18	constructions	construction	NNS
7333	316	19	.	.	.
7333	317	1	Nor	nor	CC
7333	317	2	would	would	MD
7333	317	3	it	-PRON-	PRP
7333	317	4	be	be	VB
7333	317	5	difficult	difficult	JJ
7333	317	6	to	to	TO
7333	317	7	represent	represent	VB
7333	317	8	the	the	DT
7333	317	9	case	case	NN
7333	317	10	of	of	IN
7333	317	11	what	what	WP
7333	317	12	is	be	VBZ
7333	317	13	called	call	VBN
7333	317	14	elliptical	elliptical	JJ
7333	317	15	geometry	geometry	NN
7333	317	16	in	in	IN
7333	317	17	an	an	DT
7333	317	18	analogous	analogous	JJ
7333	317	19	manner	manner	NN
7333	317	20	.	.	.
7333	318	1	My	-PRON-	PRP$
7333	318	2	only	only	JJ
7333	318	3	aim	aim	NN
7333	318	4	to	to	IN
7333	318	5	-	-	HYPH
7333	318	6	day	day	NN
7333	318	7	has	have	VBZ
7333	318	8	been	be	VBN
7333	318	9	to	to	TO
7333	318	10	show	show	VB
7333	318	11	that	that	IN
7333	318	12	the	the	DT
7333	318	13	human	human	JJ
7333	318	14	faculty	faculty	NN
7333	318	15	of	of	IN
7333	318	16	visualisation	visualisation	NN
7333	318	17	is	be	VBZ
7333	318	18	by	by	IN
7333	318	19	no	no	DT
7333	318	20	means	means	NN
7333	318	21	bound	bind	VBN
7333	318	22	to	to	TO
7333	318	23	capitulate	capitulate	VB
7333	318	24	to	to	IN
7333	318	25	non	non	JJ
7333	318	26	-	-	JJ
7333	318	27	Euclidean	euclidean	JJ
7333	318	28	geometry	geometry	NN
7333	318	29	.	.	.