,,gr\nds ,,( ,,natural ,,philosophy ,,divid$ ,,into ,,?irte5 ,,p>ts ,,) ,,an ,,app5dix ,,conta9+ ,,five ,,p>ts ,! ,second ,edition1 mu* alt]$ f ! ,fir/1 :i* w5t "u ! ,"n ( ,,philosophical ,,& ,,physical ,,op9ions ,writt5 by ! ,?rice ,noble1 ,illu/ri\s1 & ,excell5t ,pr9cess1 ,,! ,,du*ess ( ,,newca/le ,,london1 ,pr9t$ by ,a4 ,maxwell1 9 ! ,ye> #affh4 ,to all ! ,,univ]sities ,,9 ,,europe4 ,mo/ ,le>n$ ,societies1 ,all ,books1 )\t exception1 be+ und\bt$ly "u y\r ,iurisdiction1 x is v /range t "s ,au?ors ( good note1 are n a%am'd to rep9e at x2 & ! m =w>d !y are 9 judg+ o!rs1 ! less lib]ty !y w all[ to be judg'd !mselves4 ,b1 if !re 0 n a necessity1 yet ,i w\ld make x my *oice1 ,to submit1 will+ly1 to y\r ,c5sures1 ^! ,gr\nds ( ,natural ,philosophy1 9 hopes t y w n condemn !m1 because !y want ,art1 if !y be f\nd fraught ) ,s5se & ,reason4 ,y are ! ,/>rs ( ! ,fir/ ,magnitude1 ^: ,influ5ce gov]ns ! ,_w ( ,le>n+2 & x is my confid5ce1 ,t y w be propiti\s to ! ,bir? ( ?is belov$ ,*ild ( my ,bra91 :om ,i take ! boldness to recomm5d to y\r ,patronage2 & z1 if y v\*safe to look on x fav\rably1 ,i %all be extreamly oblig$ to y\r ,goodness1 = its ev]la/+ ,life3 ,s1 if y resolve to ,fr[n ^u x1 ,i beg ! fav\r1 ,t x be n buri$ 9 ! h>d & ,rocky ,grave ( y\r ,displeasure2 b be suff]'d1 by y\r g5tle sil5ce1 to lye /ill 9 ! s(t & easie ,b$ ( ,oblivion1 :i* is incomp>ably ! less ,puni%m5t ( ! ,two4 ,x is s commonly ! error ( indulg5t ,p>5ts1 to spoil _! ,*ildr5 out ( ,fondness1 t ,i may be =giv5 = spoil+ ,?is1 9 nev] putt+ x to suck at ! ,brea/ ( "s ,le>n$ ,nurse1 :om ,i might h got f among y\r ,/ud5ts1 to h assi/$ me2 b w\ld1 ob/9ately1 suckle x my self1 & br+ x up alone1 )\t ! help ( any ,s*ol>3 ,:i* hav+ caus$ 9 ! ,fir/ ,edition1 7:i* 0 publi%$ "u ! "n ( ,philosophical & ,physical ,op9ions7 _m ,imp]fections2 ,i h endeav\r$ 9 ?is ,second1 by _m ,alt]ations & ,additions1 7:i* h =c'd me to give x ano!r ,"n7 to correct !m2 :]eby1 ,i fe>1 my ,faults are r *ang$ & encreas$1 ?an am5d$4 ,if y expect fair ,proportions 9 ! ,p>ts1 & a ,beautiful ,symmetry 9 ! ,:ole1 hav+ nev] be5 taught at all1 & hav+ read b little2 ,i ackn[l$g my self too illit]ate to af=d x1 & too impati5t to lab\r mu* = ,me?od4 ,b1 if y w be cont5t$ ) pure ,wit1 & ! ,effects ( me] ,contemplation2 ,i hope1 t some:at ( t k9d may be f\nd 9 ?is ,book1 & 9 my o!r ,philosophical1 ,poetical1 & ,oratorical ,works3 ,all :i* ,i leave1 & ?is especially1 to y\r k9d ,protection1 & am1 ,y\r mo/ humble ,s]vant1 & ,admir]1 ,,m>g>et ,,newca/le4 ,a ,,table ( ! ,,cont5ts4 ,! ,fir/ ,"p4 ,i4 ,( ,matt] ,,ii4 ,( ,motion ,,iii4 ,( ! ,degrees ( ,matt] ,,iv4 ,( ,vacuum ,v4 ,! diff]5ce ( ! two ,self-mov+ ,p>ts ( ,matt] ,,vi4 ,( divid+ & unit+ ( ,p>ts ,,vii4 ,( ,life & ,kn[l$g ,,viii4 ,( ,nature's ,kn[l$g1 & ,p]ception ,,ix4 ,( ,p]ception 9 g5]al ,x4 ,( d\ble ,p]ception ,,xi4 ,:e!r ! ,triumphant ,p>ts c be p]ceiv$ di/9ctly f ea* o!r ,,xii4 ,:e!r ,nature c "k h] self1 or h an absolute ,p[] ( h] self1 or h an exact ,figure ,,xiii4 ,nature _c judg h]self ,,xiv4 ,nature poyses or balances h] ,actions ,,xv4 ,:e!r !re be degrees ( ,corporal ,/r5g? ,,xvi4 ,( ,effects & ,cause ,,xvii4 ,( ,influ5ce ,,xviii4 ,( ,=tune & ,*ance ,,xix4 ,( ,"t & ,et]nity ,! ,second ,"p4 ,i4 ,( ,creatures ,,ii4 ,( ,kn[l$g & ,p]ception ( diff]5t k9ds & sorts ( ,creatures ,,iii4 ,( ,p]ception ( ,p>ts1 & unit$ ,p]ception ,,iv4 ,:e!r ! ,rational & ,s5sitive ,p>ts1 h a ,p]ception ( ea* o!r ,v4 ,( ,?\ghts1 & ! :ole ,m9d ( a ,creature ,,vi4 ,:e!r ! ,m9d ( "o ,creature1 c p]ceive ! ,m9d ( ano!r ,creature ,,vii4 ,( ,p]ception1 & ,conception ,,viii4 ,( ,human ,supposition ,,ix4 ,( ,in=mation betwe5 sev]al ,creatures ,x4 ,! reason ( sev]al k9ds & sorts ( ,creatures ,,xi4 ,( ! sev]al ,prop]ties ( sev]al k9ds & sorts ( ,creatures ,! ,?ird ,"p4 ,*ap4 #a4 to #g4 ,( ,productions 9 g5]al ,,viii4 ,productions mu/ p>take ( "s p>ts ( _! ,produc]s ,,ix4 ,( ,resemblances ( sev]al ,(f-spr+s1 or ,produc]s ,x4 ,( ! sev]al appe>ances ( ! ,ext]ior p>ts ( "o ,creature ,! ,f\r? ,"p4 ,i4 ,( ,animal ,productions1 & ( ! diff]5ce betwe5 ,productions & ,trans=mations ,,ii4 ,( diff]5t ,figurative ,motions 9 ,man's production ,,iii4 ,( ! ,quickn+ ( a ,*ild1 or any o!r sort ( ,animal ,creatures ,,iv4 ,( ! ,bir? ( a ,*ild ,v4 ,( ,mis*ances1 or ,misc>riages ( ,bre$+-,creatures ,,vi4 ,( ! encrease ( ,gr[? & ,/r5g? ( ,mank9d1 or su* l ,creatures ,,vii4 ,( ! sev]al prop]ties ( ! sev]al ext]ior %apes ( sev]al sorts ( ,animals ,,viii4 ,( ! ,divid+ & ,unit+ p>ts ( a p>ticul> ,creature ,! ,fif? ,"p4 ,i4 ,( ,man ,,ii4 ,( ! v>iety ( ,man's ,natural ,motions ,,iii4 ,( ,man's ,%ape & ,spee* ,,iv4 ,( ! sev]al ,figurative ,p>ts ( human ,creatures ,v4 ,( ! sev]al p]ceptions among/ ! sev]al p>ts ( ,man ,,vi4 ,( divid$ & compos$ ,p]ceptions ,,vii4 ,( ! ignorances ( ! sev]al p]ceptive ,organs ,,viii4 ,( ! p>ticul> & g5]al p]ceptions ( ! ext]ior p>ts ( human ,creatures ,,ix4 ,( ! ext]ior ,s5sitive ,organs ( human ,creatures ,x4 ,( ! ,rational p>ts ( ! human ,organs ,,xi4 ,( ! diff]5ce betwe5 ! human ,conception1 & ,p]ception ,,xii4 ,( ! sev]al v>ieties ( ,actions ( human ,creatures ,,xiii4 ,( ! mann] ( in=mation betwe5 ! ,rational & ,s5sitive p>ts ,,xiv4 ,( irregul>ities & regul>ities ( ! ,re/or+-p>ts ( human ,creatures ,,xv4 ,( ! agree+ & disagree+ ( ! ,s5sitive & ,rational p>ts ( human ,creatures ,,xvi4 ,( ! p[] ( ! ,rational2 or r1 ( ! indulg5cy ( ! ,s5sitive ,,xvii4 ,( human ,appetites & ,passions ,,xviii4 ,( ! ,rational actions ( ! ,head & ,he>t ( human ,creatures ,,xix4 ,( ,passions & ,imag9ations ,,xx4 ,t ,associations1 ,divisions1 & ,alt]ations1 cause sev]al ,effects ,,xxi4 ,( ! diff]5ces betwe5 ,self-love1 & ,passionate love ,! ,six? ,"p4 ,i4 ,( ! ,motions ( "s p>ts ( ! ,m9d1 & ( ,=re9 ,objects ,,ii4 ,( ! ,motions ( "s p>ts ( ! ,m9d ,,iii4 ,( ! ,motions ( human ,passions & ,appetites2 z also1 ( ! ,motions ( ! ,rational & ,s5sitive p>ts1 t[>ds ,=re9 ,objects ,,iv4 ,( ! ,repetitions ( ! ,s5sitive & ,rational actions ,v4 ,( ! passionate ,love1 & sympa!tical ,endeav\rs1 among/ ! ,associate p>ts ( a human ,creature ,,vi4 ,( ,acqua9tance ,,vii4 ,( ! ,effects ( ,=re9 ,objects ( ! ,s5sitive ,body2 & ( ! ,rational ,m9d ( a human ,creature ,,viii4 ,( ! advantage & disadvantage ( ! ,enc\nt]s ( sev]al ,creatures ,,ix4 ,t all human ,creatures h ! l k9d & sorts ( prop]ties ,x4 ,( ! s+ul>ity ( ! ,s5sitive1 & ( ! ,rational ,corporeal ,motions ,,xi4 ,( ! ,kn[l$g betwe5 ! ,s5sitive ,organs ( a human ,creature ,,xii4 ,( human p]ception1 or defects ( a human ,creature ,,xiii4 ,( ,natural ,fools ,! ,sev5? ,"p4 ,i4 ,( ! ,s5sitive actions ( ,sleep+ & ,wak+ ,,ii4 ,( ,sleep+ ,,iii4 ,( human ,dreams ,,iv4 ,( ! actions ( ,dreams ,v4 ,:e!r ! int]ior p>ts ( a human ,creature1 d sleep ,,vi4 ,:e!r all ! ,creatures 9 ,nature1 h sleep+ & wak+-actions ,,vii4 ,( human ,dea? ,,viii4 ,( ! ,heat ( human ,life1 & ! ,cold ( human ,dea? ,,ix4 ,( ! la/ act ( human ,life1 ibid4 ,x4 ,:e!r a human ,creature ha? kn[l$g 9 dea?1 or n ,,xi4 ,:e!r a ,creature may be new =m$ aft] a g5]al dissolution ,,xii4 ,( ,=ekn[l$g ,! ,eigh? ,"p4 ,i4 ,( ! irregul>ity ( ,nature's p>ts ,,ii4 ,( ! human p>ts ( a human ,creature ,,iii4 ,( human ,humors ,,iv4 ,( ,blood1 ibid4 ,v4 ,( ! ,radical humors1 or p>ts ,,vi4 ,( expell+ malignant disord]s 9 a human ,creature ,,vii4 ,( human ,dige/ions & ,evacuations ,,viii4 ,( ,diseases 9 g5]al ,,ix4 ,( ! ,fundam5tal ,diseases ,! ,n9? ,"p4 ,i4 ,( ,sickness ,,ii4 ,( ,pa9 ,,iii4 ,( ,dizz9ess ,,iv4 ,( ! ,bra9 seem+ to turn r\nd 9 ! head ,v4 ,( ,weakness ,,vi4 ,( ,swoon+1 ibid4 ,,vii4 ,( ,numb & ,dead ,palsies1 or ,gangr5's ,,viii4 ,( ,madness ,,ix4 ,! ,s5sitive & ,rational p>ts may be di/9ctly mad ,x4 ,! p>ts ( ! head are n only subject to madness2 b also1 ! o!r p>ts ( ! body ,,xi4 ,! ,rational & ,s5sitive p>ts ( a human ,creature1 are apt to di/urb ea* o!r ,,xii4 ,( ,diseases produc$ by conceit ,! ,t5? ,"p4 ,i4 ,( ,fev]s ,,ii4 ,( ! ,plague ,,iii4 ,( ! ,small-,pox & ,measles ,,iv4 ,( ! int]mission ( ,fev]s1 or ,agues ,v4 ,( ,consumptions ,,vi4 ,( ,dropsies1 ibid4 ,,vii4 ,( ,sweat+ ,,viii4 ,( ,c\ghs ,,ix4 ,( ,gangr5's ,x4 ,( ,canc]s & ,fi/ula's ,,xi4 ,( ! ,g\t1 ib4 ,,xii4 ,( ! ,/one ,,xii4 ,( ,apoplexies & ,le?>gies ,,xiii4 ,( ,epilepsies ,,xiv4 ,( ,convulsions & ,cramps ,,xv4 ,( ,*olicks1 ibid4 ,,xvi4 ,( ,%ak+-,palsies ,,xvii4 ,( ! ,mu!r1 ,sple51 & ,scurvy ,,xviii4 ,( ,food or ,dige/ions1 ibid4 ,,xix4 ,( ,surfeits ,,xx4 ,( natural ,evacuations & ,purg+s ,,xxi4 ,( ,purg+-,drugs ,,xxii4 ,( ! v>i\s humors ( ,drugs ,,xxiii4 ,( ,cordials ,,xxiv4 ,( ! diff]5t actions ( ! sev]al ,s5sitive ,p>ts ( a human ,creature4 ,,xxv4 ,( ! ,antipa?y ( "s human ,creatures1 to "s ,=re9 ,objects ,,xxvi4 ,( ! ,effects ( ,=re9 ,objects1 on ! human ,m9d1 ib4 ,,xxvii4 ,( ,contemplation ,,xxviii4 ,( inject+ ! ,blood ( "o ,animal1 into ! ,ve9s ( ano!r ,animal ,! ,elev5? ,"p4 ,i4 ,( ! diff]5t ,kn[l$ges 9 diff]5t k9ds & sorts ( ,creatures ,,ii4 ,( ! v>iety ( self-actions 9 p>ticul> ,creatures ,,iii4 ,( ! v>iety ( ,corporeal ,motions ( "o & ! same sort & k9d ( ,motion ,,iv4 ,( ! v>iety ( p>ticul> ,creatures1 ibid4 ,v4 ,( divid+1 & rejoyn+1 or alt]+ ext]ior figurative ,motions ,,vi4 ,( diff]5t figurative ,motions 9 p>ticul> ,creatures ,,vii4 ,( ! alt]ations ( ext]ior & innate figurative ,motions ( sev]al sorts ( ,creatures ,,viii4 ,( ,local ,motion ,,ix4 ,( sev]al mann]s or ways ( ,advantages or ,disadvantages ,x4 ,( ! actions ( "s sorts ( ,creatures1 ov] o!rs ,,xi4 ,( ,glassie-,bodies ,,xii4 ,( ,metamorphoses1 or ,trans=mations ( ,animals & ,vegetables1 ,,xiii4 ,( ! ,life & ,dea? ( sev]al ,creatures ,,xiv4 ,( ,circles ,,xv4 ,human ,creatures _c s probably treat ( o!r sorts ( ,creatures1 z ( _! own ,! ,twelf? ,"p4 ,i4 ,( ! equality ( ,elem5ts ,,ii4 ,( sev]al ,temp]s ,,iii4 ,( ! *ange & re*ange2 & ( divid+ ( ! p>ts ( ! ,elem5ts ,,iv4 ,( ! innate figurative ,motions ( ,e>? ,v4 ,( ! figurative ,motions ( ,air1 ibid4 ,,vi4 ,( ! innate figurative ,motions ( ,fire ,,vii4 ,( ! productions ( ,elem5tal ,fire ,,viii4 ,( ,flame ,,ix4 ,( ! two sorts ( ,fire mo/ diff]5t1 ibid4 ,x4 ,( ,dead or ,dull ,fires ,,xi4 ,( ! occasional ,actions ( ,fire ,,xii4 ,fire ha? n ! prop]ty to *ange & re*ange ,,xiii4 ,( ! innate figurative ,motions ( ,wat] ,,xiv4 ,! nature or prop]ty ( ,wat] ,,xv4 ,( ! alt]ation ( ! ext]ior figurative motion ( ,wat] ,,xvi4 ,( ,oyl ( ,vitriol1 ibid4 ,,xvii4 ,( ,m9]al & ,sulphur\s ,wat]s ,,xviii4 ,! cause ( ! ,ebb+ & ,fl[+ ( ! ,sea ,,xix4 ,( ,ov]fl[s ,,xx4 ,( ! ,figure ( ,ice & ,sn[ ,,xxi4 ,( ! *ange & re*ange ( ,wat] ,,xxii4 ,( ,wat] qu5*+ ,fire1 & ,fire evaporat+ ,wat] ,,xxiii4 ,( inflamable ,liquors ,,xxiv4 ,( ,?und] ,,xxv4 ,( ,vap\r1 ,smoak1 ,w9d & ,cl\ds ,,xxvi4 ,( ,w9d ,,xxvii4 ,( ,light ,,xxviii4 ,( ,d>kness ,,xxix4 ,( ,col\rs ,,xxx4 ,( ! ,ext]ior ,motions ( ! ,planets ,,xxxi4 ,( ! ,sun1 & ,planets1 & ,seasons ,,xxxii4 ,( ,air corrupt+ dead ,bodies4 ,! ,?irte5? ,"p4 ,i4 ,( ! innate figurative ,motions ( ,metal ,,ii4 ,( ! melt+ ( ,metals ,,iii4 ,( ,burn+1 ,melt+1 ,boyl+1 & ,evaporat+ ,,iv4 ,( ,/one ,v4 ,( ! ,load/one ,,vi4 ,( ,bodies apt to asc5d1 or desc5d ,,vii4 ,:y heavy ,bodies desc5d m =cibly ?an leight ,bodies asc5d1 ,,viii4 ,( sev]al sorts ( ,d5sities & ,r>ities1 ,gravities1 & ,levities ,,ix4 ,( ,vegetables ,x4 ,( ! production ( ,vegetables ,,xi4 ,( replant+ ,vegetables ,,app5dix4 ,! ,fir/ ,"p4 ,i4 ,:e!r !re c be a ,sub/ance t is n a ,body ,,ii4 ,( an ,immat]ial ,,iii4 ,:e!r an ,immat]ial be p]ceivable ,,iv4 ,( ! ,diff]5ce betwe5 ,,god & ,nature ,v4 ,all ! ,p>ts ( ,nature1 wor%ip ,,god1 ibid4 ,,vi4 ,:e!r ,,god's ,decrees are limit$ ,,vii4 ,( ,,god's ,decrees conc]n+ ! p>ticul> ,p>ts ( ,nature ,,viii4 ,( ! ,t5 ,comm&m5ts ,,ix4 ,( sev]al ,religions ,x4 ,( ,rules & ,prescriptions ,,xi4 ,s9s & ,puni%m5ts are mat]ial ,,xii4 ,( human ,consci5ce ,! ,second ,"p4 ,i4 ,:e!r x is possible !re c\ld be ,worlds consi/+ only ( ! ,rational p>ts1 & o!rs only ( ! ,s5sitive p>ts ,,ii4 ,( ,irregul> & ,regul> ,worlds ,,iii4 ,:e!r !re be ,egress & ,regress betwe5 ! ,p>ts ( sev]al ,worlds ,,iv4 ,:e!r ! ,p>ts ( "o & ! same ,society1 c\ld 7aft] _! dissolution1 meet & unite ,v4 ,:e!r1 if a ,creature be+ dissolv$1 if x c\ld unite aga91 w\ld be ! same ,,vi4 ,( ! ,resurrection ( ,human-k9d ,,vii4 ,( ! dissolution ( a ,_w ,,viii4 ,( a new ,heav51 & a new ,e>? ,,ix4 ,:e!r !re %all be a ,mat]ial ,heav5 & ,hell1 ibid4 ,x4 ,conc]n+ ! ,joys or ,torm5ts ( ! ,bless$ & ,curs$1 aft] !y are 9 ,heav5 or ,hell ,! ,?ird ,"p4 ,! ,preamble4 ,i4 ,( ! ,happy & ,mis]able ,worlds ,,ii4 ,:e!r !re be su* k9ds & sorts ( ,creatures 9 ! ,happy & ,bless$ ,_w1 z 9 ?is ,_w ,,iii4 ,( ! ,bir?s & ,dea?s ( ! ,heav5ly ,_w1 ibid4 ,,iv4 ,:e!r ^? ,creatures c\ld be nam$ ,bless$1 t are subject to dye ,v4 ,( ! ,productions ( ! ,creatures ( ! ,regul> ,_w ,,vi4 ,:e!r ! ,creatures 9 ! ,bless$ ,_w1 d fe$ & evacuate ,,vii4 ,( ! ,animals1 & ( ! food ( ! ,humans ( ! ,happy ,_w ,,viii4 ,:e!r x is n irregul> = "o ,creature to fe$ on ano!r ,,ix4 ,( ! cont9uance ( life 9 ! ,regul> ,_w ,x4 ,( ! ,excell5cy & ,happ9ess ( ! ,creatures ( ! ,regul> ,_w ,,xi4 ,( ,human ,creatures 9 ! ,regul> ,_w ,,xii4 ,( ! happ9ess ( human ,creatures 9 ! ,mat]ial ,_w1 ibid4 ,! ,f\r? ,"p4 ,i4 ,( ! ,irregul> ,_w ,,ii4 ,( ! ,productions & ,dissolutions ( ! ,creatures ( ! irregul> ,_w ,,iii4 ,( ,animals1 & ( ,humans 9 ! irregul> ,_w ,,iv4 ,( ,objects & ,p]ceptions ,v4 ,! ,description ( ! ,globe ( ! irregul> ,_w1 ibid4 ,,vi4 ,( ! ,elem5tal ,air1 & ,light ( ! irregul> ,_w ,,vii4 ,( ,/orms & ,tempe/s 9 ! irregul> ,_w ,,viii4 ,( ! sev]al ,seasons2 or r1 ( ! sev]al ,temp]s 9 ! irregul> ,_w1 ibid4 ,,ix4 ,! ,conclusion ( ! irregul> & unhappy1 or curs$ ,_w ,! ,fif? ,"p4 ,fifte5 ,sections conc]n+ ,re/or+-,b$s1 or ,wombs ,! ,conclusion ,,gr\nds ,,( ,natural ,philosophy4 ,! ,fir/ ,"p4 ,,*ap4 ,i4 ,( ,,matt]4 ,matt] is t we "n ,body2 :i* ,matt] _c be less1 or m1 ?an ,body3 ,yet "s ,le>n$ ,p]sons are ( op9ion1 ,t !re are ,sub/ances t are n ,mat]ial ,bodies4 ,b h[ !y c prove any sort ( ,sub/ance to be no ,body1 ,i _c tell3 nei!r c any ( ,nature's ,p>ts express x1 because a ,corporeal ,"p _c h an ,incorporeal ,p]ception4 ,b z = ,matt]1 !re may be degrees1 z1 m pure1 or less pure2 b !re _c be any ,sub/ances 9 ,nature1 t are betwe5 ,body1 & no ,body3 ,also1 ,matt] _c be figureless1 nei!r c ,matt] be )\t ,p>ts4 ,likewise1 !re _c be ,matt] )\t ,place1 nor ,place )\t ,matt]2 s t ,matt]1 ,figure1 or ,place1 is b "o ?+3 =1 x is z impossible = ,"o ,body to h ,two ,places1 z = ,"o ,place to h ,two ,bodies2 nei!r c !re be ,place1 )\t ,body4 ,,*ap4 ,,ii4 ,( ,,motion4 ,?\gh ,matt] might be )\t ,motion1 yet ,motion _c be )\t ,matt]2 = x is impossible 79 my op9ion7 t !re %\ld be an ,immat]ial ,motion 9 ,nature3 & if ,motion is corporeal1 !n ,matt]1 ,figure1 ,place1 & ,motion1 is b "o ?+1 viz4 a corporeal figurative ,motion4 ,z = a ,fir/ ,motion1 ,i _c conceive h[ x c be1 or :at t ,fir/ ,motion %\ld be3 =1 an ,immat]ial _c h a ,mat]ial ,motion2 or1 s /rong a ,motion1 z to set all ! ,mat]ial ,p>ts 9 ,nature1 or ?is ,_w1 a-mov+2 b 79 my op9ion7 e p>ticul> "p moves by its own ,motion3 ,if s1 !n all ! ,actions 9 ,nature are self-corporeal1 figurative ,motions4 ,b ?is is to be not$1 ,t z !re is b "o ,matt]1 s !re is b "o ,motion2 & z !re are sev]al ,p>ts ( ,matt]1 s !re are sev]al ,*anges ( ,motion3 =1 z ,matt]1 ( :at degree soev] x is1 or c be1 is b ,matt]2 s ,motion1 al?\gh x make ,inf9ite ,*anges1 c be b ,motion4 ,,*ap4 ,,iii4 ,( ! degrees ( ,,matt]4 ,?\gh ,matt] c be nei!r m nor less ?an ,matt]2 yet !re may be degrees ( ,matt]1 z m pure1 or less pure2 & yet ! pure/ ,p>ts are z mu* mat]ial1 9 relation to ! nature ( ,matt]1 z ! grosse/3 ,nei!r c !re be m ?an two sorts ( ,matt]1 namely1 t sort :i* is ,self-mov+1 & t :i* is n ,self-mov+4 ,also1 !re c be b two sorts ( ! ,self-mov+ ,p>ts2 z1 t sort t moves intirely )\t ,burd5s1 & t sort t moves ) ! ,burd5s ( ^? ,p>ts t are n ,self-mov+3 ,s t !re c be b ^! ?ree sorts2 ,^? p>ts t are n mov+1 ^? t move free1 & ^? t move ) ^? p>ts t are n mov+ ( !mselves3 ,:i* degrees are 79 my op9ion7 ! ,rational ,p>ts1 ! ,s5sitive ,p>ts1 & ! ,inanimate ,p>ts2 :i* ?ree sorts ( ,p>ts are s jo9'd1 t !y are b z "o ,body2 =1 x is impossible t ^? ?ree sorts ( ,p>ts %\ld subsi/ s+le1 by reason ,nature is b "o unit$ mat]ial ,body4 ,,*ap4 ,,iv4 ,( ,,vacuum4 ,9 my op9ion1 !re _c possibly be any ,vacuum3 =1 ?\gh ,nature1 z be+ mat]ial1 is divisible & comp\ndable2 &1 hav+ ,self-motion1 is 9 p]petual action3 yet ,nature _c divide or compose f h] self1 al?\gh %e may move1 divide1 & compose 9 h] self3 ,b1 7 x possible ,nature's ,p>ts c\ld w&] & /ray 91 & out ( ,vacuum1 !re w\ld be a ,confusion2 =1 :]e ,unity is n1 ,ord] _c be3 ,:]e=e1 by ! ,ord] & ,me?od ( ,nature's corporeal ,actions1 we may p]ceive1 !re is no ,vacuum3 ,=1 :at ne$s a ,vacuum1 :5 z ,body & ,place is b "o ?+2 & z ! ,body alt]s1 s do? ! ,place8 ,,*ap4 ,v4 ,! diff]5ce ( ! ,two ,self-mov+ ,p>ts ( ,matt]4 ,! ,self-mov+ ,p>ts ( ,nature seem to be ( two sorts1 or degrees2 "o be+ pur]1 & s m agil & free ?an ! o!r2 :i* 79 my op9ion7 are ! ,rational ,p>ts ( ,nature4 ,! o!r sort is n s pure2 & are ! ,ar*itectonical ,p>ts1 :i* are ! ,lab\r+ ,p>ts1 be>+ ! gross] ,mat]ials ab\t !m1 :i* are ! ,inanimate ,p>ts2 & ?is sort 79 my op9ion7 are ! ,s5sitive ,p>ts ( ,nature2 :i* =m1 build1 or compose !mselves ) ! ,inanimate ,p>ts1 into all k9ds & sorts ( ,creatures1 z ,animals1 ,vegetables1 ,m9]als1 ,elem5ts1 or :at ,creatures soev] !re are 9 ,nature3 ,:]eas ! ,rational are s pure1 t !y _c be s /rong ,lab\r]s1 z to move ) ,burd5s ( ,inanimate ,p>ts1 b move freely )\t ,burd5s3 =1 ?\gh ! ,rational & ,s5sitive1 ) ! ,inanimate1 move toge!r z "o ,body2 yet ! ,rational & ,s5sitive1 d n move z "o ,"p1 z ! s5sitive do? ) ! ,inanimate4 ,b1 pray mi/ake me n1 :5 ,i say1 ! ,inanimate ,p>ts are gross]2 z if ,i meant1 !y 7 l "s d5s$ ,creature2 =1 ^? are b ,effects1 & n ,causes3 b1 ,i mean gross1 dull1 heavy ,p>ts1 z1 t !y are n ,self-mov+2 nor d ,i mean by ,purity1 ,r>ity2 b ,agility3 =1 ,r>e or ,d5se ,p>ts1 are ,effects1 & n ,causes3 ,& !re=e1 if any %\ld ask1 ,:e!r ! ,rational & ,s5sitive ,p>ts 7 ,r>e1 or ,d5se2 ,i answ]1 ,!y may be ,r>e or ,d5se1 accord+ z !y contract1 or dilate _! ,p>ts2 = !re is no su* ?+ z a ,s+le ,"p 9 ,nature3 = ,matt]1 or ,body1 _c be s divid$1 b t x w rema9 ,matt]1 :i* is divisible4 ,,*ap4 ,,vi4 ,( ,divid+ & ,unit+ ( ,p>ts4 ,?\gh e ,self-mov+ ,"p1 or ,corporeal ,motion1 h free-w to move aft] :at mann] !y please2 yet1 by reason !re c be no ,s+le ,p>ts1 sev]al ,p>ts unite 9 "o ,action1 & s !re mu/ be unit$ ,actions3 =1 ?\gh e p>ticul> ,"p may divide f p>ticul> ,p>ts2 yet ^? t divide f "s1 are necessitat$ to jo9 ) o!r ,p>ts1 at ! same po9t ( "t ( division2 & at t v same "t1 is _! unit+ or jo9+3 s t ,division1 & ,composition or ,jo9+1 is z "o & ! same act4 ,also1 e alt]$ ,action1 is an alt]$ figurative ,place1 by reason ,matt]1 ,figure1 ,motion1 & ,place1 is b "o ?+2 &1 by reason ,nature is a p]petual motion1 %e mu/ ( necessity cause inf9ite ,v>ieties4 ,,*ap4 ,,vii4 ,( ,life & ,kn[l$g4 ,all ! ,p>ts ( ,nature h ,life & ,kn[l$g2 b1 all ! ,p>ts h n ,active ,life1 & a p]ceptive ,kn[l$g1 b onely ! ,rational & ,s5sitive3 ,& ?is is to be not$1 ,t ! v>i\sness1 or v>iety ( ,actions1 causes v>ieties ( ,lives & ,kn[l$ges3 ,=1 z ! ,self-mov+ p>ts alt]1 or v>y _! ,actions2 s !y alt] & v>y _! ,lives & ,kn[l$ges2 b !re _c be an ,inf9ite p>ticul> ,kn[l$g1 nor an ,inf9ite p>ticul> ,life2 because ,matt] is divisible & comp\ndable4 ,,*ap4 ,,viii4 ,( ,nature's ,kn[l$g & ,p]ception4 ,if ,nature 7 n ,self-kn[+1 ,self-liv+1 & also ,p]ceptive1 %e w\ld run into ,confusion3 =1 !re c\ld be nei!r ,ord]1 nor ,me?od1 9 ,ignorant motion2 nei!r w\ld !re be di/9ct k9ds or sorts ( ,creatures1 nor su* exact & me?odical ,v>ieties z !re are3 =1 x is impossible to make ord]ly & me?odical ,di/9ctions1 or di/9ct ,ord]s1 by ,*ances3 ,:]e=e1 ,nature be+ s exact 7z %e is7 mu/ ne$s be ,self-kn[+ & ,p]ceptive3 ,& ?\gh all h] ,p>ts1 ev5 ! ,inanimate ,p>ts1 are ,self-kn[+1 & ,self-liv+2 yet1 onely h] ,self-mov+ ,p>ts h an active ,life1 & a p]ceptive ,kn[l$g4 ,,*ap4 ,,ix4 ,( ,,p]ception 9 g5]al4 ,p]ception is a sort ( ,kn[l$g1 t ha? ref]5ce to ,objects2 t is1 ,"s ,p>ts to "k o!r ,p>ts3 ,b yet ,objects are n ! cause ( ,p]ception2 = ! cause ( ,p]ception is ,self-motion4 ,b "s w\ld say1 ,if !re 7 no ,object1 !re c\ld be no ,p]ception4 ,i answ]3 ,x is true2 =1 t _c be p]ceiv$1 t is n3 b yet1 corporeal motions _c be )\t ,p>ts1 & s n )\t ,p]ception4 ,b1 put an impossible case1 z1 ,t !re c\ld be a s+le ,corporeal ,motion1 & no m 9 ,nature2 t ,corporeal ,motion may make sev]al ,*anges1 some:at l ,conceptions1 al?\gh n ,p]ceptions3 b1 ,nature be+ ,corporeal1 is compos$ ( ,p>ts1 & !re=e !re _c be a want ( ,objects4 ,b !re are ,inf9ite sev]al mann]s & ways ( ,p]ception2 :i* proves1 ,t ! ,objects are n ! ,cause3 =1 e sev]al k9d & sort ( ,creatures1 h sev]al k9ds & sorts ( ,p]ception1 accord+ to ! nature & prop]ty ( su* a k9d or sort ( ,composition1 z makes su* a k9d or sort ( ,creature2 z ,i %all treat (1 m fully1 9 ! foll[+ ,p>ts ( ?is ,book4 ,,*ap4 ,x4 ,( ,d\ble ,,p]ception4 ,!re is a ,d\ble ,p]ception 9 ,nature1 ! ,rational ,p]ception1 & ! ,s5sitive3 ,! ,rational ,p]ception is m subtil & p5etrat+ ?an ! ,s5sitive2 also1 x is m g5]ally p]ceptive ?an ! ,s5sitive2 also1 x is a m agil ,p]ception ?an ! ,s5sitive3 ,all :i* is occasion$ n onely ?r\gh ! purity ( ! ,rational p>ts1 b ?r\gh ! lib]ty ( ! ,rational p>ts2 :]eas ! ,s5sitive be+ incumbr$ ) ! ,inanimate p>ts1 is ob/ruct$ & ret>d$4 ,yet all ,p]ceptions1 bo? ,s5sitive & ,rational1 are 9 p>ts2 b1 by reason ! ,rational is fre]1 7be+ n a pa9ful ,lab\r]7 c m easily make an unit$ ,p]ception1 ?an ! ,s5sitive2 :i* is ! reason ! ,rational p>ts c make a ,:ole ,p]ception ( a ,:ole ,object3 ,:]eas ! ,s5sitive makes b ,p]ceptions 9 "p1 ( "o & ! same ,object4 ,,*ap4 ,,xi4 ,:e!r ! ,triumphant ,p>ts c be p]ceiv$ di/9ctly f ea* o!r4 ,"s may make ?is ,"q1 ,:e!r ! ,?ree sorts ( ,p>ts1 ! ,rational1 ,s5sitive1 & ,inanimate1 may be s+ly p]ceiv$8 ,i answ]1 ,n unless !re 7 s+le ,p>ts 9 ,nature2 b1 ?\gh !y _c be s+ly p]ceiv$1 yet !y s+ly p]ceive2 because1 e ,"p ha? its own motion1 & s its own p]ception4 ,& ?\gh ^? ,p>ts1 t h n self-motion1 h n p]ception2 yet1 be+ jo9$1 z "o ,body1 to ! ,s5sitive1 !y may by ! ,s5sitive ,motion1 h "s diff]5t sorts ( ,self-kn[l$g1 caus$ by ! diff]5t actions ( ! ,s5sitive p>ts2 b t is n ,p]ception4 ,b1 z ,i said1 ! ,triumphant ,p>ts _c be p]ceiv$ di/9ctly asund]1 ?\gh _! ,actions may be diff]5t3 =1 ! jo9+1 or int]mix+ ( ,p>ts1 h9d]s n ! sev]al ,actions2 z = example1 ,a ,man is compos$ ( sev]al ,p>ts1 or1 7z ! ,le>n$ t]m !m7 ,corporeal ,motions2 yet1 n any ( ^? diff]5t ,p>ts1 or ,corporeal ,motions1 are a h9drance to ea* o!r3 ,! same betwe5 ! ,s5sitive & ,rational ,p>ts4 ,,*ap4 ,,xii4 ,:e!r ,nature c "k h] self1 or h an ,absolute ,p[] ( h] self1 or h an exact ,figure4 ,i 0 ( an op9ion1 ,t ,nature1 because ,inf9ite1 c\ld n "k h] ,self2 because ,inf9ite ha? no limit4 ,also1 ,t ,nature c\ld n h an ,absolute ,p[] ov] h] own ,p>ts1 because %e _h ,inf9ite ,p>ts2 &1 t ! ,inf9it5ess did h9d] ! ,absolut5ess3 ,b s9ce ,i h consid]'d1 ,t ! ,inf9ite ,p>ts mu/ ( necessity be ,self-kn[+2 & t ^? ,inf9ite ,self-kn[+ ,p>ts are unit$ 9 "o ,inf9ite ,body1 by :i* ,nature mu/ h bo? an ,unit$ ,kn[l$g1 & an ,unit$ ,p[]4 ,also1 ,i que/ion$1 ,:e!r ,nature c\ld h an ,exact ,figure1 7b1 mi/ake me n2 = ,i d n mean ! ,figure ( ,matt]1 b a compos$ ,figure ( ,p>ts7 because ,nature 0 compos$ ( ,inf9ite ,v>iety ( ,figurative ,p>ts3 ,b consid]+1 t ^? ,inf9ite ,v>ieties ( ,inf9ite ,figurative ,p>ts1 7 unit$ into "o ,body2 ,i did conclude1 ,t %e mu/ ne$s h an ,exact ,figure1 ?\gh %e be ,inf9ite3 ,z = example1 ,?is ,_w is compos$ ( num]\s & sev]al ,figurative p>ts1 & yet ! ,_w ha? an exact ,=m & ,frame1 ! same :i* x w\ld h if x 7 ,inf9ite4 ,b1 z = ,self-kn[l$g1 & ,p[]1 c]ta9ly ,god ha? giv5 !m to ,nature1 ?\gh h] ,p[] be limit$3 =1 %e _c move beyond h] ,nature2 nor ha? %e p[] to make h] self any o!rwise ?an :at %e is1 s9ce %e _c create1 or annihilate any "p1 or p>ticle3 nor c %e make any ( h] ,p>ts1 ,immat]ial2 or any ,immat]ial1 ,corporeal3 ,nor c %e give to "o "p1 ! ,nature 7viz4 ! ,kn[l$g1 ,life1 ,motion1 or ,p]ception7 ( ano!r "p2 :i* is ! reason "o ,creature _c h ! prop]ties1 or faculties ( ano!r2 !y may h ! l1 b n ! same4 ,,*ap4 ,,xiii4 ,nature _c judg h] self4 ,al?\gh ,nature kn[s h] self1 & ha? a free p[] ( h] self2 7,i mean1 a natural ,kn[l$g & ,p[]7 yet1 ,nature _c be an upright1 & j ,judg ( h] self1 & s n ( any ( h] ,p>ts2 because e p>ticul> "p is a "p ( h] self4 ,besides1 z %e is ,self-mov+1 %e is ,self-*ange+1 & s %e is alt]able3 ,:]e=e1 no?+ c be a p]fect1 & a j ,judg1 b some?+ t is ,individable1 & ,unalt]able1 :i* is ! ,inf9ite ,,god1 :o is ,unmov+1 ,immutable1 & s ,unalt]able2 :o is ! ,judg ( ! ,inf9ite ,corporeal ,actions ( 8 ,s]vant ,nature4 ,& ?is is ! reason t all ,nature's ,p>ts appeal to ,god1 z be+ ! only ,judg4 ,,*ap4 ,,xiv4 ,nature ,poyses1 or ,balances h] ,actions4 ,al?\gh ,nature be ,inf9ite1 yet all h] ,actions seem to be poys$1 or balanc$1 by ,opposition2 z = example1 ,z ,nature ha? divid+1 s compos+ actions3 ,also1 z ,nature ha? regul>1 s irregul> actions2 z ,nature ha? dilat+1 s contract+ actions3 ,9 %ort1 we may p]ceive among/ ! ,creatures1 or ,p>ts ( ?is ,_w1 sl[1 swift1 ?ick1 ?91 heavy1 leight1 r>e1 d5se1 little1 big1 l[1 high1 broad1 n>r[1 light1 d>k1 hot1 cold1 productions1 dissolutions1 peace1 w>r1 mir?1 sadness1 & t we "n ,life1 & ,dea?2 & inf9ite ! l2 z also1 inf9ite v>ieties 9 e sev]al k9d & sort ( actions3 b1 ! inf9ite v>ieties are made by ! ,self-mov+ p>ts ( ,nature1 :i* are ! ,corporeal ,figurative ,motions ( ,nature4 ,,*ap4 ,,xv4 ,:e!r !re be ,degrees ( ,corporeal ,/r5g?4 ,z ,i h decl>$1 !re are 79 my ,op9ion7 ,two sorts ( ,self-mov+ ,p>ts2 ! "o ,s5sitive1 ! o!r ,rational4 ,! ,rational p>ts ( my ,m9d1 mov+ 9 ! mann] ( ,conception1 or ,inspection1 did occasion "s ,disputes1 or ,argum5ts1 among/ ^? p>ts ( my ,m9d4 ,! ,argum5ts 7 ^!3 ,:e!r !re 7 degrees ( ,/r5g?1 z !re 0 ( ,purity1 betwe5 _! own sort1 z1 ! ,rational & ! ,s5sitive8 ,! ,major "p ( ! ,argum5t 01 ,t ,self-motion c\ld be b ,self-motion3 =1 n any "p ( ,nature c\ld move beyond its p[] ( ,self-motion4 ,b ! ,m9or "p argu$1 ,t ! ,self-motion ( ! ,rational1 might be /rong] ?an ! ,self-motion ( ! ,s5sitive4 ,b ! ,major "p 0 ( ! op9ion1 ,t !re c\ld be no degrees ( ! ,p[] ( ,nature1 or ! ,nature ( ,nature3 = ,matt]1 :i* 0 ,nature1 c\ld be b ,self-mov+1 or n ,self-mov+2 or p>tly ,self-mov+1 or n ,self-mov+4 ,b ! ,m9or argu$1 ,t x 0 n aga9/ ! nature ( ,matt] to h degrees ( ,corporeal ,/r5g?1 z well z degrees ( ,purity3 =1 ?\gh !re c\ld n be degrees ( ,purity among/ ! ,p>ts ( ! same sort1 z among/ ! ,p>ts ( ! ,rational1 or among/ ! ,p>ts ( ! ,s5sitive2 yet1 if !re 7 degrees ( ! ,rational & ,s5sitive ,p>ts1 !re might be degrees ( ,/r5g?4 ,! ,major "p said1 ,t if !re 7 degrees ( ,/r5g?1 x w\ld make a ,confusion1 by reason !re w\ld be no ,agreem5t2 =1 ! ,/ronge/ w\ld be ,tyrants to ! ,weake/1 9 s mu* z !y w\ld nev] suff] ^? ,p>ts to act me?odically or regul>ly4 ,b ! ,m9or "p said1 t !y _h obs]v$1 ,t !re 0 degrees ( ,/r5g? among/ ! ,s5sitive ,p>ts4 ,! ,major "p argu$1 ,t !y _h n degrees ( ,/r5g? by ,nature2 b1 t ! great] ,numb] ( ,p>ts 7 /rong] ?an a less ,numb] ( ,p>ts4 ,also1 !re 7 "s sorts ( ,actions1 t _h advantage ( o!r sorts4 ,also1 "s sorts ( ,compositions are /rong] ?an o!r2 n ?r\gh ! degrees ( innate ,/r5g?1 nor ?r\gh ! numb] ( ,p>ts2 b1 ?r\gh ! mann] & =m ( _! ,compositions1 or ,productions4 ,?us my ,?\ghts argu$2 b1 aft] _m ,debates & ,disputes1 at la/ my ,rational ,p>ts agre$1 ,t1 ,if !re 7 degrees ( ,/r5g?1 x c\ld n be betwe5 ! ,p>ts ( ! same degree1 or sort2 b1 betwe5 ! ,rational & ,s5sitive2 & if s1 ! ,s5sitive 0 ,/rong]1 be+ less pure2 & ! ,rational 0 m ,agil1 be+ m pure4 ,,*ap4 ,,xvi4 ,( ,effects1 & ,cause4 ,to treat ( ,inf9ite ,effects1 produc$ f an an ,inf9ite ,cause1 is an endless ,"w1 & impossible to be p]=m$1 or effect$2 only ?is may be said1 ,t ! ,effects1 ?\gh ,inf9ite1 are s unit$ to ! mat]ial ,cause1 z t n any s+le effect c be1 nor no ,effect c be annihilat$2 by reason all ,effects are 9 ! p[] ( ! ,cause4 ,b ?is is to be not$1 ,t "s ,effects produc+ o!r ,effects1 are1 9 "s sort or mann]1 a ,cause4 ,,*ap4 ,,xvii4 ,( ,,influ5ce4 ,an ,influ5ce is ?is2 ,:5 z ! ,corporeal ,figurative ,motions1 9 diff]5t k9ds1 & sorts ( ,creatures1 or 9 "o & ! same sorts1 or k9ds1 move sympa!tically3 ,& ?\gh !re be antipa!tical ,motions1 z well z sympa!tical2 yet1 all ! ,inf9ite p>ts ( ,matt]1 are agreeable 9 _! nature1 z be+ all ,mat]ial1 & ,self-mov+2 & by reason !re is no ,vacuum1 !re mu/ ( necessity be an ,influ5ce among/ all ! ,p>ts ( ,nature4 ,,*ap4 ,,xviii4 ,( ,,=tune & ,,*ance4 ,=tune1 is only v>i\s ,corporeal ,motions ( sev]al ,creatures1 design'd to "o ,creature1 or m ,creatures2 ei!r to t ,creature1 or ^? ,creatures ,advantage1 or ,disadvantage3 ,if ,advantage1 ,man names x ,good ,=tune2 if ,disadvantage1 ,man names x ,ill ,=tune4 ,z = ,*ance1 x is ! visible ,effects ( "s hidd5 ,cause2 & ,=tune1 a suffici5t ,cause to produce su* ,effects3 =1 ! conjunction ( suffici5t ,causes1 do? produce su* or su* ,effects2 :i* ,effects c\ld n be produc$1 if any ( ^? ,causes 7 want+3 ,s t1 ,*ances are b ! ,effects ( ,=tune4 ,,*ap4 ,,xix4 ,( ,,"t & ,,et]nity4 ,"t is n a ,?+ by x self2 nor is ,"t ,immat]ial3 =1 ,"t is only ! v>iations ( ,corporeal ,motions2 b ,et]nity dep5ds n on ,motion1 b ( a ,be+ )\t ,beg9n+1 or ,end+4 ,! ,second ,"p4 ,,*ap4 ,i4 ,( ,,creatures4 ,all ,creatures are ,compos$-,figures1 by ! cons5t ( ,associat+ ,p>ts2 by :i* ,association1 !y joyn into su*1 or su* a figur$ ,creature3 ,& ?\gh e ,corporeal ,motion1 or ,self-mov+ ,"p1 ha? its own motion2 yet1 by _! ,association1 !y all agree 9 prop] actions1 z actions prop] to _! ,compositions3 &1 if e p>ticul> ,"p1 ha? n a p]ception ( all ! ,p>ts ( _! ,association2 yet1 e ,"p kn[s its own ,"w4 ,,*ap4 ,,ii4 ,( ,kn[l$g & ,p]ception ( diff]5t k9ds & sorts ( ,creatures4 ,!re is n any ,creature 9 ,nature1 t is n compos$ ( ,self-mov+ ,p>ts1 7viz4 bo? ( ,rational & ,s5sitive7 z also ( ! ,inanimate ,p>ts1 :i* are ,self-kn[+3 s t all ,creatures1 be+ compos$ ( ^! sorts ( ,p>ts1 mu/ h a ,s5sitive1 & ,rational ,kn[l$g & ,p]ception1 z ,animals1 ,vegetables1 ,m9]als1 ,elem5ts1 or :at else !re is 9 ,nature3 ,b sev]al k9ds1 & sev]al sorts 9 ^! k9ds ( ,creatures1 be+ compos$ aft] diff]5t mann]s1 & ways1 mu/ ne$s h diff]5t ,lives1 ,kn[l$ges1 & ,p]ceptions3 & n only e sev]al k9d1 & sort1 h su* diff]5ces2 b1 e p>ticul> ,creature1 ?r\gh ! v>iations ( _! ,self-mov+ ,p>ts1 h v>ieties ( ,lives1 ,kn[l$ges1 ,p]ceptions1 ,conceptions1 & ! l2 & n only s1 b e p>ticul> "p ( "o & ! same ,creature1 h v>ieties ( ,kn[l$ges1 & ,p]ceptions1 because !y h v>ieties ( ,actions4 ,b1 7z ,i h decl>$7 !re is n any diff]5t k9d ( ,creature1 t c h ! l ,life1 ,kn[l$g1 & ,p]ception2 n only because !y h diff]5t ,productions1 & diff]5t ,=ms2 b1 diff]5t ,natures1 z be+ ( diff]5t k9ds4 ,,*ap4 ,,iii4 ,( ,p]ception ( ,p>ts1 & ,unit$ ,p]ception4 ,all ! ,self-mov+ ,p>ts are p]ceptive2 &1 all ,p]ception is 9 ,p>ts1 & is dividable1 & comp\ndable1 z be+ ,mat]ial2 also1 ,alt]able1 z be+ ,self-mov+3 ,:]e=e1 no ,creature t is compos$1 or consi/s ( _m sev]al sorts ( ,corporeal ,figurative ,motions1 b mu/ h _m sorts ( ,p]ception2 :i* is ! reason t "o ,creature1 z ,man1 _c p]ceive ano!r ,man any o!rwise b 9 ,p>ts3 =1 ! ,rational1 & ,s5sitive2 nay1 all ! ,p>ts ( "o & ! same ,creature1 p]ceive _! ,adjo9+ ,p>ts1 z !y p]ceive ,=eign ,p>ts2 only1 by _! close conjunction & ne> relation1 !y unite 9 "o & ! same actions4 ,i d n say1 !y always agree3 =1 :5 !y move irregul>ly1 !y disagree3 ,& "s ( ^? ,unit$ ,p>ts1 w move aft] "o mann]1 & "s aft] ano!r2 b1 :5 !y move regul>ly1 !n !y move to "o & ! same ,design1 or "o & ! same ,unit$ ,action4 ,s1 al?\gh a ,creature is compos$ ( sev]al sorts ( ,corporeal ,motions2 yet1 ^! sev]al sorts1 be+ prop]ly unit$ 9 "o ,creature1 move all agreeably to ! ,prop]ty & ,nature ( ! :ole ,creature2 t is1 ! p>ticul> ,p>ts move accord+ to ! prop]ty ( ! :ole ,creature2 because ! p>ticul> ,p>ts1 by conjunction1 make ! ,:ole3 ,s t1 ! sev]al ,p>ts make "o ,:ole2 by :i*1 a ,:ole ,creature ha? bo? a g5]al ,kn[l$g1 & a ,kn[l$g ( ,p>ts2 :]eas1 ! ,p]ceptions ( ,=eign ,objects1 are b 9 ! ,p>ts3 & ?is is ! reason :y "o ,creature p]ceives n ! ,:ole ( ano!r ,creature1 b only "s ,p>ts4 ,yet ?is is to be not$1 ,t n any ,"p ha? ano!r ,"p's ,nature1 or ,motion1 nor !re=e1 _! ,kn[l$g1 or ,p]ception2 b1 by agreem5t1 & unity ( ,p>ts1 !re is compos$ ,p]ceptions4 ,,*ap4 ,,iv4 ,:e!r ! ,rational & ,s5sitive ,p>ts h a ,p]ception ( ea* o!r4 ,"s may ask ! ,"q1 ,:e!r ! ,rational & ,s5sitive1 h ,p]ception ( ea* o!r8 ,i answ]3 ,9 my ,op9ion1 !y h4 ,=1 ?\gh ! ,rational & ,s5sitive ,p>ts1 be ( two sorts2 yet1 bo? sorts h ,self-motion2 s t !y are b z "o1 z1 t !y are bo? ,corporeal ,motions2 &1 _h n ! ,s5sitive ,p>ts incumbrances1 !y w\ld be1 9 a degree1 z agil1 & z free z ! ,rational4 ,b1 ?\gh ea* sort ha? p]ception ( ea* o!r1 & "s may h ! l2 yet !y h n ! same3 =1 n any ,"p c h ano!r's ,p]ception1 or ,kn[l$g2 b1 by reason ! ,rational & ,s5sitive1 are bo? ,corporeal ,motions1 !re is a /rong sympa?y betwe5 ^? sorts1 9 "o ,conjunction1 or ,creature4 ,inde$1 ! ,rational ,p>ts are ! ,design+ ,p>ts2 & ! ,s5sitive1 ! ,lab\r+ ,p>ts2 & ! ,inanimate are z ! ,mat]ial ,p>ts3 n b all ! ?ree sorts are ,mat]ial ,p>ts2 b ! ,inanimate1 be+ n ,self-mov+1 are ! ,burd5some ,p>ts4 ,,*ap4 ,v4 ,( ,?\ghts1 & ! :ole ,m9d ( a ,creature4 ,,z = ,?\ghts1 ?\gh !y are sev]al ,corporeal ,motions1 or ,self-mov+ ,p>ts2 yet1 be+ unit$1 by ,conjunction 9 "o ,creature1 into "o :ole ,m9d1 _c be p]ceiv$ by "s ,p>ts ( ano!r ,creature1 nor by ! same sort ( ,creature1 z by ano!r ,man4 ,b "s may ask1 ,:e!r ! :ole ,m9d ( "o ,creature1 z ! :ole ,m9d ( "o ,man1 may n p]ceive ! :ole ,m9d ( ano!r ,man8 ,i answ]1 ,t if ! ,m9d 0 n joyn'd & mix'd ) ! ,s5sitive & ,inanimate ,p>ts1 & _h n int]ior1 z well z ext]ior ,p>ts1 ! :ole ,m9d ( "o ,man1 might p]ceive ! :ole ,m9d ( ano!r ,man2 b1 t be+ n possible1 "o :ole ,m9d _c p]ceive ano!r :ole ,m9d3 ,by :i* ,obs]vation we may p]ceive1 !re are no ,platonick ,lov]s 9 ,nature4 ,b "s may ask1 ,:e!r ! ,s5sitive ,p>ts c p]ceive ! ,rational1 9 "o & ! same ,creature8 ,i answ]1 ,!y d2 = if !y did n1 x 7 impossible = ! ,s5sitive ,p>ts to execute ! ,rational ,designs2 s t1 :at ! ,m9d designs1 ! ,s5sitive ,body do? put 9 execution1 z f> z !y h ,p[]3 ,b if1 ?r\gh ,irregul>ities1 ! ,body be sick1 & weak1 or ha? "s ,infirmities1 !y _c execute ! ,designs ( ! ,m9d4 ,,*ap4 ,,vi4 ,:e!r ! ,m9d ( "o ,creature1 c p]ceive ! ,m9d ( ano!r ,creature4 ,"s may ask ! reason1 ,:y "o ,creature1 z ,man1 _c p]ceive ! ,?\ghts ( ano!r ,man1 z well z he p]ceives 8 ext]ior ,s5sitive ,p>ts8 ,i answ]1 ,t ! ,rational ,p>ts ( "o ,man1 p]ceive z mu* ( ! ,rational ,p>ts ( ano!r ,man1 z ! ,s5sitive ,p>ts ( t ,man do? ( ! ,s5sitive ,p>ts ( ! o!r ,man2 t is1 z mu* z is pres5t$ to 8 ,p]ception3 =1 all ,creatures1 & e "p & p>ticle1 h ^? ?ree sorts ( ,matt]2 & !re=e1 e "p ( a ,creature is p]ceiv+1 & p]ceiv$4 ,b1 by reason all ,creatures are compos$ ( ,p>ts1 7viz4 bo? ( ! ,rational & ,s5sitive7 all ,p]ceptions are 9 p>ts1 z well ! ,rational1 z ! ,s5sitive ,p]ception3 yet1 nei!r ! ,rational1 nor ! ,s5sitive1 c p]ceive all ! ,int]ior ,p>ts or ,corporeal ,motions1 unless !y 7 pres5t$ to _! p]ception3 ,nei!r c "o ,"p "k ! ,kn[l$g & ,p]ception ( ano!r ,"p3 b1 :at ,p>ts ( "o ,creature are subject to ! p]ception ( ano!r ,creature1 ^? are p]ceiv$4 ,,*ap4 ,,vii4 ,( ,p]ception1 & ,conception4 ,al?\gh ! ,ext]ior ,p>ts ( "o ,creature1 c b p]ceive ! ,ext]ior ,p>ts ( ano!r ,creature2 yet1 ! ,rational c make ,conceptions ( ! ,int]ior ,p>ts1 b n ,p]ception3 =1 nei!r ! ,s5se1 nor ,reason1 c p]ceive :at is n pres5t1 b by rote1 z aft] ! mann] ( ,conceptions1 or ,remembrances1 z ,i %all 9 my foll[+ ,*apt]s decl>e3 ,s t1 ! ,ext]ior ,rational ,p>ts1 t are ) ! ,ext]ior ,s5sitive ,p>ts ( an ,object1 are z mu* p]ceiv$1 ! "o1 z ! o!r3 b1 ^? ,ext]ior ,p>ts ( an ,object1 n mov+ 9 p>ticul> ,p>ties1 z 9 ! :ole ,creature1 is ! cause t "s ,p>ts ( "o ,creature1 _c p]ceive ! :ole ,composition or ,frame ( ano!r ,creature3 t is1 "s ( ! ,rational ,p>ts ( "o ,creature1 _c p]ceive ! :ole ,m9d ( ano!r ,creature4 ,! l ( ! ,s5sitive ,p>ts4 ,,*ap4 ,,viii4 ,( ,human ,suppositions4 ,al?\gh ,nature ha? an ,inf9ite ,kn[l$g & ,p]ception2 yet1 be+ a ,body1 & !re=e divisible & comp\ndable2 & hav+1 also1 ,self-motion1 to divide & comp\nd h] ,inf9ite ,p>ts1 aft] inf9ite sev]al mann]s2 is ! reason t h] f9ite ,p>ts1 or p>ticul> ,creatures1 _c h a g5]al or inf9ite ,kn[l$g1 be+ limit$1 by be+ f9ite1 to f9ite ,p]ceptions1 or p]ceptive ,kn[l$g2 :i* is ! cause ( ,suppositions1 or ,imag9ations1 conc]n+ ,=re9 ,objects3 ,z = example1 ,a ,man c b p]ceive ! ,ext]ior ,p>ts ( ano!r ,man1 or any o!r ,creature1 t is subject to ,human ,p]ception2 yet1 8 ,rational ,p>ts may suppose1 or presuppose1 :at ano!r ,man ?9ks1 or :at he w act3 & = o!r ,creatures1 a ,man may suppose or imag9e :at ! innate nature ( su* a ,vegetable1 or ,m9]al1 or ,elem5t is2 & may imag9e or suppose ! ,moon to be ano!r ,_w1 & t all ! fix$ ,/>rs are ,sunns2 :i* ,suppositions1 ,man names ,conjectures4 ,,*ap4 ,,ix4 ,( ,in=mation betwe5 sev]al ,creatures4 ,no "q b !re is ,in=mation betwe5 all ,creatures3 b1 sev]al sorts ( ,creatures1 hav+ sev]al sorts ( ,in=mations1 x is impossible = any p>ticul> sort to "k1 or h p]ceptions ( ! ,inf9ite1 or ,numb]less ,in=mations1 betwe5 ! ,inf9ite & ,numb]less ,p>ts1 or ,creatures ( ,nature3 ,nay1 !re are s _m sev]al ,in=mations among/ "o sort 7z ( ,mank9d7 t x is impossible = "o ,man to p]ceive !m all2 no1 nor c "o ,man g5]ally p]ceive ! p>ticul> ,in=mations t are betwe5 ! p>ticul> ,p>ts ( 8 ,s5sitive ,body2 or betwe5 ! p>ticul> ,in=mations ( 8 ,rational ,body2 or betwe5 ! p>ticul> ,rational & ,s5sitive ,p>ts3 mu* less c ,man p]ceive1 or "k ! sev]al ,in=mations ( o!r ,creatures4 ,,*ap4 ,x4 ,! ,reason ( sev]al k9ds & sorts ( ,creatures4 ,"s may ask1 ,:y !re are su* sorts ( ,creatures1 z we p]ceive !re are1 & n o!r sorts8 ,i answ]1 ,t1 'tis probable1 we d n p]ceive all ! sev]al k9ds & sorts ( ,creatures 9 ,nature3 ,9 tru?1 x is impossible 7if ,nature be ,inf9ite7 = a ,f9ite to p]ceive ! ,inf9ite v>ieties ( ,nature4 ,also !y may ask1 ,:y ! ,planets are ( a ,sph]ical ,%ape1 & ,human ,creatures are ( an ,upright %ape1 & ,bea/s ( a ,b5d+ & /oop+ %ape8 ,also1 ,:y ,birds are made to flye1 & n ,bea/s8 ,& = :at ,cause1 or ,design1 h ,animals su* & su* sorts ( %apes & prop]ties8 ,& ,vegetables su* & su* sorts ( %apes & prop]ties8 ,& s ( ,m9]als & ,elem5ts8 ,i answ]2 ,t sev]al sorts1 k9ds1 & diff]5ces ( ,p>ticul>s1 causes ,ord]1 by reason x causes ,di/9ctions3 =1 if all ,creatures 7 alike1 x w\ld cause a ,confusion4 ,,*ap4 ,,xi4 ,( ! sev]al ,prop]ties ( sev]al ,k9ds & sorts ( ,creatures4 ,z ,i h said1 ,!re are sev]al k9ds1 & sev]al sorts1 & sev]al p>ticul> ,creatures ( sev]al k9ds & sorts2 :]e( !re are "s ,creatures ( a mixt k9d1 & "s ( a mixt sort1 & "s ( a mixture ( "s p>ticul>s4 ,also1 !re are "s k9d ( ,creatures1 & sorts ( ,creatures2 z also ,p>ticul>s ( a ,d5se ,nature1 o!rs ( a ,rate ,nature2 "s ( a ,leight ,nature1 "s ( a ,heavy ,nature2 "s ( a ,bright ,nature1 "s ( a ,d>k ,nature2 "s ( an ,asc5d+ ,nature1 "s ( a ,desc5d+ ,nature2 "s ( a ,h>d ,nature1 "s ( a ,s(t ,nature2 "s ( a ,loose ,nature1 & "s ( a ,fixt ,nature2 "s ( an ,agil ,nature1 & "s ( a ,sl[ ,nature2 "s ( a ,consi/5t ,nature1 & "s ( a ,dissolv+ ,nature3 ,all :i* is accord+ to ! ,frame & ,=m ( _! ,society1 or ,composition4 ,! ,?ird ,"p4 ,,*ap4 ,i4 ,( ,productions 9 g5]al4 ,! ,self-mov+ ,p>ts1 or ,corporeal ,motions1 are ! ,produc]s ( all ,compos$ ,figures1 su* z we "n ,creatures3 =1 ?\gh all ,matt] ha? ,figure1 by be+ ,matt]2 = x 7 non-s5se to say1 ,figureless ,matt]2 s9ce ! mo/ pure ,p>ts ( ,matt]1 h ,figure1 z well z ! grosse/2 ! r>e/1 z well z ! d5s$3 ,b1 su* ,compos$ ,figures :i* we "n ,creatures1 are produc$ by p>ticul> ,associations ( ,self-mov+ ,p>ts1 into p>ticul> k9ds1 & sorts2 & p>ticul> ,creatures 9 e k9d1 or sort4 ,! p>ticul> k9ds1 t are subject to ,human ,p]ceptions1 are ^? we "n ,animals1 ,vegetables1 ,m9]als1 & ,elem5ts2 ( :i* k9ds1 !re are num]\s sorts2 & ( e sort1 inf9ite p>ticul>s3 ,& ?\gh !re be ,inf9ite ,v>ieties 9 ,nature1 made by ! ,corporeal ,motions1 or ,self-mov+ ,p>ts1 :i* might cause a ,confusion3 ,yet1 consid]+ ,nature is intire 9 h] self1 z be+ only ,mat]ial1 & z be+ b "o ,unit$ ,body2 also1 poys+ all h] ,actions by ,opposites2 'tis impossible to be any ways 9 ,extreams1 or to h a ,confusion4 ,,*ap4 ,,ii4 ,( ,productions 9 g5]al4 ,! ,s5sitive ,self-mov+ ,p>ts1 or ,corporeal ,motions1 are ! ,lab\r+ ,p>ts ( all ,productions1 or ,fabricks ( all ,creatures2 b yet1 ^? ,corporeal ,motions1 are p>ts ( ! ,creature !y produce3 =1 ,production is only a ,society ( p>ticul> ,p>ts1 t joyn into p>ticul> ,figures1 or ,creatures3 b1 z ,p>ts produce ,figures1 by ,association2 s !y dissolve ^? ,figures by ,division3 =1 ,matt] is a p]petual ,motion1 t is always divid+ & compos+2 s t n any ,creature c be et]nally "o & ! same3 =1 if !re 7 no ,dissolv+s1 & ,alt]+s1 !re w\ld be no v>ieties ( ,p>ticul>s2 =1 ?\gh ! k9ds & sorts may la/1 yet n ! ,p>ticul>s4 ,b1 mi/ake me n1 ,i d n say ^? ,figures are lo/1 or annihilat$ 9 ,nature2 b only1 _! ,society is dissolv$1 or divid$ 9 ,nature4 ,b ?is is to be not$1 ,t "s ,creatures are soon] produc$ & p]fect$1 ?an o!rs2 & aga91 "s ,creatures are soon] decay$1 or dissolv$4 ,,*ap4 ,,iii4 ,( ,productions 9 g5]al4 ,!re are s _m diff]5t compos$ ,p>ts1 & s mu* ( v>iety ( ,action 9 e sev]al ,"p ( "o ,creature1 z 'tis impossible = ,human ,p]ception to p]ceive !m2 nay1 n e ,corporeal ,motion ( "o ,creature1 do? p]ceive all ! v>ieties ( ! same ,society2 &1 by ! sev]al actions1 n only ( sev]al ,p>ts1 b ( "o & ! same ,p>ts1 cause su* obscurity1 z n any ,creature c tell1 n only h[ !y 7 produc$1 b1 n h[ !y consi/3 ,b1 by reason e ,"p kn[s 8 own ,"w1 !re is ,ord] & ,me?od3 ,= example1 ,9 a ,human ,creature1 ^? ,p>ts t produce1 or n\ri% ! ,bones1 ^? ( ! ,s9ews1 ^? ( ! ,ve9s1 ^? ( ! ,fle%1 ^? ( ! ,bra9s1 & ! l1 "k all _! sev]al ,works1 & consid] n ea* sev]al compos$ ,"p1 b :at belongs to !mselves2 ! l1 ,i believe1 9 ,vegetables1 ,m9]als1 or ,elem5ts4 ,b mi/ake me n2 =1 ,i d n say1 ^? ,corporeal ,motions 9 ^? p>ticul>s1 are b\nd to ^? p>ticul> ,works1 z1 t !y _c *ange1 or alt] _! actions if !y w1 & _m times d3 z "s ,creatures dissolve be=e !y are p]fect1 or q f9i%$2 & "s z soon z f9i%$2 & "s aft] "s %ort "t aft] !y are f9i%$2 & "s cont9ue long1 z we may p]ceive by _m ,creatures t dye1 :i* ,i "n ,dissolv+ 9 sev]al ,ages2 b1 untimely ,dissolutions1 proce$ r f "s p>ticul> ,irregul>ities ( "s p>ticul> ,p>ts1 ?an by a g5]al ,agreem5t4 ,,*ap4 ,,iv4 ,( ,productions 9 g5]al4 ,! ,reason t all ,creatures are produc$ by ! ways ( ,production1 z "o ,creature to be compos$ out ( o!r ,creatures1 is1 ,t ,nature is b "o ,matt]1 & t all h] ,p>ts are unit$ z "o ,mat]ial ,body1 hav+ no ,additions1 or ,dim9utions2 no new ,creations1 or ,annihilations3 ,b1 7 n ,nature "o & ! same1 b t h] ,p>ts 7 ( diff]5t natures2 yet1 ,creatures mu/ be produc$ by ,creatures1 t is1 ,compos$ ,figures1 z a ,bea/1 a ,tree1 a ,/one1 ,wat]1 c4 mu/ be compos$ ( ,p>ts1 n a s+le ,"p3 =1 a s+le ,"p _c produce compos$ ,figures2 nor c a s+le ,"p produce ano!r s+le ,"p2 =1 ,matt] _c create ,matt]2 nor c "o ,"p produce ano!r ,"p out ( x self3 ,:]e=e1 all ,natural ,creatures are produc$ by ! cons5t & agreem5t ( _m ,self-mov+ ,p>ts1 or ,corporeal ,motions1 :i* "w to a p>ticul> ,design1 z to associate into p>ticul> k9ds & sorts ( ,creatures4 ,,*ap4 ,v4 ,( ,productions 9 g5]al4 ,z ,i said 9 my =m] ,*apt]1 ,t all ,creatures are produc$1 or compos$ by ! agreem5t & cons5t ( p>ticul> ,p>ts2 yet "s ,creatures are compos$ ( m1 & "s ( few] ,p>ts3 nei!r are all ,creatures produc$1 or compos$ aft] "o & ! same mann]2 b "s aft] "o mann]1 & "s aft] ano!r mann]3 ,inde$1 !re are div]s mann]s ( ,productions1 bo? ( ^? we "n ,natural1 & ^? we "n ,artificial2 b ,i only treat ( ,natural ,productions1 :i* are s v>i\s1 t x is a wond] if any two ,creatures are j alike2 by :i* we may p]ceive1 t n only 9 sev]al k9ds & sorts1 b 9 ,p>ticul>s ( e k9d1 or sort1 !re is "s diff]5ce1 s z to be di/+ui%$ f ea* o!r1 & yet ! species ( "s ,creatures are l to _! k9d1 & sort1 b n all2 & ! reason t mo/ ,creatures are 9 ,species1 accord+ to _! sort1 & k9d1 is n only1 t ,nature's ,wisdom ord]s & regulates h] ,corporeal ,figurative ,motions1 into k9ds & sorts ( ,societies & ,conjunctions2 b1 ^? ,societies cause a p]ceptive ,acqua9tance1 & an unit$ ,love1 & good lik+ ( ! ,compositions1 or ,productions3 & n only a love to _! ,figurative ,compositions1 b to all t are ( ! same sort1 or k9d2 & especially1 _! be+ accu/om'd to actions prop] to _! ,figurative ,compositions1 is ! cause t ^? ,p>ts1 t divide f ! ,produc]s1 beg9 a new ,society1 &1 by degrees1 produce ! l ,creature2 :i* is ! cause t ,animals & ,vegetables produce accord+ to _! lik5ess4 ,! same may be among/ ,m9]als & ,elem5ts1 = all we c "k4 ,b yet1 "s ,creatures ( "o & ! same sort1 are n produc$ aft] "o & ! same mann]3 ,z = example1 ,"o & ! same sort ( ,vegetables1 may be produc$ aft] sev]al mann]s1 & yet1 9 ! effect1 be ! same1 z :5 ,vegetables are s[$1 plant$1 engraft$2 z also1 ,se$s1 ,roots1 & ! l1 !y are sev]al mann]s1 or ways ( ,productions1 & yet w produce ! same sort ( ,vegetable3 b1 !re w be mu* alt]ations 9 replant+1 :i* is occasion$ by ! *ange ( associat+ ,p>ts1 & ,p>ties2 b z = ! sev]al ,productions ( sev]al k9ds & sorts1 !y are v diff]5t2 z = example1 ,animals are n produc$ z ,vegetables1 or ,vegetables z ,m9]als1 nor ,m9]als z any ( ! re/3 ,nor are all ,animals produc$ alike1 nor ,m9]als1 or ,vegetables2 b aft] _m diff]5t mann]s1 or ways4 ,nei!r are all ,productions l _! ,produc]s2 =1 "s are s f> f resembl+ _! ,figurative ,society1 t !y produce ano!r k9d1 or sort ( ,compos$ ,figures2 z = example1 ,maggots out ( ,*eese1 o!r ,worms out ( ,roots1 ,fruits1 & ! l3 b ^! sorts ( ,creatures1 ,man names ,insects2 b yet !y are ,animal ,creatures1 z well z o!rs4 ,,*ap4 ,,vi4 ,( ,productions 9 g5]al4 ,all ,creatures are ,produc$1 & ,produc]s2 & all ^! ,productions p>take m or less ( ! ,produc]s2 & are necessitat$ s to d1 because !re _c be any ?+ ,new 9 ,nature3 =1 :atsoev] is produc$1 is ( ! same ,matt]2 nay1 e p>ticul> ,creature ha? its p>ticul> ,p>ts3 =1 n any "o ,creature c be produc$ ( any o!r ,p>ts ?an :at produc$ x2 nei!r c ! same ,produc] produce "o & ! same d\ble1 7z ,i may say to express my self37 =1 ?\gh ! same ,produc]s may produce ! l1 yet n ! same3 =1 e ?+ produc$1 ha? its own ,corporeal ,figurative ,motions2 b ?is might be1 if ,nature 0 n s full ( v>iety3 =1 if all ^? ,corporeal ,motions1 or ,self-mov+ ,p>ts1 did associate 9 ! l mann]1 & 7 ! v same ,p>ts1 & move 9 ! v same mann]2 ! same ,production1 or ,creature1 might be produc$ aft] x 0 dissolv$2 b1 by reason ! ,self-mov+ ,p>ts ( ,nature are always divid+ & compos+ f1 & to ,p>ts1 x w\ld be v difficult1 if n impossible4 ,,*ap4 ,,vii4 ,( ,productions 9 g5]al4 ,z !re are ,productions1 or ,compositions1 made by ! ,s5sitive ,corporeal ,motions1 s !re are ( ! ,rational ,corporeal ,motions1 :i* are ,compos$ ,figures ( ! ,m9d3 ,& ! reason ! ,rational ,productions are m v>i\s1 z also m num]\s1 is1 ,t ! ,rational is m loose1 free1 & s m agil ?an ! ,s5sitive2 :i* is also ! reason t ! ,rational ,productions require n su* degrees ( ,"t1 z ! ,s5sitive4 ,b ,i %all treat m ^u ?is ,subject1 :5 ,i treat ( t ,animal we "n ,,man4 ,,*ap4 ,,vii4 ,la/ly1 ,( ,productions 9 g5]al4 ,?\gh all ,creatures are made by ! sev]al ,associations ( ,self-mov+ ,p>ts1 or 7z ! ,le>n$ "n !m7 ,corporeal ,motions2 yet1 !re are inf9ite v>ieties ( ,corporeal ,figurative ,motions1 & s inf9ite sev]al mann]s & ways ( ,productions2 z also1 inf9ite v>ieties ( ,figurative ,motions 9 e produc$ ,creature3 ,also1 !re is v>iety 9 ! diff]5ce ( ,"t1 ( sev]al ,productions1 & ( _! ,consi/5cy & ,dissolution3 =1 "s ,creatures are produc$ 9 few ,h\rs1 o!rs n 9 _m ,ye>s4 ,aga91 "s cont9ue n a ,day2 o!rs1 numb]s ( ,ye>s4 ,b ?is is to be not$1 ,t accord+ to ! ,regul>ity1 or ,irregul>ity ( ! ,associat+ ,motions1 _! ,productions are m or less p]fect4 ,also1 ?is is to be not$1 ,t !re are ,rational ,productions1 z well z ,s5sitive3 =1 ?\gh all ,creatures are compos$ bo? ( ,s5sitive & ,rational ,p>ts1 yet ! ,rational ,p>ts move aft] ano!r mann]4 ,,*ap4 ,,viii4 ,productions mu/ p>take ( "s ,p>ts ( _! ,produc]s4 ,no ,animal1 or ,vegetable1 c\ld be produc$1 b by su*1 or su* p>ticul> ,produc]s2 nei!r c\ld an ,animal1 or ,vegetable1 be produc$ )\t "s ,corporeal ,motions ( _! ,produc]s2 t is1 "s ( ! ,produc]s ,self-mov+ ,p>ts2 o!rwise ! l ,actions might produce1 n only ! l ,creatures1 b ! same ,creatures1 :i* is impossible3 ,:]e=e1 ! ?+s produc$1 are "p ( ! ,produc]s2 =1 no p>ticul> ,creature c\ld be produc$1 b by su* p>ticul> ,produc]s4 ,b ?is is to be not$1 ,t all sorts ( ,creatures are produc$ by m1 or few]1 ,produc]s4 ,also1 ! fir/ ,produc]s are b ! fir/ ,f\nd]s ( ! ?+s produc$1 b n ! only ,build]s3 =1 !re are _m sev]al sorts ( ,corporeal ,motions1 t are ! ,build]s2 =1 no ,creature c subsi/1 or consi/1 by x self1 b mu/ assi/1 & be assi/$3 ,yet1 !re are "s diff]5ces 9 all ,productions1 al?\gh ( ! same ,produc]s2 o!rwise all ! ,(f-spr+s ( "o & ! same ,produc]1 w\ld be alike3 ,& ?\gh1 sometimes1 _! sev]al ,(f-spr+s may be s alike1 z h>dly to be di/+ui%$2 yet1 t is s seldom1 z x appe>s z a wond]2 b !re is a prop]ty 9 all ,productions1 z1 = ! ,produc$ to belong z a ,"r & ,prop]ty to ! ,produc]4 ,,*ap4 ,,ix4 ,( ,resemblances ( sev]al ,(f-spr+s1 or ,produc]s4 ,!re are num]\s k9ds & sorts ( ,productions1 & inf9ite mann]s & ways1 9 ! actions ( ,productions2 :i* is ! cause t ! ,(f-spr+s ( ! same ,produc]s1 are n s j alike1 b t !y are di/+ui%able2 b yet !re may n only be resemblances betwe5 p>ticul> ,(f-spr+s ( ! same ,produc]s1 z also ( ! same sort2 b1 ( diff]5t sorts ( ,creatures3 b ! ,actions ( all ,productions t are accord+ to _! own ,species1 are ,imitat+ ,actions1 b n ,b>e ,imitations1 z by an ,incorporeal ,motion2 = if s1 !n a covet\s ,woman1 t loves ,gold1 might produce a ,w$g ( ,gold in/ead ( a ,*ild2 also1 ,virg9s might be z ,fruitful z ,m>ri$ ,wives4 ,,*ap4 ,x4 ,( ! ,sev]al ,appe>ances ( ! ,ext]ior ,p>ts ( ,"o ,creature4 ,e alt]$ ,action ( ! ,ext]ior ,p>ts1 causes an alt]$ ,appe>ance3 ,z = example1 ,a ,man1 or ! l ,creature1 do? n appe> :5 he is old1 z :5 he 0 "y2 nor :5 he is sick1 z :5 he is well 9 heal?2 no1 nor :5 he is cold1 z :5 he is hot4 ,nor d !y appe> 9 sev]al ,passions alike3 =1 ?\gh ,man c be/ p]ceive ! ,alt]ation ( 8 own ,k9d1 or ,sort2 yet1 o!r ,creatures h sev]al ,appe>ances1 z well z ,man2 "s ( :i*1 ,man may p]ceive1 ?\gh n all1 be+ ( a diff]5t sort4 ,& n only ,animals1 b ,vegetables1 & ,elem5ts1 h alt]$ ,appe>ances1 & _m t are subject to ,man's p]ception4 ,! ,f\r? ,"p4 ,,*ap4 ,i4 ,( ,animal ,productions2 & ( ! ,diff]5ces betwe5 ,productions1 & ,trans=mations4 ,i und]/& ,productions to be betwe5 ,p>ticul>s2 z1 "s p>ticul> ,creatures to produce o!r p>ticul> ,creatures2 b n to trans=m f "o sort ( ,creature1 into ano!r sort ( ,creature1 z ,*eese into ,maggots1 & ,fruit into ,worms1 c4 :i*1 9 "s mann]1 is l ,metamorphos+4 ,s by ,trans=mation1 ! ,intellectual ,nature1 z well z ! ,ext]ior ,=m1 is trans=m'd3 ,:]eas ,production trans=ms only ! ,ext]ior ,=m1 b n ! ,intellectual ,nature2 :i* is ! cause t su* ,trans=mations _c return into _! =m] /ate2 z a ,worm to be a ,fruit1 or a ,maggot a ,*eese aga91 z =m]ly4 ,h5ce ,i p]ceive1 t all sorts ( ,f[ls are p>tly ,produc$1 & p>tly ,trans=m$3 =1 ?\gh an ,egg be produc$1 yet a ,*ick5 is b a ,trans=m$ ,egg4 ,,*ap4 ,,ii4 ,( diff]5t ,figurative ,motions 9 ,,man's ,production4 ,all ,creatures are produc$ by ,degrees2 :i* proves1 ,t n any ,creature is produc$1 9 p]fection1 by "o ,act1 or ,figurative ,motion3 =1 ?\gh ! ,produc]s are ! fir/ ,f\nd]s1 yet n ! ,build]s4 ,b1 z = ,animal ,creatures1 !re be "s sorts t are compos$ ( _m diff]5t ,figurative ,motions2 among/ :i* sorts1 is ,mank9d1 :o has v diff]5t ,figurative ,p>ts1 z ,bones1 ,s9ews1 ,n]ves1 ,muscles1 ,ve9s1 ,fle%1 ,sk91 & ,m>r[1 ,blood1 ,*ol]1 ,flegm1 ,melan*oly1 & ! l2 also1 ,head1 ,brea/1 ,neck1 ,arms1 ,h&s1 ,body1 ,belly1 ,?ighs1 ,leggs1 ,feet1 c4 also1 ,bra9s1 ,lungs1 ,/omack1 ,he>t1 ,liv]1 ,midriff1 ,kidnies1 ,bladd]1 ,guts1 & ! l2 & all ^! h sev]al actions1 yet all agree z "o1 accord+ to ! prop]ty ( t sort ( ,creature nam$ ,,man4 ,,*ap4 ,,iii4 ,( ! ,quickn+ ( a ,*ild1 or any o!r sort ( ,animal ,creatures4 ,! ,reason t a ,woman1 or su* l ,animal1 do? n feel h] ,*ild s soon z x is produc$1 is1 ,t ! ,*ild _c h an ,animal ,motion1 until x ha? an ,animal ,nature1 t is1 until x be p]fectly an ,animal ,creature2 & z soon z x is a p]fect ,*ild1 %e feels x to move1 accord+ to its nature3 b x is only ! ,s5sitive ,p>ts ( ! ,*ild t are felt by ! ,"m1 n ! ,rational2 because ^? ,p>ts are z ! ,design]s1 n ! ,build]s2 & !re=e1 be+ n ! ,lab\r+ ,p>ts1 are n ! ,s5sible ,p>ts4 ,b x is to be not$1 ,t1 accord+ to ! ,regul>ity1 or ,irregul>ity ( ! ,figurative ,motions1 ! ,*ild is well %ap$1 or /rongmi%ap$_//rong4 ,,*ap4 ,,iv4 ,( ! ,bir? ( a ,*ild4 ,! reason :y a ,*ild1 or su* l ,animal ,creature1 /ays no long] 9 ! ,"m's ,body1 ?an to su* a c]ta9 ,"t1 is1 ,t a ,*ild is n ,p]fect be=e t "t1 & w\ld be too big aft] t "t2 & s big1 t x w\ld n h room en\gh2 & !re=e x /rives & lab\rs = lib]ty4 ,,*ap4 ,v4 ,( ,mis*ances1 or ,misc>riages ( ,bre$+ ,creatures4 ,:5 a ,m>e1 ,doe1 ,h9d1 or ! l ,animal1 ca/ _! ,"y1 or a ,woman misc>ries ( h] ,*ild1 ! ,mis*ance proce$s ei!r ?r\gh ! ,irregul>ities ( ! ,corporeal ,motions1 or ,p>ts ( ! ,*ild2 or ?r\gh "s ,irregul>ity ( ! ,p>ts ( ! ,"m2 or else ( bo? ,"m & ,*ild4 ,if ! ,irregul>ities be ( ! ,p>ts ( ! ,*ild1 ^? ,p>ts divide f ! ,"m1 ?r\gh _! ,irregul>ity3 b1 if ! ,irregul>ity be 9 ! ,p>ts ( ! ,"m1 !n ! ,"m divides 9 "s mann] f ! ,*ild2 & if !re be a di/emp] 9 bo? ( !m1 ! ,*ild & ,"m divide f ea* o!r3 b1 su* ,mis*ances are at diff]5t times1 "s soon]1 & "s lat]4 ,z = false ,conceptions1 !y are occasion$ ?r\gh ! ,irregul>ities ( ,conception4 ,,*ap4 ,,vi4 ,( ! ,encrease ( ,gr[?1 & ,/r5g? ( ,mank9d1 or su* l ,creatures4 ,! reason mo/ ,animals1 especially ,human ,creatures1 are weak :il/ !y are ,infants1 & t _! ,/r5g? & ,gr[? encreases by degrees1 is1 ,t a ,*ild ha? n s _m ,p>ts1 z :5 he is a ,y\?2 nor s _m ,p>ts :5 he is a ,y\?1 z :5 he is a ,man3 =1 aft] ! ,*ild is p>t$ f ! ,"m1 x is n\ri%$ by o!r ,creatures1 z ! ,"m 01 & ! ,*ild by ! ,"m2 & accord+ z ! n\ri%+ ,p>ts be ,regul>1 or ,irregul>1 s is ! ,*ild1 ,y\?1 or ,man1 weak]1 or /rong]2 heal?ful1 or diseas$2 & :5 ! ,figurative ,motions move 7z ,i may say = expression sake7 curi\sly1 ! ,body is neatly %ap$1 & is1 z we say1 beautiful4 ,b ?is is to be not$1 ,t 'tis n ,greatness1 or ,bulk ( ,body1 makes a ,body p]fect2 =1 !re are sev]al sizes ( e sort1 or k9d ( ,creatures2 z also1 9 e p>ticul> k9d1 or sort2 & e sev]al size may be z p]fect1 "o1 z ! o!r3 ,b1 ,i mean ! ,numb] ( ,p>ts1 accord+ to ! prop] size4 ,,*ap4 ,,vii4 ,( ! sev]al ,prop]ties ( ! sev]al ,ext]ior ,%apes ( sev]al sorts ( ,animals4 ,! sev]al ,ext]ior ,%apes ( ,creatures1 cause sev]al ,prop]ties1 z ,runn+1 ,jump+1 ,hopp+1 ,leap+1 ,climb+1 ,gallop+1 ,trott+1 ,ambl+1 ,turn+1 ,w9d+1 & ,r[l+2 also ,creep+1 ,crawl+1 ,fly+1 ,so>+ or ,t[r+2 ,swimm+1 ,div+1 ,digg+1 ,/++ or ,pi]c+2 ,press+1 ,sp9n+1 ,weav+1 ,twi/+1 ,pr9t+1 ,c>v+1 ,break+1 ,draw+1 ,driv+1 ,be>+1 ,c>ry+1 ,hold+1 ,grip+ or ,grasp+1 ,infold+1 & ,millions ( ! l4 ,also1 ! ,ext]ior ,%apes cause ,def5ces1 z ,horns1 ,claws1 ,tee?1 ,bills1 ,talons1 ,f9ns1 c4 ,likewise1 ! ,ext]ior ,%apes cause ,(f5ces1 & give ,(f5ces3 ,z also1 ! diff]5t sorts ( ,ext]ior ,%apes1 cause diff]5t ,ext]ior ,p]ceptions4 ,,*ap4 ,,viii4 ,( ! ,divid+ & ,unit+ ,p>ts ( a p>ticul> ,creature4 ,^? ,p>ts 7z ,i h said7 t 7 ! ,fir/ ,f\nd]s ( an ,animal1 or o!r sort ( ,creature1 may n be con/ant ,inhabitants3 =1 ?\gh ! ,society may rema91 ! p>ticul> ,p>ts may remove3 ,also1 all p>ticul> ,societies ( "o k9d1 or sort1 may n cont9ue ! l "t2 b "s may dissolve soon] ?an o!rs4 ,also1 "s alt] by degrees1 o!rs ( a sudd52 b1 ( ^? ,societies t cont9ue1 ! p>ticul> ,p>ts remove1 & o!r p>ticul> ,p>ts unite2 s1 z "s ,p>ts 7 ( ! ,society1 s "s o!r ,p>ts are ( ! ,society1 & w be ( ! ,society3 ,b1 :5 ! ,=m1 ,frame1 & ,ord] ( ! ,society beg9s to alt]1 !n t p>ticul> ,creature beg9s to decay4 ,b ?is is to be not$1 ,t ^? p>ticul> ,creatures t dye 9 _! ,*ildhood1 or ,y\?1 7 nev] a full & regul> ,society2 & ! dissolv+ ( a ,society1 :e!r x be a ,full1 or b a ,=m+ ,society1 ,man names ,,dea?4 ,also1 ?is is to be not$1 ,t ! ,n\ri%+ ,motion ( ,food1 is ! ,unit+ ,motion2 & ! ,cleans+1 or ,evacuat+ ,motions1 are ! ,divid+ ,corporeal ,motions4 ,likewise x is to be not$1 ,t a ,society requires a long] "t ( unit+ ?an ( divid+2 by reason unit+ requires assi/ance ( ,=eign ,p>ts1 :]eas divid+s are only a divid+ ( home-,p>ts4 ,also1 a p>ticul> ,creature1 or ,society1 is long] 9 divid+ its ,p>ts1 ?an 9 alt]+ its ,actions2 because a ,disp]s+ ,action is requir$ 9 ,division1 b n 9 ,alt]ation ( ,actions4 ,! ,fif? ,"p4 ,,*ap4 ,i4 ,( ,,man4 ,n[ ,i h disc\rs$1 9 ! =m] ,p>ts1 aft] a g5]al mann]1 ( ,animals3 ,i w1 9 ! foll[+ ,*apt]s1 speak m p>ticul>ly ( t sort we "n ,mank9d2 :o believe 7be+ ignorant ( ! ,nature ( o!r ,creatures7 t !y are ! mo/ kn[+ ( all ,creatures2 & yet a :ole ,man 7z ,i may say = expression-sake7 do? n "k all ! ,figurative ,motions belong+ ei!r to 8 ,m9d1 or ,body3 =1 he do? n g5]ally "k e p>ticul> ,action ( 8 ,corporeal ,motions1 z1 ,h[ he 0 fram$1 or =m$1 or p]fect$4 ,nor do? he "k e p>ticul> ,motion t occasions 8 pres5t ,consi/5ce1 or ,be+3 ,nor e p>ticul> ,dige/ive1 or ,n\ri%+ ,motion3 ,nor1 :5 he is sick1 ! p>ticul> ,irregul> ,motion t causes 8 ,sickness4 ,nor d ! ,rational ,motions 9 ! ,head1 "k always ! ,figurative ,actions ( ^? ( ! ,heel4 ,9 %ort1 7z ,i said7 ,man do? n g5]ally "k e p>ticul> ,"p1 or ,corporeal ,motion1 ei!r ( ,m9d1 or ,body3 ,:i* proves1 ,man's ,natural ,s\l is n inalt]able1 or individable1 & uncomp\ndable4 ,,*ap4 ,,ii4 ,( ! v>iety ( ,man's ,natural ,motions4 ,!re is abundance ( v>ieties ( ,figurative ,motions 9 ,man3 ,z1 fir/1 ,!re are sev]al ,figurative ,motions ( ! ,=m & ,frame ( ,man1 z ( 8 ,innate1 ,int]ior1 & ,ext]ior ,figurative ,p>ts4 ,also1 !re are sev]al ,figures ( 8 sev]al ,p]ceptions1 ,conceptions1 ,appetite1 ,dige/ions1 ,rep>ations1 & ! l4 ,!re are also sev]al ,figures ( sev]al ,po/ures ( 8 sev]al ,p>ts2 & a diff]5ce ( 8 ,figurative ,motions1 or ,p>ts1 f o!r ,creatures2 all :i* are ,numb]less3 ,& yet all ^! diff]5t ,actions are prop] to ! ,nature ( ,,man4 ,,*ap4 ,,iii4 ,( ,man's ,%ape & ,spee*4 ,! ,%ape ( ,man's ,s5sitive ,body1 is1 9 "s mann]1 ( a mixt ,=m3 b1 he is s+ul> 9 ?is1 ,t he is ( an upright & /raight ,%ape2 ( :i*1 no o!r ,animal b ,man is3 :i* ,%ape makes him n only fit1 prop]1 easie & free1 = all ext]ior actions2 b also = ,spee*3 = be+ /reight1 z 9 a /raight & direct ,l9e f ! ,head to ! ,feet1 s z 8 ,nose1 ,m\?1 ,?roat1 ,neck1 ,*e/1 ,/omack1 ,belly1 ,?ighs1 & ,leggs1 are f a /raight ,l9e3 also1 8 ,organ-,pipes1 ,n]ves1 ,s9ews1 & ,joynts1 are 9 a /raight & equal po/ure to ea* o!r2 :i* is ! cause1 ,man's ,tongue1 & ,organs1 are m apt = ,spee* ?an ^? ( any o!r ,creature2 :i* makes him m apt to imitate any o!r ,creature's ,voyces1 or ,s\nds3 ,:]eas o!r ,animal ,creatures1 by reason ( _! b5d+ ,%apes1 & crook$ ,organs1 are n apt = ,spee*2 nei!r 79 my ,op9ion7 h o!r ,animals s melodi\s a ,s\nd1 or ,voice1 z ,man3 =1 ?\gh "s sorts ( ,birds ,voices are sweet1 yet !y are weak1 & fa9t2 & ,bea/s ,voices are h>%1 & rude3 b ( all o!r ,animals1 besides ,man1 ,birds are ! mo/ apt = ,spee*2 by reason !y are m ( an upright %ape1 ?an ,bea/s1 or any o!r sorts ( ,animal ,creatures1 z ,fi%1 & ! l2 =1 ,birds are ( a /raight & upright %ape1 z f _! ,brea/s1 to _! ,heads2 b1 be+ n s /raight z ,man2 causes ,birds to speak uneasily1 & con/ra9$ly3 ,man's %ape is s +5i\sly contriv$1 t he is fit & prop] = m sev]al sorts ( ext]ior actions1 ?an any o!r ,animal ,creature2 :i* is ! cause he seems z ,"l & ,sov]eign ( o!r ,animal ,creatures4 ,,*ap4 ,,iv4 ,( ! sev]al ,figurative ,p>ts ( ,human ,creatures4 ,! mann] ( ,man's ,composition1 or ,=m1 is ( diff]5t ,figurative ,p>ts2 :]e( "s ( ^? ,p>ts seem ! ,supreme1 or 7z ,i may say7 ,fundam5tal ,p>ts2 z ! ,head1 ,*e/1 ,lungs1 ,/omack1 ,he>t1 ,liv]1 ,sple51 ,b[els1 ,re9s1 ,kidnies1 ,gaul1 & _m m3 also1 ^? ,p>ts h o!r ,figurative ,p>ts belong+ or adjo9+ to !m1 z ! ,head1 ,scull1 ,bra9s1 ,pia-mat]1 ,dura-mat]1 ,=ehead1 ,nose1 ,eyes1 ,*eeks1 ,e>s1 ,m\?1 ,tongue1 & sev]al ,figurative ,p>ts belong+ to ^?2 s ( ! re/ ( ! ,p>ts1 z ! ,arms1 ,h&s1 ,f+]s1 ,leggs1 ,feet1 ,toes1 & ! l3 all :i* diff]5t ,p>ts1 h diff]5t sorts ( ,p]ceptions2 & yet 7z ,i =m]ly said7 _! ,p]ceptions are unit$3 =1 ?\gh all ! ,p>ts ( ! ,human ,body h diff]5t ,p]ceptions2 yet ^? diff]5t p]ceptions unite 9 a g5]al ,p]ception1 bo? = ! ,subsi/5ce1 ,consi/5ce1 & use ( ! ,:ole ,man3 b1 conc]n+ ,p>ticul>s1 n only ! sev]al compos$ ,figurative ,p>ts1 h sev]al sorts ( ,p]ceptions2 b e ,"p ha? v>iety ( ,p]ceptions1 occasion$ by v>iety ( ,objects4 ,,*ap4 ,v4 ,( ! sev]al ,p]ceptions among/ ! sev]al ,p>ts ( ,,man4 ,!re be+ inf9ite sev]al ,corporeal ,figurative ,motions1 or ,actions ( ,nature1 !re mu/ ( necessity be inf9ite sev]al ,self-kn[l$ges & ,p]ceptions3 b ,i %all only1 9 ?is ,"p ( my ,book1 treat ( ! ,p]ception prop] to ,mank9d3 ,& fir/1 ( ! sev]al & diff]5t ,p]ceptions1 prop] = ! sev]al & diff]5t ,p>ts3 =1 ?\gh e ,"p & ,p>ticle ( a ,man's ,body1 is p]ceptive2 yet1 e p>ticul> ,"p ( a ,man1 is n g5]ally p]ceiv$2 =1 ! ,int]ior ,p>ts d n g5]ally p]ceive ! ,ext]ior2 nor ! ,ext]ior1 g5]ally or p]fectly1 ! ,int]ior2 & yet1 bo? ,int]ior & ,ext]ior ,corporeal ,motions1 agree z "o ,society2 =1 e ,"p1 or ,corporeal ,motion1 kn[s its own ,(fice2 l z ,(fic]s 9 a ,common-weal?1 al?\gh !y may n be acqua9t$ ) ea* o!r1 yet !y "k _! ,employm5ts3 ,s e p>ticul> ,man 9 a ,common-weal?1 kn[s 8 own ,employm5t1 al?\gh he kn[s n e ,man 9 ! ,common-weal?4 ,! same d ! ,p>ts ( a ,man's ,body1 & ,m9d4 ,b1 if !re be any ,irregul>ity1 or ,disord] 9 a ,common-weal?1 e ,p>ticul> is di/urb$1 p]ceiv+ a ,disord] 9 ! ,common-weal?4 ,! same among/ ! ,p>ts ( a ,man's ,body2 & yet _m ( ^? ,p>ts d n "k ! p>ticul> ,cause ( t g5]al ,di/urbance4 ,z = ! ,disord]s1 !y may proce$ f "s ,irregul>ities2 b = ,peace1 !re mu/ be a g5]al ,agreem5t1 t is1 e ,"p mu/ be ,regul>4 ,,*ap4 ,,vi4 ,( ,divid$ & ,compos$ ,p]ceptions4 ,z ,i h =m]ly said1 ,!re is 9 ,nature bo? ,divid$ & ,compos$ ,p]ceptions2 & = pro(1 ,i w m5tion ,man's ,ext]ior ,p]ceptions2 ,z = example1 ,man ha? a ,compos$ ,p]ception ( ,see+1 ,he>+1 ,smell+1 ,ta/+1 & ,t\*+2 :]e( e sev]al sort is compos$1 ?\gh aft] diff]5t mann]s1 or ways2 & yet are divid$1 be+ sev]al sorts ( ,p]ceptions1 & n all "o ,p]ception4 ,yet aga91 !y are all ,compos$1 be+ unit$ z prop] ,p]ceptions ( "o ,man2 & n only s1 b unit$ to p]ceive ! diff]5t ,p>ts ( "o ,object3 =1 z ,p]ceptions are compos$ ( ,p>ts1 s are ,objects2 & z !re are diff]5t ,objects1 s !re are diff]5t ,p]ceptions2 b x is n possible = a ,man to "k all ! sev]al sorts ( ,p]ceptions prop] to e ,compos$ ,"p ( 8 ,body or ,m9d1 mu* less ( o!rs4 ,,*ap4 ,,vii4 ,( ! ,ignorances ( ! sev]al ,p]ceptive ,organs4 ,z ,i said1 ,t e sev]al compos$ ,p]ception1 0 unit$ to ! prop] use ( _! :ole ,society1 z "o ,man2 yet1 e sev]al ,p]ceptive ,organ ( ,man is ignorant ( ea* o!r2 z ! ,p]ception ( ,sight is ignorant ( t ( ,he>+2 ! ,p]ception ( ,he>+1 is ignorant ( ! ,p]ception ( ,see+2 & ! ,p]ception ( ,smell+ is ignorant ( ! ,p]ceptions ( ! o!r two1 & ^? ( ,sc5t1 & ! same ( ,ta/+1 & ,t\*+3 ,also1 e ,p]ception ( e p>ticul> ,organ1 is diff]5t2 b "s sorts ( ,human ,p]ceptions require "s di/ance betwe5 !m & ! ,object3 ,z = example1 ,! ,p]ception ( ,sight requires c]ta9 ,di/ances1 z also ,magnitudes2 :]eas ! ,p]ception ( ,t\* requires a ,joyn+-,object1 or ,"p4 ,b ?is is to be not$1 ,t al?\gh ^! sev]al ,organs are n p]fectly1 or ?r\ghly acqua9t$2 yet 9 ! ,p]ception ( ! sev]al p>ts ( "o ,object1 !y d all agree to make _! sev]al ,p]ceptions1 z x 7 by "o ,act1 at "o po9t ( "t4 ,,*ap4 ,,viii4 ,( ! p>ticul> & g5]al ,p]ceptions ( ! ,ext]ior ,p>ts ( ,human ,creatures4 ,!re is among/ ! ,ext]ior ,p]ceptions ( ,human ,creatures1 bo? p>ticul> sorts ( ,p]ceptions1 & g5]al ,p]ceptions3 ,=1 ?\gh none ( ! ,ext]ior ,p>ts1 or ,organs1 h ! s5se ( ,see+1 b ! ,eyes2 ( ,he>+1 b ! ,e>s2 ( ,smell+1 b ! ,nose2 ( ,ta/+1 b ! ,m\?3 yet all ! ,ext]ior ,p>ts h ! ,p]ception ( ,t\*+2 & ! reason is1 ,t all ! ,ext]ior ,p>ts are full ( pores1 or at lea/1 ( su* compos$ ,p>ts1 t are ! s5sible ,organs ( ,t\*+3 yet1 ^? sev]al ,p>ts h sev]al ,t\*es2 n only because !y h sev]al ,p>ts1 b because ^? ,organs ( ,t\*+1 are diff]5tly compos$4 ,b ?is is to be not$1 ,t e sev]al "p ha? p]ception ( ! o!r p>ts ( _! ,society1 z !y h ( ,=eign p>ts2 &1 z ! ,s5sitive1 s ! ,rational p>ts h su* p>ticul> & g5]al p]ceptions4 ,b x is to be not$1 ,t ! ,rational p>ts1 are p>ts ( ! same ,organs4 ,,*ap4 ,,ix4 ,( ! ,ext]ior ,s5sitive ,organs ( ,human ,creatures4 ,z = ! mann]1 or ways1 ( all ! sev]al sorts1 & p>ticul> p]ceptions1 made by ! diff]5t compos$ p>ts ( ,human ,creatures2 x is impossible1 = a ,human ,creature1 to "k any o!rwise1 b 9 "p3 =1 be+ compos$ ( p>ts1 into ,p>ties1 he c h b a p>t$ kn[l$g1 & a p>t$ p]ception ( himself3 =1 e diff]5t compos$ "p ( 8 ,body1 h diff]5t sorts ( ,self-kn[l$g1 z also1 diff]5t sorts ( ,p]ceptions2 b yet1 ! mann] & way ( "s ,human ,p]ceptions1 may probably be imag9$1 especially ^? ( ! ext]ior p>ts1 ,man names ! ,s5sitive ,organs2 :i* ,p>ts 79 my op9ion7 h _! p]ceptive actions1 aft] ! mann] ( patt]n+1 or pictur+ ! ext]ior ,=m1 or ,frame1 ( ,=eign ,objects3 ,z = example1 ,! pres5t ,object is a ,c&le2 ! ,human ,organ ( ,sight pictures ! ,flame1 ,light1 ,week1 or ,snuff1 ! ,tall[1 ! ,col\r1 & ! dim5sion ( ! ,c&le2 ! ,e> patt]ns out ! sp>kl+ noise2 ! ,nose patt]ns out ! sc5t ( ! ,c&le2 & ! ,tongue may patt]n out ! ta/ ( ! ,c&le3 b1 s soon z ! ,object is remov$1 ! figure ( ! ,c&le is alt]$ into ! pres5t ,object1 or z mu* ( "o pres5t ,object1 z is subject to ,human ,p]ception4 ,?us ! sev]al p>ts or prop]ties1 may be patt]n$ out by ! sev]al ,organs4 ,also1 e alt]$ action1 ( "o & ! same ,organ1 are alt]$ ,p]ceptions2 s z !re may be numb]s ( sev]al pictures or ,patt]ns made by ! ,s5sitive ,actions ( "o ,organ2 ,i w n say1 by "o act2 yet !re may be mu* v>iety 9 "o action4 ,b ?is is to be not$1 ,t ! ,object is n ! cause ( ,p]ception1 b is only ! occasion3 =1 ! ,s5sitive ,organs c make su* l figurative actions1 7 !re no ,object pres5t2 :i* proves1 t ! ,object is n ! ,cause ( ! ,p]ception4 ,also1 :5 z ! ,s5sitive p>ts ( ! ,s5sitive ,organs1 are ,irregul>1 !y w make false p]ceptions ( pres5t ,objects2 :]e=e ! ,object is n ! ,cause4 ,b "o ?+ ,i desire1 n to be mi/ak5 92 = ,i d n say1 t all ! p>ts belong+ to any ( ! p>ticul> ,organs1 move only 9 "o sort or k9d ( p]ception2 b ,i say1 ,"s ( ! p>ts ( ! ,organ1 move to su*1 or su* p]ception3 =1 all ! actions ( ! ,e>s1 are n only he>+2 & all ! actions ( ! ,eye1 see+2 & all ! actions ( ! ,nose1 smell+2 & all ! actions ( ! ,m\?1 ta/+2 b1 !y h o!r sorts ( actions3 yet1 all ! sorts ( e ,organ1 are accord+ to ! prop]ty ( _! figurative ,composition4 ,,*ap4 ,x4 ,( ! ,rational ,p>ts ( ! ,human ,organs4 ,z = ! ,rational p>ts ( ! ,human ,organs1 !y move accord+ to ! ,s5sitive p>ts1 :i* is1 to move accord+ to ! ,figures ( ,=eign ,objects2 & _! actions are 7if ,regul>7 at ! same po9t ( "t1 ) ! ,s5sitive3 b1 ?\gh _! ,actions are alike1 yet !re is a diff]5ce 9 _! ,degree2 =1 ! figure ( an ,object 9 ! ,m9d1 is f> m pure ?an ! figure 9 ! ,s5se4 ,b1 to prove t ! ,rational 7if ,regul>7 moves ) ! ,s5se1 is1 ,t all ! sev]al ,s5sitive p]ceptions ( ! ,s5sitive ,organs1 7z all ! sev]al ,sights1 ,s\nds1 ,sc5ts1 ,ta/s1 & ,t\*es7 are ?\ghts ( ! same4 ,,*ap4 ,,xi4 ,( ! diff]5ce betwe5 ! ,human ,conception1 & ,p]ception4 ,!re are "s diff]5ces betwe5 ,p]ception1 & ,conception3 =1 ,p]ception do? prop]ly belong to pres5t ,objects2 :]eas ,conceptions h no su* /rict dep5d5cy3 ,b1 ,conceptions are n prop] to ! ,s5sitive ,organs1 or p>ts ( a ,human ,creature2 :]e=e1 ! ,s5sitive nev] move 9 ! mann] ( ,conception1 b aft] an irregul> mann]2 z :5 a ,human ,creature is 9 "s viol5t ,passion1 ,mad1 ,weak1 or ! l ,di/emp]s4 ,b ?is is to be not$1 ,t all sorts ( ,fancies1 ,imag9ations1 c4 :e!r ,s5sitive1 or ,rational1 are aft] ! mann] ( ,conceptions1 t is1 d move by ,rote1 & n by ,example4 ,also1 x is to be not$1 ,t ! ,rational p>ts c move 9 m v>i\s ,figurative ,actions ?an ! ,s5sitive2 :i* is ! cause t a ,human ,creature ha? m ,conceptions ?an ,p]ceptions2 s t ! ,m9d c please x self ) m v>iety ( ,?\ghts ?an ! ,s5sitive ) v>iety ( ,objects3 = v>iety ( ,objects consi/s ( ,=eign ,p>ts2 :]eas v>iety ( ,conceptions consi/s only ( _! own ,p>ts3 ,also1 ! ,s5sitive ,p>ts are soon] satisfi$ ) ! p]ception ( p>ticul> ,objects1 ?an ! ,m9d ) p>ticul> ,remembrances4 ,,*ap4 ,,xii4 ,( ! ,sev]al ,v>ieties ( ,actions ( ,human ,creatures4 ,to speak ( all ! ,sev]al ,actions ( ! ,s5sitive & ,rational p>ts ( "o ,creature1 is n possible1 be+ numb]less3 b1 "s ( ^? t are mo/ notable1 ,i w m5tion1 z1 ,respirations1 ,dige/ions1 ,n\ri%m5ts1 ,appetites1 ,satiety1 ,av]sions1 ,conceptions1 ,op9ions1 ,fancies1 ,passions1 ,memory1 ,remembrance1 ,reason+1 ,exam9+1 ,consid]+1 ,obs]v+1 ,di/+ui%+1 ,contriv+1 ,argu+1 ,approv+1 ,disapprov+1 ,discov]ies1 ,arts1 ,sci5ces4 ,! ,ext]ior ,actions are1 ,walk+1 ,runn+1 ,danc+1 ,turn+1 ,tumbl+1 ,be>+1 ,c>ry+1 ,hold+1 ,/rik+1 ,trembl+1 ,sigh+1 ,groan+1 ,weep+1 ,fr[n+1 ,laugh+1 ,speak+1 ,s++ & ,:i/l+3 ,z = ,po/ures1 !y _c be well describ$2 only1 ,/&+1 ,sitt+1 & ,ly+4 ,,*ap4 ,,xiii4 ,( ! mann] ( ,in=mation betwe5 ! ,rational & ,s5sitive ,p>ts4 ,! mann] ( ,in=mation among/ ! ,self-mov+ ,p>ts ( a ,human ,creature1 is aft] div]s & sev]al mann]s1 or ways1 among/ ! sev]al p>ts3 b1 ! mann] ( ,in=mation betwe5 ! ,s5sitive & ,rational p>ts1 is1 = ! mo/ "p1 by ,imitation2 z1 imitat+ ea* o!r's actions3 ,z = example1 ,! ,rational p>ts inv5t "s ,sci5ces2 ! ,s5sitive endeav\r to put ^? ,sci5ces into an ,art4 ,if ! ,rational p]ceive ! ,s5sitive actions are n j1 accord+ to t ,sci5ce1 !y in=m ! ,s5sitive2 !n ! ,s5sitive ,p>ts endeav\r to "w1 accord+ to ! directions ( ! ,rational3 b1 if !re be "s ob/ruction or h9drance1 !n ! ,rational & ,s5sitive agree to decl>e _! ,design1 & to require assi/ance ( o!r ,associates1 :i* are o!r ,m52 z also1 o!r ,creatures4 ,z = ! sev]al ,mann]s & ,in=mations betwe5 ,man & ,man1 !y are s ord9>y1 ,i %all n ne$ to m5tion !m4 ,,*ap4 ,,xiv4 ,( ,irregul>ities & ,regul>ities ( ! ,self-mov+ ,p>ts ( ,human ,creatures4 ,nature be+ pois$1 !re mu/ ( necessity be ,irregul>ities1 z well z ,regul>ities1 bo? ( ! ,rational & ,s5sitive p>ts2 b :5 ! ,rational are ,irregul>1 & ! ,s5sitive ,regul>1 ! ,s5sitive endeav\r to rectifie ! ,errors ( ! ,rational4 ,& if ! ,s5sitive be ,irregul>1 & ! ,rational ,regul>1 ! ,rational d endeav\r to rectifie ! ,errors ( ! ,s5sitive3 =1 ! p>ticul> p>ts ( a ,society1 are v mu* assi/ant to ea* o!r2 z we may obs]ve by ! ,ext]ior p>ts ( ,human ,bodies2 ! ,h&s endeav\r to assi/ any "p 9 di/ress2 ! ,leggs w run1 ! ,eyes w wat*1 ! ,e>s w li/51 = any advantage to ! ,society2 b :5 !re is a g5]al ,irregul>ity1 !n ! ,society falls to ru9e4 ,,*ap4 ,,xv4 ,( ! ,agree+1 or ,disagree+1 ( ! ,s5sitive & ,rational ,p>ts ( ,human ,creatures4 ,!re is1 = ! mo/ "p1 a g5]al agreem5t betwe5 ! ,rational & ,s5sitive ,p>ts ( ,human ,creatures2 n only 9 _! p>ticul>1 b g5]al actions2 only ! ,rational are ! ,design+-p>ts2 & ! ,s5sitive1 ! ,lab\r+ p>ts3 ,z = pro(1 ,! ,m9d designs to g to su*1 or su* ,=eign ,p>ts1 or ,places2 ^u :i* design ! ,s5sitive ,p>ts w lab\r to execute ! ,m9d's int5tion1 s z ! :ole ,s5sitive ,body lab\rs to g to ! design$ place1 )\t ! ,m9d's fur!r ,conc]n3 =1 ! ,m9d takes no notice ( e action ( ! ,s5sitive p>ts2 nei!r ( ^? ( ! ,eyes1 ,e>s2 or ( ! ,leggs1 or feet2 nor ( _! p]ceptions3 =1 _m times1 ! ,m9d is busi$ 9 "s ,conception1 ,imag9ation1 ,fancy1 or ! l2 & yet ! ,s5sitive ,p>ts execute ! ,m9d's ,design exactly4 ,b1 = bett] pro(1 ,:5 z ! ,s5sitive p>ts are sick1 weak1 or defective1 ?r\gh "s irregul>ities1 ! ,s5sitive p>ts _c execute ! ,m9d's ,design3 also1 :5 ! ,s5sitive p>ts are c>eless1 !y (t mi/ake _! way2 or :5 !y are irregul>ly oppos$1 or busi$ ab\t "s ,appetite1 !y w n obey ! ,m9d's desire2 all :i* are diff]5t degrees ( ,p>ts4 ,b1 z x is among/ ! p>ticul> p>ts ( a ,society2 s1 _m times1 betwe5 sev]al ,societies2 =1 sometimes1 ! ,s5sitive p>ts ( two ,m5 w take no notice ( ea* o!r3 ,z = example1 ,:5 two m5 speak toge!r1 "o man reg>ds n :at ! o!r says2 s _m times1 ! ,s5sitive p>ts reg>d n ! ,propositions ( ! ,rational2 b !n ! ,s5sitive is n p]fectly ,regul>4 ,,*ap4 ,,xvi4 ,( ! ,p[] ( ! ,rational2 or r1 ( ! ,indulg5cy ( ! ,s5sitive4 ,! ,rational ,corporeal ,motions1 be+ ! pure/1 mo/ free1 & s mo/ active1 h great p[] ov] ! ,s5sitive2 z to p]swade1 or comm& !m to ob$i5ce3 ,z = example1 ,:5 a man is /udy+ ab\t "s ,inv5tions ( ,poetical ,fancies1 or ! l2 ?\gh ! ,s5sitive ,corporeal ,motions1 9 ! ,s5sitive ,organs1 desire to desi/ f patt]n+ ( ,objects1 & w\ld move t[>ds sleep2 yet ! ,rational w n suff] !m1 b causes !m to "w1 viz4 to write1 or to read1 or d "s o!r ,lab\r3 ,also1 :5 ! ,rational ,m9d is m]ry1 x w cause ! ,leggs to dance1 ! ,organs ( ! ,voice to s+1 ! ,m\? to speak1 to eat1 to dr9k1 & ! l3 ,if ! ,m9d moves to sadness1 x causes ! ,eyes to weep1 ! ,lungs to sigh1 ! ,m\? to speak words ( ,compla9t4 ,?us ! ,rational ,corporeal ,motions ( ! ,m9d1 w occasion ! ,s5ses to wat*1 to "w1 or to sport & play4 ,b mi/ake me n2 = ,i d n mean1 ! ,s5ses are b\nd to obey ! ,rational ,designs2 =1 ! ,s5sitive ,corporeal ,motions1 h z mu* fre$om ( ,self-mov+1 z ! ,rational3 =1 ! ,comm& ( ! ,rational1 & ! ,ob$i5ce ( ! ,s5sitive1 is r an ,agreem5t1 ?an a ,con/ra9t3 =1 9 _m cases1 ! ,s5sitive w n agree1 & s n obey3 also1 9 _m cases1 ! ,rational submits to ! ,s5sitive3 also1 ! ,rational sometimes w be irregul>2 &1 on ! o!r side1 sometimes ! ,s5sitive w be irregul>1 & ! ,rational regul>2 & sometimes bo? irregul>4 ,,*ap4 ,,xvii4 ,( ,human ,appetites & ,passions4 ,! ,s5sitive ,appetites1 & ! ,rational ,passions d s resemble ea* o!r1 z !y w\ld puzzle ! mo/ wise ,philosoph] to di/+ui% !m2 & !re is n only a ,resemblance1 b1 = ! mo/ "p1 a sympa!tical ,agreem5t betwe5 ! ,appetites1 & ! ,passions2 :i* /rong conjunction1 do? (t5 occasion di/urbances to ! :ole life ( ,man2 ) endless ,desires1 unsatiable ,appetites1 viol5t ,passions1 unquiet ,humors1 ,grief1 ,pa91 ,sadness1 ,sickness1 & ! l2 ?r\gh :i*1 ,man seems to be m re/less1 ?an any o!r ,creature3 b1 :e!r ! cause be 9 ! ,mann]1 or ,=m ( ,man's ,composition1 or occasion$ by "s ,irregul>ities2 ,i w leave to ^? :o are wis] ?an ,i1 to judg4 ,b ?is is to be not$1 ,t ! m ,*anges & ,alt]ations ! ,rational & ,s5sitive ,motions make1 ! m v>iety ( ,passions & ,appetites ! ,man ha?3 also1 ! quick] ! ,motions are1 ! %>p] ,appetite1 & ! quick] ,wit1 ,man ha?4 ,b1 z all ! ,human ,s5ses are n b\nd to "o ,organ2 s all ,kn[l$ges are n b\nd to "o ,s5se1 no m ?an all ! ,p>ts ( ,matt] to ! composition ( "o p>ticul> ,creature3 b1 by "s ( ! ,rational & ,s5sitive actions1 we may p]ceive ! diff]5ce ( "s ( ! ,s5sitive & ,rational actions2 z1 ,s5sitive ,pa91 ,rational ,grief2 ,s5sitive ,pleasure1 ,rational delight2 ,s5sitive ,appetite1 ,rational ,desire2 :i* are sympa!tical actions ( ! ,rational & ,s5sitive ,p>ts3 ,also1 ?r\gh sympa?y1 ,rational ,passions w occasion ,s5sitive ,appetites2 & ,appetites1 ! l ,passions4 ,,*ap4 ,,xviii4 ,( ! ,rational ,actions ( ! ,head & ,he>t ( ,human ,creatures4 ,z ,i =m]ly said1 ,9 e ,figurative ,"p ( a ,human ,creature1 ! ,actions are diff]5t1 accord+ to ! ,prop]ty ( _! diff]5t ,compos]s2 s t ! ,motions ( ! ,he>t are diff]5t to ! ,motions ( ! ,head1 & ( ! o!r sev]al ,p>ts3 b1 z = ! ,motions ( ! ,head1 !y are 79 my ,op9ion7 m aft] ! mann] ( ,emboss'd ,figures2 & ^? ( ! ,he>t1 m aft] ! mann] ( ,flat ,figures2 l ,pa9t+1 ,pr9t+1 ,engrav+1 c4 ,=1 if we obs]ve1 ! ,?\ghts 9 our ,heads are diff]5t f ! ,?\ghts 9 our ,he>ts4 ,i only "n ^! two ,p>ts1 by reason !y seem to sympa?ize1 or to agree1 m p>ticul>ly to ea* o!r's actions1 ?an "s ( ! o!r ,p>ts ( ,human ,creatures4 ,,*ap4 ,,xix4 ,( ,passions & ,imag9ations4 ,"s sorts ( ,passions seem to be 9 ! ,he>t2 z1 ,love1 ,hate1 ,grief1 ,joy1 ,fe>1 & ! l2 & all ,imag9ations1 ,fancies1 ,op9ions1 ,inv5tions1 c4 9 ! ,head4 ,b1 mi/ake me n1 ,i d n say1 t none ( ! o!r ,p>ts ( a ,man h n ,passions & ,conceptions3 b1 ,i say1 !y are n aft] ! same mann]1 or way1 z 9 ! ,he>t1 or ,head3 z = example1 ,e ,"p ( a ,man's ,body is s5sible1 yet n aft] "o & ! same mann]3 =1 e ,"p ( a ,man's ,body ha? diff]5t p]ceptions1 z ,i h =m]ly decl>$1 & yet may agree 9 g5]al actions3 b1 unless ! sev]al compos$ ,p>ts ( a ,human ,creature1 _h n sev]al p]ceptive actions1 x 7 impossible to make a g5]al p]ception1 ei!r among/ ! sev]al ,p>ts ( _! own ,society1 or ( ,=eign ,objects4 ,b1 x is impossible = me to describe ! diff]5t mann]s & ways ( ! p>ticul> ,p>ts1 or ! diff]5t actions ( any "o ,"p3 =1 :at ,man c describe ! diff]5t p]ceptive actions ( t compos$ ,"p1 ! ,eye1 & s ( ! re/ ( ! ,p>ts4 ,,*ap4 ,,xx4 ,t ,associations1 ,divisions1 & ,alt]ations1 cause sev]al ,effects4 ,! ,rational & ,s5sitive ,corporeal ,motions1 are ! p]ceptive ,p>ts ( ,nature2 & t :i* causes acqua9tance among/ "s p>ts1 is _! ,unit+ & ,association3 ,t :i* loses acqua9tance ( o!r ,p>ts1 is _! ,divisions & ,alt]ations3 =1 z ,self-compositions cause p>ticul> ,kn[l$ges1 or ,acqua9tances3 ,s ,self-divisions cause p>ticul> ,ignorances1 or ,=getfulnesses3 =1 z all k9ds & sorts ( ,creatures are produc$1 n\ri%$1 & encreas$ by ! ,association ( ,p>ts2 s are all k9ds & sorts ( ,p]ceptions2 & accord+ z _! ,associations1 or _! ,compositions d la/1 s do? _! ,acqua9tance2 :i* is ! cause1 t ! ,obs]vations & ,exp]i5ces ( sev]al & p>ticul> ,creatures1 su* z ,m51 9 sev]al & p>ticul> ,ages1 joyn$ z into "o ,man or ,age1 causes /rong & long-liv'd ,op9ions1 subtile & +5i\s ,inv5tions1 happy & pr(itable ,advantages2 z also1 probable ,conjectures1 & _m ,tru?s1 ( _m ,causes & ,effects3 ,:]eas1 ! ,divisions ( p>ticul> ,societies1 causes :at we "n ,dea?1 ,ignorance1 ,=getfulness1 ,obscurity ( p>ticul> ,creatures1 & ( p]ceptive ,kn[l$ges2 s t z p>ticul> p]ceptive ,kn[l$ges d alt] & *ange1 s d p>ticul> ,creatures3 =1 ?\gh ! ,k9ds & ,sorts la/1 yet ! ,p>ticul>s d n4 ,,*ap4 ,,xxi4 ,( ! ,diff]5ces betwe5 ,self-,love1 & ,passionate ,love4 ,self-love1 is l ,self-kn[l$g1 :i* is an innate ,nature2 & !re=e is n t ,love ,man names ,passionate ,love3 =1 ,passionate ,love belongs to sev]al ,p>ts2 s t ! sev]al p>ts ( "o ,society1 z "o ,creature1 h bo? ,passionate ,love1 & ,self-love1 z be+ sympa!tically unit$ 9 "o ,society3 ,also1 n only ! ,p>ts ( "o & ! same ,society1 may h ,passionate ,love to ea* o!r2 b1 betwe5 sev]al ,societies2 & n only sev]al ,societies ( "o ,sort1 b ( diff]5t ,sorts4 ,! ,six? ,"p4 ,,*ap4 ,i4 ,( ! ,motions ( "s p>ts ( ! ,m9d2 & ( ,=re9 ,objects4 ,notions1 ,imag9ations1 ,conceptions1 & ! l1 are su* ,actions ( ! ,m9d1 z conc]n n ,=re9 ,objects3 & "s ,notions1 ,imag9ations1 or ,conceptions ( "o man1 may be l to ano!r man1 or _m m54 ,also1 ! ,m9d ( "o man may move 9 ! l ,figurative ,actions1 z ! ,s5sitive ,actions ( o!r sorts ( ,creatures2 & t1 ,man names ,und]/&+3 & if ^? ,conceptions be aft]w>ds produc$1 ,man names !m ,prud5ce1 or ,=e-sight2 b if ^? ,p>ts move 9 su* ,inv5tions z are capable to be put into ,arts1 ,man names t1 ,+5uity3 b1 if n capable to be put into ! practice ( ,arts1 ,man names x1 ,sci5ces3 if ^? ,motions be s subtile1 t ! ,s5sitive _c imitate !m1 ,man names !m1 ,fancies3 b1 :5 ^? ,rational ,p>ts move promiscu\sly1 z p>tly aft] _! own inv5tions1 & p>tly aft] ! mann] ( ,=re9 or outw>d ,objects2 ,man names !m1 ,conjectures1 or ,probabilities3 & :5 !re are v _m sev]al ,figurative1 ,rational ,motions1 !n ,man says1 ,! ,m9d is full ( ,?\ghts3 :5 ^? ,rational ,figurative ,motions1 are ( _m & diff]5t ,objects1 ,man names !m1 ,exp]i5ces1 or ,le>n+3 b1 :5 !re are b few diff]5t sorts ( su* ,figurative ,motions1 ,man names !m ,ignorances4 ,,*ap4 ,,ii4 ,( ! ,motions ( "s ,p>ts ( ! ,m9d4 ,:5 ! ,rational ,figurative ,corporeal ,motions ( an ,human ,creature1 take no notice ( ,=re9 ,objects1 ,man name? t1 ,mus+1 or ,contemplat+4 ,&1 :5 ! ,rational ,p>ts repeat "s =m] ,actions1 ,man names t1 ,remembrances4 ,b1 :5 ^? ,p>ts alt] ^? ,repetitions1 ,man names t1 ,=getfulness4 ,&1 :5 ^? ,rational ,p>ts move1 accord+ to a pres5t ,object1 ,man names x1 ,memory4 ,& :5 ^? ,p>ts divide 9 div]s sorts ( ,actions1 ,man names x1 ,argu+1 or ,disput+ 9 ! ,m9d4 ,& :5 ^? div]s sorts ( ,actions are at "s /rife1 ,man names x1 ,a contradict+ ( himself4 ,& if !re be a weak /rife1 ,man names x1 ,consid]ation4 ,b1 :5 ^? diff]5t ,figurative ,motions move ( "o accord1 & sympa!tically1 ?is ,man names1 ,discretion4 ,b1 :5 ^? diff]5t sorts ( ,actions move sympa!tically1 & cont9ue 9 t mann] ( action1 )\t any alt]ation1 ,man names x1 ,belief1 ,fai?1 or ,ob/9acy4 ,& :5 ^? ,p>ts make (t5 *anges1 z alt]+ _! ,motions1 ,man names x ,incon/ancy4 ,:5 _! ,rational ,p>ts move sl[ly1 ord]ly1 equally1 & sympa!tically1 ,man names x ,sobriety4 ,:5 all ! ,p>ts ( ! ,m9d move regul>ly1 & sympa!tically1 ,man names x1 ,wisdom4 ,:5 "s ,p>ts move p>tly regul>ly1 & p>tly irregul>ly1 ,man names t1 ,fooli%ness1 & ,simplicity4 ,:5 !y move g5]ally irregul>ly1 ,man names x ,madness4 ,,*ap4 ,,iii4 ,( ! ,motions ( ,human ,passions1 & ,appetites2 z also1 ( ! ,motions ( ! ,rational & ,s5sitive ,p>ts1 t[>ds ,=re9 ,objects4 ,:5 "s ( ! ,rational ,p>ts move sympa!tically1 to "s ( ! ,s5sitive ,p]ceptions2 & ^? ,s5sitive ,p>ts sympa?ize to ! ,object1 x is ,love4 ,if !y move antipa!tically to ! ,object1 x is ,hate4 ,:5 ^? ,rational & ,s5sitive ,motions1 make _m & quick repetitions ( ^? sympa!tical actions1 x is ,desire & ,appetite4 ,:5 ^? ,p>ts move v>i\sly1 7z conc]n+ ! ,object7 b yet sympa!tically 7conc]n+ _! own ,p>ts7 x is ,incon/ancy4 ,:5 ^? ,motions move cross t[>ds ! ,object1 & are p]turb$1 x is ,ang]4 ,b :5 ^? p]turb$ ,motions are 9 confusion1 x is ,fe>4 ,:5 ! ,rational ,motions are p>tly sympa!tical1 & p>tly antipa!tical1 x is ,hope1 & ,d\bt4 ,& if !re be m sympa!tical ,motions ?an antipa!tical1 !re is m ,hope ?an ,d\bt4 ,if m antipa!tical ?an sympa!tical1 !n m ,d\bt ?an ,hope4 ,if ^? ,rational ,motions move aft] a dilat+ mann]1 x is ,joy4 ,if aft] a contract+ mann]1 x is ,grief4 ,:5 ^? ,p>ts move p>tly aft] a contract+1 & p>tly aft] an attract+ mann]1 z attract+ f ! ,object1 x is ,covet\sness4 ,b1 if ^? ,motions are sympa!tical to ! ,object1 & move aft] a dilat+ mann] t[>ds ! ,object1 x is ,g5]osity4 ,if ^? ,motions are sympa!tical to ! ,object1 & move aft] ! mann] ( a ,contraction1 x is ,pity or ,compassion4 ,if ^? ,motions move antipa!tically t[>ds ! ,object1 yet aft] a dilat+ mann]1 x is ,pride4 ,:5 ^? ,motions move sympa!tically t[>ds ! ,object1 aft] a dilat+ mann]1 x is ,admiration4 ,if ! dilat+ ,action is n extream1 x is only ,approv+4 ,if ^? ,motions are antipa!tical t[>ds ! ,object1 & are aft] ! mann] ( an extream contraction1 x is ,horror4 ,b1 if ^? ,actions are n s extraord9>y z to be extream1 x is only ,disapprov+1 ,despis+1 ,reject+1 or ,scorn+4 ,if ! ,rational ,p>ts move c>elesly t[>ds ,=re9 ,objects1 z also p>tly antipa!tically1 ,man name? x1 ,ill-nature4 ,b1 if sympa!tically & indu/ri\sly1 ,man name? x1 ,good-nature4 ,b ?is is to be not$1 ,t !re are _m sorts ( ,motions ( "o & ! same k9d2 & _m sev]al p>ticul> ,motions1 ( "o sort ( ,motion2 :i* causes "s diff]5ce 9 ! ,effects3 b1 !y are s ne>ly relat$1 t x requires a m subtile ,obs]vation ?an ,i h1 to di/+ui% !m4 ,,*ap4 ,,iv4 ,( ! ,repetitions ( ! ,s5sitive & ,rational ,actions4 ,bo? ! ,rational & ,s5sitive ,corporeal ,motions1 make (t5 ,repetitions ( "o & ! same ,actions3 ,! ,s5sitive ,repetitions1 ,man name?1 ,cu/om4 ,! ,rational ,repetitions1 ,man name?1 ,remembrances3 =1 ,repetitions cause a facility among/ ! ,s5sitive ,p>ts2 b yet1 9 "s ,repeat+ ,actions1 ! ,s5ses seem to be tir$1 be+ naturally delight$ 9 v>iety4 ,also1 by ! ,rational ,repetitions1 ! ,m9d is ei!r delight$1 or displeas$2 & sometimes1 p>tly pleas$1 & p>tly displeas$3 =1 ! ,m9d is z mu* pleas$1 or displeas$ 9 ! abs5ce ( an ,object1 z 9 ! pres5ce2 only ! ,pleasure1 & ,displeasure ( ! ,s5ses1 is n joyn$ ) ! ,rational3 =1 ! ,s5se1 if ,regul>1 makes ! mo/ p]fect ,copies :5 ! ,object is pres5t3 b1 ! ,rational c make z p]fect ,copies 9 ! abs5ce1 z 9 ! pres5ce ( ! ,object2 :i* is ! cause t ! ,m9d is z mu* delight$1 or griev$1 9 ! abs5ce ( an ,object1 z ) ! pres5ce3 ,z = example1 ,a ,man is z mu* griev$ :5 he kn[s 8 ,fri5d is w\nd$1 or dead1 z if he _h se5 8 ,w\nds1 or _h se5 him dead3 =1 ! ,picture ( ! dead ,fri5d1 is 9 ! m9d ( ! liv+ ,fri5d2 & if ! dead ,fri5d 0 be=e 8 ,eyes1 he c\ld b h 8 ,picture 9 8 m9d2 :i* is ! same = an abs5t ,fri5d alive2 only1 z ,i said1 !re is want+ ! ,s5sitive ,p]ception ( ! abs5t ,object3 ,& c]ta9ly1 ! ,p>ts ( ! ,m9d h great] advantage ?an ! ,s5sitive ,p>ts2 =1 ! ,m9d c enjoy t :i* is n subject to ! ,s5se2 z ^? ?+s ,man names1 ,ca/les 9 ! ,air1 or ,poetical ,fancies2 :i* is ! reason ,man c enjoy ,worlds ( its own mak+1 )\t ! assi/ance ( ! ,s5sitive ,p>ts2 & c gov]n & comm& ^? ,worlds2 z also1 dissolve & compose sev]al ,worlds1 z he pleases3 b c]ta9ly1 z ! pleasures ( ! ,rational ,p>ts are beyond ^? ( ! ,s5sitive1 s are _! ,tr\bles4 ,,*ap4 ,v4 ,( ! ,passionate ,love1 & ,sympa!tical ,endeav\rs1 among/ ! ,associate ,p>ts ( a ,human ,creature4 ,9 e ,regul> ,human ,society1 !re is a ,passionate ,love among/ ! ,associat$ ,p>ts1 l fell[-,/ud5ts ( "o ,coll$g1 or fell[-,s]vants 9 "o ,h\se1 or ,bre?r5 9 "o ,family1 or ,subjects 9 "o ,nation1 or ,communicants 9 "o ,*ur*3 ,s ! ,self-mov+ ,p>ts ( a ,human ,creature1 be+ associat$1 love "o ano!r1 & !re=e d endeav\r to keep _! ,society f dissolv+4 ,b p]ceiv+1 by ! example ( ! lives ( ! same sort ( ,creatures1 t ! prop]ty ( _! ,nature is su*1 t !y mu/ dissolve 9 a %ort "t1 ?is causes ^! ,human sorts ( ,creatures1 7be+ v +5u\s7 to endeav\r an aft]-life3 b1 p]ceiv+ aga91 t _! aft]-life _c be ! same z ! pres5t life is1 !y endeav\r 7s9ce !y _c keep _! own ,society f dissolv+7 t _! ,society may rema9 9 remembrance among/ ! p>ticul> & g5]al ,societies ( ! same sort ( ,creatures1 :i* we "n ,mank9d3 ,& ?is ,design causes all ! ,s5sitive & ,rational ,p>ts1 9 "o ,society1 to be indu/ri\s1 to leave "s ,m>k = a la/+ ,remembrance1 among/ _! fell[-,creatures3 :i* g5]al remembrance1 ,man calls ,fame2 = :i* ,fame1 ! ,rational ,p>ts are indu/ri\s to design ! mann] & way1 & ! ,s5sitive ,p>ts are indu/ri\s to put ^? ,designs 9 execution2 z1 _! ,inv5tions1 into ,arts or ,sci5ces2 or to cause _! ,h]oick or ,prud5t1 ,g5]\s or ,pi\s ,actions2 _! ,le>n+1 or witty ,fancies1 or subtile ,conceptions1 or _! indu/ri\s ,obs]vations1 or _! +5i\s ,inv5tions1 to be set 9 ,pr9t2 or _! ,ext]ior ,effigies to be ca/1 cut1 or engrav5 9 ,brass1 or ,/one1 or to be pa9t$2 or !y endeav\r to build ,h\ses1 or cut ,riv]s1 to be> _! ,names2 & millions ( o!r ,m>ks1 = remembrance1 !y are indu/ri\s to leave to ! p]ception ( aft]-,ages3 ,& _m m5 are s desir\s ( ?is aft]-life1 t !y w\ld will+ly quit _! pres5t life1 by reason ( its %ortness1 to ga9 ?is aft]-life1 because ( ! probability ( a long cont9uance2 & n only to live s 9 _m sev]al ,ages1 b 9 _m sev]al ,nations4 ,& among/ ! numb] ( ^? t pref] a long aft]-life1 be=e a %ort pres5t life1 ,i am "o4 ,b1 "s m5 dispute aga9/ ^! ,desires1 say+1 ,t x do? a man no good to be remembr$ :5 he is dead4 ,i answ]3 ,x is v pleas+1 :il/ z man lives1 to h 9 8 ,m9d1 or 9 8 ,s5se1 ! ,effigies ( ! ,p]son1 & ( ! good ,actions ( 8 ,fri5d1 al?\gh he _c h 8 pres5t company4 ,also1 x is v pleasant to any body to believe1 t ! ,effigies ei!r ( 8 own ,p]son1 or ,actions1 or bo?1 are 9 ! ,m9d ( 8 ,fri5d1 :5 he is abs5t f him2 &1 9 ?is case1 ,abs5ce & ,dea? are mu* alike4 ,b1 9 %ort1 ,god lives no o!r ways among/ 8 ,creatures1 b 9 _! ,rational ,?\ghts1 & ,s5sitive ,wor%ip4 ,,*ap4 ,,vi4 ,( ,,acqua9tance4 ,z !re are ,p]ceptive ,acqua9tances among/ ! ,p>ts ( a ,human ,creature2 s !re is a ,p]ceptive ,acqua9tance betwe51 or among/ ! ,human sorts ( ,creatures4 ,b1 mi/ake me n2 = ,i d n say1 ,m5 only are acqua9t$ ) ea* o!r2 =1 !re is n only an ,acqua9tance among/ e p>ticul> sort1 z betwe5 "o & ! same sort ( ,creatures1 b !re are "s ,acqua9tances betwe5 "s sorts ( diff]5t k9ds3 z = example1 ,betwe5 "s sorts ( ,bea/s1 & ,m52 z also1 "s sorts ( ,birds1 & ,m51 :i* und]/& ea* o!r1 ,i w n say1 s well z ,man & ,man2 b s well1 z to und]/& ea* o!r's ,passions3 b c]ta9ly1 e p>ticul> sort ( ,creatures1 ( "o & ! same k9d1 und]/& ea* o!r1 z well z ,m5 und]/& "o ano!r2 & yet1 = all t1 !y may be unacqua9t$3 =1 ,acqua9tance proce$s f ,association2 s t1 "s ,m51 & "s ,bea/s1 by ,association1 may be acqua9t$ ) ea* o!r2 :5 z "s ,m51 n associat+1 are me] /rang]s4 ,! tru? is1 ,acqua9tance belongs r to ,p>ticul>ities1 ?an ,g5]alities4 ,,*ap4 ,,vii4 ,( ! ,effects ( ,=re9 ,objects ( ! ,s5sitive ,body2 & ( ! ,rational ,m9d ( a ,human ,creature4 ,accord+ z ! ,rational ,p>ts are affect$1 or disaffect$ ) ,=re9 ,objects1 ! ,s5sitive is apt to express ! l affections1 or disaffections3 =1 mo/ ,=re9 ,objects occasion ei!r pleasure & delight1 or displeasure & dislike3 b1 ! effects ( ,=re9 ,objects are v _m1 &1 _m times v diff]5t2 z1 "s ,objects ( ,devotion1 occasion a ,fe>1 or ,sup]/ition1 & ,rep5tance 9 ! ,m9d2 & ! ,m9d occasions ! ,s5sitive ,p>ts to sev]al actions1 z1 ,pray+1 ,ackn[l$g+ ,faults1 ,begg+ p>don1 mak+ ,v[s1 implor+ ,m]cy1 & ! l1 9 words3 also1 ! ,body b[s1 ! ,knees b5d1 ! ,eyes weep1 ! h&s hold up1 & _m ! l dev\t actions4 ,o!r sorts ( ,objects occasion pity & compassion 9 ! ,m9d1 :i* occasions ! ,s5sitive ,p>ts to att5d ! sick1 relieve ! poor1 help ! di/ress$1 & _m m actions ( ,compassion4 ,o!r sorts ( ,=re9 ,objects1 occasion ! ,rational ,m9d to be dull & melan*oly2 & !n ! ,s5sitive ,p>ts are dull1 mak+ no v>iety ( ,appetites1 or reg>d ,=re9 ,objects4 ,o!r sorts ( ,objects occasion ! ,m9d to be va9 & ambiti\s1 & (t5 to be pr\d2 & ^? occasion ! ,s5sitive ,actions to be adv5tur\s & bold2 ! ,c\nt5ance ( ! face1 scornful2 ! ,g>b ( ! ,body1 /ately2 ! ,words1 vaunt+1 boa/+1 or bragg+4 ,o!r ,objects occasion ! ,m9d to be furi\s2 & !n ! ,s5sitive ,actions are1 ,curs+ ,words1 ,fr[n+ ,c\nt5ances1 ! ,leggs /amp+1 ! ,h&s & ,arms fight+1 & ! :ole ,body 9 a furi\s po/ure4 ,o!r sorts ( ,objects occasion ! ,m9d to a passionate ,love2 & !n ! ,s5sitive ,actions are1 ,flatt]+1 ,pr(ess+1 ,prote/+ 9 words1 ! ,c\nt5ance smil+1 ! ,eyes glanc+2 also1 ! ,body b[s1 ! ,leggs scrape1 ! ,m\? kisses3 also1 ! ,h&s m5d _! ,g>m5ts1 & d _m ( ! l amor\s actions4 ,o!r ,objects occasion ! ,m9d to ,val\r2 & !n ! ,s5sitive ,actions are1 ,d>+1 ,enc\rag+1 or ,animat+4 ,o!r ,objects occasion ! ,m9d to ,mir?1 or ,*e]fulness2 & !y occasion ! ,s5sitive ,actions ( ! ,voice1 to ,s+1 or ,laugh2 ! ,words to be je/+1 ! ,h&s to be toy+1 ! ,leggs to be danc+4 ,o!r sorts ( ,objects occasion ! ,m9d to be ,prud5t2 & !n ! ,s5sitive ,actions1 are ,sp>+ or ,frugal4 ,o!r sorts ( ,objects occasion ! ,m9d to be ,envi\s1 or ,malici\s2 & !n ! ,s5sitive ,actions are ,mis*iev\s4 ,!re are great numb]s ( ,occasional ,actions1 b ^! are suffici5t to prove1 ,t ,s5se & ,reason und]/& ea* o!r's ,actions or ,designs4 ,,*ap4 ,,viii4 ,( ! ,advantage & ,disadvantage ( ! ,enc\nt]s ( sev]al ,creatures4 ,!re is a /rong ,sympa?y betwe5 ! ,rational & ,s5sitive ,p>ts1 9 "o & ! same ,society1 or ,creature3 n only = _! ,consi/5cy1 ,subsi/5cy1 ,use1 ,ease1 ,pleasure1 & ,delight2 b1 = _! ,safety1 ,gu>d1 & ,def5ce3 z = example1 ,:5 "o ,creature assaults ano!r1 !n all ! ,p[]s1 ,faculties1 ,prop]ties1 ,+5uities1 ,agilities1 ,proportions1 & ,%ape1 ( ! ,p>ts ( ! ,assault$1 unite aga9/ ! ,assault]1 9 ! def5ce ( e p>ticul> ,"p ( _! :ole ,society2 9 :i* ,enc\nt]1 ! ,rational advises1 & ! ,s5sitive lab\rs4 ,b ?is is to be not$ conc]n+ advantage & disadvantage 9 su* ,enc\nt]s1 ,t "s sorts ( ,creatures h _! advantage 9 ! ,ext]ior ,%ape1 o!rs me]ly 9 ! ,numb] ( ,p>ts2 o!rs 9 ! agility ( _! ,p>ts1 & "s by ! +5uity ( _! p>ts3 b1 = ! mo/ "p1 ! great] ,numb] h advantage ov] ! less1 if ! great] numb] ( ,p>ts be z regul>1 & z +5i\s z ! less numb]3 b1 if ! less numb] be m regul>1 & m +5i\s ?an ! great]1 !n 'tis a hundr$ to "o b ! less numb] ( ,p>ts h ! advantage4 ,,*ap4 ,,ix4 ,t ,all ,human ,creatures h ! l ,k9ds & ,sorts ( ,prop]ties4 ,all ,human ,creatures h ! l ,k9ds & ,sorts ( ,prop]ties1 ,faculties1 ,respirations1 & ,p]ceptions2 unless "s ,irregul>ities 9 ! ,production1 occasion "s ,imp]fections1 or "s ,mis=tunes1 9 "s "t ( 8 ,age3 yet1 no ,man kn[s :at ano!r ,man p]ceives1 b by guess1 or in=mation ( ! ,p>ty3 b1 z ,i said1 if !y h h no ,imp]fections1 all ,human ,creatures h l ,prop]ties1 ,faculties1 & ,p]ceptions3 ,z = example1 ,all ,human ,eyes may see "o & ! same ,object alike2 or he> ! same ,tune1 or ,s\nd2 & s ( ! re/ ( ! ,s5ses4 ,!y h also ! l ,respirations1 ,dige/ions1 ,appetites2 & ! l may be said ( all ! ,prop]ties belong+ to a ,human ,creature4 ,b1 z "o ,human ,creature do? n "k :at ano!r ,human ,creature kn[s1 b by ,conf$]acy2 s1 no ,"p ( ! ,body1 or ,m9d ( a ,man1 kn[s ea* ,"p's p]ceptive kn[l$g1 b by ,conf$]acy3 s t1 !re is z mu* ,ignorance among/ ! ,p>ts ( ,nature1 z ,kn[l$g4 ,b ?is is to be not$1 ,t !re are sev]al mann]s & ways ( ,intellig5ces1 n only betwe5 sev]al sorts ( ,creatures1 or among/ p>ticul>s ( "o sort ( ,creatures2 b1 among/ ! sev]al ,p>ts ( "o & ! same ,creature4 ,,*ap4 ,x4 ,( ! ,irregul>ity ( ! ,s5sitive1 & ( ! ,rational ,corporeal ,motions4 ,z ,i h (t5 m5tion$1 & d "h aga9 repeat1 ,t ! ,rational & ,s5sitive ,p>ts ( "o ,society1 or ,creature1 d und]/&1 z p]ceiv+ ea* o!r's ,self-mov+ ,p>ts2 & ! pro( is1 ,t1 sometimes1 ! ,human ,s5se is regul>1 & ! ,human ,reason irregul>2 & sometimes ! ,reason regul>1 & ! ,s5se irregul>3 b1 9 ^! diff]5ces1 ! ,regul> ,p>ts endeav\r to re=m ! ,irregul>2 :i* causes1 _m times1 repetitions ( "o & ! same ,actions1 & ,exam9ations2 z1 sometimes ! ,reason exam9es ! ,s5se2 & sometimes ! ,s5se1 ! ,reason3 & sometimes ! ,s5se & ,reason d exam9e ! ,object2 =1 sometimes an ,object w delude bo? ! ,s5se & ,reason2 & sometimes ! ,s5se & ,reason are b p>tly mi/ak53 ,z = example1 ,a fir$ end ( a ,/ick1 by a swift ext]ior ,circul> ,motion1 appe>s a ,circle ( fire1 9 :i* !y are n deceiv$3 =1 by ! ,ext]ior ,motion1 ! fir$ end is a ,circle2 b !y are mi/ak51 to conceive ! ,ext]ior ,figurative ,action to be ! prop] natural ,figure3 b :5 "o man mi/akes ano!r1 t is "s small ,error1 bo? ( ! ,s5se & ,reason4 ,also1 :5 "o man _c readily rememb] ano!r man1 ) :om he _h =m]ly be5 acqua9t$1 x is an ,error2 & su* small ,errors1 ! ,s5se & ,reason d soon rectifie3 b 9 causes ( high ,irregul>ities1 z 9 ,madness1 ,sickness1 & ! l1 !re is a great ,bu/le among/ ! ,p>ts ( a ,human ,creature2 s z ^? ,di/urbances cause unnecess>y ,fe>s1 ,grief1 ,ang]1 & /range ,imag9ations4 ,,*ap4 ,,xi4 ,( ! ,kn[l$g betwe5 ! ,s5sitive ,organs ( a ,human ,creature4 ,! ,s5sitive ,organs are only ignorant ( ea* o!r1 z !y are ( ,=re9 ,objects3 =1 z all ! ,p>ts ( ,=re9 ,objects1 are n subject to "o ,s5sitive ,organ2 s all ! ,s5sitive ,organs are n subject to ea* ,s5sitive ,organ ( a ,human ,creature3 yet1 9 ! p]ceptive ,actions ( ,=re9 ,objects1 !y d s agree1 t !y make an unit$ ,kn[l$g3 ,?us we may be p>ticul>ly ignorant "o way1 & yet h a g5]al ,kn[l$g ano!r way4 ,,*ap4 ,,xii4 ,( ,human ,p]ception1 or ,defects ( a ,human ,creature4 ,x is n ! great quantity ( ,bra91 t makes a ,man wise2 nor a little quantity1 t makes a ,man fooli%3 b1 ! irregul>1 or regul> ,rational ,corporeal ,motions ( ! ,head1 ,he>t1 & ! re/ ( ! ,p>ts1 t causes dull ,und]/&+s1 %ort ,memories1 weak ,judgm5ts1 viol5t ,passions1 extravagant ,imag9ations1 wild ,fancies1 & ! l4 ,! same mu/ be said ( ! ,s5sitive ,irregul> ,corporeal ,motions1 :i* make ,weakness1 ,pa91 ,sickness1 disord]$ ,appetites1 & p]turb$ ,p]ceptions1 & ! l3 =1 ,nature poys+ h] ,actions by ,opposites1 !re mu/ ne$s be ,irregul>ities1 z well z ,regul>ities2 :i* is ! cause t seldom any ,creature is s exact1 b !re is "s ,exception4 ,b1 :5 ! ,s5sitive & ,rational ,corporeal ,motions are regul>1 & move sympa!tically1 !n ! ,body is heal?ful & /rong1 ! ,m9d 9 peace & quiet1 und]/&s well1 & is judici\s3 &1 9 %ort1 !re are p]fect ,p]ceptions1 prop] ,dige/ions1 easie ,respirations1 regul> ,passions1 temp]ate ,appetites4 ,b :5 ! ,rational ,corporeal ,motions are curi\s 9 _! *ange ( ,actions1 !re are subtile ,conceptions1 & elevat$ ,fancies3 & :5 ! ,s5sitive ,corporeal ,motions move ) curiosity1 7z ,i may say7 !n !re are p]fect ,s5ses1 exact ,proportions1 equal ,temp]am5ts2 & t1 ,man calls ,beauty4 ,,*ap4 ,,xiii4 ,( ,natural ,,fools4 ,!re is great diff]5ce betwe5 a ,natural ,fool1 & a ,mad ,man3 =1 ,madness is a ,disease1 b a ,natural ,fool is a ,defect2 :i* ,defect 0 "s ,error 9 8 ,production1 t is1 9 ! =m & frame ei!r ( ! ,m9d1 or ,s5se1 or bo?2 =1 ! ,s5se may be a ,natural ,fool z well z ! ,reason2 z we may obs]ve 9 ^? sorts ( ,fools :om we "n ,*angel+s1 ^: ,body is n only de=m$1 b all ! ,po/ures ( ! ,body are defective1 & appe> z s _m fools3 b sometimes1 only "s ,p>ts are fools2 z = example2 ,if a ,man be born ,bl9d1 !n only 8 ,eyes are ,fools2 if ,deaf1 !n only 8 ,e>s are ,fools1 :i* occasions 8 dumbness2 ,e>s be+ ! in=m+ ,p>ts1 to speak2 & want+ ^? in=mations1 he _c speak a ,language4 ,also1 if a ,man is born lame1 8 ,leggs are ,fools2 t is1 ^? ,p>ts h no kn[l$g ( su* ,prop]ties t belong to su* ,p>ts2 b ! ,s5sitive ,p>ts may be wise1 z be+ kn[+2 & ! ,rational ,p>ts may be defective2 :i* ,defects1 ,man names ,irrational4 ,b ?is is to be not$1 ,t !re may be ,natural & ,accid5tal ,fools1 by "s extraord9>y ,frights1 or by extraord9>y ,sickness1 or ?r\gh ! defects ( ,old ,age4 ,z = ! ,errors ( ,production1 !y are incurable2 z also1 ^? ( ,old ,age2 ! ,fir/ be+ an ,error 9 ! v ,f\ndation1 & ! o!r a ,decay ( ! :ole ,frame ( ! ,build+3 =1 aft] a ,human ,creature is br\ght to t p]fection1 z to be1 z we may say1 at full gr[? & /r5g?1 at ! prime ( 8 age2 ! ,human ,motions1 & ! v ,nature ( ,man1 aft] t "t1 beg9s to decay2 = !n ! ,human ,motions beg9 to move r to ! dissolution1 ?an to ! cont9uance2 al?\gh "s ,m5 la/ to v old ,age1 by reason ! unity ( _! ,society is regul> & ord]ly1 & moves s ,sympa!tically1 z to commit few or no ,disord]s1 or ,irregul>ities2 & su* old ,m5 are1 = ! mo/ "p1 ,heal?ful1 & v wise1 ?r\gh long ,exp]i5ce2 & _! ,society hav+ got a habit ( ,regul>ity1 is n apt to be di/urb$ by ,=re9 ,p>ts4 ,b ?is is to be not$1 ,t sometimes ! ,s5sitive ,body decays1 be=e ! ,rational ,m9d2 & sometimes ! ,rational ,m9d1 be=e ! ,s5sitive ,body4 ,also1 ?is is to be not$1 ,t :5 ! ,body is defective1 b n ! ,m9d2 !n ! ,m9d is v indu/ri\s to f9d out ,inv5tions ( ,art1 to help ! ,defects t are natural4 ,b pray mi/ake me n2 = ,i d n say1 ,t all ,de=mities1 or ,defects1 b only "s p>ticul> sorts ( ,de=mity1 or ,defects1 are ,fooli%4 ,! ,sev5? ,"p4 ,,*ap4 ,i4 ,( ! ,s5sitive ,actions ( ,sleep+ & ,wak+4 ,! ,s5sitive & ,rational ,corporeal ,figurative ,motions1 are ! cause ( inf9ite v>ieties3 =1 ?\gh ,repetitions make no v>ieties2 yet1 e alt]$ action is a v>iety3 ,also1 diff]5t ,actions1 make diff]5t ,effects2 opposite ,actions1 opposite ,effects2 n only ( ! actions ( ! sev]al ,self-mov+ ,p>ts1 or ,corporeal ,motions1 b ( ! same ,p>ts3 ,z = example1 ,! same ,p>ts1 or ,corporeal ,motions1 may move f t1 ,man names ,life1 to t :i* ,man names ,dea?2 or1 f ,heal? to ,sickness1 f ,ease to ,pa91 f ,memory to ,=getfulness1 f ,=getfulness to ,remembrance1 f ,love to ,hate1 f ,grief to ,joy1 f ,irregul>ity to ,regul>ity2 or1 f ,regul>ity to ,irregul>ity1 & ! l2 & f "o ,p]ception to ano!r3 =1 ?\gh all actions are p]ceptive1 yet !re are sev]al k9ds1 sev]al sorts1 & sev]al p>ticul> p]ceptions3 ,b1 among/ ! sev]al ,corporeal ,motions ( ,animal1 or ,human k9d1 !re are ! opposite ,motions ( :at we "n ,wak+1 & ,sleep+2 ! diff]5ce is1 ,t ,wak+-actions are1 mo/ commonly1 actions ( ,imitation1 especially ( ! ,s5sitive ,p>ts2 & are m ! ,ext]ior1 ?an ! ,int]ior actions ( a ,human ,creature4 ,b1 ! actions ( ,sleep1 are ! alt]ations ( ! ,ext]ior ,corporeal ,motions1 mov+ m int]iorly1 z x 7 inw>dly1 & volunt>ily3 ,z = example1 ,! ,optick ,corporeal ,motions1 9 ,wak+-actions1 "w1 or move1 accord+ to ! outw>d ,object3 b1 9 ,sleep+-actions1 !y move by rote1 or )\t ,examples2 also1 z ,i said1 !y move1 z x 71 inw>dly2 l z a ,man %\ld turn himself inw>d1 or outw>d1 ( a door1 )\t remov+ f ! door1 or out ( ! place he /ood 94 ,,*ap4 ,,ii4 ,( ,,sleep+4 ,al?\gh ! ,rational & ,s5sitive ,corporeal ,motions1 c nev] be tir$1 or we>y ( mov+ or act+1 by reason x is _! nature to be a p]petual ,corporeal ,motion2 yet !y may be we>y1 or tir$ ) p>ticul> actions4 ,also1 x is easi] & m delightful1 to move by ,rote1 ?an to take ,copies1 or ,patt]ns2 :i* is ! reason t ,sleep is easie & g5tle1 if ! ,corporeal ,motions be regul>2 b if !y be irregul>1 ,sleep is p]turb$4 ,b ?is is to be not$1 ,t ! ,corporeal ,motions delight 9 v>ieties s well1 t1 _m times1 _m & v>i\s ,objects w cause ! ,s5sitive & ,rational ,corporeal ,motions 9 a ,man1 to ret>d _! actions ( ,sleep2 &1 (t-times1 want ( v>iety ( ,=re9 or outw>d ,objects1 w occasion ! action ( ,sleep2 or else ,mus+ & ,contemplat+ actions4 ,also1 x is to be not$1 ,t if "s ,p>ts ( ! ,body1 or ,m9d1 be di/emp]$ ) ,irregul>ities1 x occasions su* di/urbances to ! ,:ole1 z h9d]s t repose2 b if ! ,regul> ,p>ts endeav\r n to be di/urb$ ) ! ,irregul>2 & ! ,irregul>s d di/urb ! ,regul>2 !n x occasions t :i* ,man names1 ,half-sleeps1 or ,slumb]s1 or ,dr[s9ess4 ,& if ! ,regul> ,corporeal ,motions get ! bett]1 7z _m times !y d7 !n we say1 ,sleep ha? be5 ! occasion ( ! ,cure2 & x (t proves s4 ,& x is a common say+1 ,t a good ,sleep w settle ! ,spirits1 or ease ! ,pa9s2 t is1 :5 ! ,regul> ,corporeal ,motions h _h ! bett] ( ! ,irregul>4 ,,*ap4 ,,iii4 ,( ,human ,,dreams4 ,!re are sev]al k9ds1 sorts1 & p>ticul>s ( ,corporeal ,irregul>ities1 z well z ( ,regul>ities2 & among/ ! inf9ite k9ds1 sorts1 & p>ticul>s1 !re is t ( ,human ,dreams2 =1 ! ,ext]ior ,corporeal ,motions 9 ,wak+-actions1 d copy or patt]n outw>d ,objects2 :]eas1 9 actions ( ,sleep1 !y act by rote1 :i*1 = ! mo/ "p1 is erroni\s1 mak+ mixt ,figures ( sev]al ,objects2 z1 p>tly l a ,bea/2 & p>tly1 l a ,bird1 or ,fi%2 nay1 sometimes1 p>tly l an ,animal1 & p>tly l a ,vegetable2 & millions ( ! l ,extravagancies2 yet1 _m times1 ,dreams w be z exact z if a ,man 0 awake1 & ! ,objects be=e him2 b1 ^? actions by rote1 are m (t5 false ?an true3 b1 if ! ,self-mov+ ,p>ts move aft] _! own inv5tions1 & n aft] ! mann] ( ,copy+2 or1 if !y move n aft] ! mann] ( ,human ,p]ception1 !n a ,man is z ignorant ( 8 ,dreams1 or any ,human ,p]ception1 z if he 0 9 a ,sw\nd2 & !n he says1 he did n dream2 &1 t su* ,sleeps are l ,dea?4 ,,*ap4 ,,iv4 ,( ! ,actions ( ,,dreams4 ,:5 ! ,figures ( ^? ,fri5ds & ,acqua9tants t h be5 dead a long "t1 are made 9 our ,sleep1 we nev]1 or seldom "q ! tru? ( _! be+ alive1 ?\gh we (t5 "q !m h[ !y came to be alive3 ,& ! reason t we make no d\bt ( _! be+ alive1 is1 ,t ^? ,corporeal ,motions ( ,sleep1 make ! same patt]n ( t ,object 9 ,sleep1 z :5 t ,object 0 pres5t1 & patt]n$ awake2 s z ! ,picture 9 ,sleep seems to be ! ,orig9al awake3 & until su* times t ! ,corporeal ,motions alt] _! ,sleep+-,actions to ,wak+-,actions1 ! tru? is n kn[n4 ,?\gh ,sleep+ & ,dream+1 is some:at aft] ! mann] ( ,=getfulness & ,remembrance2 yet1 p]fect ,dreams are z p]ceptive z ,wak+-patt]ns ( pres5t ,objects2 :i* proves1 ,t bo? ! ,s5sitive & ,rational ,motions1 h ,sleep+ ,actions2 b bo? ! ,s5sitive & ,rational ,corporeal ,actions 9 ,sleep1 mov+ p>tly by rote1 & p>tly volunt>ily1 or by inv5tion1 make ,walk+-,woods1 or ,woodd5 ,m52 or make ,w>rs & ,battels1 :]e "s ,figures ( ,m5 are kill'd1 or w\nd$1 o!rs h victory3 ,!y also make ,?ieves1 ,murd]]s1 fall+ ,h\ses1 great ,fires1 ,floods1 ,tempe/s1 high ,m\nta9s1 great ,precipices2 & sometimes pleasant ,dreams ( ,lov]s1 ,m>riage1 ,danc+1 ,banquett+1 & ! l3 ,& ! ,passions 9 ,dreams are z real1 z 9 wak+ actions4 ,,*ap4 ,v4 ,:e!r ! ,int]ior ,p>ts ( a ,human ,creature1 d sleep4 ,! ,p>ts ( my ,m9d 7 9 dispute1 ,:e!r ! ,int]ior ,p>ts ( a ,human ,creature1 _h sleep+ & wak+ actions8 ,! ,major ,"p 0 ( op9ion1 ,t ,sleep 0 n prop] to ^? ,human ,p>ts1 because ! ,int]ior ,motions 7 n l ! ,ext]ior4 ,! ,op9ion ( ! ,m9or ,"p 01 ,t *ange ( ,action1 is l ,ease aft] ,lab\r2 & !re=e x 0 probable1 ! ,int]ior ,p>ts _h sleep+ & wak+ actions4 ,! ,op9ion ( ! ,major ,p>ts1 01 ,t if ^? ,p>ts1 z also ! ,food receiv$ into ! ,body1 _h sleep+ actions1 ! ,body c\ld n be n\ri%$2 =1 ! ,meat w\ld n be dige/$ into ! l ,p>ts ( ! ,body1 by reason sleep+ actions 7 n su* sorts ( actions4 ,! ,op9ion ( ! ,m9or ,p>ts 01 ,t ! sleep+ actions 7 n\ri%+ actions1 & !re=e 7 mo/ prop] = ! ,int]ior ,p>ts2 &1 = pro(1 ! :ole ,human ,body becomes fa9t & weak1 :5 !y are h9dr$1 ei!r by "s ,int]ior ,irregul>ity1 or ?r\gh "s ,ext]ior ,occasion1 f _! sleep+ actions4 ,! ,op9ion ( ! ,major ,"p1 01 ,t sleep+ actions are actions ( rote1 & n su* alt]+ actions z dige/+ actions1 & n\ri%+ actions1 :i* are unit+ actions4 ,besides1 t ! reason :y ! ,int]ior actions are n sleep+ actions1 01 ,t :5 ! ,ext]ior ,p>ts move 9 ! actions ( ,sleep1 ! ,int]ior ,p>ts move :5 ! ,ext]ior are awake2 z may be obs]v$ by ! ,human ,pulse1 & ,human ,respiration2 & by _m o!r ,obs]vations :i* may be br\ght4 ,,*ap4 ,,vi4 ,:e!r all ! ,creatures 9 ,nature1 h ,sleep+ & ,wak+ ,actions4 ,"s may ask ?is ,"q1 ,:e!r all ,creatures h sleep+ ,actions8 ,i answ]1 ,t ?\gh sleep+ actions are prop] to ,human ,creatures1 z also1 to mo/ ,animal ,creatures2 yet1 su* actions may n any ways be prop] to o!r k9ds & sorts ( ,creatures3 & if 7z 9 all probability x is7 t ! ,ext]ior ,p>ts ( a ,human ,creature h no su* sleep+ actions1 x is probable t o!r k9ds & sorts ( ,creatures move n at any "t1 9 su* sorts ( actions4 ,b "s may say1 ,t if ,nature is poys$1 all ,creatures mu/ h sleep+ actions1 z well z wak+ actions4 ,i answ]1 ,t ?\gh ,nature's actions are poys$1 yet t do? n h9d] ! v>iety ( ,nature's actions1 s z to tye ,nature to p>ticul> actions3 ,z = example1 ,! ,ext]ior ,p>ts ( ,animals h bo? sleep+ & wak+ actions2 yet t do? n prove1 t !re=e all ! ,p>ts or ,creatures 9 ,nature1 mu/ h sleep+ & wak+ actions4 ,! same may be said ( all ! actions ( an ,animal ,creature1 or ( a ,human ,creature2 nay1 ( all ! ,creatures ( ! ,_w3 =1 sev]al k9ds & sorts ( ,creatures1 h sev]al k9ds & sorts ( ,prop]ties3 ,:]e=e1 if !re be o!r k9ds & sorts ( ,worlds besides ?is1 'tis probable t ^? ,worlds1 & all ! ,p>ts1 or sev]al k9ds & sorts ( ,creatures !re1 h diff]5t prop]ties & actions1 f ^? ( ?is ,_w2 s t ?\gh ,nature's actions are poys$ & balanc$1 yet !y are poys$ & balanc$ aft] diff]5t mann]s & ways4 ,,*ap4 ,,vii4 ,( ,human ,dea?4 ,dea? is n only a g5]al ,alt]ation ( ! ,s5sitive & ,rational ,motions1 b a g5]al ,dissolution ( _! ,society4 ,& z !re are degrees ( ,"t 9 ,productions1 s 9 ,dissolutions4 ,& z !re are degrees to ,p]fection1 z f ,infancy to ,manhood2 s !re are degrees f ,manhood to ,old ,age4 ,b1 z ,i said1 ,dea? is a g5]al ,dissolution1 :i* makes a ,human ,creature to be no m3 yet1 "s ,p>ts d n dissolve s soon z o!rs2 z = example1 ,human ,bones2 b1 ?\gh ! ,=m or ,frame ( ,bones is n dissolv$2 yet ! ,prop]ties3 ( ^? ,bones are alt]$4 ,! same :5 a ,human ,creature is kept by ,art f dissolv+1 s z ! ,=m1 or ,frame1 or ,%ape may cont9ue2 b all ! ,prop]ties are q alt]$2 ?\gh ! ,ext]ior ,%ape ( su* ,bodies do? appe> some:at l a ,man1 yet t ,%ape is n a ,man4 ,,*ap4 ,,viii4 ,( ! ,heat ( ,human ,life1 & ! ,cold ( ,human ,dea?4 ,!re are n only sev]al sorts ( ,prop]ties belong+ to sev]al sorts ( ,creatures1 b sev]al sorts ( ,prop]ties belong+ to "o & ! same sort ( ,creature2 & among/ ! sev]al sorts ( ,human ,prop]ties1 ,human ,heat is "o1 :i* ,man names ,natural ,heat3 b1 :5 !re is a g5]al alt]ation ( ! ,human ,prop]ties1 !re is t alt]ation ( ! ,prop]ty z well ( 8 ,natural1 z ,human ,heat3 b1 ,natural ,heat is n ! cause ( ,human ,life1 ?\gh ,human ,life is ! cause ( t ,natural ,heat3 s t1 :5 ,human ,life is alt]$ or dissolv$1 ,human ,heat is alt]$ or dissolv$3 ,& z ,dea? is opposite ,actions to t ,man names ,life2 s ,cold is opposite ,actions to t ,man names ,heat4 ,,*ap4 ,,ix4 ,( ! ,la/ ,act ( ,human ,life4 ,! reason "s ,human ,creatures dye 9 m pa9 ?an o!rs1 is1 ,t ! ,motions ( "s ,human ,creatures are 9 /rife1 because "s w\ld cont9ue _! accu/om$ ,actions1 o!rs w\ld alt] _! accu/om$ ,actions2 :i* ,/rife causes ,irregul>ities1 & ^? ,irregul>ities cause ,diff]5ces1 or ,difficulties1 :i* causes ,pa93 b c]ta9ly1 ! la/ ,act ( ,human ,life is easie2 n only t ! ,expulsive ,actions ( ,human ,respirations1 are m easie ?an ! ,attract+ ,actions2 b1 t 9 ! la/ act ( ,human ,life1 all ! ,motions d g5]ally agree 9 "o ,action4 ,,*ap4 ,x4 ,:e!r a ,human ,creature ha? ,kn[l$g 9 ,dea?1 or n8 ,"s may ask ! ,"q1 ,:e!r a dead ,man ha? any ,kn[l$g or ,p]ception8 ,i answ]1 ,t a dead ,man ha? n a ,human ,kn[l$g or ,p]ception2 yet all1 & e ,"p1 ha? ,kn[l$g & ,p]ception3 ,b1 by reason !re is a g5]al alt]ation ( ! actions ( ! ,p>ts ( a ,human ,creature1 !re _c possibly be a ,human ,kn[l$g or ,p]ception4 ,b "s may say1 ,t a ,man 9 a ,sw\nd ha? a g5]al alt]ation ( ,human actions2 & yet ^? ,p>ts ( a ,human ,creature d (t5 repeat ^? =m] actions1 & !n a ,man is z he 0 be=e he 0 9 t ,sw\nd4 ,i answ]1 ,t ! reason :y a ,man 9 a ,sw\nd ha? n ! same ,kn[l$g z :5 he is n 9 a ,sw\nd1 is1 ,t ! ,human ,motions are n g5]ally alt]$1 b only are g5]ally irregul>2 :i* makes su* a di/urbance1 t no ,"p c move s regul>ly1 z to make prop] ,p]ceptions2 z 9 "s sorts ( ,di/emp]s1 a ,man may be l a ,natural ,fool2 9 o!rs1 he may be ,mad2 & is subject to _m sev]al ,di/emp]s1 :i* cause sev]al ,effects3 b a ,human ,sw\nd is some:at l ,sleep+ )\t ,dream+2 t is1 ! ,ext]ior ,s5ses d n move to ,human ,ext]ior ,p]ception4 ,,*ap4 ,,xi4 ,:e!r a ,creature may be new ,=m$1 aft] a g5]al ,dissolution4 ,"s may ask ! ,"q1 ,:e!r a ,human ,creature1 or any o!r ,creature1 aft] _! ,natural ,prop]ties are q alt]$1 c be repeat$1 & re*ang$1 to ^? ,prop]ties t =m]ly 78 ,i answ]1 ,yes1 9 case none ( ! ,fundam5tal ,figurative ,p>ts be dissolv$4 ,b "s may ask1 ,t if ^? dissolv$ ,p>ts 7 s inclos$ 9 o!r ,bodies1 t none ( !m c\ld easily disp]se or w&]2 :e!r !y might n joyn into ! same ,=m & ,figure aga91 & h ! same ,prop]ties8 ,i answ]1 ,i _c tell well h[ to judg2 b ,i am ( ! op9ion1 !y _c3 =1 x is ! prop]ty ( all su* ,productions1 to be p]=m$ by degrees1 & t !re %\ld be a divid+ & unit+ ( ,p>ts1 z an int]c\rse ( ,home & ,=re9 ,p>ts2 & s !re is requir'd all ! same ,p>ts1 & e ,"p ( ! same ,society1 or t _h any adjo9+ actions ) t p>ticul> ,creature2 z all ^? ,p>ts1 or ,corporeal ,motions1 t _h be5 f ! fir/ "t ( ,production1 to ! la/ ( ! ,dissolv+2 & t c\ld n be done )\t a ,confusion 9 ,nature4 ,b "s may say1 ,t al?\gh ! same ,creature c\ld n be produc$ aft] ! same mann]1 nor return to ! degree ( 8 ,infancy1 & pass ! degrees f 8 ,infancy1 to "s degree ( ,age2 yet1 ^? p>ts t are toge!r1 might s joyn1 & move1 9 ! same mann]1 z to be ! same ,creature x 0 be=e its dissolution8 ,i answ]1 ,x may n be impossible3 b yet1 ,x is v improbable1 t su* num]\s sorts ( ,motions1 aft] s g5]al an ,alt]ation1 %\ld s g5]ally agree 9 an unnatural action4 ,,*ap4 ,,xii4 ,( ,,=ekn[l$g4 ,i h _h "s ,disputes among/ ! ,p>ts ( my ,m9d1 ,:e!r ,nature ha? ,=ekn[l$g8 ,! ,op9ion ( ! ,m9or ,p>ts 01 ,t ,nature _h ,=ekn[l$g1 by reason all t 0 ,mat]ial1 0 "p ( h] self2 & ^? ,self-p>ts hav+ ,self-motion1 %e might =ekn[ :at %e w\ld act1 & s :at !y %\ld "k4 ,! ,op9ion ( ! ,major ,p>ts 01 ,t by reason e ,"p _h ,self-motion1 & natural ,free-w1 ,nature c\ld n =ekn[ h[ !y w\ld move1 al?\gh %e might "k h[ !y h mov$1 or h[ !y d move4 ,aft] ?is ,dispute 0 end$1 !n !re 0 a ,dispute1 ,:e!r ! p>ticul> ,p>ts _h a ,=ekn[l$g ( ,self-kn[l$g8 ,! ,op9ion ( ! ,m9or ,p>ts 01 ,t s9ce e ,"p 9 ,nature _h ,self-motion1 & natural ,free-w1 e ,"p c\ld "k h[ !y %\ld move1 & s :at !y %\ld "k4 ,! ,op9ion ( ! ,major ,p>ts 01 ,t fir/1 ! ,self-kn[l$g did alt] accord+ to ,self-action1 among/ ! ,self-mov+ ,p>ts3 b1 ! ,self-kn[l$g ( ! ,inanimate ,p>ts1 did alt] accord+ to ! actions ( ! ,s5sitive ,self-mov+ ,p>ts2 & ! ,p]ceptive actions ( ! ,self-mov+ ,p>ts1 7 accord+ to ! =m & actions ( ! ,objects3 s t ,=ekn[l$g ( ,=e9 ,p>ts1 or ,creatures1 c\ld n be3 ,& = ,=ekn[l$g ( ,self-kn[l$g ( ! ,self-mov+ ,p>ts1 !re 7 s _m occasional actions1 t x 0 impossible ! ,self-mov+ ,p>ts c\ld "k h[ !y %\ld move1 by reason t no ,"p _h an ,absolute ,p[]1 al?\gh !y 7 ,self-mov+1 & _h a natural ,free-w3 :i* proves1 ,t ,prophesies are some:at ( ! nature ( ,dreams1 :]e( "s may prove true by *ance2 b1 = ! mo/ "p1 !y are false4 ,! ,eigh? ,"p4 ,,*ap4 ,i4 ,( ! ,irregul>ity ( ,nature's ,p>ts4 ,"s may make ?is ,"q1 t1 ,if ,nature 7 ,self-mov+1 & _h ,free-w1 x is probable t %e w\ld nev] move h] ,p>ts s irregul>ly1 z to put h] self to pa94 ,i answ]1 fir/1 ,t ,nature's ,p>ts move !mselves1 & are n mov$ by any ,ag5t4 ,secondly1 ,?\gh ,nature's ,p>ts are ,self-mov+1 & ,self-kn[+1 yet !y h n an inf9ite or uncontrolable ,p[]2 =1 sev]al ,p>ts1 & ,p>ties1 oppose1 & (t-times ob/ruct ea* o!r2 s t _m times !y are =c$ to move1 & !y may n :5 !y w\ld4 ,?irdly1 ,"s ,p>ts may occasion o!r ,p>ts to be irregul>1 & keep !mselves 9 a regul> po/ure4 ,la/ly1 ,nature's ,fundam5tal actions are s poys$1 t ,irregul> actions are z natural z ,regul>4 ,,*ap4 ,,ii4 ,( ! ,human ,p>ts ( a ,human ,creature4 ,! ,=m ( ,man's ,ext]ior & ,int]ior ,p>ts1 are s diff]5t1 & s num]\s2 t ,i _c describe !m1 by reason ,i am n s le>n$ to "k !m3 ,b1 "s ,p>ts ( a ,human ,creature1 ,man names ,vital2 because1 ! lea/ di/urbance ( any ( ^? ,p>ts1 endang]s ! ,human ,life3 & if any ( ^? ,vital ,p>ts are dim9i%$1 ,i d\bt :e!r !y c be re/or$2 b if "s ( ^? ,p>ts c be re/or$1 ,i d\bt all _c4 ,! ,vital ,p>ts are1 ! ,he>t1 ,liv]1 ,lungs1 ,/omack1 ,kidneys1 ,bladd]1 ,gaul1 ,guts1 ,bra9s1 ,radical ,hum\rs1 or ,vital ,spirits2 & o!rs :i* ,i "k n (4 ,b ?is is to be not$1 ,t ,man is compos$ ( ,r>e & ,solid ,p>ts1 ( :i* !re are m & less ,solid1 m & less ,r>e2 z also1 diff]5t sorts ( ,solid1 & diff]5t sorts ( ,r>e3 also1 diff]5t sorts ( ,s(t & ,h>d ,p>ts2 likewise1 ( ,fixt & ,loose ,p>ts2 also1 ( ,swift & ,sl[ ,p>ts4 ,i mean by ,fixt1 ^? t are m firmly unit$4 ,,*ap4 ,,iii4 ,( ,human ,hum\rs4 ,hum\rs are su* ,p>ts1 t "s ( !m may be divid$ f ! :ole ,body1 )\t dang] to ! :ole ,body2 s t !y are some:at l ,excrem5tal p>ts1 :i* ,excrem5tal p>ts1 are ! sup]flu\s p>ts3 =1 ?\gh ! ,hum\rs be s necess>y1 t ! ,body c\ld n well subsi/ )\t !m2 yet1 a ,sup]fluity ( !m is z dang]\s1 7if n m7 z a ,sc>city4 ,b !re are _m sorts ( ,hum\rs belong+ to a ,human ,creature1 al?\gh ,man names b ,f\r1 accord+ to ! ,f\r ,elem5ts1 viz4 ,flegm1 ,*ol]1 ,melan*oly1 & ,blood3 b1 9 my op9ion1 !re are n only sev]al sorts ( ,*ol]1 ,flegm1 ,melan*oly1 & ,blood2 b o!r sorts t are none ( ^! ,f\r4 ,,*ap4 ,,iv4 ,( ,,blood4 ,i h he>d1 t ! ,op9ions ( ! mo/ ,le>n$ ,m51 are1 ,t all ,animal ,creatures h ,blood1 or at lea/1 su* ,juyces t are 9 lieu ( ,blood2 :i* ,blood1 or ,juyces1 move circul>ly3 = my "p1 ,i am too ignorant to dispute ) ,le>n$ ,m52 b yet ,i am confid5t1 a ,mo? 7:i* is a sort ( ,worm1 or ,fly1 t eats ,clo?7 ha? no ,blood1 no1 nor any ,juyce2 =1 s soon z x is t\*$1 x dissolves /raight to a dry du/1 or l a%es4 ,& !re are _m o!r ,animals1 or ,insects1 t h no appe>ance ( ,blood2 !re=e ! life ( an ,animal do? n consi/ ( ,blood3 ,& z = ! ,circulation ( ,blood1 !re are _m ,animal ,creatures t h n prop] ,vessels1 z ,ve9s & ,art]ies1 or any su* ,gutt]s1 = _! ,blood1 or ,juyce1 to circulate ?r\gh4 ,b1 say ! ,blood ( ,man1 or ( su* l ,animal1 do? circulate2 !n x is to be /udi$1 ,:e!r ! sev]al p>ts ( ! ,blood d int]mix ) ea* o!r1 z x fl[s2 or1 :e!r x fl[s z ,wat] seems to d2 :]e ! foll[+ p>ts may be z great /rang]s to ! ,lead+ p>ts1 z 9 a ,cr[d ( ,p1 :]e "s ( ^? beh9d1 d n "k ^? t are be=e3 b1 if ! ,blood do? n int]mix z x fl[s1 !n x w be v difficult = a ,*yrurgion1 or ,physician1 to f9d :]e ! ill ,blood runs3 besides1 if ! ,blood be cont9ually fl[+1 :5 a sick ,man is to be let blood1 be=e ! ,ve9 is op5$1 ! bad ,blood may be pa/ t ,"p1 or ,ve91 & s only ! good ,blood w be let out2 & !n ! ,man may become worse ?an if he _h n be5 let blood4 ,,*ap4 ,v4 ,( ! ,radical ,hum\rs1 or ,p>ts4 ,!re are _m ,p>ts 9 a ,human ,body1 t are z ! ,f\ndation ( a ,h\se2 & be+ ! ,f\ndation1 if any ( ^? ,p>ts be remov$ or decay$1 ! ,h\se imm$iately falls to ru9e4 ,^! ,fundam5tal ,p>ts1 are ^? we "n ! ,vital ,p>ts2 among/ :i* are ^? ,p>ts we "n ! ,vital & ,radical ,spirits1 :i* are ! ,oyl & ,flame ( a ,human ,creature1 caus+ ! ,body to h t we "n a ,natural ,heat1 & a ,radical ,moi/ure4 ,b x is to be not$1 ,t ^! ,p>ts1 or ,corporeal ,motions1 are n l gross ,oyl1 or ,flame3 =1 ,i believe1 !re are m diff]5ces betwe5 ^? ,flames1 & ord9>y ,flames1 ?an betwe5 ! ,light ( ! ,sun1 & ! ,flame ( a ,tall[ ,c&le2 & z mu* diff]5ce betwe5 ?is ,oyl1 & ! greasie ,oyl1 z betwe5 ! pure/ ,ess5ce1 & ,lamp-,oyl4 ,b1 ^! ,vital ,p>ts are z necess>y to ! ,human ,life1 z ! solid ,vital ,p>ts1 viz4 ! ,he>t1 ,liv]1 ,lungs1 ,bra9s1 & ! l4 ,,*ap4 ,,vi4 ,( ,expell+ ,malignant ,disord]s 9 a ,human ,creature4 ,expell+ ( ,poyson1 or any ,malignity 9 ! ,body1 is1 :5 t ,malignity ha? n got1 or is n setl$ into ! ,vital ,p>ts2 s t ! ,regul> ,motions ( ! ,vital ,p>ts1 & o!r ,p>ts ( ! ,body1 endeav\r to def5d !mselves f ! ,=re9 ,malignancies2 :i* if !y d1 !n ! ,malignant ,motions d dilate to ! ,ext]ior ,p>ts1 & issue out ( ^? ,ext]ior ,passages1 at lea/1 ?r\gh "s2 z1 ei!r by ! way ( ,purg+1 ,vomit+1 ,sweat+1 or ,transpiration1 :i* is a brea?+ ?r\gh ! ,pores1 or o!r passages4 ,aft] ! same mann] is ! expell+ ( ,surfeits1 or ,sup]fluities ( ,natural ,hum\rs3 b1 if ! ,malignity or ,surfeit1 ,sup]fluity or sup]flu\s ,hum\rs1 h ! bett]1 7z ,i may say7 !n ^? ,irregul> ,motions1 by _! ,di/urbances1 cause ! ,regul> ,motions to be ,irregul>1 & to foll[ ! ,mode2 :i* is1 to imitate ,/rang]s1 or ! mo/ ,p[]ful2 ! mo/ ,fanta/ical1 or ! mo/ debau*'d3 = x is1 _m times1 among/ ! ,int]ior ,motions ( ! ,body1 z ) ! ,ext]ior ,actions ( ,m54 ,,*ap4 ,,vii4 ,( ,human ,dige/ions & ,evacuations4 ,to treat ( ! sev]al p>ticul> ,dige/ive ,actions ( a ,human ,creature1 is impossible3 =1 n only e "p ( ,food ha? a sev]al mann] ( ,dige/ive ,action2 b1 e action 9 ,transpiration1 is a sort ( ,dige/ion & ,evacuation3 s t1 ?\gh e sort ( ,dige/ion & ,evacuation1 may be ghe/ at2 yet1 e ,p>ticul> is n s kn[n1 t x c be describ$4 ,b ?is is to be not$1 ,t !re is no ,creature t ha? ,dige/ive ,motions1 b ha? ,evacuat+ ,motions2 :i* ,actions1 al?\gh !y are b ,divid+1 & ,unit+2 yet !y are su* diff]5t mann]s & ways ( unit+ & divid+1 t ! mo/ obs]v+ ,man _c p>ticul>ly "k !m1 & s n express !m3 b1 ! ,unit+ actions1 if regul>1 are ! ,n\ri%+ actions2 ! ,divid+ actions1 if regul>1 are ! ,cleans+ actions3 b if irregul>1 ! ,unit+ actions are ! ,ob/ructive actions2 & ! ,divid+ actions1 ! ,de/ructive actions4 ,,*ap4 ,,viii4 ,( ,,diseases 9 g5]al4 ,!re are _m sorts ( ,human ,diseases2 yet1 all sorts ( ,diseases are ,irregul> ,corporeal ,motions2 b1 e sort ( ,motion is ( a diff]5t ,figure3 s t1 sev]al ,diseases are diff]5t ,irregul> ,figurative ,motions2 & accord+ z ! ,figurative ,motions v>y1 s d ! ,diseases3 b1 z !re are ,human ,diseases1 s !re are ,human ,defects2 :i* ,defects 7if !y be ^? :i* ,man names ,natural7 _c be rectifi$ by any ,human ,means4 ,also1 !re are ,human ,decays1 & ,old ,age2 :i*1 al?\gh !y _c be prev5t$1 or avoid$2 yet1 !y may1 by good ,ord]1 & wise ,obs]vations1 be ret>d$3 b !re are n only num]\s sorts ( ,diseases1 b e p>ticul> x self1 & e p>ticul> sort1 are m or less diff]5t2 insomu*1 t seldom a ,disease ( "o & ! same sort1 is j alike1 b !re are "s diff]5ces2 z 9 ,m51 :o ?\gh !y be all ( "o sort ( ,animal-k9d1 yet seldom any two ,m5 are j alike3 & ! same may be said ( ,diseases bo? ( ,body & ,m9d2 z = example1 conc]n+ ,irregul> ,m9ds1 z 9 ,mad-,m52 ,al?\gh all ,mad-,m5 are mad1 yet n mad alike2 ?\gh !y all h ! ,disease ei!r ( ,s5sitive or ,rational ,madness1 or are bo? ,s5sitively & ,rationally mad4 ,also1 ?is is to be not$1 ,t z sev]al ,diseases may be produc$ f sev]al ,causes1 s sev]al ,diseases f "o3 ,cause1 & "o ,disease f sev]al ,causes2 :i* is ! cause t a ,physician ought to be a long & subtile ,obs]v] & ,practis]1 be=e he c arrive to t ,exp]i5ce :i* belongs to a good ,physician4 ,,*ap4 ,,ix4 ,( ! ,fundam5tal ,diseases4 ,!re are num]\s sorts ( ,diseases1 to :i* ,human ,creatures are subject2 & yet !re are b few ,fundam5tal ,maladies2 :i* are ^! z foll[2 ,pa91 ,sickness1 ,weakness1 ,dizz9ess1 ,numbness1 ,deadness1 ,madness1 ,fa9t+ & ,sw\nd+2 ( :i* "o is p>ticul>1 ! re/ are g5]al3 ,! p>ticul> is ,sickness1 to :i* no p>ts ( ! ,body are subject1 b ! ,/omack3 =1 ?\gh any p>ts ( ! ,body may h ,pa91 ,numbness1 ,dizz9ess1 ,weakness1 or ,madness2 yet 9 no "p c be t :i* we "n ,sickness1 b ! ,/omack4 ,z = ,dizz9ess1 ! ,effects are g5]al1 z may be obs]v$ 9 "s drunk5 ,m53 =1 _m times1 ! ,head w be 9 good temp]1 :5 ! ,leggs 7,i _c say1 are dizzie1 yet7 w be s drunk1 z nei!r to g or /&2 & _m times ! ,tongue w be s drunk1 z n to speak pla91 :5 all ! re/ ( ! body is well temp]'d2 at lea/ s well1 z n to be any ways p]ceiv$1 b by ! tripp+ ( _! ,spee*3 b1 z ,i said1 no ,"p is subject to be sick1 b ! ,/omack3 ,& ?\gh !re are num]\s sorts ( ,pa9s to :i* e ,"p is subject1 & e sev]al ,"p ha? a sev]al ,pa92 yet !y are /ill ,pa94 ,b "s may say1 ,t !re are also sev]al sorts ( ,sicknesses4 ,i grant x2 b yet ^? sev]al sorts ( ,sicknesses1 belong only to ! ,/omack1 & to no o!r ,"p ( ! ,body4 ,! ,n9? ,"p4 ,,*ap4 ,i4 ,( ,,sickness4 ,to g on z ord]ly z ,i c1 ,i w treat ( ! ,fundam5tal ,diseases1 & fir/ ( ,sickness1 by reason x is ! mo/ p>ticul> ,disease3 = ?\gh1 z ,i h said1 no "p ( a ,human ,creature is subject to t ,disease1 7namely1 ,sickness7 b ! ,/omack2 yet1 !re are diff]5t sorts ( ,sicknesses ( ! ,/omack2 z = example1 ,"s sorts ( ,sickness is l ! fl[+ & ebb+ ( ! ,sea3 =1 ! ,hum\rs ( ! ,/omack agitate 9 t mann]1 z1 if ! fl[+ motions fl[ upw>ds1 x occasions ,vomit+2 if d[nw>ds1 ,purg+3 if ! ,hum\rs divide1 z1 p>tly to fl[ upw>ds1 & p>tly d[nw>ds1 x occasions bo? ,vomit+ & ,purg+4 ,b ! ,"q is1 ,:e!r x is ! motion ( ! ,hum\rs1 t occasions ! ,/omack to be sick2 or ! sickness ( ! ,/omack1 t occasions ! ,hum\rs to fl[8 ,i answ]3 ,t 'tis probable1 t sometimes ! fl[+ ( ! ,hum\rs causes ! ,/omack to be sick2 & sometimes ! sickness ( ! ,/omack occasions ! ,hum\rs to fl[2 & sometimes ! ,/omack w be sick )\t ! fl[+ ( ,hum\rs1 z :5 ! ,/omack is empty2 & sometimes ! ,hum\rs w fl[1 )\t any di/urbance to ! ,/omack2 & sometimes bo? ! ,hum\rs & ! ,/omack d jo9tly agree 9 ,irregul>ities3 b1 z ,i said1 !re are sev]al sorts ( sicknesses ( ! ,/omack1 or at lea/1 t sickness do? produce sev]al sorts ( ,effects2 z1 = example1 "s sorts ( sickness w occasion fa9t & cold ,sweats2 :i* sick ,motion is n fl[+ up or d[n ( ! ,hum\rs2 b x is a cold dilatation1 or r>ify+1 aft] a brea?+ mann]2 also expell+ ( ^? r>ifi$ p>ts ?r\gh ! pores3 ,o!r sorts ( ,motions ( ! ,hum\rs1 are l ,boyl+ motions1 viz4 ,bubl+ motions2 :i* occasion /eam+ or watry vap\rs1 to asc5d to ! ,head2 :i* vap\rs are apt to cl\d ! p]ception ( ,sight4 ,o!r sorts ( sick ,motions1 are ,circul>1 & ^? cause a swimm+1 or a dizzie motion 9 ! ,head1 & sometimes a /agg]+ motion 9 ! ,leggs4 ,o!r sorts ( sick ,motions are occasion$ ?r\gh t\gh & clammy ,hum\rs1 ! motion ( :i* ,hum\rs1 is a w9d+ or turn+ 9 su* a mann]1 t x removes n f its ,c5t]2 & until su* "t z t ,turn+ or ,w9d+ ,motions alt]1 or ! ,hum\r is ca/ out ( ! ,/omack1 ! ,pati5t f9ds little or no ease4 ,,*ap4 ,,ii4 ,( ,,pa94 ,z ,i said1 ,no ,"p is subject to be sick1 b ! ,/omack2 b e sev]al ,"p ( a ,human ,creature1 is subject to ,pa92 & n only s1 b e p>ticul> ,"p is subject to sev]al sorts ( ,pa92 & e sev]al sort ( ,pa91 ha? a sev]al ,figurative ,motion3 b to "k ! diff]5t ,figurative ,motions1 w require a subtile ,obs]vation3 =1 ?\gh ^? pa9ful ,p>ts1 "k _! own ,figurative ,motions2 yet1 ! :ole ,creature 7suppose ,man7 do? n "k !m4 ,b x may be obs]v$1 ,:e!r !y are caus$ by ,irregul> ,contractions or ,attractions1 ,dilatations or ,ret5tions1 ,expulsions or ,irregul> ,pressures & ,re-actions1 or ,irregul> ,trans=mations1 or ! l2 & by ^? ,obs]vations1 "o may apply1 or endeav\r to apply prop] ,rem$ies3 b all ,pa9 proce$s f ,irregul> & p]turb$ ,motions4 ,,*ap4 ,,iii4 ,( ,,dizz9ess4 ,i ,_c say1 ,dizz9ess belongs only to ! ,head ( an ,animal ,creature1 because we may obs]ve1 by irregul> ,dr9k]s1 t sometimes ! ,leggs w seem m drunk ?an _! ,heads2 & sometimes all ! ,p>ts ( _! ,body w seem to be temp]ate1 z be+ ,regul>1 b only ! ,tongue seems to be drunk3 =1 /agg]+ ( ! ,leggs1 & a /agg]+ ( ! ,tongue1 or ! l1 9 a drunk5 ,di/emp]1 is a sort ( ,dizz9ess1 al?\gh n su* a sort z t :i* belongs to ! ,head2 s t1 :5 a man is dead-drunk1 we may say1 t e "p ( ! ,body is ,dizzily drunk4 ,b mi/ake me n2 = ,i d n mean1 t all sorts ( dizz9esses proce$ f dr9k+2 ,i only br+ ,drunk5ness = an ,example3 b1 ! ,effects ( dizz9ess ( ! ,head1 & o!r p>ts ( ! ,body1 proce$ f diff]5t ,causes2 =1 "s proce$ f ,w9d1 n ,w9e2 o!rs f ,vap\r2 "s f ! p]ception ( "s ,=re9 ,object2 & numb]s ( ! l ,examples may be f\nd4 ,b ?is is to be not$1 ,t all su* sorts ( ,swimm+ & ,dizz9ess 9 ! ,head1 are produc$ f ,circul> ,figurative ,motions4 ,also x is to be not$1 ,t _m times ! ,rational ,corporeal ,motions are ,irregul> ) ! ,s5sitive1 b n always3 =1 sometimes 9 ^! & ! l ,di/emp]s1 ! ,s5sitive w be ,irregul>1 & ! ,rational ,regul>2 b1 = ! mo/ "p1 ! ,rational is s compliant ) ! ,s5sitive1 z to be ,regul>1 or ,irregul>1 z ! ,s5sitive is4 ,,*ap4 ,,iv4 ,( ! ,bra9 seem+ to turn r\nd 9 ! ,head4 ,:5 ! ,human ,bra9 seems to turn r\nd1 ! cause is1 t "s ,vap\rs d move 9 a ,circul> ,figure1 :i* causes ! ,head to be dizzy2 z :5 a man turns r\nd1 n only 8 ,head w be dizzy1 b all ! ,ext]ior ,p>ts ( 8 ,body2 insomu* t "s1 by (t5 turn+ r\nd1 w fall d[n2 b if1 be=e !y fall1 !y turn ! contr>y way1 !y w be free f t dizz9ess3 ,! reason ( :i* is1 ,t1 by turn+ ! contr>y way1 ! ,body is br\ght to ! same po/ure x 0 be=e2 z1 :5 a man ha? travell'd "s way1 & returns ! same way back1 he returns to ! place :]e fir/ he began 8 ,j\rney4 ,,*ap4 ,v4 ,( ,,weakness4 ,!re are _m sorts ( ,weakness2 "s ,weakness proce$s f ,age2 o!rs1 ?r\gh want ( ,food2 o!rs are occasion$ by ,oppression2 o!rs1 by ,disord]s & ,irregul>ities2 & s _m o!r sorts1 t x w\ld be too t$i\s to repeat !m1 c\ld ,i "k !m3 ,b1 su* sorts ( ,weakness1 z ,human ,creatures are subject to1 aft] "s ,disease or ,sickness1 are some:at l ,we>9ess aft] a ,labori\s or ov]-h>d ,action2 z1 :5 a ,man ha? run fa/1 or lab\r$ h>d1 he fet*es 8 brea? %ort & ?ick2 & z mo/ ( ! ,s5sitive ,actions are by degrees1 s is a ,return+ to ,heal? aft] ,sickness3 b1 all ,irregul>ities are ,labori\s4 ,,*ap4 ,,vi4 ,( ,,sw\nd+4 ,! cause :y a ,man 9 ,sw\nd1 is1 = a "t1 z if he 7 dead2 is1 an ,irregul>ity among/ "s ( ! ,int]ior ,corporeal ,motions1 :i* causes an ,irregul>ity ( ! ,ext]ior ,corporeal ,motions1 & s a g5]al ,irregul>ity2 :i* is ! cause t a ,man appe>s z if he 7 dead4 ,b "s may say1 ,a ,man 9 a ,sw\nd is void ( all ,motion4 ,i answ]3 ,t _c be3 =1 if ! ,man 0 really dead1 yet 8 ,p>ts are mov+1 ?\gh !y move n accord+ to ! prop]ty or nature ( a liv+ ,man3 b1 if ! ,body _h n consi/5t ,motions1 & ! ,p>ts did n hold toge!r1 x w\ld be dissolv$ 9 a mom5t2 & :5 ! ,p>ts d divide1 !y mu/ divide by ,self-motion3 b1 9 a ,man 9 a ,sw\nd1 "s ( 8 ,corporeal ,motions are only alt]$ f ! prop]ty & nature ( a liv+ ,man2 ,i say1 "s ( 8 ,corporeal ,motions1 n all3 ,nei!r d ^? ,motions q alt] f ! nature ( a liv+ ,man1 s z ! alt]ations ( ! ,fundam5tal ,motions d3 b !y are s alt]'d1 z ,language may be alt]'d1 viz4 ,f ,hebrew to ,greek1 ,lat91 ,fr5*1 ,spani%1 ,engli%1 & _m o!rs2 & al?\gh !y are all b ,languages1 yet !y are sev]al ,languages or ,spee*es2 s ! alt]ation ( ! ,corporeal ,motions ( a ,man 9 a ,sw\nd1 is b z ! alt]+ ( "o sort ( ,language to ano!r2 z put ! case1 ,engli% 7 ! ,natural ,language or ,spee*1 !n all o!r ,languages 7 unkn[n to him t kn[s no o!r ?an 8 ,natural3 ,s a ,man 9 a ,sw\nd is ignorant ( ^? ,motions 9 ! ,sw\nd3 b1 :5 ^? ,motions return to ! ,nature ( a liv+ ,man1 he ha? ! same kn[l$g he _h be=e4 ,?us ,human ,ignorance1 & ,human ,kn[l$g1 may be occasion$ by ! alt]ations ( ! ,corporeal ,motions4 ,! tru? is1 t ,sw\nd+ & ,reviv+1 is l ,=getfulness & ,remembrance1 t is1 ,alt]ation & ,repetition1 or ,ex*ange ( ! same ,actions4 ,,*ap4 ,,vii4 ,( ,numb & ,dead ,palsies1 or ,gangr5's4 ,z = ,numb & ,dead ,palsies1 !y proce$ n only f disord]$ & ,irregul> ,motions1 b f su* ,figurative ,motions z are q diff]5t f ! nature ( ! ,creature3 =1 ?\gh x be natural = a ,man to dye2 yet ! ,figurative ,motions ( ,dea? are q diff]5t f ! ,figurative ,motions ( ,life2 s 9 respect to t :i* ,man names ,life1 t :i* ,man names ,dea?1 is unnatural3 b1 z !re are sev]al sorts ( t ,man names ,life1 or ,lives2 s !re are sev]al sorts ( ^? ,corporeal ,motions1 ,man names ,dea?3 b1 ,dead ,palsies ( "s ,p>ts ( a ,man's ,body1 are n l ^? ( a ,man :5 he is1 z we say1 q dead2 =1 ^? are n only su* sorts ( ,motions t are q1 or absolutely diff]5t f ! life ( ! ,man1 or su* l ,creature2 b su* z dissolve ! :ole ,frame1 or ,figure ( ! ,creature3 ,b1 ! ,motions ( a ,dead ,palsie1 are n dissolv+ ,motions1 al?\gh !y are diff]5t f ! natural liv+ ,motions ( a ,man4 ,! same1 9 "s mann]1 are ,numb ,palsies2 only ! ,motions ( ,numb ,palsies are n s absolutely diff]5t f ! ,natural liv+ ,motions2 b h m ,irregul>ities1 ?an p]fect ,alt]ations4 ,z = t sort ( ,numbness we "n ,sleepy ,numbness1 x is occasion$ ?r\gh "s ob/ruction t h9d]s & /ops ! ,ext]ior ,s5sitive ,p]ception4 ,z1 :5 ! ,eyes are %ut1 or bl9d$1 or ! ,e>s /opt1 or ! ,no/rils2 ! ,s5sitive ,figurative ,motions ( ^? ,s5sitive ,organs1 _c make ,p]ceptions ( ,=re9 ,objects3 s1 :5 ! ,pores ( ! ,fle%1 :i* are ! p]ceptive ,organs ( ,=re9 ,t\*es1 are /opt1 ei!r by too heavy bur!ns or press+s1 or ty+ "s ,p>ts s h>d1 z to close ! ,ext]ior ,organs1 7viz4 ! ,pores7 !y _c make su* ,p]ceptions z belong to ,t\*3 b1 :5 ^? h9d]ances are remov$1 !n ! ,s5sitive ,p]ception ( ,t\*1 is1 9 a %ort "t1 z p]fect z be=e4 ,z = ,gangr5's1 al?\gh !y are some:at l ,dead ,palsies1 yet !y are m l ^? sorts ( dead ,corporeal ,motions1 t dissolve ! ,frame & ,=m ( a ,creature3 =1 ,gangr5's dissolve ! ,frame & ,=m ( ! ,diseas$ ,"p2 & ! l d all ^? ,corporeal ,motions t cause ,rott5ness1 or ,p>ts to divide & sep>ate aft] a rott5 mann]4 ,,*ap4 ,,viii4 ,( ,,madness4 ,!re are sev]al sorts ( t ,di/emp] nam$ ,madness2 b !y all proce$ ?r\gh ! ,irregul>ities1 ei!r ( ! ,rational1 or ! ,s5sitive ,p>ts2 & sometimes f ! ,irregul>ities bo? ( ,s5se & ,reason3 b ^! ,irregul>ities are n su* z are q diff]5t f ! ,nature or ,prop]ty ( a ,human ,creature1 b are only su* ,irregul>ities z make false ,p]ceptions ( ,=re9 ,objects1 or else make /range ,conceptions2 or move aft] ! mann] ( ,dreams 9 wak+-actions2 :i* is n accord+ to ! ,p]ception ( pres5t ,objects3 ,z = example1 ,! ,s5sitive ,motions ( ! ,ext]ior ,p>ts1 make sev]al ,pictures on ! outside ( ! ,organs2 :5 z no su* ,object is pres5t2 & t is ! reason ,mad-m5 see /range & unusual ,sights1 he> /range & unusual ,s\nds1 h /range & unusual ,ta/s & ,t\*3 b1 :5 ! ,irregul>ities are only among/ ! ,rational ,p>ts1 !n ^? t are s diseas$1 h viol5t ,passions1 /range ,conceptions1 wild ,fancies1 v>i\s ,op9ions1 dang]\s ,designs1 /rong ,resolutions1 brok5 ,memories1 imp]fect ,remembrances1 & ! l4 ,b1 :5 bo? ! ,s5sitive & ,rational are sympa!tically disord]ly2 !n ! ,mad-m5 w talk extravagantly1 or laugh1 s+1 sigh1 weep1 tremble1 compla91 c4 )\t cause4 ,,*ap4 ,,ix4 ,! ,s5sitive & ,rational ,p>ts may be di/9ctly ,mad4 ,! ,s5ses may be irregul>ly ,mad1 & n ! ,reason2 & ! ,reason may be irregul>ly mad1 & n ! ,s5se2 &1 bo? ,s5se & ,reason may be bo? sympa!tically mad3 ,&1 an evid5t pro( t !re is a ,rational & ,s5sitive ,madness1 is1 ,t ^? ^: ,rational ,p>ts are ,regul>1 & only "s ( ! ,s5sitive ,irregul>1 w speak sob]ly1 & decl>e to _! ,fri5ds1 h[ "s ( _! ,s5ses are di/emp]'d1 & h[ !y see /range & unusual ,sights1 he> unusual ,s\nds1 smell unusual ,s5ts1 feel unusual ,t\*es1 & desire "s ,rem$y = _! ,di/emp]s4 ,also1 x may be obs]v$1 ,t sometimes ! ,rational ,p>ts are madly di/emp]'d1 & n ! ,s5sitive2 z :5 ! ,s5sitive ,p>ts make no false ,p]ceptions1 b only ! ,rational2 & !n only ! ,m9d is out ( ord]1 & is extravagant1 & n ! ,s5ses3 b1 :5 ! ,s5ses & ,reason are madly ,irregul>1 !n ! diseas$ ,man is t we "n1 ,outragi\sly ,mad4 ,,*ap4 ,x4 ,! ,p>ts ( ! ,head are n only subject to ,madness1 b also ! o!r ,p>ts ( ! ,body4 ,madness is n only 9 ! ,head1 b 9 o!r ,p>ts ( ! ,body3 ,z = example1 ,"s w feel unusual ,t\*es 9 _! ,h&s1 & sev]al o!r p>ts ( _! ,body4 ,we may also obs]ve by ! sev]al & /range ,po/ures ( ,mad-m51 t ! sev]al ,p>ts ( ! ,body are madly di/emp]'d4 ,& x is to be not$1 ,t sometimes "s ,p>ts ( ! ,body are mad1 & n ! o!r2 z1 sometimes only ! ,eyes1 sometimes only ! ,e>s2 & s ( ! re/ ( ! ,organs1 & ( ! re/ ( ! ,p>ts ( ! ,body2 "o ,"p only be+ mad1 & ! re/ 9 good ord]4 ,moreov]1 x is to be not$1 ,t "s are n cont9ually mad1 b only mad by fits1 or at c]ta9 times2 & ^? fits1 or c]ta9 times ( disord]s1 proce$ f a cu/om or habit ( ! ,rational or ,s5sitive ,motions1 to move ,irregul>ly at su* times2 & a pro( t all ! ,p>ts are subject to ! ,di/emp] ( ,madness1 is1 ,t e "p ( ! ,body ( ^? sorts ( ,mad-m5 t believe _! ,bodies to be ,glass1 moves 9 a c>eful & w>y motion1 = fe> ( break+ 9 pieces3 ,nei!r are ! ,ext]ior ,p>ts only subject to ! ,di/emp] ( ,madness1 b ! ,int]ior ,p>ts2 z may be obs]v$1 :5 ! :ole ,body w tremble ?r\gh a mad fe>1 & ! ,he>t w beat disord]ly1 & ! ,/omack w _m times be sick4 ,,*ap4 ,,xi4 ,! ,rational & ,s5sitive ,p>ts ( a ,human ,creature1 are apt to di/urb ea* o!r4 ,al?\gh ! ,rational & ,s5sitive ,corporeal ,motions1 may1 & d sometimes disagree2 yet1 = ! mo/ "p1 !re is su* a sympa!tical ,agreem5t betwe5 ! ,s5sitive & ,rational ,corporeal ,motions ( "o ,society1 7viz4 ( "o ,creature7 z !y (t5 di/urb ea* o!r3 ,z = example1 ,if ! ,rational ,motions are s irregul>1 z to make imag9>y ,fe>s1 or fe>ful ,imag9ations1 ^! fe>ful ,imag9ations cause ! ,s5sitive ,corporeal motions1 to move accord+ to ! ,irregul>ities ( ! ,rational2 :i* is ! cause1 9 su* fe>s1 t a man seems to see /range & unusual ,objects1 to he> /range & unusual ,s\nds1 to smell unusual ,s5ts1 to feel unusual ,t\*es1 & to be c>ri$ to unusual ,places2 n t !re are su* ,objects1 b ! ,irregul> ,s5ses make su* ,pictures 9 ! ,s5sitive ,organs2 & ! :ole ,body may1 ?r\gh ! /r5g? ( ! ,irregul> motions1 move /rangely to unusual places3 ,z = example1 ,a ,mad-man1 9 a /rong mad fit1 w be z /rong z ,t5 m52 :]eas1 :5 ! mad ,fit is ov]1 he seems weak] ?an usually1 or regul>ly1 he uses to be2 n t ! ,self-mov+ ,p>ts ( ,nature are capable ( be+ weak]1 or /rong]1 ?an naturally !y are3 b hav+ lib]ty to move z !y w1 !y may move /rong]1 or weak]1 swift] or sl[]1 regul>ly or irregul>ly1 z !y please2 nor do? ,nature commonly use ,=ce4 ,b ?is is to be not$1 ,t !re be+ a g5]al ,agreem5t among/ ! p>ticul> ,p>ts1 !y are m =cible ?an :5 ^? ,p>ts are divid$ into ,factions & ,p>ties3 s t 9 a g5]al ,irregul> ,commotion or ,action1 all ! ,s5sitive ,p>ts ( ! ,body ( a man1 agree to move ) an extraord9>y =ce1 aft] an unusual mann]2 provid$ x be n diff]5t f ! prop]ty & nature ( _! ,compositions2 t is1 n diff]5t f ! ,prop]ty & ,nature ( a ,man4 ,b ?is is likewise to be not$1 ,t 9 a g5]al ,agreem5t1 man may h o!r ,prop]ties1 ?an :5 ! :ole ,body is gov]n$ by ,p>ts1 z x is usual :5 ! ,body is ,regul>1 & t e ,"p moves 9 8 prop] ,sph]e1 z ,i may say1 7= example7 ! ,head1 ,he>t1 ,lungs1 ,/omack1 ,liv]1 & s ! re/1 :]e ea* ,"p do? move 9 sev]al sorts ( ,actions4 ,! l may also may be said ( ! ,p>ts ( ! ,leggs & ,h&s1 :i* are diff]5t sorts ( ,actions2 yet all move to ! use & b5efit ( ! :ole ,body3 b1 if ! ,corporeal motions 9 ! ,h&s1 & s 9 ! ,leggs1 be irregul>1 !y w n help ! re/ ( ! ,p>ts2 & s1 9 %ort1 ! same happ5s 9 all ! ,p>ts ( ! ,body1 :]e( "s ,p>ts may be ,regul>1 & o!rs ,irregul>2 & sometimes all may be ,irregul>4 ,b1 to conclude ?is ,*apt]1 ! ,body may h unusual ,=ce & ,prop]ties2 z :5 a man says1 ,he 0 c>ri$ & flung into a ,dit*1 or "s place di/ant2 & t he 0 p9*'t1 & did see /range sights1 he>d /range s\nds1 smelt /range sc5ts2 all :i* may v well be caus$ by ! ,irregul> motions1 ei!r by a g5]al ,irregul>ity1 or by "s p>ticul> ,irregul>ity2 & ! tru? is1 ,! p>ticul> ,corporeal motions1 "k n ! p[] ( ! g5]al1 until !y unite by a g5]al ,agreem5t2 & sometimes !re may be su* ,commotions 9 ! ,body ( a ,man1 z 9 a ,common-weal?1 :]e _m times !re is a g5]al ,upro> & ,confusion1 & none "k ! ,cause1 or :o began x4 ,b ?is is to be not$1 ,t if ! ,s5sitive motions beg9 ! ,disord]1 !n !y cause ! ,rational to be s disord]$1 z !y c nei!r advise wisely1 or direct ord]ly1 or p]swade effectually4 ,,*ap4 ,,xii4 ,( ,diseases produc$ by ,conceit4 ,,z !re are num]\s sorts ( ,diseases1 s !re are num]\s mann]s or ways ( ! production ( ,diseases2 & ^? ,diseases t are produc$ by ,conceit1 are fir/ occasion$ by ! ,rational ,corporeal ,figurative ,motions3 =1 ?\gh e sev]al ,conceit1 or ,imag9ation1 is a sev]al ,rational ,corporeal ,figurative ,motion2 yet1 e ,conceit or ,imag9ation do? n produce a ,s5sitive ,effect3 b 9 ^? t d produce a ,s5sitive ,effect1 x is ! ,conceit or ,imag9ation ( "s sorts ( ,diseases2 b 9 mo/ ( ^? sorts t are dang]\s to ,life1 or causes ,de=mity3 ,! reason is1 ,t z all ! ,p>ts ( ,nature are ,self-kn[+1 s !y are ,self-lov+3 ,also1 ,regul> ,societies beget an unit$ ,love1 by ,regul> ,agreem5ts1 :i* cause a ,rational ,fe> ( a disunit+1 or dissolv+2 & t is ! reason1 t ^u ! p]ception ( su* a ,disease1 ! ,rational1 ?r\gh "s disord]1 figures t ,disease2 & ! ,s5sitive ,corporeal ,motions1 take a patt]n f ! ,rational1 & s ! ,disease is produc$4 ,! ,t5? ,"p4 ,,*ap4 ,i4 ,( ,,fev]s4 ,"s are ( op9ion1 ,t all1 or1 at lea/1 mo/ ,diseases1 are accompani$1 m or less1 ) a ,fev]\s ,di/emp]3 ,if s1 !n we may say1 ,a ,fev] is ! ,fundam5tal ,disease3 b1 :e!r t ,op9ion is true1 or no1 ,i "k n2 b ,i obs]ve1 !re are _m sorts ( ,fev]s1 & s !re are ( all o!r ,diseases or ,di/emp]s3 =1 e alt]ation1 or diff]5ce1 ( "o & ! same k9d ( ,disease1 is a sev]al sort4 ,z = ,fev]s1 ,i h obs]v$1 !re are ,fev]s 9 ! ,blood1 or ,hum\rs1 & n 9 any ( ! ,vital ,p>ts2 & ^? are ord9>y ,burn+-,fev]s3 & !re are o!r sorts ( ,fev]s t are 9 ! ,vital ,p>ts1 & all o!r ,p>ts ( ! ,body1 & ^? are ,malignant ,fev]s2 & !re are "s sorts ( ,fev]s :i* are 9 ! ,radical ,hum\rs1 & ^? are ,hectick ,fev]s2 & !re are o!r sorts ( ,fev]s t are 9 ^? ,p>ts1 :i* we "n ! ,spirit\s ,p>ts4 ,also1 all ,consumptions are accompani$ ) a ,fev]i% ,di/emp]3 b1 :at ! sev]al ,figurative ,motions are ( ^! sev]al sorts ( ,fev]s1 ,i _c tell4 ,,*ap4 ,,ii4 ,( ! ,,plague4 ,!re are ,two visible sorts ( ! ,disease nam$ ! ,plague3 ,! weak] sort is t :i* produces ,swell+s1 or inflam$ or corrupt$ ,sores1 :i* are accompani$ ) a ,fev]4 ,! o!r sort is t :i* is nam$ ! ,spott$ ,plague4 ,! ,fir/ sort is sometimes ,curable2 b ! ,second is ,incurable2 at lea/1 no ,rem$y z yet ha? be5 f\nd4 ,! tru? is1 ! ,spott$ ,plague is a ,gangr5e1 b is some:at diff]5t f o!r sorts ( ,gangr5's2 = ?is beg9s among/ ! ,vital ,p>ts1 &1 by an ,infection1 spreads to ! ,extream ,p>ts2 & n only s1 b to ,=re9 ,p>ts2 :i* makes n only a g5]al ,infection among/ all ! sev]al ,p>ts ( ! ,body1 b ! ,infection spreads x self to o!r ,bodies4 ,& :]eas o!r sorts ( ,gangr5's beg9 outw>dly1 & pi]ce inw>dly2 ! ,plaguy ,gangr5e beg9s inw>dly1 & pi]ces outw>dly3 s z ! diff]5ce 7z ,i said7 is1 ,t ! ord9>y sort ( ,gangr5's infect ! next adjo9+ ,p>ts ( ! ,body1 by mod]ate degrees2 :]eas ! ,plaguy ,gangr5e infects n only ! adjo9+ ,p>ts ( ! same ,body1 & t sudd5ly1 b infects ,=reign ,bodies4 ,also1 ! ord9>y ,gangr5's may be /opp$ f _! ,infection1 by tak+ (f ! ,p>ts infect$1 or diseas$4 ,b ! ,plaguy ,gangr5e c no ways be /opp$1 because ! ,vital ,p>ts _c be sep>at$ f ! re/ ( ! ,p>ts1 )\t a total ru9e3 besides1 x pi]ces & spreads m sudd5ly1 ?an ,rem$ies c be apply$4 ,b1 :e!r !re are ,applications ( ,prev5tions1 ,i "k n2 =1 ^? ,/udies belong m to ! ,physicians1 ?an to a ,natural ,philosoph]4 ,z = ! ,diseases we "n ! ,purples1 & ! ,spott$ ,fev]1 !y are ( ! same ,k9d1 or ,k9dr$1 al?\gh n ( ! same sort1 z ,measles1 & ! ,small-,pox4 ,b ?is is to be not$1 ,t ,infection is an act ( ,imitation3 =1 "o ,"p _c give ano!r ,"p a ,disease1 b only t "s imitate ! same sorts ( ,irregul> ,actions ( o!r ,p>ts2 ( :i* "s are ne> adjo9+ ,imitators1 & "s occasion a g5]al ,mode4 ,,*ap4 ,,iii4 ,( ! ,small-,pox1 & ,measles4 ,! ,small-,pox is some:at l ! ,sore-,plague1 n only by be+ ,infecti\s1 z bo? sorts ( ,plagues are2 b1 by be+ ( a corrupt ,nature1 z ! ,sore-,plague is2 only ! ,small-,pox is innum]able1 or v _m small ,sores2 :]eas ! ,sore-,plague is b "o or two great ,sores4 ,also1 ! ,small-,pox & ,sore-,plague1 are alike 9 ?is1 ,t if !y rise & break1 or if !y fall n flat1 b rema9 until !y be dry & scabb$1 ! ,pati5t lives3 b1 if !y fall flat1 & nei!r break1 nor are scabb$1 ! ,pati5t is 9 dang] to dye4 ,also1 x is to be not$1 ,t ?is ,disease is sometimes accompani$ ) a ,fev]i% ,di/emp]2 ,i say1 ,sometimes1 n ,always2 & t is ! cause t _m dye1 ei!r ) too hot1 or too cool+ ,applications3 =1 9 a ,fev]i% ,di/emp]1 hot ,cordials are ,poyson2 & :5 !re is no ,fev]1 ,cool+ ,rem$ies are ,opium3 ,! l = lett+ ,blood2 = if ! ,disease be accompani$ ) a ,fev]1 & ! ,fev] be n abat$ by lett+ ,blood1 'tis probable ! ,fev]1 joyn$ ) ! ,pox1 w de/roy ! ,pati5t3 & if no ,fev]1 & yet loose ,blood1 ! ,pox ha? n suffici5t ,moi/ure to dilate1 nor a suffici5t natural ,vap\r to brea!1 or respirate2 s z ! ,life ( ! ,pati5t is *oak$ or /ifl$ ) ! contract$ ,corruptions4 ,z = ,measles1 ?\gh !y are ( ! same k9d1 yet n ( ! same sort2 = !y are r ,small ,ris+s1 ?an ,corrupt$ ,sores1 & s are less dang]\s4 ,,*ap4 ,,iv4 ,( ! ,int]mission ( ,fev]s or ,agues4 ,agues h sev]al sorts ( ,di/emp]s1 & ^? q opposite to ea* o!r1 z ,cold & ,%ak+1 ,hot & ,burn+1 besides ,sweat+3 ,also1 !re are sev]al times ( ,int]missions2 z "s are ,e-day ,agues1 "s ,?ird-day ,agues1 & "s ,qu>tan ,agues2 & "s ,pati5t may be ?us di/emp]$1 _m times1 9 ! compass ( ,f\r & tw5ty h\rs3 b ^? are r ( ! ,nature ( ,int]mitt+ ,fev]s1 ?an ( p]fect ,agues4 ,also1 9 ,agues1 !re is _m times a diff]5ce ( ! ,hot & ,cold fits3 = sometimes ! ,cold ,fits w be long1 & ! ,hot %ort2 o!r times1 ! ,hot ,fits w be long1 & ! ,cold ,fits %ort2 o!r times1 mu* ( an equal degree3 b1 mo/ ,int]mitt+ ,fev]s & ,agues1 proce$ ei!r f ill-dige/ive ,motions1 or f a sup]fluity ( ,cold & ,hot ,motions1 or an ,irregul>ity ( ! ,cold1 ,hot1 ,dry2 or ,moi/ ,motions1 :]e ea* sort /rives & /ruggles ) ea* o!r4 ,b1 to make a comp>ison1 ,agues are some:at l sev]al sorts ( ,wea!r1 z ,freez+ & ,?aw+1 ,cl\dy or ,ra9y1 or ,fair & ,sun-%9+ days3 or l ! ,f\r ,seasons ( ! ,ye>1 :]e ! ,cold ,fits are l ,w9t]1 cold & w9dy2 ! ,hot ,fits l ,summ]1 hot & dry2 ! ,sweat+ ,fits l ,autumn1 w>m & moi/2 &1 :5 ! ,fit is pa/1 l ! ,spr+4 ,b1 to conclude1 ! *ief ,cause ( ,agues1 is1 ,irregul> ,dige/ions1 t make half-concoct$ ,hum\rs2 & accord+ z ^! half-concoct$ ,hum\rs dige/1 ! ,pati5t ha? 8 ,agui% ,di/emp]s1 :]e "s are e day1 o!rs e second day1 "s e ?ird day1 & "s ,qu>tans3 b1 by reason ^? half-concoct$ ,hum\rs1 are ( sev]al sorts ( ,humors1 "s ,cold1 "s ,hot1 "s ,cold & ,dry1 "s ,hot & ,dry1 or ,hot & ,moi/2 & ^? diff]5t sorts1 raw1 or b half-concoct$ ,hum\rs2 !y occasion su* disord]1 n only by an unnatural mann] ( ,dige/ion1 z n to be ei!r timely1 or regul>1 by degrees2 b1 ^? sev]al sorts ( ,raw ,hum\rs1 /rive & /ruggle ) ea* o!r = ,p[] or ,supremacy3 b1 accord+ z ^? diff]5t ,raw ,hum\rs concoct1 ! ,fits are long] or %ort]3 also1 accord+ to ! quantity ( ^? ,raw ,hum\rs1 & accord+ z ^? ,hum\rs are a ga!r+1 or bre$+1 s are ! times ( ^? ,fits & ,int]missions4 ,b "h is to be not$1 ,t "s ,agues may be occasion$ f "s ,p>ticul> ,irregul> ,dige/ions2 o!rs f a ,g5]al ,irregul> ,dige/ion1 "s f "s obscure ,p>ts1 o!rs f ord9>y ,hum\rs4 ,,*ap4 ,v4 ,( ,,consumptions4 ,!re are _m sorts ( ,consumptions2 z1 "s are ,consumptions ( ! ,vital ,p>ts1 z ! ,liv]1 ,lungs1 ,kidneys1 or ! l ,p>ts3 ,o!rs1 a ,consumption ( ! ,radical ,p>ts3 ,o!rs a ,consumption ( ! ,spirit\s ,p>ts3 ,o!r ,consumptions are only ( ! ,fle%2 :i*1 9 my op9ion1 is ! only ,curable ,consumption4 ,b1 all ,consumptions1 are n only an ,alt]ation1 b a ,wa/+ & ,dis-unit+ ( ! ,fundam5tal ,p>ts2 only ^? ,consum+ ,p>ts d1 z x 71 /eal away by degrees2 & s1 by degrees1 ! ,society ( a ,human ,creature is dissolv$4 ,,*ap4 ,,vi4 ,( ,,dropsies4 ,dropsies proce$ f sev]al ,causes2 z1 "s f a decay ( "s ( ! ,vital ,p>ts2 o!rs ?r\gh a sup]fluity ( indige/$ ,hum\rs2 "s f a sup]natural ,dr9ess ( "s ,p>ts2 o!rs ?r\gh a sup]fluity ( ,n\ri%+ ,motions2 "s1 ?r\gh "s ,ob/ructions2 o!rs1 ?r\gh an excess ( ,moi/ ,dyet3 b1 all ,dropsies proce$ n only f ,irregul> ,motions1 b f su* a p>ticul> ,irregul>ity1 z all ! ,motions endeav\r to be ( "o ,mode1 7z ,i may say7 t is1 ,to move aft] ! mann] ( ^? sorts ( ,motions :i* are ! innate ,nature ( ,wat]1 & are "s sorts ( ,circul> ,dilatations3 b1 by ^! actions1 ! ,human ,society endeav\rs to make a ,deluge1 & to turn f ! ,nature ( ,blood & ,fle%1 to ! ,nature ( ,wat]4 ,,*ap4 ,,vii4 ,( ,,sweat+4 ,all ,sweat+-,diseases are some:at ( ! nature ( ,dropsies2 b !y are 7at lea/1 seem to be7 m ,ext]ior1 ?an ,int]ior ,dropsies3 b1 ?\gh !re be ,sweat+-,diseases :i* are ,irregul>2 yet1 ,regul> ,sweat+ is z prop] z ,regul> ,brea?+2 & s heal?ful1 t ,sweat+ extraord9>y1 9 "s ,diseases1 occasions a ,cure3 =1 ,sweat+ is a sort ( ,purg+2 s t ! evacuation ( ,sweat1 ?r\gh ! ,pores1 is z necess>y z o!r sorts ( evacuation1 z ,brea?+1 ,ur9e1 ,siege1 ,spitt+1 ,purg+ ?r\gh ! ,nose1 & ! l4 ,b1 ,excess ( ,sweat+1 is l o!r sorts ( ,fluxes1 ( :i*1 "s w sc[r to dea?2 o!rs vomit to dea?2 & o!rs ! l ,fluxes w occasion dea?2 ! l is ( ,sweat+3 s t ! ,sweat+-,sickness is b l a ,fluxive-,sickness4 ,b1 z ,i said1 ,regul> ,sweat+ is z necess>y z o!r ord9>y ,evacuations3 & z "s are apt to be re/r+5t1 o!rs laxative2 & sometimes "o & ! same ,man w be laxative1 o!r times1 co/ive2 s are ,m5 conc]n+ ,sweat+3 & z "s ,m5 take ,m$ic9es to purge by ,/ool1 or ,vomits1 or ,ur9e2 s !y take ,m$ic9es to purge by ,sweat+4 ,&1 z ,man ha? sev]al sorts ( ,excrem5tal ,hum\rs1 s1 sev]al sorts ( ,sweats2 z1 ,clammy ,sweats1 ,cold ,sweats1 ,hot ,sweats1 & ,fa9t ,sweats3 &1 z all ,excess ( o!r sorts ( ,purg+s1 causes a ,man to be weak & fa9t2 s do? ,sweat+4 ,,*ap4 ,,viii4 ,( ,,covghs4 ,!re are _m sev]al sorts ( ,c\ghs1 proce$+ f sev]al ,causes2 z1 "s ,c\ghs proce$ f a ,sup]fluity ( ,moi/ure2 o!rs f an ,unnatural ,heat2 o!rs f a ,corruption ( ,humors2 o!rs f a ,decay ( ! ,vital ,p>ts2 o!rs f sudd5 ,colds ^u ,hot ,di/emp]s3 ,"s are caus$ by an ,int]ior ,w9d2 "s ,c\ghs proce$ f ,salt ,humors1 ,bitt]1 ,%>p1 & ,sweet3 "s ,c\ghs proce$ f ,flegm1 :i* ,flegm arise? l a ,scum 9 a ,pot1 :5 ,meat is boil+ on a ,fire3 = :5 ! ,/omack is di/emp]$ly hot1 ! ,humors 9 ! ,/omack boyl z ,liquid ,sub/ances on ! ,fire2 ^? boil+ ,motions be>+ up ! gross ,humors beyond ! ,m\? ( ! ,/omack1 &1 caus+ a ,dispute betwe5 ! ,brea? & ,humors1 produce ! ,effect ( ,/ra9+1 or ,rea*+ upw>ds t[>ds ! ,m\?1 mu* l ! ,nature & ,motions ( ,vomit+3 b1 by reason ^? ,motions are n s /rong 9 ,c\gh+1 z 9 ,vomit+1 ! ,c\gh+ ,motions br+ up only pieces or p>ts ( sup]flu\s ,flegm1 or gross ,spittle4 ,! l = corrupt ,humors4 ,o!r ,c\ghs proce$ f ,unnatural or ,di/emp]$ ,heats2 :i* ,heats cause ,unnecess>y ,vap\rs1 & ^? ,vap\rs asc5d+ up f ! ,b[els1 or ,/omack1 to ! ,head1 & f9d+ a ,depression1 are conv]t$ or *ang$ into a ,watry ,sub/ance2 :i* ,watry ,sub/ance falls d[n1 l mizl+ or small ,ra91 or 9 bigg] drops1 ?r\gh ! passage ( ! ,?roat & ,w9d-pipe3 :i* be+ oppre/1 & ! ,brea? h9d]$1 causes a ,/rife2 :i* ,/riv+1 is a ,/ra9+2 l z :5 ,crumbs ( ,bread1 or ,drops ( ,dr9k1 g n rightly ?r\gh ! ,?roat1 b tr\ble & ob/ruct ! ,w9d-pipe1 or :5 any su* ,matt] /icks 9 ! passage ( ! ,?roat3 =1 :5 any ,"p ( ! ,body is ob/ruct$1 x endeav\rs to release x self f ^? ,ob/ructions3 ,also1 :5 ! ,vap\r t arises1 arises 9 v ,?9 & ,r>ifi$ ,vap\r1 t ,r>ifi$ ,vap\r ?ick5s or cond5ses n s sudd5ly1 be+ f>!r f ! degree ( ,wat]2 b :5 cond5s$ into ,wat]1 x falls d[n by drops2 :i* drops trickl+ d[n ! ,?roat1 7l z ,te>s f ! ,eyes trickle d[n ! ,*eeks ( ! ,face7 ! ,c\gh is n s viol5t1 b m frequ5t3 b if ! ,rheum be salt or %>p1 t trickles d[n ! ,?roat1 x causes a g5tle or s(t sm>t1 :i* is mu* l ! t\* ( ,tickl+ or ,it*+1 :i* provokes a fa9t or weak ,/ra9 or ,c\gh4 ,also1 ,w9d w provoke to ,/ra9 or ,c\gh3 ,! ,motion ( ,w9d is l z if ,hair %\ld tickle ! ,nose4 ,or1 ,w9d w cause a tickl+ 9 ! ,nose1 :i* causes ! ,effect ( ,sneez+3 =1 ,sneez+ is no?+ b a ,c\gh ?r\gh ! ,nose2 ,i may say1 ,x is a ,nose-,c\gh4 ,& ,hickops are b ,/oma*-,c\ghs1 ,w9d caus+ ! ,/omack to /ra94 ,also1 ! ,guts h ,c\ghs1 :i* are caus$ by ! ,w9d1 :i* makes a /rife 9 ! ,guts & ,b[els4 ,o!r ,c\ghs are produc$ f ,decay$ ,p>ts3 =1 :5 any ,"p is corrupt$1 x becomes less ,solid ?an naturally x %\ld be3 ,z = example1 ,! ,fle% ( ! ,body1 :5 corrupt$1 becomes f ,d5se ,fle%1 to a ,slimy ,sub/ance2 !nce1 into a ,watry ,sub/ance1 :i* falls into ,p>ts1 or *anges f ,fle%1 into a ,mixt ,corrupt$ ,matt]1 :i* falls into ,p>ts4 ,! sev]al ,mixtures1 or ,di/emp]$ ,sub/ances1 & ,irregul> ,motions1 causes ,division ( ! compos$ ,p>ts2 b 9 ! "t ( dissolv+1 & divisions ( any ,"p1 !re is a /rife :i* causes ,pa93 & if ! /rife be 9 ! ,lungs1 x causes ,c\ghs1 by ob/ruct+ ! ,brea?3 b1 "s ,c\ghs proce$ f ,vap\rs & ,w9ds1 aris+ f ! decay$ ,int]ior ,p>ts1 s5d+ up ,vap\rs f ! ,dissolv+ ,sub/ance1 :i* cause? ,c\ghs2 & "s ,c\ghs cause ,decays ( ! ,prime ,int]ior ,p>ts3 =1 :5 !re falls f ! ,head a con/ant ,di/illation1 ?is ,di/illation is l dropp+ ,wat]1 :i* w p5etrate or divide ,/one2 & m easily w dropp+ or drill+ ,wat] d x1 z ,rheum1 w corrupt ,spongy ,matt] z ,fle% is3 b1 accord+ z ! ,rheum is ,fre%1 ,salt1 or ,%>p1 ! ,p>ts are a long] or %ort] "t decay+3 =1 ,salt & ,%>p is ,corrod+2 &1 by ! ,corrod+ ,motions1 ,ulc]ates ^? ,p>ts ! ,salt ,rheums fall on1 :i* de/roys !m soon4 ,z = ,*9-,c\gh1 'tis a ,w9d or ,vap\r aris+ f ! ,lungs1 ?r\gh ! ,w9d-pipe2 & z long z ! ,w9d or ,vap\r asc5ds1 ! ,pati5t _c draw 9 ,reviv+ ,air or ,brea?1 b ,c\ghs viol5tly & incessantly1 until x fa9t away1 or h no ,/r5g? left2 & ) /ra9+1 w be z if x 7 *oak$ or /rangl$1 & become black 9 ! face1 &1 aft] ! ,c\gh is pa/1 recov] aga92 b "s dye ( ^! sorts ( ,c\ghs4 ,,*ap4 ,,ix4 ,( ,,gangr5',s4 ,gangr5's are ( ! ,nature ( ! ,plague2 & !y are ( ,two sorts1 z ! ,plague is2 ! "o m sudd5 & deadly ?an ! o!r3 ,! only diff]5ce ( _! ,insect+ ,qualities1 is1 ,t ,gangr5's spread by insect+ /ill ! next1 or ,neighb\r+ ,p>ts2 :]eas ,plagues infect ,=re91 z mu* z ,home-,p>ts4 ,also1 ! deadly sort ( ,gangr5's1 infect 7z ,i may say7 f ! ,circumf]5ce t[>ds ! ,c5t]3 :5 z ! deadly sorts ( ,plague1 infect f ! ,c5t]1 t[>ds ! ,circumf]5ce4 ,b1 t sort ( ,gangr5e t is ! weak] sort1 infects only ! next adjo9+ ,p>ts1 by degrees1 & aft] a spread+ mann]1 r ?an aft] a pi]c+ mann]4 ,b "s may object1 ,t ,plagues & ,gangr5's are produc$ f diff]5t ,causes2 z = example1 ,extream ,cold w cause ,gangr5's2 & ,extream ,heat causes ,plagues4 ,i answ]1 ,t ,two opposite ,causes may produce l ,effects1 = :i* may be br\ght num]\s ,examples4 ,,*ap4 ,x4 ,( ,canc]s & ,fi/ula's4 ,canc]s & ,fi/ula's are some:at alike1 9 t !y are bo? produc$ f ,salt1 or %>p corrod+ ,motions3 b 9 ?is !y diff]1 t ,canc]s keep _! ,c5t]1 & spread 9 /reams2 :]eas ,fi/ula's w run f place to place3 = if x be /opt 9 "o place1 x is apt to remove & break out 9 ano!r4 ,yet ,canc]s are some:at l ,gangr5's1 9 infect+ adjo9+ ,p>ts2 s t unless a ,canc] be 9 su* a place z c be divid$ f ! ,s\nd ,p>ts1 x de/roys ! ,human ,life1 by eat+ 7z ,i may say7 ! ,s\nd ,p>ts ( ! ,body1 z all ,corrod+1 & ,%>p or ,salt ,diseases d4 ,,*ap4 ,,xi4 ,( ! ,,govt4 ,z = ! ,disease nam$ ! ,g\t1 ,i nev] he>d b ( ,two sorts2 ! ,fixt1 & ! ,runn+ ,g\t3 b1 mi/ake me n1 ,i mean ,fixt = ,place1 n ,"t4 ,! ,fixt proce$s f ,hot1 ,%>p1 or ,salt ,motions3 ,! ,runn+ ,g\t f ,cold1 ,%>p ,motions2 b1 bo? sorts are ,int]mitt+ ,diseases1 & v pa9ful2 & ,i h he>d ^? t h _h ! ,fixt ,g\t1 say1 ,t ! pa9 ( ! ,fixt ,g\t1 is some:at l ! ,too?-a*3 b1 all ,g\ts are occasion$ by ,irregul> ,pressures & ,re-actions4 ,z = t sort t is nam$ ! ,w9dy ,g\t1 x is r a ,sciatica1 ?an a ,g\t4 ,,*ap4 ,,xii4 ,( ! ,,/one4 ,( ! ,disease ( ! ,/one 9 ,human ,creatures1 !re are _m sorts3 =1 ?\gh ! ,/one ( ! ,bladd]1 ( ! ,kidneys1 & 9 ! ,gaul1 be all ( "o k9d ( ,disease call$ ! ,/one1 yet !y are ( diff]5t sorts3 b1 :e!r ! ,disease ( ! ,/one be produc$ ( ,hot or ,cold ,motions1 ,i _c judg3 b 'tis probable1 "s are produc$ ( ,hot ,motions1 o!rs ( ,cold2 & p]*ance1 o!rs ( su* sorts ( ,motions z are nei!r p]fectly ,hot1 nor ,cold3 =1 ! ,/one is produc$1 z all o!r ,creatures1 by su* or su* sorts ( ,figurative ,motions4 ,"h is to be not$1 ,t "s ( ! ,hum\rs ( ! ,body may alt] _! ,motion1 & turn f be+ ,flegm1 ,*ol]1 or ! l1 to be ,/one2 & s f be+ a ,r>e1 ,moi/1 or ,loose ,body1 to be a ,dry1 ,d5s$1 ,h>d1 or ,fixt ,body4 ,b c]ta9ly1 ! ,/one ( ! ,bladd]1 ,kidneys & ,gaul1 are ( sev]al sorts1 z be+ produc$ by sev]al sorts ( ,figurative ,motions2 z also1 accord+ to ! ,prop]ties & ,=ms ( ^? sev]al ,p>ts ( ! ,body !y are produc$ 93 =1 z sev]al sorts ( ,soyls1 or ,p>ts ( ! ,e>?1 produce sev]al sorts ( ,m9]als2 s sev]al ,p>ts ( ! ,body1 sev]al sorts ( ! ,disease ( ! ,/one3 ,&1 z !re are sev]al sorts ( ,/ones 9 ! sev]al ,p>ts ( ! ,e>?2 s1 no d\bt1 !re may n only be sev]al sorts ( ,/one 9 sev]al ,p>ts1 b sev]al sorts 9 "o & ! same ,"p2 at lea/1 9 ! l ,p>ts ( sev]al ,m54 ,,*ap4 ,,xii4 ,( ,apoplexies1 & ,le?>gies4 ,apoplexies1 ,le?>gies1 & ! l ,diseases1 are produc$ by "s decay ( ! ,vital ,spirits1 or by ,ob/ructions1 z be+ ob/ruct$ by "s ,sup]fluities1 or ?r\gh ! ,irregul>ities ( "s sorts ( ,motions1 :i* occasion "s ,passages to close1 t %\ld be op54 ,b mi/ake me n1 ,i d n mean empty ,passages2 = !re is no su* ?+ 79 my op9ion7 9 ,nature3 b1 ,i mean an op5 passage = a frequ5t ,c\rse & ,rec\rse ( ,p>ts4 ,b an ,apoplexy is some:at ( ! ,nature ( a ,dead-,palsie2 & a ,le?>gy1 ( a ,numb-,palsie2 b ,i h he>d1 t ! ,op9ion ( ,le>n$ ,m5 is1 ,t "s sorts ( ,vapor\s ,pa9s are ! ,=e-runn]s ( ,apoplexies & ,palsies3 b1 9 my op9ion1 ?\gh a ,man may h two ,diseases at once2 yet surely1 :]e ,vap\r c pass1 !re _c be an absolute ,/oppage4 ,,*ap4 ,,xiii4 ,( ,,epilepsies4 ,epilepsies1 or t we "n ! ,fall+-,sickness1 is ( ! nature ( ,sw\nd+ or ,fa9t+ ,fits3 b !re are two visible sorts2 ! "o is1 t only ! ,head is affect$1 & n ! o!r ,p>ts ( ! ,body2 & = pro(1 ,^? t are ?us di/emp]$ only 9 ! ,head1 all ! o!r ,p>ts w /ruggle & /rive to help or assi/ ! affect$ or afflict$ ,p>ts1 & ^? ,p>ts ( ! ,head t are n ,irregul>1 z may be obs]v$ by _! ,motions2 b1 by ! means ( "s o!r ,p>ts1 !re w also be /riv+ & /rugl+1 z may be obs]v$ by foam+ ?r\gh ! ,m\?4 ,! o!r sort is l ord9>y ,sw\nd+-,fits1 :]e all ! ,p>ts ( ! ,body seem1 = a "t1 to be dead4 ,b ?is is to be obs]v$1 ,t ^? t are ?us diseas$1 h c]ta9 times ( ,int]missions1 z if ! ,corporeal ,motions did keep a ,decorum 9 be+ ,irregul>4 ,b "s h _h ,epilepsies f _! ,bir?2 :i* proves1 ,t _! ,productive ,motions 0 ,irregul>4 ,,*ap4 ,,xiv4 ,( ,convulsions1 & ,cramps4 ,convulsions & ,cramps are some:at alike2 & bo?1 9 my ,op9ion1 proce$ f ,cold ,contractions3 b1 ,cramps are caus$ by ! ,contractions ( ! ,capill>y ,ve9s1 or small ,fib]s1 r ?an ( ! ,n]ves & ,s9ews3 =1 ^? ,contractions1 if viol5t1 are ,convulsions3 s t ,cramps are ,contractions ( ! small ,fib]s2 & ,convulsions are ,contractions ( ! ,n]ves & ,s9ews4 ,b ! reason 7,i believe7 t ^! ,diseases proce$ f ,cold ,contractions1 is1 ,t ,hot ,rem$ies produce1 = ! mo/ "p1 p]fect ,cures2 b1 !y mu/ be su* sorts ( ,hot ,rem$ies1 t are ( a dilat+ or ext5uat+ nature2 & n su* ^: ,prop]ties are ,hot & ,dry1 or ,contract+3 also1 ! ,applications mu/ be accord+ to ! /r5g? ( ! ,disease4 ,,*ap4 ,,xv4 ,( ,,*olicks4 ,*olicks are l ,cramps or ,convulsions2 or ,convulsions & ,cramps1 l ,*olicks3 =1 z ,convulsions are ,contractions ( ! ,n]ves & ,s9ews2 & ,cramps1 ,contractions ( ! small ,fib]s3 s ,*olicks are a ,contract+ ( ! ,gutts3 &1 = pro(1 ,s soon z ! ,contract+ ,motions alt]1 & are turn'd to ,dilat+ or ,expell+ ,actions1 ! ,pati5t is at ease4 ,b1 !re are sev]al ,causes t produce ! ,*olick3 =1 "s ,*olicks are produc$ by ,hot & ,%>p ,motions1 z ,bili\s ,*olicks2 o!rs f ,cold & ,%>p ,motions1 z ,spl5etick ,*olicks2 o!rs f ,crude & ,raw ,hum\rs2 "s f ,hot ,w9ds2 "s f ,cold ,w9ds4 ,! same "s sorts ( ,convulsions & ,cramps may be3 b1 ?\gh ^! sev]al ,*olicks may proce$ f sev]al ,causes2 yet1 !y all agree 9 ?is1 ,to be ,contractions3 =1 z ,i said1 :5 ^? ,corporeal ,motions alt] _! ,actions to ,dilatation or ,expulsion1 ! ,pati5t is at ease4 ,b1 ^? ,*olicks t proce$ f ,hot & ,%>p ,motions1 are ! mo/ pa9ful & dang]\s1 by reason !y are1 = ! mo/ "p1 m /rong & /ubborn4 ,z = ,*olicks 9 ! ,/omack1 !y are caus$ by ! same sorts ( ,motions t cause "s sorts ( ,contractions3 b1 ^? sorts ( ,*olick ,contractions1 are aft] ! mann] ( wrea?+1 or wr++ ,contractions4 ,! same 9 ,convulsive-,contractions4 ,,*ap4 ,,xvi4 ,( ,%ak+ ,palsies4 ,%ak+ ,palsies proce$ f a ,slackness ( ! ,n]ves1 or ,s9ew /r+s1 z may be obs]v$ by ^? t hold or lay any heavy weight ^u ! ,arms1 ,h&s or ,leggs3 =1 :5 ! ,burd5s are remov$1 ^? ,limbs w be apt to tremble & %ake s mu*1 = a %ort "t1 7until !y h recov]$ _! =m] /r5g?7 t ! ,leggs _c g1 or /& /eadily2 nor ! ,arms1 or ,h&s1 d any ?+ )\t %ak+4 ,! reason ( ^! sorts ( ,slackness1 is1 ,t heavy ,burd5s occasion ! ,n]ves & ,s9ews to ext5d beyond _! ,ord]2 & be+ /ret*$1 !y become m slack1 & loose1 by h[ mu* !y 7 /ret*$1 or ext5d$2 until su* "t z !y contract aga9 into _! prop] ,po/ure3 ,& ! reason t ,old ,age is subject to ,%ak+-,palsies1 is1 ,t ! ,frame ( _! :ole ,body is loos] & slack]1 ?an :5 x 0 "y3 ,z 9 a decay$ ,h\se1 e ,mat]ial is loos] ?an :5 x 0 fir/ built2 b yet1 sometimes an old %ak+ ,h\se w cont9ue a great :ile1 ) "s ,repairs3 s old %ak+ ,m51 ) ,c>e1 & good ,dyet1 w cont9ue a great "t4 ,b ?is is to be not$1 ,t trembl+ is a k9d ( a ,%ak+-,palsie1 al?\gh ( ano!r sort2 & s is ,weakness aft] ,sickness3 b1 ^! sorts are occasion$1 z :5 a ,h\se %akes 9 a great ,w9d1 or ,/orm2 & n ?r\gh any ,fundam5tal ,decay4 ,,*ap4 ,,xvii4 ,( ! ,mu!r1 ,sple51 & ,scurvy4 ,z = ^? ,diseases t are nam$ ! ,fits ( ! ,mu!r1 ! ,sple51 ! ,scurvy1 & ! l2 al?\gh !y are ! mo/ g5]al ,diseases1 especially among/ ! ,females2 yet1 ea* p>ticul> sort is s v>i\s1 & ha? su* diff]5t ,effects1 t1 ,i obs]ve1 !y puzzle ! mo/ ,le>n$ ,m5 to f9d out _! jugl+1 intricate1 & unc]ta9 ,actions4 ,b ?is is to be obs]v$1 ,t ! ,ri*e/ sorts ( ,p]sons are mo/ apt to ^! sorts ( ,diseases2 :i* proves1 ,t ,idl5ess & ,luxury is ! occasion4 ,,*ap4 ,,xviii4 ,( ,food1 or ,dige/ions4 ,z ,i h said1 ,dige/ions are s num]\s1 & s obscure1 t ! mo/ ,le>n$ ,m5 "k n h[ ,food is conv]t$ & di/ribut$ to all ! ,p>ts ( ! ,body3 ,:i* ,obscurity occasions _m ,argum5ts1 & mu* ,dispute among/ ! ,le>n$2 b1 9 my op9ion1 x is n ! ,p>ts ( ! ,human ,body1 t d dige/ ! ,food1 al?\gh !y may be an occasion 7?r\gh _! own ,regul>ities1 or ,irregul>ities7 to cause good or bad dige/ions3 b1 ! ,p>ts ( ! ,food1 d dige/ !mselves2 t is1 alt] _! actions to ! ,prop]ty & ,nature ( a ,human ,body3 s t ,dige/ive ,p>ts are only ,additional ,p>ts2 &1 if ^? ,n\ri%+ ,motions be ,regul>1!y di/ribute _! sev]al ,p>ts1 & joyn _! sev]al ,p>ts1 to ^? sev]al ,p>ts ( ! ,body t require ,addition4 ,also1 ! ,dige/ive ,motions are accord+ to ! ,nature or ,prop]ty ( ea* sev]al ,"p ( ! ,human ,body1 ,z = example1 ,^? ,dige/ive ,p>ts alt] into ,blood1 ,fle%1 ,fat1 ,m>r[1 ,bra9s1 ,humors1 & s into any o!r ,figurative ,p>ts ( ! ,s5sitive ,body4 ,! same may be said ( ! ,rational ,p>ts ( ! ,m9d3 b1 if ^? ,dige/ive ,p>ts be ,irregul>1 !y w cause a ,disord] 9 a well-ord]$ ,body3 &1 if ! ,p>ts ( ! ,body be ,irregul>1 !y w occasion a ,disord] among/ ! ,dige/ive ,p>ts3 b1 accord+ to ! ,regul>ities & ,irregul>ities ( ! ,dige/ive ,p>ts1 is ! ,body m or less n\ri%$4 ,b ?is is to be not$1 ,t accord+ to ! ,sup]fluity or ,sc>city ( ^? ,dige/ive ,p>ts1 ! ,body is oppre/1 or />v$4 ,,*ap4 ,,xix4 ,( ,,surfeits4 ,surfeits are occasion$ aft] diff]5t mann]s3 =1 ?\gh _m ,surfeits proce$ f ^? ,p>ts t are receiv$ into ! ,body2 yet1 "s are occasion$ ?r\gh (t5 repetitions ( "o & ! same actions3 ,z = example1 ,! ,eyes may surfeit ) too (t5 view+ "o ,object2 ! ,e>s1 ) (t5 he>+ "o ,s\nd2 ! ,nose1 ) smell+ "o ,s5t2 ! ,tongue1 ) "o ,ta/4 ,! same is to be said ( ! ,rational ,actions2 :i* ,surfeits1 occasion an av]sion to su* or su* ,p>ticul>s3 b1 = ^? ,surfeits t proce$ f ! ,p>ts t are receiv$ into ! ,body1 !y are ei!r ?r\gh ! quantity t oppresses ! ,nature ( ! ,body2 or1 ?r\gh ! quality ( ^? ,p>ts1 be+ n agreeable to ! ,nature ( ! ,body2 or1 ?r\gh _! ,irregul>ities1 t occasion ! l ,irregul>ities 9 ! ,body3 & sometimes1 ! fault is ?r\gh ! ,irregul>ities ( ! ,body1 t h9d] ^? receiv$ ,p>ts1 or ob/ruct _! ,regul> ,dige/ions2 & sometimes1 ! fault is bo? ( ! ,p>ts ( ! ,body1 & ^? ( ! ,food3 b1 ! ,surfeits ( ^? ,p>ts t receive n ,food1 are caus$ ?r\gh ! (t5 repetition ( "o & ! same ,action4 ,,*ap4 ,,xx4 ,( ,natural ,evacuations1 or ,purg+s4 ,!re are _m sorts1 & sev]al ways or means ( ,purg+ actions2 :]e( "s we "n ,natural1 :i* purge ! ,excrem5tal ,p>ts2 & su* ,natural ,purg+s1 are only ( su* ,p>ts z are no ways useful to ! ,body2 or ( ^? t are n will+ to conv]t !mselves into ! ,nature & ,prop]ty ( ! ,sub/antial ,p>ts4 ,!re mu/ ( necessity be ,purg+ actions1 z well z ,dige/ive actions2 because1 no ,creature c subsi/ s+ly ( x self1 b all ,creatures subsi/ ea* by o!r2 s t1 !re mu/ be ,divid+ actions1 z well z ,unit+ actions2 only1 sev]al sorts ( ,creatures1 h sev]al sorts ( ,n\ri%m5ts & ,evacuations4 ,b ?is is to be not$1 9 ! ,human ,n\ri%m5ts & ,evacuations1 t1 ?r\gh _! ,irregul>ities1 "s ,m5 may n\ri% too mu*1 & o!rs purge too mu*2 & "s may n\ri% too little1 & "s may purge too little4 ,! ,irregul>ities conc]n+ ,n\ri%m5ts1 are among/ ! adjo9+ ,p>ts2 ! ,errors conc]n+ ,purg+1 are among/ ! ,divid+ ,p>ts4 ,,*ap4 ,,xxi4 ,( ,,purg+ ,,druggs4 ,!re are _m sorts ( ,druggs1 :]e( "s are b5eficial1 by assi/+ ^? p>ticul> ,p>ts ( ! ,body t are oppress$ & (f5d$1 ei!r by ,sup]flu\s ,hum\rs1 or ,malignant ,hum\rs3 b1 !re are "s sorts ( ,druggs t are z malici\s to ! ,human ,life1 z ! ,assi/ant ,druggs are fri5dly4 ,sev]al sorts ( ,druggs1 h sev]al sorts ( ,actions1 :i* causes sev]al ,effects2 z1 "s ,druggs "w by ,siege2 o!rs1 by ,ur9e2 "s1 by ,vomit2 o!rs1 by ,spitt+2 o!rs1 by ,sweat+2 "s cause sleep2 "s are hot1 o!rs are cold2 "s dry1 o!rs moi/4 ,b ?is is to be not$1 ,t 'tis n ! ,motions ( ! ,druggs1 b ! ,motion ( ! ,hum\rs1 :i* ! ,druggs occasion to fl[2 & n only to fl[1 b to fl[ aft] su* or su* a mann] & way4 ,! ,actions ( ,druggs1 are l ! ,actions ( ,h\nds1 or ,hawks1 t flye at a p>ticul> ,bird1 or run aft] a p>ticul> bea/ ( _! own k9d1 al?\gh ( a diff]5t sort3 ,! only diff]5ce is1 ,t ,druggs are n only ( a diff]5t sort1 b ( a diff]5t ,k9d f ,animal ,k9d2 at lea/1 f ,human ,sort4 ,,*ap4 ,,xxii4 ,( ! ,v>i\s ,hum\rs ( ,druggs4 ,! reason1 "o & ! same ,quantity or ,dose ( "o & ! same sort ( ,purg+-,druggs or ,m$ic9e1 w (t5 "w diff]5tly 9 sev]al ,human ,bodies2 z also1 diff]5tly 9 "o & ! same ,body1 at sev]al times ( tak+ ! same sorts ( ,m$ic9es2 is1 ,t sev]al ,p>ts ( "o & ! same sort1 may be diff]5tly hum\r$3 z1 "s to be dull] & sl[] ?an o!rs2 & "s to be m active ?an o!rs4 ,also1 "s ,p>ts may be ill-natur$1 & cause ,factions among/ ! ,p>ts ( ! ,body2 :]eas o!rs w endeav\r to rectifie ,disord]s1 or ,factions4 ,& sometimes bo? ! ,druggs1 & ! ,body1 falls out2 & !n !re is a dang]\s /rife2 ! ,body /riv+ to expel ! ,physick1 & ! ,physick endeav\r+ to /ay 9 ! ,body1 to d ! ,body "s mis*ief4 ,also1 "s ,p>ts ( "o & ! same sort1 may be s ,irregul>1 z to hunt n only ! sup]flu\s ,hum\rs1 or ! ,malignant ,humors1 b all sorts ( fl[+ ,p>ts2 :i* may cause s great & g5]al ,disord]1 z may endang] ,human ,life4 ,,*ap4 ,,xxiii4 ,( ,,cordials4 ,!re are _m sorts ( ,cordials3 =1 ,i take e ,b5eficial ,rem$y to be a ,cordial3 b1 _m ( ! ,vulg> believe1 ,t !re is no ,cordial b ,br&y1 or su* l ,/rong-wat]s2 at lea/1 !y believe all su* ,rem$ies t are virtually ,hot1 to be ,cordials3 b1 :5 !y take too mu* ( su* ,cordials1 ei!r 9 ,sickness1 or ,heal?1 !y w1 9 "s "t1 f9d !m z bad z ,poyson4 ,b1 all su* ,applications z are nam$ ,cordials1 are n hot3 =1 "s are cool1 at lea/1 ( a temp]ate degree4 ,& z !re are ,regul> & ,irregul> ,corporeal ,motions2 s !re are ,sympa!tical1 & ,antipa!tical ,motions2 & yet bo? sorts may be ,regul>4 ,also1 !re is a ,neutral sort1 t has nei!r ,sympa?y nor ,antipa?y1 b is ,indiff]5t4 ,b 9 ,disputes betwe5 ,two diff]5t ,p>ties1 a ,?ird may come 9 to ! assi/ance ( "o ,side1 m out ( hate to ! ,opposite1 ?an love to ! ,assi/$4 ,! same may ,cordials1 or su* l ,applications1 d1 :5 ! ,corporeal ,motions ( ,human ,life are 9 disord]1 & at v>iance3 =1 (t5times !re is z great a ,mut9y & ,disord] among/ ! ,corporeal ,motions1 bo? 9 ! ,m9d & ,body ( a ,man1 z 9 a ,publick ,/ate 9 "t ( ,rebellion3 b1 all ,assi/ant ,cordials1 endeav\r to assi/ ! ,regul> ,p>ts ( ! ,body1 & to p]swade ! ,irregul> ,p>ts4 ,z = ,poysons1 !y are l ,=re9 ,w>r1 t endeav\rs to de/roy a ,peaceable ,gov]nm5t4 ,,*ap4 ,,xxiv4 ,( ! diff]5t ,actions ( ! sev]al ,s5sitive ,p>ts ( a ,human ,creature4 ,"s ,p>ts ( a ,human ,creature w be ,regul>1 & "s ,irregul>3 z1 "s ( ! ,s5sitive ,p>ts w be ,regul>1 & "s ,irregul>2 t is1 "s ,p>ts w be ,pa9ful1 or ,sick1 o!rs well3 "s ,p>ts w make false ,p]ceptions2 o!rs1 true ,p]ceptions3 "s ,p>ts be ,temp]ate2 o!rs1 ,intemp]ate3 "s ,p>ts be ,madd1 o!r ,p>ts ,sob]3 "s ,p>ts be ,wise2 o!rs1 ,fooli%3 & ! same is to be said ( ! ,rational ,motions4 ,b1 9 a ,regul> ,society1 e ,"p & ,p>ticle ( ! ,body1 is ,regul>ly agreeable1 & ,sympa!tical4 ,,*ap4 ,,xxv4 ,( ! ,antipa?y ( "s ,human ,creatures1 to "s ,=re9 ,objects4 ,z ,i h (t5 said1 ,!re is (t5 bo? ,sympa?y & ,antipa?y betwe5 ! ,p>ts ( "s p>ticul> ,human & ,=re9 ,objects2 9 s mu*1 t "s w occasion su* a g5]al ,di/urbance1 z w cause a g5]al ,alt]ation1 viz4 cause a ,man to sw\nd1 or at lea/1 to be v fa9t1 or sick3 z = example1 ,"s w ,sw\nd at "s sorts ( ,s\nds1 "s sorts ( ,sc5ts1 "s sorts ( ,ta/1 "s sorts ( ,t\*es1 & "s sorts ( ,sights4 ,aga91 on ! o!r side1 "s ,human ,creatures w s sympa?ize ) "s sorts ( ,=re9 ,objects1 z "s w ,long = t1 ano!r w ,sw\nd to h4 ,,*ap4 ,,xxvi4 ,( ! ,effects ( ,=re9 ,objects1 on ! ,human ,m9d4 ,z !re is (t5 ,antipa?y ( ! ,p>ts ( a ,human ,creature1 to ,=re9 ,objects2 s !re are (t5 ,sympa!tical ,effects produc$ f ,=re9 ,objects1 ) ! ,p>ts ( a ,human ,creature4 ,z = example1 ,a timely1 k9d1 & discreet ,disc\rse f a ,fri5d1 w compose or quiet 8 tr\bl$ ,m9d3 ,likewise1 an untimely1 unk9d1 ha/y1 malici\s1 false1 or sudd5 ,disc\rse1 w (t5 disord] a well-temp]'d1 or ,regul> ,m9d1 ! ,m9d imitat+ ! smoo? or h>% /ra9s ( ! ,object3 & ! same ,effects ha? ,musick1 on ! ,m9ds ( _m ,human ,creatures4 ,,*ap4 ,,xxvii4 ,( ,,contemplation4 ,human ,contemplation1 is a ,conv]sation among/ "s ( ! ,rational ,p>ts ( ! ,human ,m9d2 :i* ,p>ts1 n reg>d+ pres5t ,objects1 move ei!r 9 dev\t ,notions1 or va9 ,fancies1 ,remembrances1 ,inv5tions1 ,contrivancies1 ,designs1 or ! l4 ,b ! "q is1 ,:e!r ! ,s5sitive ,p>ts ( a ,human ,society1 d1 at any "t1 ,contemplate8 ,i answ]1 ,t "s ( ! ,s5sitive ,p>ts are s sociable1 t !y are1 = ! mo/ "p1 agreeable to ! ,rational3 =1 9 deep ,contemplations1 "s ( ! ,s5sitive ,p>ts d n take notice ( ,=re9 ,objects1 b ( ! ,rational ,actions4 ,also1 if ! ,contemplations be 9 dev\t ,notions1 ! ,s5sitive ,p>ts express ,devotion by _! ,actions1 z ,i h =m]ly m5tion$4 ,also1 :5 ! ,rational ,p>ts move 9 ,actions ( ,desire1 /raight ! ,s5sitive move 9 ,sympa!tical ,appetites3 ,:]e=e1 if ! ,society be ,regul>1 ! ,s5sitive & ,rational ,p>ts are agreeable & sociable4 ,,*ap4 ,,xxviii4 ,( ,inject+ ( ! ,blood ( "o ,animal1 into ! ,ve9s ( ano!r ,animal4 ,to put ,blood ( "o ,animal1 into ano!r ,animal2 z = example1 ,"s ,ounces ( ,blood tak51 by "s ,art1 out ( a ,dogg's ,ve9s1 &1 by "s ,art1 put into a ,man's ,ve9s1 may v easily be done by ,injection2 & c]ta9ly1 may z readily conv]t x self to ! ,nature ( ,human ,blood1 z ,roots1 ,h]bs1 ,fruit1 & ! l ,food2 & probably1 w m aptly be trans=m$ into ,human ,fle%1 ?an ,hogg's ,blood1 mixt ) _m ,+r$i5ts1 & !n put into ,gutts1 & boyl$1 7an ord9>y ,food among/ ,c\ntry ,p27 b ,blood be+ a loose ,hum\ri% ,"p1 may encrease or dim9i%1 z ! o!r ,humors1 viz4 ,flegm1 ,*ol]1 & ,melan*oly1 are apt to d4 ,b ?is is to be obs]v$1 ,t by reason ,blood is ! mo/ fl[+ ,humor1 & ( mu* m1 or great] quantity ?an all ! re/ ( ! ,hum\rs1 x is apt 7if ,regul>7 to cause1 n only m frequ5t1 b a m g5]al ,di/urbance4 ,! ,elev5? ,"p4 ,,*ap4 ,i4 ,( ! diff]5t ,kn[l$ges1 9 diff]5t ,k9ds & ,sorts ( ,creatures4 ,if !re be n ,inf9ite ,k9ds1 yet1 x is probable1 !re are ,inf9ite sev]al ,sorts2 at lea/1 ,inf9ite p>ticul> ,creatures1 9 e p>ticul> ,k9d & ,sort2 & ! ,corporeal ,motions mov+ aft] a diff]5t mann]1 is ! cause !re are diff]5t ,kn[l$ges1 9 diff]5t ,creatures2 yet1 none c be said to be lea/ kn[+1 or mo/ kn[+3 =1 !re is 79 my op9ion7 no su* ?+ z lea/ & mo/1 9 ,nature3 =1 sev]al k9ds & sorts ( ,kn[l$ges1 make n ,kn[l$g to be m1 or less2 b only1 !y are diff]5t ,kn[l$ges prop] to _! k9d1 7z1 ,animal-k9d1 ,vegetable-k9d1 ,m9]al-k9d1 ,elem5tal-k9d7 & are also diff]5t ,kn[l$ges 9 sev]al sorts3 ,z = example1 ,man may h a diff]5t ,kn[l$g f ,bea/s1 ,birds1 ,fi%1 ,flies1 ,worms1 or ! l2 & yet be no wis] ?an ^? sorts ( ,animal-k9ds4 ,! same happ5s betwe5 ! sev]al ,kn[l$ges ( ,vegetables1 ,m9]als1 & ,elem5ts3 b1 because "o ,creature do? n "k :at ano!r ,creature kn[s1 !nce arises ! ,op9ion ( ,ins5sibility1 & ,irrationability1 t "s ,creatures h ( o!rs4 ,b !re is to be not$1 ,t ,nature is s ,regul>1 or wise1 9 h] ,actions1 t ! ,species & ,kn[l$g ( e p>ticul> ,k9d1 is kept 9 an ,ev51 or ,equal ,balance3 ,= example1 ,! ,dea? or ,bir? ( ,animals1 do? nei!r add or dim9i% f1 or to ! ,kn[l$g ( ! ,k9d1 or r ! ,sort4 ,also1 an ,animal c h no ,kn[l$g1 b su* z is prop] to ! species ( 8 ,figure3 b1 if !re be a ,creature ( a mixt ,species1 or ,figure1 !n _! ,kn[l$g is accord+ to _! mixt ,=m3 =1 ! ,corporeal ,motions ( e ,creature1 move accord+ to ! ,=m1 ,frame1 or ,species ( _! ,society3 b1 !re is n only diff]5t ,kn[l$ges1 9 diff]5t ,k9ds & ,sorts ( ,creatures2 b1 !re are diff]5t ,kn[l$ges 9 ! diff]5t ,p>ts ( "o & ! same2 z1 ! diff]5t ,s5ses ( ,see+1 ,he>+1 ,smell+1 ,ta/+1 & ,t\*+1 h n only diff]5t ,kn[l$ges 9 diff]5t ,s5sitive ,organs1 b 9 "o ,s5se1 !y h sev]al ,p]ceptive ,kn[l$ges3 & ?\gh ! diff]5t ,s5sitive ,organs ( a ,human ,creature1 are ignorant ( ea* o!r2 yet1 ea* ,s5se is z kn[+ z ano!r4 ,! same 7no "q7 is among/ all ! ,creatures 9 ,nature4 ,,*ap4 ,,ii4 ,( ! ,v>iety ( ,self-actions 9 p>ticul> ,creatures4 ,!re are num]\s ,v>ieties ( ,figurative ,motions 9 "s ,creatures2 & 9 o!rs1 v few1 9 comp>ison3 b1 ! occasion ( t1 is ! mann] ( ! ,frame & ,=m ( a ,creature3 =1 "s ,creatures t are b small1 h mu* m v>iety ( ,figurative ,motions1 ?an o!rs t are v bigg & l>ge ,creatures3 s t1 x is n only ! ,quantity ( ,matt]1 or ,numb] ( ,p>ts1 b ! sev]al ,*anges ( ,motion1 by ! ,v>iety ( _! ,active ,p>ts1 t is ! cause ( x3 =1 ,nature is n only an ,inf9ite ,body1 b1 be+ ,self-mov+1 causes ,inf9ite ,v>iety1 by ! alt]$ ,actions ( h] ,p>ts2 e alt]$ ,action1 caus+ bo? an alt]$ ,self-kn[l$g1 & an alt]$ ,p]ceptive ,kn[l$g4 ,,*ap4 ,,iii4 ,( ! ,v>iety ( ,corporeal ,motion1 ( "o & ! same sort or k9d ( ,motion4 ,!re is ,inf9ite ,v>iety ( ,motion ( ! same sorts & k9ds ( ,motions2 z = example1 ,( ,dilatations1 or ,ext5sions1 ,expulsions1 ,attractions1 ,contractions1 ,ret5tions1 ,dige/ions1 ,respirations3 ,!re is also ,v>ieties ( ,d5sities1 ,r>ities1 ,gravities1 ,levities1 ,measures1 ,sizes1 ,agilness1 ,sl[ness1 ,/r5g?1 ,weakness1 ,times1 ,seasons1 ,gr[?s1 ,decays1 ,lives1 ,dea?s1 ,conceptions1 ,p]ceptions1 ,passions1 ,appetites1 ,sympa?ies1 ,antipa?ies1 & ,millions ! l k9ds1 or sorts4 ,,*ap4 ,,iv4 ,( ! ,v>iety ( p>ticul> ,creatures4 ,nature is s delight$ ) ,v>iety1 t seldom two ,creatures 7al?\gh ( ! same sort1 nay1 f ! same ,produc]s7 are j alike2 & yet ,human ,p]ception _c p]ceive above f\r k9ds ( ,creatures1 viz4 ,animals1 ,vegetables1 ,m9]als1 & ,elem5ts3 b1 ! sev]al sorts seem to be v num]\s2 & ! ,v>ieties ( ! sev]al ,p>ticul>s1 ,inf9ite3 b1 ,nature is necessitat$ to divide h] ,creatures into ,k9ds & ,sorts1 to keep ,ord] & ,me?od3 =1 !re may be num]\s ,v>ieties ( sorts2 z = example1 ,_m sev]al ,worlds1 & inf9ite ,v>ieties ( ,p>ticul>s 9 ^? ,worlds3 =1 ,worlds may diff] f ea* o!r1 z mu* z sev]al sorts ( ,animals1 ,vegetables1 ,m9]als1 or ,elem5ts2 & yet be all ( t sort we "n ,worlds3 b1 z = ! ,inf9ite ,v>ieties ( ,nature1 we may say1 ,t e ,"p ( ,nature is ,inf9ite1 9 "s sort2 because e ,"p ( ,nature is a p]petual ,motion1 & makes ,inf9ite ,v>ieties1 by *ange or alt]ation ( ,action3 b1 !re is s mu* ,v>iety ( ! sev]al ,%apes1 ,figures1 ,=ms1 & ,sizes1 z1 ,bigg]1 & ,less2 z also1 sev]al sorts ( ,heats1 ,colds1 ,dr\ghts1 ,moi/ures1 ,fires1 ,airs1 ,wat]s1 ,e>?s1 ,animals1 ,vegetables1 & ,m9]als1 z are n to be express$4 ,,*ap4 ,v4 ,( ,divid+1 & ,rejoyn+1 or ,alt]+ ,ext]ior ,figurative ,motions4 ,! ,int]ior & ,ext]ior ,figurative ,motions ( "s sorts ( ,creatures1 are s unit$ by _! ,sympa!tical ,actions1 z !y _c be sep>at$ )\t a ,total ,dissolution2 & "s _c be alt]$ )\t a ,dissolution2 & o!r ,figurative ,motions may sep>ate1 & unite aga92 & o!rs1 if sep>ate1 _c unite aga91 z !y 7 be=e3 ,z = example1 ,! ,ext]ior ,p>ts ( a ,human ,creature1 if once divid$1 _c be rejoyn$2 :5 z "s sorts ( ,worms may be divid$1 & if ^? divid$ ,p>ts meet1 c rejoyn1 z be=e4 ,also1 "s ,figurative ,motions ( diff]5t sorts1 & s diff]5t1 t !y are opposite1 may unite 9 agreem5t1 9 "o ,composition1 or ,creature2 yet1 :5 ! v same sorts ( ,figurative ,motions1 are n s unit$1 !y are1 z x 71 deadly ,enemies4 ,,*ap4 ,,vi4 ,( ,diff]5t ,figurative ,motions 9 p>ticul> ,creatures4 ,!re are _m ,creatures t are compos$ ( v opposite ,figurative ,motions2 z = example1 ,"s ,p>ts ( ,fire & ,wat]2 also1 all ,cordials1 ,vitriols1 & ! l ,wat]s2 also1 ,iron & ,/one1 & ,inf9ite ! l3 ,b1 t :i* is compos$ ( ! mo/ diff]5t ,figurative ,motions1 is ,quick-silv]1 :i* is ext]iorly ,cold1 ,s(t1 ,fluid1 ,agil1 & ,heavy3 also1 ,divisible1 & ,rejoynable2 & yet s ,ret5tive ( its ,innate ,nature1 t al?\gh x c be r>ifi$1 yet n easily dissolv$2 at lea/1 n t ,human ,creatures c p]ceive2 =1 x ha? puzl$ ! be/ ,*ymi/s4 ,,*ap4 ,,vii4 ,( ! ,alt]ations ( ,ext]ior & ,innate ,figurative ,motions ( sev]al sorts ( ,creatures4 ,! ,=m ( sev]al ,creatures1 is aft] sev]al mann]s & ways1 :i* causes sev]al ,natures or ,prop]ties3 ,z = example1 ,! ,ext]ior & ,innate ,corporeal ,motions ( "s ,creatures1 dep5d s mu* on ea* o!r1 ,t ! lea/ ,alt]ation ( ! "o1 causes a ,dissolution ( ! :ole ,creature2 :]eas ! ,ext]ior ,corporeal ,motions ( o!r sorts ( ,creatures1 c *ange & re*ange _! actions1 )\t ! lea/ di/urbance to ! ,innate ,figurative ,motions3 ,9 o!r sorts ! ,innate ,motions %all be q alt]$1 b _! ,ext]ior ,motions be 9 "s mann] consi/5t3 ,z = pro(1 ,fire is ( t ,nature1 t bo? ! ,ext]ior & ,innate ,motions1 are ( "o & ! same sort2 s t ! ,alt]ation ( ! "o1 cause? a ,dissolution ( ! o!r2 t is1 ,fire loses ! ,prop]ty ( ,fire1 & is alt]$ f be+ ,fire4 ,on ! o!r side1 ! ,ext]ior ,figurative ,motions ( ,wat]1 c *ange & re*ange1 )\t any di/urbance to ! ,innate ,nature3 b1 ?\gh ! ,alt]ation ( ! ,innate ,figurative ,motions ( all ,creatures1 mu/ ( necessity alt] ! ,life & ,kn[l$g ( t ,creature2 yet !re may be su* consi/5t ,motions among/ ! ,ext]ior ,p>ts ( "s sorts ( ,creatures1 t !y w keep _! ,ext]ior ,=m3 ,z = example1 ,a ,tree t is cut d[n1 or into pieces1 :5 ^? pieces are )]$1 &1 z we say1 dead2 yet1 !y rema9 ( ! ,figure ( ,wood4 ,also1 a dead ,bea/ do? n alt] ! ,figure ( ,fle% or ,bones1 pres5tly4 ,also1 a dead ,man do? n pres5tly dissolve f ! ,figure ( ,man2 & "s1 by ! ,art ( embalm+1 w occasion ! rema9+ ,figurative ,motions ( ! dead ,man to cont9ue1 s t ^? sorts ( ,motions1 t are ! ,frame & ,=m1 are n q alt]$3 b yet1 ^? ,ext]ior ,=ms are s alt]$1 t !y are n su* z ^? by :i* we "n a ,liv+ ,man4 ,! same ( ,flyes1 or ! l1 intomb'd 9 ,amb]3 b by ?is we may p]ceive1 ,t ! ,innate ,figurative ,motions may be q alt]$1 & yet ! ,ext]ior ,figurative consi/5t ,motions1 d1 9 "s mann]1 keep 9 ! ,figure1 ,=m1 or ,frame ( _! ,society4 ,! tru? is1 79 my op9ion7 ,t all ! ,p>ts t rema9 undissolv$1 h q alt]$ _! ,animal actions2 b only ! ,consi/5t actions1 ( ! ,=m ( _! ,society1 rema9s1 s z to h a resemblance ( _! ,frame or ,=m4 ,,*ap4 ,,viii4 ,( ,,local ,,motion4 ,all ,corporeal ,motion is ,local2 b only !y are diff]5t ,local ,motions3 & "s sorts or k9ds1 h advantage ( o!rs1 & "s h p[] ov] o!rs1 z1 9 a mann]1 to in=ce !m to alt] _! ,figurative motions2 z = example1 ,:5 "o ,creature do? de/roy ano!r1 ^? t are ! ,de/roy]s1 occasion ^? t we "n ! ,de/roy$1 to dissolve _! ,unity1 & to alt] _! actions3 =1 !y _c annihilate _! actions2 nor c !y give or take away ! ,p[] ( ,self-motions2 b1 z ,i said1 "s ,corporeal motions c occasion o!r ,corporeal motions to move s1 or s4 ,b ?is is to be not$1 ,t sev]al sorts ( ,creatures h a mixture ( sev]al sorts ( ,figurative motions2 z = example1 ,!re are ,fly+ ,fi%1 & ,swimm+ ,bea/s2 also1 !re are "s ,creatures t are p>tly ,bea/s1 & p>tly ,fi%1 z ,ott]s1 & _m o!rs2 also1 a ,mule is p>tly a ,horse1 & an ,ass2 a ,batt is p>tly a ,m\se1 & a ,bird2 an ,owle is p>tly a ,cat & a ,bird2 & num]\s o!r ,creatures !re are1 t are p>tly ( "o sort1 & p>tly ( ano!r4 ,,*ap4 ,,ix4 ,( sev]al mann]s1 or ways ( ,advantages1 or ,disadvantages4 ,n only ! ,mann]1 ,=m1 ,frame1 or ,%ape ( p>ticul> ,creatures2 b also1 ! ,regul>ity or ,irregul>ity ( ! ,corporeal motions ( p>ticul> ,creatures1 do? cause t :i* ,man names ,/r5g? or ,weakness1 ,ob$i5ce or ,disob$i5ce1 ,advantages or ,disadvantages ( ,p[] & ,au?ority1 or ! l3 ,z = example1 ,a great] ,numb] w ov]p[] a lesse3 =1 ?\gh !re be no ,diff]5ces 7z be+ no ,degrees7 ( ,self-/r5g? among/ ! ,self-mov+ ,p>ts1 or ,corporeal motions2 yet1 !re may be /rong] & weak] ,compositions1 or ,associations2 & a great] ,numb] ( ,corporeal motions1 makes a /rong] ,p>ty3 b1 if ! great] ,p>ty be ,irregul>1 & ! less] ,p>ty be ,regul>1 a hundr$ to "o1 b ! weak] ,p>ty is victori\s4 ,also1 ! mann] ( ! ,corporeal motions2 z1 a ,div+-motion may get ! bett] ( a ,swimm+-motion2 &1 9 "s cases1 ! ,swimm+1 ! bett] ( ! ,div+4 ,jump+ may h ! advantage ov] ,runn+2 &1 9 o!r cases1 ,runn+1 ov] ,jump+4 ,also1 ,creep+ may h ! advantage ov] ,fly+2 &1 9 o!r cases1 ,fly+1 ov] ,creep+4 ,a ,cross ,motion may h ! advantage ov] a ,/raight2 &1 9 o!r cases1 a ,/raight1 ov] a ,cross4 ,s x may be said1 ( ,turn+ & ,lift+1 ( ,contract+ & ,dilat+ ,motions4 ,& _m ! l ,examples may be _h2 b1 z ,i h (t5 said1 ,!re is mu* ,advantage & ,disadvantage 9 ! mann] & way ( ! ,compos$ ,=m & ,figure ( ,creatures4 ,,*ap4 ,x4 ,( ! ,actions ( "s sorts ( ,creatures1 ov] o!rs4 ,"s sorts ( ,creatures are m ,ext]iorly active1 ?an o!r sorts2 & "s m ,int]iorly active2 "s m r>e1 "s m d5se1 & ! l3 also1 "s d5se ,creatures are m active ?an ! r>e2 & "s r>e1 are m active ?an o!r sorts t are d5se4 ,also1 "s ,creatures t are r>e1 h advantage ( "s t are d5se2 & "s t are d5se1 ov] "s sorts t are r>e2 "s leight ,bodies1 ov] "s heavy ,bodies2 & "s heavy ,bodies1 ov] "s sorts ( leight ,bodies4 ,also1 sev]al sorts ( ,ext]ior ,motions1 ( sev]al sorts ( ,creatures1 h advantage & disadvantage ( ea* o!r2 z = example1 ,spr+s ( ,wat]1 & ,air1 w make ,passages1 & s divide h>d /rong ,rocks4 ,&1 on ! o!r side1 a ,/raw w divide ,p>ts ( ,wat]2 & a small ,flye1 w divide ,p>ts ( ! ,air3 b1 mi/ake me n1 ,i mean1 t !y occasion ! ,airy or ,watry ,p>ts1 to divide4 ,,*ap4 ,,xi4 ,( ,,glassie ,,bodies4 ,tis impossible1 z ,i h said1 to describe ! ,inf9ite ,corporeal ,figurative ,motions3 b1 among/ ^? ,creatures t are subject to ,human ,p]ception1 !re are "s t resemble ea* o!r1 & yet are ( diff]5t ,natures2 z = example1 ,black ,ebony1 & ,black ,m>ble1 !y are bo? ,glassie1 smoo?1 & black2 yet1 "o is ,/one1 ! o!r ,wood4 ,also1 !re be _m light & %9+ ,bodies1 t are ( diff]5t ,natures2 z = example1 ,metal is a bright %9+ ,body2 & div]s sorts ( ,/ones1 are bright %9+ ,bodies3 also1 cle> ,wat] is a bright %9+ ,body2 yet1 ! ,metal & ,/ones are ,m9]als1 & ,wat] is an ,elem5t4 ,inde$1 ,mo/ ,bodies are ( a ,glassie ,hue1 or1 z ,i may say1 ,complexion2 z may be obs]v$ 9 mo/ ,vegetables2 z also1 ,sk9s1 ,fea!rs1 ,scales1 & ! l4 ,b "s may say1 ,t ,glass9ess is made by ! ,brightness ( ! ,light t %9es ^u !m4 ,i answ]3 ,if s1 !n ! ord9>y ,e>? w\ld h ! l ,glass9ess3 b1 we p]ceive ! ,e>? to appe> dull 9 ! cle>e/ ,sun-%9+ ,day3 :]e=e1 x is n ! ,light1 b ! nature ( _! own ,bodies4 ,besides1 e ,body ha? n "o & ! same sort ( ,glass9ess1 b "s are v diff]5t3 ',tis true1 "s sorts ( ,bodies d n appe> ,glassie1 or %9+1 until !y be poli%$3 b1 z = su* sorts ( %9+ ,bodies t appe> 9 ! d>k1 !re is n _m ( !m p]ceiv'd by u1 besides ! ,moon & ,/>rs2 b yet "s !re are1 z ,fire2 b t is an ,elem5t4 ,!re are also ,gl[-worms ,tayles1 ,cats ,eyes1 ,rott5 ,wood1 & su* l %9+-,bodies4 ,,*ap4 ,,xii4 ,( ,metamorphoses1 or ,trans=mations ( ,animals & ,vegetables4 ,!re are "s ,creatures t _c be ,metamorphos$3 z = example1 ,animals & ,vegetables1 at lea/1 mo/ ( ^? sorts1 by reason !y are compos$ ( _m sev]al & diff]5t ,figurative ,motions2 & ,i und]/& ,metamorphose1 to be a *ange & alt]ation ( ! ,ext]ior ,=m1 b n any *ange or alt]ation ( ! ,int]ior or ,intellectual ,nature3 & h[ c !re be a g5]al *ange ( ! ,ext]ior ,=m or ,%ape ( a ,human ,creature1 or su* l ,animal1 :5 ! diff]5t ,figurative ,motions ( 8 diff]5t ,compositions1 are1 = ! mo/ "p1 ignorant ( ea* o!rs p>ticul> ,actions8 ,besides1 z ,animals & ,vegetables require degrees ( "t = _! ,productions1 z also1 = _! ,p]fections2 s1 "s ,"t is requir'd = _! ,alt]ations3 b1 a sudd5 alt]ation among/ diff]5t ,figurative ,motions1 w\ld cause su* a ,confusion1 t x w\ld cause a ,dissolution ( ! :ole ,creature1 especially 9 actions t are n natural1 z be+ improp] to _! k9d1 or sort3 ,! same ( ,vegetables1 :i* h _m diff]5t ,figurative ,motions4 ,?is consid]$1 ,i _c *use b wond]1 t wise m5 %\ld believe 7z "s d7 ! ,*ange or ,trans=mation ( ,wit*es1 into _m sorts ( ,creatures4 ,,*ap4 ,,xiii4 ,( ! ,life & ,dea? ( sev]al ,creatures4 ,t :i* ,man names ,life1 & ,dea?1 7:i* are "s sorts ( ,compositions & ,divisions ( ,p>ts ( ,creatures7 is v diff]5t1 9 diff]5t k9ds & sorts ( ,creatures1 z also1 9 "o & ! same sort3 ,z = example1 ,"s ,vegetables are old & decrepit 9 a ,day2 o!rs are n 9 ,p]fection1 or 9 _! ,prime1 9 less ?an a hundr$ ye>s4 ,! same may be said ( ,animal k9ds4 ,a ,silk-worm is no soon] born1 b dyes2 :5 z o!r ,animals may live a hundr$ ye>s4 ,z = ,m9]als1 ,t9n & ,lead seem b ( a %ort ,life1 to ,gold2 z a ,worm to an ,elephant1 or a ,tulip to an ,oak = la/+2 & 'tis probable1 ! sev]al ,productions ( ! ,planets & ,fix$ ,/>rs1 may be z f> m la/+1 ?an ! p>ts ( ,gold m la/+ ?an a ,flye3 =1 if a ,compos$ ,creature 7 a ,million ( ye>s produc+1 or ,millions ( ye>s dissolv+1 x 7 no?+ to ,et]nity3 b1 ^? produc$ ,motions t make ,vegetables1 ,m9]als1 ,elem5ts1 & ! l1 ! subtile/ ,philosoph]1 or ,*ymi/1 9 ,nature1 c nev] p]ceive1 or f9d out2 because1 ,human ,p]ception is n s subtile1 z to p]ceive t :i* ,man names ,natural ,productions3 =1 ?\gh all ! ,corporeal ,motions 9 ,nature are p]ceptive2 yet1 e ,p]ceptive ,"p do? n p]ceive all ! actions 9 ,nature3 =1 ?\gh e diff]5t ,corporeal ,motion1 is a diff]5t ,p]ception2 yet1 !re are m ,objects ?an any "o ,creature c p]ceive3 also1 e p>ticul> k9d or sort ( ,creatures1 h diff]5t ,p]ceptions1 occasion$ by ! ,frame & ,=m ( _! ,compositions1 or unities ( _! ,p>ts3 ,s z ! ,p]ceptions ( ,animals1 are n l ! ,p]ceptions ( ,vegetables2 nor ,vegetables1 l ! ,p]ceptions ( ,m9]als2 nor ,m9]als1 l ! ,p]ceptions ( ,elem5ts3 ,=1 ?\gh all ^! sev]al k9ds & sorts1 be p]ceptive2 yet1 n aft] "o & ! same way1 or mann] ( ,p]ception3 b1 z !re is inf9ite v>iety ( ,corporeal ,motions1 s !re are inf9ite v>ieties ( ,p]ceptions3 =1 ,inf9ite ,self-mov+ ,matt]1 ha? inf9ite v>ieties ( ,actions4 ,b1 to return to ! ,disc\rse ( ! ,productions & ,dissolutions ( ,creatures2 ,! reason1 t "s ,creatures la/ long] ?an o!rs1 is1 ,t "s ,=ms or ,frames ( _! ,composition1 are ( a m la/+ ,figure4 ,b ?is is to be obs]v$1 ,t ! ,figures t are mo/ solid1 are m la/+ ?an ^? t are m slack & loose3 b mi/ake me n2 ,i say1 ,= ! mo/ "p1 !y are m la/+4 ,also1 ?is is to be not$1 ,t "s ,compositions require m lab\r2 "s1 m curiosity2 & "s are m full ( v>iety1 ?an o!rs4 ,,*ap4 ,,xiv4 ,( ,,circles4 ,a ,circle is a ,r\nd ,figure1 )\t ,end2 :i* ,figure c m easily & aptly alt] ! ,ext]ior ,=m1 ?an any o!r ,figure4 ,= example1 ,a ,circul> ,l9e may be drawn _m sev]al ways1 into diff]5t & sev]al sorts ( ,figures1 )\t break+ ! ,circle3 also1 x may be contract$ or ext5d$ into a less or wid] compass2 & drawn or =m$ into _m sev]al sorts ( ,figures1 or ,works2 z1 into a ,squ>e1 or ,triangle1 or ,oval1 or ,cyl9d]1 or l sev]al sorts ( ,fl[]s1 & nev] dissolve ! ,circul> ,l9e4 ,b ?is is to be not$1 t !re may be sev]al sorts ( ,circul> ,l9es2 z1 "s ,broad1 "s ,n>r[1 "s ,r\nd1 "s ,flat1 "s ,ragg$ or ,twi/$1 "s ,smoo?1 "s ,po9t$1 "s ,edg$1 & numb]s ( ! l2 & yet ! compass be exactly r\nd4 ,b "s may say1 t1 ,:5 a ,circle is drawn into sev]al ,works1 x is n a ,circle3 ,z = example1 ,:5 a ,circle is squ>$1 x is n a ,circle1 b a ,squ>e4 ,i answ]3 ,x is a ,circle squ>'d1 b n a ,circle brok51 or divid$3 =1 ! ,int]ior ,nature is n dissolv$1 al?\gh ! ,ext]ior ,figure is alt]$3 x is a ,natural ,circle1 al?\gh x %\ld be put into a ,ma!matical ,squ>e4 ,b1 to conclude ?is ,*apt]1 ,i say1 ,t all su* sorts ( ,figures t are 7l ,circul> ,l9es7 ( "o piece1 may *ange & re*ange _! ,ext]ior ,figures1 or ,%apes1 )\t any alt]ations ( _! ,int]ior ,prop]ties4 ,,*ap4 ,,xv4 ,human ,creatures _c s probably treat ( o!r sorts ( ,creatures1 z ( _! own4 ,to treat ( ! ,productions ( ,vegetables1 ,m9]als1 & ,elem5ts1 is n s easie a ,task1 z to treat ( ,animals2 &1 among/ ,animals1 ! mo/ easie ,task is1 to treat ( ,human ,productions2 by reason "o ,human ,creature may m probably guess at ! ,nature ( all ,human ,creatures 7be+ ( ! same ,nature7 ?an he c ( o!r k9ds ( o!r k9ds ( ,creatures1 t are ( ano!r ,nature4 ,b1 mi/ake me n1 ,i mean n ( ano!r ,nature1 be+ n ( ! same k9d ( ,creature1 b conc]n+ ,vegetables1 ,m9]als1 & ,elem5ts4 ,! ,elem5ts may m easily be treat$ (1 ?an ! o!r ,two k9ds3 =1 ?\gh !re be num]\s sorts ( !m1 at lea/1 num]\s sev]al ,p>ticul>s2 yet1 n s _m sev]al ,sorts1 z ( ,vegetables3 & ?\gh ,m9]als are n1 z to my kn[l$g1 s num]\s z ,vegetables2 yet1 !y are ( m1 or at lea/1 ( z _m ,sorts z ,elem5ts are4 ,b1 by reason ,i am unle>n$1 ,i %all only give my ,op9ion ( ! ,productions ( "s sorts2 9 :i*1 ,i fe>1 ,i %all r discov] my ,ignorance1 ?an ! ,tru? ( _! ,productions4 ,b1 ,i hope my ,read]s w n f9d fault ) my ,endeav\r1 ?\gh !y may f9d fault ) my little ,exp]i5ce1 & want ( ,le>n+4 ,! ,twelf? ,"p4 ,,*ap4 ,i4 ,( ! ,equality ( ,,elem5ts4 ,z = ! ,f\r ,elem5ts1 ,fire1 ,air1 ,wat]1 & ,e>?2 !y subsi/1 z all o!r ,creatures1 :i* subsi/ by ea* o!r3 b1 9 my op9ion1 !re %\ld be an ,equality ( ! ,f\r ,elem5ts1 to balance ! ,_w3 =1 if "o sort %\ld sup]ab\nd1 x w\ld occasion su* an ,irregul>ity1 t w\ld cause a ,dissolution ( ?is ,_w2 z1 :5 "s p>ticul> ,hum\r 9 ,man's ,body sup]ab\nds1 or !re is a sc>city ( "s ,hum\rs1 x causes su* ,irregul>ities1 t d1 _m times1 occasion 8 ,de/ruction4 ,! same may be said ( ! ,f\r ,elem5ts ( ! ,_w3 z = example1 ,if !re 7 n a suffici5t quantity ( ,elem5tal ,air1 ! ,elem5tal ,fire w\ld g out2 & if n a suffici5t quantity ( ,elem5tal ,fire1 ! ,air w\ld corrupt3 also1 if !re 7 n a suffici5t quantity ( ,elem5tal ,wat]1 ! ,elem5tal ,fire w\ld burn ! ,e>?2 & if !re 7 n a suffici5t quantity ( ,e>?1 !re w\ld n be a solid & firm ,f\ndation = ! ,creatures ( ! ,e>?3 =1 if !re 7 n ,d5sity1 z well z ,r>ity2 & ,levity1 z well z ,gravity2 ,nature w\ld run into ,extreams4 ,,*ap4 ,,ii4 ,( sev]al ,,temp]s4 ,heat do? n make ,dr\ght3 =1 !re is a ,temp] ( ,hot & ,moi/4 ,nor ,cold do? n make ,dr\ght3 =1 !re is a ,temp] ( ,cold & ,moi/4 ,nei!r do? ,heat make ,moi/ure3 =1 !re is a ,temp] ( ,hot & ,dry4 ,nor do? ,cold make ,moi/ure3 =1 !re is a ,temp] ( ,cold & ,dry4 ,b1 su* or su* sorts ( ,corporeal ,figurative ,motions1 make ,hot1 ,cold1 ,moi/1 ,dry2 ,hot & ,dry1 ,hot & ,moi/2 ,cold & ,dry1 ,cold & ,moi/2 &1 z ^? ,figurative ,motions alt] _! ,actions1 ^? ,temp]s are alt]$3 ! l happ5s 9 all ,creatures4 ,b ?is is to be obs]v$1 ,t !re is "s opposite or contr>y ,temp]s1 :i* h a lik5ess ( ,motion3 z = example1 ,a ,moi/ ,heat1 & a ,moi/ ,cold1 h a lik5ess or resemblance ( ,moi/ness2 & ! same is 9 dry ,heats & ,cold3 b surely1 mo/ sorts ( ,moi/ures1 are "s sorts ( dilative ,motions2 & mo/ ,dr\ghts1 are "s sorts ( ,contractive ,motions3 b1 !re are sev]al sorts ( ,dilatations1 ,contractions1 ,ret5tions1 ,expulsions1 & ! l3 =1 !re are ,cold ,contractions1 ,hot ,contractions2 ,cold ,dilatations1 ,hot ,dilatations2 ,hot ,ret5tions1 ,cold ,ret5tions2 & s ( ,dige/ions1 ,expulsions1 & ! l3 ,b1 z ,i said1 ,moi/ ,heats1 & ,moi/ ,colds1 seem ( a ,dilative ,nature2 z ,dry1 ( a ,contractive ,nature4 ,b1 all ,cold & ,heat1 or ,dry & ,moi/1 may be made by "o & ! same ,corporeal ,motions3 =1 ?\gh ! ,actions may v>y1 ! ,p>ts may be ! same3 yea1 ! l ,actions may be 9 diff]5t ,p>ts4 ,b1 no ,"p is b\nd to any p>ticul> ,action1 hav+ a free ,lib]ty ( ,self-motion4 ,b1 conc]n+ ,hot & ,cold1 & ! l ,actions1 ,i obs]ve1 ,t ,extream ,heat1 & ,extream ,cold1 is ( a l ,p[]1 or ,degree3 nei!r c ,i p]ceive ! ,hot ,motions to be quick] ?an ,cold3 = ,wat]1 9 little quantity1 %all z sudd5ly freeze1 z any leight ,fewel or ,/raw1 burn3 & ,animals w z soon freeze to dea?1 z be burn$ to dea?3 & ,cold is z p[]ful at ! ,poles1 z ,heat 9 ! ,torrid ,zone4 ,& 'tis to be obs]v$1 ,t ,freez+ is z quick & sudd51 z ,?aw+3 b sometimes1 nay v (t51 ,cold & ,hot ,motions w dispute = ,p[]2 & "s sorts ( ,hot1 ) o!r sorts4 ,! l ,disputes are among/ sev]al sorts ( ,cold ,motions2 ,dry ) ,moi/1 ,dry ) ,dry1 ,moi/ ) ,moi/4 ,& ! l ,disputes are also (t5 among/ all ,creatures4 ,z = ,d5sity1 x do? n make ,gravity3 =1 !re may be ,d5se ,bodies1 t are n ,grave2 z = example1 ,fea!rs1 & ,sn[4 ,nei!r do? ,gravity make ,d5sity3 =1 a quantity ( ,air ha? "s weight1 & yet is n d5se4 ,b mi/ake me n2 =1 ,i mean by ,grave1 ,heavy2 & n = ! ,effects ( ,asc5d+1 & ,desc5d+3 = ,fea!rs1 ?\gh ,d5se1 are m apt to asc5d1 ?an desc5d2 & ,sn[1 to desc5d4 ,also1 all sorts ( ,fluidity1 d n cause ,moi/1 ,liquid1 or ,wet2 nor all ,ext5uations1 cause ,light3 b1 !y are su* & su* sorts ( ,fluidities & ,ext5uations1 t cause su* & su* ,effects4 ,& s = ,heats1 ,colds1 ,dr\ghts1 ,moi/ures1 ,r>ities4 ,! same = ,gravities1 ,levities1 & ! l4 ,s t1 ,creatures are ,r>e1 ,fluid1 ,moi/1 ,wet1 ,dry1 ,d5se1 ,h>d1 ,s(t1 ,leight1 ,heavy1 & ! l1 accord+ to _! ,figurative ,motions4 ,,*ap4 ,,iii4 ,( ! ,*ange & ,re*ange2 & ( ,divid+ & ,ioyn+ ( ! ,p>ts ( ! ,elem5ts4 ,( all ,creatures subject to ,human ,p]ception1 ! ,elem5ts are mo/ apt to ,trans=m1 viz4 to ,*ange & ,re*ange2 also1 to ,divide & ,ioyn _! ,p>ts1 )\t alt]+ _! ,innate ,nature & ,prop]ty4 ,! reason is1 because ! ,innate ,figurative ,motions ( ,elem5ts1 are n s diff]5t z ^? ( ,animals & ,vegetables1 ^: ,compositions are ( _m diff]5t ,figurative ,motions2 9 s mu*1 t disjo9+ any ,"p ( ,animals1 or ,vegetables1 !y _c be jo9$ aga91 z !y 7 be=e2 at lea/1 x is n commonly done3 b1 ! ,nature & ,prop]ty ( ! ,elem5ts1 is1 ,t e ,"p & ,p>ticle are ( "o innate ,figurative ,motion2 s t ! lea/ gra9 ( ,du/1 or ! lea/ drop ( ,wat]1 or ! lea/ sp>k ( ,fire1 is ( ! same ,innate ,nature1 ,prop]ty1 & ,figurative ,motions1 z ! :ole ,elem5t2 :5 z1 ( ,animals1 & ,vegetables1 almo/1 e ,"p & ,p>ticle is ( a diff]5t ,figurative ,motion4 ,,*ap4 ,,iv4 ,( ! ,innate ,figurative ,motions ( ,e>?4 ,!re are _m sorts ( ,e>?1 yet all sorts are ( ! same k9d2 t is1 !y are all ,e>?3 b 79 my op9ion7 ! prime ,figurative ,motions ( ,e>?1 are ,circles2 b n dilat$ ,circles1 b contract$ ,circles3 nei!r are ^? ,circles smoo?1 b rugg$2 :i* is ! cause t ,e>? is dull1 or dim1 & is easily divid$ into du/y ,p>ts3 = all1 or at lea/1 mo/ ,bodies t are smoo?1 are m apt to joyn1 ?an divide2 & h a ,glassie ,hew or ,complexion2 :i* is occasion$ by ! smoo?ness1 & ! smoo?ness occasion$ by ! ev5ness ( ,p>ts1 be+ )\t ,int]vals3 b1 accord+ z ^! sorts ( ,circul> ,motions are m or less contract$1 & m or less rugg$1 !y cause sev]al sorts ( ,e>?4 ,,*ap4 ,v4 ,( ! ,figurative ,motions ( ,air4 ,!re are _m sorts ( ,airs1 z !re is ( o!r ,creatures1 ( "o & ! same k9d3 b1 = ,elem5tal ,air1 is compos$ ( v ,r>e1 ,figurative ,motions2 & ! ,innate ,motions1 ,i conceive to be some:at ( ! ,nature ( ,wat]1 viz4 ,circul> ,figurative ,motions1 only ( a m ,dilat+ ,prop]ty2 :i* causes ,air1 n to be ,wet1 b extraord9>y ,r>e2 :i* aga9 causes x to be some:at ( ! nature ( ,light3 =1 ! ,r>ity occasions ,air to be v se>*+ & p5etrat+2 also1 dividable & comp\ndable3 b1 ! ,r>ity ( ,air1 is ! cause t x is n subject to "s sorts ( ,human ,p]ception2 b yet1 n s ,r>e1 z n to be subject to ,human ,respirations2 :i* is "o sort ( ,human ,p]ception3 =1 all ,p>ts ( all ,creatures1 are p]ceptive "o way1 or ano!r3 b1 z ,i said1 !re are _m sorts ( ,air2 z1 "s ,cold1 "s ,hot2 "s ,dry1 "s ,moi/2 "s ,%>p2 "s ,corrupt1 "s ,pure1 "s ,gross2 & numb]s m3 b1 _m ( ^! sorts are r ,metamorphos$ ,vap\rs1 & ,wat]s1 ?an pure ,elem5tal ,air3 =1 ! pure ,elem5tal ,air1 is1 9 my op9ion1 m se>*+ & p5etrat+1 ?an ,light2 by reason ,light may be m easily eclips$1 or /opt2 :5 z ,air w se>* e ,pore1 & e ,creature1 to get entrance4 ,,*ap4 ,,vi4 ,( ! ,innate ,figurative ,motion ( ,fire4 ,! ,innate ,figurative ,motions ( ,elem5tal ,fire1 seem ! mo/ difficult to ,human ,p]ception1 & ,conception3 =1 by ! ,agilness1 x seems to be m pure ?an ! o!r sorts ( ,elem5ts2 yet1 by ! ,light1 or ,visibl5ess1 x seems m gross ?an ,air2 b1 by ! dilat+ ,prop]ty1 x seems to be m r>e ?an air1 at lea/1 z r>e z ,air4 ,by ! ,glassie or ,%9+ ,prop]ty1 x seems to be ( ,smoo? & ,ev5 ,p>ts3 also1 by ! pi]c+ & w\nd+ ,prop]ty1 ,fire seems to be compos$ ( %>p-po9t$ ,figurative ,motions3 ,:]e=e1 ! ,innate ,figurative ,motions ( ,fire1 are1 ,pure1 ,r>e1 ,smoo?1 ,%>p ,po9ts1 :i* c move 9 ,circles1 ,squ>es1 ,triangles1 ,p>allels1 or any o!r sorts ( ,ext]ior ,figures1 )\t an alt]ation ( its ,int]ior ,nature2 z may be obs]v$ by _m sorts ( ,fuels3 z also1 x c contract & dilate its ,p>ts1 )\t any alt]ation ( its ,innate ,prop]ty4 ,,*ap4 ,,vii4 ,( ! ,productions ( ,elem5tal ,fire4 ,x is to be obs]v$1 ,t ,po9ts ( ,fire are m num]\s1 & m sudd5ly propagat+1 ?an any o!r ,elem5t1 or any o!r ,creature t is subject to ,human ,p]ception4 ,b1 ,sp>ks ( ,fire1 resemble ! ,se$s ( ,vegetables1 9 ?is1 ,t z ,vegetables w n encrease 9 all sorts ( ,soyles1 alike2 nei!r w ! ,po9ts ( ,fire1 9 all sorts ( ,fuel1 alike4 ,&1 z ,vegetables produce diff]5t ,effects 9 sev]al ,soyls2 s do? ,fire on sev]al ,fuels3 ,z = example1 ,! ,se$s ( ,vegetables d n "w ! same ,effect 9 a ,birds ,crop1 z 9 ! ,e>?3 =1 !re !y encrease ! ,bird by dige/ion2 b1 9 ! gr\nd1 !y encrease _! own ,issue 7z ,i may say73 ,s ,fire1 9 "s ,fuels1 do? de/roy x self1 & occasions ! ,fuel to be m consum$2 :5 z1 9 o!r sorts ( ,fuel1 ,fire encreases extreamly4 ,b ,fire1 z all o!r ,creatures1 _c subsi/ s+le ( x self1 b mu/ h ,food & ,respiration2 :i* proves1 ,fire is n an ,immat]ial ,motion4 ,also1 ,fire ha? ,enemies1 z well z ,fri5ds2 & "s are deadly1 namely1 ,wat]1 or ,watry ,liquors4 ,also1 ,fire is =c$ to comply ) ! ,figurative ,motions ( ^? ,creatures x is joyn$ to3 =1 all ,fuels w n burn1 or alt]1 alike4 ,,*ap4 ,,viii4 ,( ,,flame4 ,flame is ! ,r>e/ ,"p ( ,fire3 & ?\gh ! ,fuel ( ,flame be ( a vapor\s & smoaky ,sub/ance2 yet surely1 !re are pure ,flames1 :i* are p]fect ,fires3 &1 = pro(1 we may obs]ve1 ,t ,flame w dilate & run1 z x 71 to cat* ,smoak3 b1 :5 ! ,smoak is above ! ,flame1 if x be high] ?an ! ,flame c ext5d1 x contracts back to ! ,fi]y ,body4 ,b1 ,flame do? some:at resemble t we "n ,natural ,light3 b yet1 9 my op9ion1 ,light is n ,flame2 nor ha? x any ,fi]y ,prop]ty1 al?\gh x be su* a sort ( ,ext5uat+ or ,dilat+ ,actions1 z ,flame ha?4 ,,*ap4 ,,ix4 ,( ! two sorts ( ,fire mo/ diff]5t4 ,!re are _m sorts ( ,fires3 b two sorts are mo/ opposite2 t is1 ! ,hot1 ,gl[+1 ,burn+1 ,bright1 ,%9+ ,fire2 & t sort ( ,fire we "n a ,dead1 ,dull ,fire2 z1 ,vitriol ,fires1 ,cordial ,fires1 ,corrosive ,fires1 ,fev]i% ,fires1 & num]\s o!r sorts2 & e sev]al sort1 ha? "s sev]al ,prop]ty3 z = example1 ,!re is great] diff]5ce betwe5 ! ,fi]y ,prop]ty ( ,oyl1 & ! ,fi]y ,prop]ty ( ,vitriol3 =1 ,oyl is nei!r ,ext]iorly ,hot1 nor ,burn+2 :]eas ,vitriol is ,ext]iorly ,burn+1 ?\gh n ,ext]iorly ,hot3 b1 ! diff]5ce ( ^! sorts ( ,fires1 is1 ,t ! ,actions ( ,elem5tal ,fire1 are to asc5d1 r ?an to desc5d3 & ! ,dull1 ,dead ,fire1 is r apt to desc5d1 ?an asc5d2 t is1 to pi]ce1 or dilate1 ei!r upw>ds1 or d[nw>ds3 b1 !y are bo? ( ,dilat+ & ,divid+ ,natures4 ,b ?is is to be not$1 ,t all sorts ( ,heats1 or ,hotness1 are n ,fire4 ,also x is to be not$1 ,t all ,fires are n ,%9+4 ,,*ap4 ,x4 ,( ,dead or ,dull ,fires4 ,,( ,dull1 ,dead ,fires1 "s sorts seem to be ( a mixt sort3 z = example1 ,vitriol1 & ! l1 seem to be ,ext]iorly1 ( ! ,figurative ,motions ( ,fire2 & ,int]iorly1 ( ! ,figurative ,motions ( ,wat]1 or ( ,watry ,liquors3 ,& ,oyl is ( ,fi]y ,figurative ,motions1 ,int]iorly2 & ( ,liquid ,figurative ,motions1 ,ext]iorly2 :i* is ! cause t ! ,fi]y ,prop]ties ( ,oyl _c be alt]$1 )\t a ,total ,dissolution ( _! ,natures4 ,b1 su* sorts ^: ,fi]y ,figurative ,motions are ,ext]ior1 z be+ n _! ,innate ,nature1 may be divid$ f ^? o!r ,natural ,p>ts !y 7 joyn$ to1 )\t alt]+ _! ,innate ,nature4 ,,*ap4 ,,xi4 ,( ! ,occasional ,actions ( ,fire4 ,all ,creatures h n only ,innate figurative ,motions t cause !m to be su* or su* a sort ( ,creature2 b1 !y h su* & su* actions1 t cause su* & su* ,effects3 also1 e ,creature is occasion$ to p>ticul> ,actions1 by =re9 ,objects2 _m times to improp] actions1 & sometimes to ru9\s actions1 ev5 to ! dissolution ( _! ,nature3 ,&1 ( all ,creatures1 ,fire is ! mo/ ready to occasion ! mo/ ,mis*ief2 at lea/1 ,disord]s3 =1 :]e x c get entrance1 x seldom fails ( caus+ su* a ,di/urbance1 z occasions a ,ru9e4 ,! reason is1 t mo/ ,creatures are por\s3 =1 all ,creatures1 subsi/+ by ea* o!r1 mu/ ( necessity h ,egress & ,regress1 be+ compos$ ( ,int]ior & ,ext]ior ,corporeal ,motions4 ,& ,fire1 be+ ! %>pe/ figurative ,motion1 is apt to ent] into ! smalle/ ,pores4 ,b "s may ask1 ,:e!r ,fire is por\s x self8 ,i answ]3 ,t hav+ ,respiration1 x is a suffici5t pro( t x is ,por\s3 =1 ,fire dyes if x ha? n ,air4 ,b "s may say1 ,h[ c a ,po9t be por\s8 ,i answ]1 ,t a ,po9t is compos$ ( ,p>ts1 & !re=e may v well be por\s3 =1 !re is no su* ?+ z a ,s+le ,"p 9 ,nature1 & !re=e1 n a ,s+le ,po9t4 ,also1 "s may say1 ,if !re be ,pores 9 ,nature1 !re may be ,vacuum4 ,i answ]1 ,t1 9 my op9ion1 !re is n2 because !re is no empty ,pores 9 ,nature3 ,pores signify+ only an ,egress & ,regress ( ,p>ts4 ,,*ap4 ,,xii4 ,fire ha? n ! ,prop]ty to ,*ange & ,re*ange4 ,( all ! ,elem5tal ,creatures1 ,fire is ! lea/ subject to *ange3 =1 ?\gh x be apt to occasion o!r ,creatures to alt]2 yet x keeps close to its own ,prop]ties1 & prop] ,actions3 =1 x _c *ange1 & re*ange1 z ,wat] c4 ,also1 ,natural ,air is n apt to *ange & re*ange1 z ,wat]3 =1 ?\gh x c 7z all ! ,elem5ts7 divide & jo9 its ,p>ts1 )\t alt]+ ! ,prop]ty ( its ,nature3 yet1 x _c readily alt]1 & alt] aga91 its ,natural ,prop]ties1 z ,wat] c4 ,! tru? is1 ,wat] & ,fire1 are opposite 9 all _! ,prop]ties3 b1 z ,fire is1 ( all ! ,elem5ts1 ! fur!/ f alt]+3 s ,wat] is1 ( all ! ,elem5ts1 ! mo/ subject to alt]3 =1 all ,circul> ,figures are apt to v>iety4 ,,*ap4 ,,xiii4 ,( ! ,innate ,figurative ,motions ( ,wat]4 ,! ,nature ( ,wat] is1 ,r>e1 ,fluid1 ,moi/1 ,liquid1 ,wet1 ,glut9\s1 & ,glassie4 ,likewise1 ,wat] is apt to divide & unite its ,p>ts1 mo/ ( :i* ,prop]ties are caus$ by sev]al sorts ( ,dilatations1 or ,ext5uations3 b1 ! ,int]ior1 or ,innate ,figure ( ,wat]1 is a ,circul> ,l9e4 ,b yet1 x is to be obs]v$1 ,t !re are _m sev]al sorts ( ,wat]s1 z !re are _m sev]al sorts ( ,airs1 ,fires1 & ,e>?s1 & s ( all ,creatures3 =1 "s ,wat]s are m r>e ?an o!rs1 "s m leight1 & "s m heavy2 "s m cle>1 & "s m dull2 "s salt1 "s %>p2 "s bitt]1 "s m fre%1 or sweet2 "s h cold ,effects1 "s hot ,effects3 all :i* is caus$ by ! sev]al ,figurative ,motions ( sev]al sorts ( ,wat]s3 b1 ! nature ( ,wat] is su*1 z x c easily alt]1 or *ange1 & re*ange1 & yet keep its ,int]ior1 or ,innate ,nature or ,figure4 ,b ?is is also to be obs]v$1 ,t ! ,dilat+ or ,ext5uat+ ,circle ( ,wat]1 is ( a middle ,degree1 z betwe5 ,two ,extreams4 ,,*ap4 ,,xiv4 ,! ,nature or ,prop]ty ( ,wat]4 ,wetness1 :i* is ! ,int]ior or ,innate ,prop]ty1 or ,nature ( ,wat]1 is1 9 my op9ion1 caus$ by "s sort ( ,dilatations or ,ext5uations4 ,z1 all ,dr\ghts1 or ,dryness1 are caus$ by "s sorts ( ,contractions2 s1 all ,moi/ures1 ,liquors1 & ,wets1 by ,dilatations3 yet1 ^? ,ext5uations1 or ,dilatations1 t cause ,wet1 mu/ be ( su* a sort ( ,dilatations1 z are prop] to ,wet2 viz4 ,su* a sort ( ,ext5uations1 z are ,circul> ,ext5uations2 :i* d dilate1 or ext5uate1 9 a smoo?1 equal dilatation1 f ! ,c5t]1 to ! ,circumf]5ce2 :i* ,ext5uations1 or ,dilatations1 are ( a middle ,degree2 = o!rwise1 ! ,figure ( ,wat] might be ext5d$ beyond ! ,degree ( ,wet2 or1 n ext5d$ to ! ,degree ( ,wet4 ,& x is to be obs]v$1 ,t !re is su* a ,degree z only causes moi/ness1 & ano!r to cause liquidness1 ! ?ird to cause wetness3 =1 ?\gh ,moi/ness & ,liquidness are 9 ! way ( ,wetness2 yet1 !y are n t :i* we "n ,wet3 also1 all t is ,s(t1 or ,smoo?1 is n ,wet2 nor is all t is ,liquid1 or ,fl[+1 ,wet3 =1 "s sorts ( ,air are liquid & fl[+1 b n wet3 nay1 ,flame is liquid & fl[+1 b yet q opposite f wet4 ,du/ is fl[+1 b nei!r liquid or wet1 9 its ,nature4 ,& ,hair & ,fea!rs are s(t & smoo?1 b nei!r liquid1 nor wet4 ,b1 z ,i said1 ,wat] is ( su* a ,nature1 z to h ! ,prop]ties ( ,s(t1 ,smoo?1 ,moi/1 ,liquid1 & ,wet2 & is also ( su* fl[+ ,prop]ties1 caus$ by su* a sort ( ,ext5uat+ ,circles z are ( a ,middle or ,mean ,degree3 b yet1 !re are _m sev]al sorts ( ,liquors1 & ,wets1 z we may p]ceive 9 ,fruit1 ,h]bs1 & ! l3 b1 all sorts ( ,wets1 & ,liquors1 are ( a watry k9d1 ?\gh ( a diff]5t sort4 ,b1 z ,i h said1 all ?+s t are ,fluid1 are n ,wet2 z1 ,melt$ ,metal1 ,flame1 ,light1 & ! l1 are fluid1 b n wet3 & ,smoak & ,oyl are ( ano!r sort ( ,liquidness1 ?an ,wat]1 or ,juyce2 b yet !y are n wet3 & t :i* causes ! diff]5ce ( diff]5t sorts ( ,wat]s1 & ,watry ,liquors1 are ! diff]5ces ( ! watry ,circul> ,l9es2 z1 "s are edg$1 "s are po9t$1 "s are twi/$1 "s are braid$1 "s are flat1 "s are r\nd1 "s ruff1 "s smoo?2 & s aft] div]s sev]al ,=ms or ,figures3 & yet are p]fect ,circles1 & ( "s su* a ,degree ( ,ext5uations or ,dilatations4 ,,*ap4 ,,xv4 ,( ! ,alt]ation ( ! ,ext]ior ,figurative ,motion ( ,wat]4 ,z ,i =m]ly said1 ,! ,figurative ,motions ( ! ,innate ,nature ( ,wat]1 is a sort ( ,ext5uat+2 z be+ an equal1 smoo? ,circle3 :i* is ! cause ,wat] is r>e1 fluid1 moi/1 liquid1 & wet4 ,b1 ! ,ext]ior ,figurative ,motions ( ! watry ,circle1 may be edg$1 po9t$1 %>p1 blunt1 flat1 r\nd1 smoo?1 ruff1 or ! l2 :i* may be ei!r divid$1 or alt]$1 )\t any alt]ation ( ! ,innate ,nature1 or ,prop]ty3 ,z = example1 ,salt-wat] may be made fre%1 or ! ,salt ,p>ts divid$ f ! watry ,circle3 ,! l ( o!r sorts ( ,wat]s2 & yet ! ,nature ( ,wat] rema9s4 ,,*ap4 ,,xvi4 ,( ,,oyl1 & ,,vitriol4 ,! ,ext]ior ,figurative ,motions ( ,oyl1 are s mu* l ^? ( ,wat]1 z1 to be fluid1 smoo?1 s(t1 moi/1 & liquid1 al?\gh n p]fectly wet3 b1 ! ,int]ior ,figurative ,motions ( ,oyl1 are ( t sort ( ,fire1 t we "n a ,dull1 ,dead ,fire3 & ! diff]5ce betwe5 ,salt ,wat]s1 ,vitriol or ! l1 & ,oyl1 is1 ,t ! ,ext]ior ,figurative ,motions ( ,vitriol & ,salt ,wat]s1 are ( a sort ( ,fire2 :]eas x is ! ,int]ior ,figurative ,motions ( ,oyl1 or ! l1 t are ( ^? sorts ( ,fire2 & t is ! reason t ! fi]y ,motions ( ,oyl _c be alt]$1 z ! fi]y ,motions ( ,vitriol may4 ,b ?is is to be not$1 ,t al?\gh ! ,int]ior ,figurative ,motions ( ,oyl1 are ( su* a sort ( fi]y ,motions2 yet1 n j l ^? ( ,vitriol2 & are n burn+1 corrod+1 or w\nd+1 z ,vitriols1 ,corrosives1 & ! l1 are3 =1 ^? are some:at m ( ! ,nature ( bright %9+ ,fires1 ?an ,oyls4 ,,*ap4 ,,xvii4 ,( ,m9]al & ,sulphure\s ,wat]s4 ,9 ,sulphure\s & ,m9]al ,wat]s1 ! ,sulphure\s & ,m9]al ,corporeal ,motions1 are ,ext]ior1 & n ,int]ior1 l ,salt wat]s3 b1 !re are sev]al sorts ( su* wat]s2 also1 "s are occasionally1 o!rs naturally s affect$3 =1 "s wat]s runn+ ?r\gh ,sulphure\s1 or ,m9]al ,m9es1 ga!r1 l a r[l+ ,/one1 "s ( ! loose ,p>ts ( ,gravel1 or ,s&2 :i*1 z !y /ick or cleave to ! r[l+ ,/one2 s !y d to ! runn+ ,wat]s2 z we may p]ceive by ^? wat]s t spr+ out ( ,*alk1 ,clay1 or ,lime ,gr\nds1 :i* w h "s ,t9ctures ( ! ,lime1 ,*alk1 or ,clay2 & ! same happ5s to ,m9]als4 ,b1 "s are naturally ,sulphure\s2 z = example1 ,"s sorts ( hot ,ba?s are z naturally ,sulphure\s1 z ! ,sea-wat] is ,salt3 b1 all ^? ,effects ( ,m9]als1 ,sulphurs1 & ! l1 are dividable f1 & also may be joyn'd to1 ! ,body ( wat]1 )\t any di/urbance to ! nature ( wat]2 z may be prov$ by ,salt-wat]1 :i* w cause fre% ,meat to be salt2 & salt ,meat w cause ,fre%-wat] to be salt4 ,z = hot ,ba?s1 ^? h hot figurative ,motions1 b n burn+3 & ! moi/1 liquid1 & wet ,nature ( wat]1 makes x apt to joyn1 & divide1 to1 & f o!r sorts ( ,motions2 z also1 to & f its own sort4 ,,*ap4 ,,xviii4 ,! ,cause ( ! ,ebb+ & ,fl[+ ( ! ,sea4 ,! ,nature ( wat] is to fl[2 s t all sorts ( wat]s w fl[1 if !y be n ob/ruct$3 b x is n ! ,nature ( ,wat]1 to ebb4 ,nei!r c wat] fl[ beyond ! ,p[] ( its ,quantity3 =1 a little wat] w n fl[ s f> z a great "o4 ,b1 ,i d n mean by fl[+1 ! fall+ ( wat] f "s ,desc5t2 b1 to fl[ ^u a ,level3 =1 z ,i h said1 all wat]s d naturally fl[1 if !y be n ob/ruct$2 b1 few sorts ( wat]1 besides ,sea-wat]1 ebbs4 ,z = ! ,ext]ior ,figurative ,motions ( wat]1 9 ! action ( fl[+1 !y are an ,oval1 or a half ,circle1 or a half ,moon2 :]e ! middle p>ts ( ! half ,moon1 or ,circle1 are full] ?an ! two ,ends4 ,also1 ! figure ( a half ,moon1 or half ,circle1 is concave on ! inside1 & convex on ! outside ( ! ,circle3 b1 ^! ,figurative ,motions1 9 a great quantity ( wat]1 are bigg & full1 :i* we "n ,waves ( ,wat]2 :i* waves fl[+ fa/ ^u ea* o!r1 presses ea* o!r =w>d1 until su* "t z ! half ,circle divides3 =1 :5 ! ,b[ ( ! half ,circle is ov]-b5t1 or /ret*$1 x divides into ! middle1 :i* is mo/ ext5d$3 & :5 a half ,circle 7:i* is a :ole wave ( wat]7 is divid$1 ! divid$ ,p>ts fall equally back on ea* side ( ! fl[+ waves3 s1 e wave divid+1 aft] t mann]1 9 ! full ext5sion1 x causes ! motion ( ebb+1 t is1 to fl[ back1 z x fl['d =w>d3 =1 ! divid$ ,p>ts fall+ back1 & jo9+ z !y meet1 makes ! head ( ! half ,circle1 :]e ! ,ends ( ! half ,circle 72 & ! ,convex1 :]e ! ,concave 02 by :i* action1 ! ebb+ ,p>ts are become ! fl[+ ,p>ts4 ,& ! reason t x ebbs & fl[s by degrees1 is1 ,t ! fl[+ half ,circles require s mu* "t to be at ! utmo/ ext5sion4 ,also1 e wave1 or half ,circle1 divides n all at "o "t1 b "o aft] ano!r3 =1 two ,bodies _c be 9 "o place at "o po9t ( "t2 & until ! second1 ?ird1 & s ! re/1 fl[ z f> z ! fir/1 !y are n at _! full ext5sion4 ,& ?us ! ,sea1 or su* a great ,body ( ,wat]1 mu/ fl[1 & ebb1 z be+ its nature to fl[2 & ! fl[+ ,figure1 be+ ov]-ext5d$1 by endeav\r+ to fl[ beyond its p[]1 causes a divid+ ( ! ,ext5d$ ,p>ts1 :i* is ! ,cause ( ! ,ebb+4 ,b1 :e!r ?is ,op9ion ( m9e1 be z probable z any ( ! =m] ,op9ions conc]n+ ! ,ebb+ & ,fl[+ ( ! ,sea1 ,i _c judg3 b ,i w\ld n be mi/ak52 = ! fl[+ ( ! wat]1 is accord+ to its ,quantity2 =1 ! fur!r x fl[s1 ! fa9t]1 or weak] x is4 ,,*ap4 ,,xix4 ,( ,,ov]fl[s4 ,z = ,ov]fl[s1 !re be _m2 & _m m w\ld be1 if ! wat]s 7 n h9dr$ & ob/ruct$ by ,man's ,inv5tions4 ,b1 "s ,ov]fl[s are v ,unc]ta9 & ,irregul>2 o!rs1 ,c]ta9 & ,regul>1 z1 ! fl[+ ( ,nilus 9 ,egypt3 b z = ! di/ance ( "t ( its fl[+1 x may proce$ f ! f> ,j\rney ( ^? fl[+-wat]s3 &1 ! "t ( its ebb+1 may be attribut$ to ! great ,quantity ( ,wat]2 s t ! great quantity ( wat]1 w cause a long] or a %ort] "t 9 ! fl[+ or ebb+2 & c]ta9ly ! wat]s are z long a fl[+ back1 z fl[+ =w>d4 ,z = ,spr+ ,tides1 !y are only 9 su* a "t :5 !re is a ,naturall ,issue ( a great] quantity ( wat]3 s t ,spr+-,tides are b once a ,mon?1 & ,s+le-,tides 9 s _m h\rs3 b1 _m sev]al occasions1 may make ! ,tides to be m or less full4 ,z = ,d\ble-,tides1 !y are occasion$ ?r\gh ! ,irregul> divid+ ( ! ,half-,circle2 z1 :5 !y divide n ord]ly1 b fa/] ?an !y ord]ly %\ld d2 :i*1 fall+ back 9 a ,cr[d1 & be+1 by t means1 ob/ruct$1 s t !y _c get =w>d1 !y are necessitat$ to fl[1 :]e !y ebb'd4 ,! reason ! ,tides fl[ ?r\gh ,/reams ( ,runn+-wat]s1 is1 ,t ! ,tide is /rong] ?an ! ,/ream3 b1 if ! ,/ream & ,tides pass ?r\gh ea* o!r1 !n ! ,tide & ,/ream are some:at l ,duell]s toge!r1 :i* make ,passes & ,passages = _! conv5i5cy4 ,,*ap4 ,,xx4 ,( ! ,figure ( ,ice & ,sn[4 ,a ,circle may n only ext5d & contract x self )\t divid+2 b may draw x self into _m sev]al ,figures1 z ,squ>es1 or ,triangles3 z also1 into _m o!r ,figures mix'd ( ,squ>es1 ,triangles1 ,cubes1 or ! l2 be+ p>tly "o1 & p>tly1 ano!r2 & into o!r sev]al ways1 & aft] sev]al mann]s2 :i* is ! reason1 ,wat] may appe> 9 _m sev]al ,po/ures ( ,sn[1 ,ice1 ,hail1 ,fro/1 & ! l3 &1 9 my ,op9ion1 :5 ! ,wat]-,circle is ,triangul>1 x is ,sn[2 :5 ! ,circle is ,squ>e1 x is ,ice3 z = ,hail1 !y are b small pieces ( ,ice2 t is1 small ,p>ts1 or few ,drops ( ,wat]1 *ang$ into ,ice2 & ^? sev]al ,p>ts mov+ aft] sev]al mann]s1 make ! ,ext]ior ,figures1 aft] sev]al %apes2 z1 great ,bodies ( ,ice w be ( _m sev]al %apes1 occasion$ by _m or few] ,p>ts1 & by ! sev]al ,po/ures ( ^? ,p>ts3 b1 su* ,figures1 ?\gh !y are ( ,ice1 yet1 are n ! ,innate ,figures ( ,ice4 ,! same is to be said ( ,sn[4 ,b1 ! reason ( ^! my ,op9ions conc]n+ ! ,figures ( ,ice & ,sn[1 is1 ,t ,sn[ is leight] ?an ! ,wat] x self2 & ,ice is heavi]1 at lea/1 z heavy4 ,& ! reason ,sn[ is s leight1 is1 ,t a ,triangul> ,figure ha? no poyse1 be+ an odd ,figure2 :]eas a ,squ>e is poys$ by ,ev5 & ,equal ,l9es1 & j ,numb] ( ,po9ts1 z1 ,two to ,two3 b1 a ,triangle is ,two to ,"o4 ,also1 a ,circle is a poys$ ,figure1 z be+ equal e way1 f ! ,c5t] to ! ,circumf]5ce2 & f ! ,circumf]5ce to ! ,c5t]1 all ! ,l9es draw+ to "o ,po9t4 ,b1 mi/ake me n2 = ,i treat 7conc]n+ ! ,figures ( ,sn[ & ,ice7 only ( ^? ,figures t cause ,wat] to be ,sn[ or ,ice2 & n ( ! ,ext]ior ,figures ( ,sn[ & ,ice1 :i* are occasion$ by ! ,ord] or ,disord] ( ,adjo9+ ,p>ts3 =1 sev]al ,p>ts ( ,wat]1 may ord] !mselves into num]\s sev]al ,figures1 :i* conc]n n ! nature ( ,wat]1 z x is ,wat]1 ,sn[1 or ,ice3 ,z = example1 ,_m ,m5 9 a ,battel1 or ^u ,c]emony1 joyn into _m sev]al ,figures or ,=ms2 :i* ,figures or ,=ms1 are ( no conc]n to _! ,innate ,nature4 ,also1 ! sev]al ,figures or ,=ms ( sev]al ,h\ses1 or sev]al sorts ( ,build+ 9 "o ,h\se1 are ( no conc]n to ! ,innate ,nature ( ! ,mat]ials4 ,! l = ! ,ext]ior ,figures ( ,ice & ,sn[2 & !re=e ,microscopes may deceive ! ,arti/1 :o may take ! ,ext]ior = ! ,int]ior ,figure2 b !re may be great diff]5ce betwe5 !m4 ,,*ap4 ,,xxi4 ,( ! ,*ange & ,re*ange ( ,wat]4 ,wat] be+ ( a ,circul> ,figurative ,motion1 is1 z x 71 b "o ,"p1 hav+ no divisions2 & !re=e c m easily *ange & re*ange x self into sev]al ,po/ures1 viz4 into ! ,po/ure ( a ,triangle1 or ,squ>e2 or c be dilat$ or ext5d$ into a l>g] compass1 or contract$ into a less] compass2 :i* is ! cause x c turn into ,vap\r & ,vapor\s ,air2 or into ,slime1 or into "s gross] ,figure3 ,= example1 ,wat] c ext5d x self beyond ! prop] degrees ( ,wat]1 into ! degree ( ,vap\r2 & ! ,circle1 ext5d+ fur!r ?an ! degree ( a ,vapor\s ,circle1 is ext5d$ into a ,vapor\s ,air2 & if ! ,vapor\s ,airy ,circle be extreamly ext5d$1 x becomes s small1 z x becomes to be a %>p ,edg1 & s1 9 a degree1 next to ,fire2 at lea/1 to h a hot ,effect3 b1 if x ext5ds fur!r ?an an ,edg1 ! ,circle breaks into ,fla%es ( ,fire1 l ,lightn+1 :i* is a fl[+ ,flame3 =1 be+ produc$ f ,wat]1 x ha? ! prop]ty ( ,fl[+1 or ,/ream+1 z ,wat] ha?1 z we may p]ceive by ! ,effects ( "s few ,p>ts ( ,wat] flung on a bright ,fire2 = ^? few drops ( ,wat] be+ n en\gh to qu5* ! ,fire1 /raight dilate s extreamly1 t !y break into a ,flame2 or else cause ! ,fire to be m brisk & bright3 & z ! ,wat]-,circle c be turn$ into ,vap\r1 ,air1 & ,flame1 by ,ext5sion2 s1 x c be turn$ into ,sn[1 ,hail1 or ,ice1 by ,contraction4 ,,*ap4 ,,xxii4 ,( ,wat] ,qu5*+ ,fire2 & ,fire ,evaporat+ ,wat]4 ,!re is su* an ,antipa?y betwixt ,wat] & ,fire1 7,i mean bright %9+ ,fire7 t !y nev] meet ,body to ,body1 b ,fire is 9 dang] to be qu5*$ out1 if !re be a suffici5t ,quantity ( ,wat]4 ,b x is to be obs]v$1 ,t x is n ! actual ,coldness ( ,wat]1 t qu5*es out ,fire2 =1 ,scald+-wat] w qu5* out ,fire3 :]e=e1 x is ! ,wetness t qu5*es out ,fire2 :i* ,wetness *oaks ! ,fire1 z a ,man t is dr[n'd3 =1 ,wat] be+ n fit = ,man's ,respiration1 because x is too ?ick1 *oaks & smu!rs him2 & ! same do? ,wat] to ,fire3 =1 ?\gh ,air is ( a prop] temp] = ,respiration1 bo? to "s sorts ( ,animals1 su* z ,man2 z also1 to ,fire3 yet1 ,wat] is n3 :i* is mo/ prop] = o!r sorts ( ,animals1 namely1 ,fi%2 z also1 = "s sorts ( ,animals t are ( a mixt k9d or sort1 p>tly ,fi%1 & p>tly ,fle%3 to :i* sort ( ,creatures1 bo? ,air & ,wat] are bo? equally prop] = _! ,respiration2 or1 _! ,respiration equal to ei!r3 = c]ta9ly1 all sorts ( ,creatures h ,respiration1 by reason all ,creatures subsi/ by ea* o!r2 ,i say1 ,by ea* o!r1 n ,( ea* o!r4 ,b1 !re are _m sev]al sorts & k9ds ( ,respirations2 z conc]n+ ,wat] & ,fire1 ?\gh a suffici5t quantity ( ,wat]1 to ,fire1 do? always *oak1 smu!r1 or qu5* out ! ,fire's ,life1 if joyn'd ,body to ,body2 yet1 :5 !re is ano!r ,body betwe5 ^? two ,bodies1 wat] is 9 dang] to be infect$ ) ! ,fire's heat2 ! ,fire fir/ infect+ ! ,body next to x2 & t ,body infect+ ! ,wat]3 by :i* ,infection1 ,wat] is consum$1 ei!r by a langui%+ ,hectick ,fev]2 or1 by a rag+ ,boyl+ ,fev]2 & ! ,life ( ,wat] evaporates away4 ,,*ap4 ,,xxiii4 ,( ,inflamable ,liquors4 ,!re are _m ,bodies ( mixt ,natures2 z = example1 ,w9e1 & all ,/rong ,liquors1 are p>tly ( a watry ,nature1 & p>tly ( a fi]y ,nature2 b1 'tis ( t sort we "n a ,dead1 or ,dull ,fire3 b1 be+ ( su* a mixt ,nature1 !y are bo? apt to qu5* ,bright ,fire1 z also1 apt to burn or flame2 s t su* sorts are bo? ,inflamable1 & ,qu5*able4 ,b1 "s h m ( ! fi]y ,nature2 & o!rs m ( ! watry ,nature2 &1 by ^? ,effects1 we may p]ceive1 t n only diff]5t1 b opposite ,figurative ,motions1 d well agree 9 "o ,society4 ,,*ap4 ,,xxiv4 ,( ,,?und]4 ,i obs]ve1 t all ,tempe/u\s ,s\nds h "s resemblances to ! fl[+ ( wat]s1 ei!r 9 great & ruffl+ waves2 or1 :5 ! wat]s fl[ 9 su* sort1 z to break 9 pieces aga9/ h>d & rugg$ ,rocks2 or run d[n great ,precipices1 or aga9/ "s ,ob/ruction4 ,& ! l ,s\nd ha? ! ,bl[+s ( ,w9d1 or ! ,clapp+s ( ,?und]2 :i* causes me to be ( op9ion1 ,t ,?und] is occasion$ by a ,discord among/ "s ,wat]-,circles 9 ! ,high] ,region2 :i*1 press+ & beat+ ^u ea* o!r 9 a confus$ mann]1 cause a confus$ ,s\nd1 by reason all ,circles are ,concave )9 ! ,b[1 & ,convex )\t2 :i* is a ,holl[ ,figure1 al?\gh no ,vacuum3 :i* ,holl[ ,figure1 causes quick ,repetitions & ,replies2 :i* ,replies & ,repetitions1 we "n ,reb\nds b1 ,replies are n ,reb\nds2 =1 ,reb\nds are ,pressures & ,re-actions2 :]eas ,repetitions are )\t ,pressure1 b ,re-action is n3 &1 ,replies are ( sev]al ,p>ts2 z1 "o ,"p to reply to ano!r4 ,b = ,?und]1 x is occasion$ bo? by ,pressures & ,re-actions2 z also1 ,replies ( ,ext5d$ ,wat]-,circles1 :i* make a k9d or sort ( ,confusion1 & s a confus$ ,s\nd1 :i* we "n ,horrid2 &1 accord+ to _! ,discord1 ! ,s\nd is m or less t]rify+1 or viol5t4 ,b ?is is to be not$1 ,t z ,?und] is caus$ by undivid$ or brok5 ,circles2 s ,lightn+ is caus$ by brok5 or divid$ ,circles1 t are ext5d$ beyond ! ,p[] ( ! ,nature ( ! ,wat]-,circle2 & :5 ! ,circle is extreamly ext5d$1 x divides x self into a /raight ,l9e1 & becomes a fl[+ ,flame4 ,,*ap4 ,,xxv4 ,( ,vap\r1 ,smoak1 ,w9d1 & ,cl\ds4 ,vap\r & ,smoak are bo? fluid ,bodies3 b1 ,smoak is m ( ! ,nature ( ,oyl1 ?an ,wat]2 & ,vap\r m ( ! ,nature ( ,wat]1 ?an ,oyl2 !y are dividable3 & may be jo9'd1 z o!r ,elem5ts3 also1 !y are ( a ,metamorphos+ ,nature1 z to *ange & re*ange2 b1 :5 !y are ,metamorphos$ into ! =m ( ,air1 t ,air is a gross ,air1 & is1 z we say1 a corruptible ,air4 ,z = ,vap\r1 x is apt to turn into ,w9d3 =1 :5 x is r>ifi$ beyond ! ,nature ( ,vap\r1 & n s mu* z into ! ,nature ( ,air1 x turns into "s sorts ( ,w9d4 ,i say1 "s sorts3 & c]ta9ly1 ! /ronge/ ,w9ds are made ( ! grosse/ ,vap\rs4 ,z = ,smoak1 x is apt to turn into "s sorts ( ,lightn+2 ,i say1 apt3 =1 bo? ,vap\r & ,smoak c turn into _m sorts ( ,metamorphos$ ,elem5ts4 ,z = ,w9d1 x proce$s ei!r f ,r>ifi$ ,vap\r1 or ,contract$ ,air4 ,& !re are _m sorts ( ,vap\rs1 ,smoaks1 & ,w9ds2 all :i* sorts ( ,vap\rs & ,smoaks1 are apt to asc5d3 b1 ,w9d is ( a m level action4 ,z = ,cl\ds1 !y _c be compos$ ( a ,natural ,air2 because ,natural ,air is too r>e a ,body to make ,cl\ds4 ,:]e=e1 ,cl\ds are compos$ ( ,vap\r & ,smoak3 =1 :5 ,vap\r & ,smoak asc5ds up high )\t trans=mation1 !y ga!r into ,cl\ds1 "s high]1 "s l[]1 accord+ to _! purity3 =1 ! pur] sort 7z ,i may say = expression-sake7 asc5ds ! highe/1 z be+ ! mo/ agil4 ,b1 conc]n+ ! ,figurative ,motions ( ,vap\r & ,smoak1 !y are ,circles2 b ( ,w9ds1 !y are brok5 ,p>ts ( ,circul> ,vap\rs3 =1 :5 ! ,vapor\s ,circle is ext5d$ beyond its ,nature ( ,vap\r1 ! ,circumf]5ce ( ! ,circle breaks into p]turb$ ,p>ts2 & if ! ,p>ts be small1 ! w9d is1 9 our p]ception1 %>p1 prick+1 & pi]c+3 b1 if ! ,p>ts are n s small1 !n ! w9d is /rong & press+3 b w9d1 be+ r>ifi$ ,vap\r1 is s l ,air1 z x is n p]ceiv$ by human sight1 ?\gh x be p]ceiv$ by human t\*4 ,b1 z !re are hot vap\rs1 cold vap\rs1 %>p vap\rs1 moi/ vap\rs1 dry vap\rs1 subtil vap\rs1 & ! l2 s !re is su* sorts ( w9ds4 ,b1 pray d n mi/ake me1 :5 ,i say1 t "s sorts ( w9ds are brok5 & p]turb$ ,circles1 z if ,i meant1 su* z ^? ( ,lightn+3 =1 ^? ( ,lightn+1 are ext5d$ beyond ! degree ( ,air2 & ^? ( ,vap\rs1 are n ext5d$ to ! degree ( ,air3 also1 ^? ( ,lightn+1 are n p]turb$2 & ^? ( ,w9d1 are p]turb$4 ,aga91 ^? ( ,lightn+1 fl[ 9 ,/reams ( smoo?1 small1 ev5 ,l9es2 ^? ( ,w9d1 9 disord]$ ,p>ts & ,fragm5ts4 ,,*ap4 ,,xxvi4 ,( ,,w9d4 ,w9d & ,fire h "s resemblance 9 "s ( _! p>ticul> actions3 z = example1 ,w9d & ,fire endeav\r ! di/urbance ( o!r ,creatures1 occasion+ a sep>at+ & disjo9+ ( ,p>ts4 ,also1 ,w9d is bo? an ,enemy & ,fri5d to ,fire3 = ,w9d1 9 "s sorts ( its actions1 w assi/ ,fire2 & 9 o!r actions1 dissipates ,fire1 nay1 bl[s x out3 b c]ta9ly1 ! p[]ful ,=ces ( ,w9d1 proce$ n s mu* f ,solidity1 z ,agility3 =1 s(t1 weak1 quick ,motions1 are f> m p[]ful1 ?an /rong1 sl[ ,motions2 because1 quick ,replies are ( great ,=ce1 z all[+ no "t ( respit4 ,b ?is is to be obs]v$1 ,t ,w9d ha? "s watry ,effects3 =1 ! fur!r wat] fl[s1 ! weak] & fa9t] x is3 s ! ,w9d1 ! fur!r x bl[s1 ! weak] & fa9t] x is4 ,b ?is is to be obs]v$1 ,t accord+ to ! agilness or sl[ness ( ! ,corporeal ,motions2 or1 accord+ to ! numb]2 or1 accord+ to ! mann] ( ! compositions1 or joyn+s1 or divisions2 or1 accord+ to ! regul>ity or irregul>ity ( ! ,corporeal ,figurative ,motions1 s are ! ,effects4 ,,*ap4 ,,xxvii4 ,( ,,light4 ,wat]1 ,air1 ,fire1 & ,light2 are all ,r>e & ,fluid ,creatures2 b !y are ( diff]5t sorts ( ,r>ities & ,fluities3 &1 ?\gh ,light seems to be extreamly ,r>e & ,fluid2 yet1 ,light is n s ,r>e & ,fluid1 z pure ,air is1 because x is subject to t sort ( ,human ,p]ception we "n ,sight2 b yet1 x is n subject to any ( ! o!r ,p]ceptions3 &1 pure ,air is only subject to ! ,p]ception ( ,respiration1 :i* seems to be a m subtil ,p]ception ?an ,sight2 & t occasions me to believe1 ,t ,air is m ,r>e & ,pure1 ?an ,light3 b h[soev]1 ,i conceive ! ,figurative ,motions ( ,light1 to be extraord9>y ev51 smoo?1 agil ,l9es ( ,corporeal ,motions3 b1 z ,i said be=e1 !re are _m sorts ( ,lights t are n ,elem5tal ,lights2 z1 ,gl[-worms ,tails1 ,cats ,eyes1 ,rott5 ,wood1 ,fi% ,bones1 & t ,human ,light :i* is made 9 ,dreams1 & ,inf9ite o!r ,lights1 n subject to our ,p]ception3 :i* proves1 ,t ,light may be )\t ,heat4 ,b1 :e!r ! ,light ( ! ,sun1 :i* we "n ,natural ,light1 is naturally hot1 may be a dispute3 =1 _m times1 ! ,night is hott] ?an ! ,day4 ,,*ap4 ,,xxviii4 ,( ,,d>kness4 ,! ,figurative ,motions ( ,light & ,d>kness1 are q opposite2 & ! ,figurative ,motions ( ,col\rs1 are z a ,mean betwe5 bo?1 be+ p>tly ( ! ,nature ( bo?3 b1 z ! ,figurative ,motions ( ,light1 9 my op9ion1 are r>e1 /raight1 equal1 ev51 smoo? ,figurative ,motions3 ^? ( ,d>kness are unev51 ruff1 or rugg$1 & m d5se4 ,inde$1 !re is z mu* diff]5ce betwe5 ,light & ,d>kness1 z betwe5 ,e>? & ,wat]2 or r1 betwe5 ,wat] & ,fire2 because ea* is an ,enemy to o!r2 &1 be+ opposite1 !y endeav\r to out-p[] ea* o!r4 ,b ?is is to be not$1 ,t ,d>kness is z visible to ,human ,p]ception1 z ,light2 al?\gh ! ,nature ( ,d>kness is1 ,to obscure all o!r ,objects besides x self3 b1 if ,d>kness c\ld n be p]ceiv$1 ! ,optick ,p]ception c\ld n "k :5 x is d>k2 nay1 p>ticul> d>k ,figurative ,motions1 are z visible 9 a g5]al ,light1 z any o!r ,object2 :i* c\ld n be1 if ,d>kness 0 only a privation ( ,light1 z ! ,op9ions ( _m ,le>n$ ,m5 are3 b1 z ,i said be=e1 ,d>kness is ( a q diff]5t ,figurative ,motion1 f ,light2 s diff]5t1 t x is j opposite3 =1 z ! prop]ty ( ,light is to divulge ,objects2 s1 ! prop]ty ( ,d>kness is to obscure !m3 b1 mi/ake me n2 ,i mean1 t ,light & ,d>kness h su* prop]ties to our ,p]ception3 b1 :e!r x is s to all ,p]ceptions1 is m ?an ,i "k1 or is1 z ,i believe1 kn[n to any o!r ,human ,creature4 ,,*ap4 ,,xxix4 ,( ,,col\rs4 ,,z = ,col\r1 x is ! same ) ,body3 = surely1 !re is no su* ?+ 9 ,nature1 z a ,col\rless ,body1 7 x z small z an ,atom2 nor no su* ?+ z a ,figureless ,body2 or su* a ?+ z a ,placeless ,body3 s t ,matt]1 ,col\r1 ,figure1 & ,place1 is b "o ?+1 z "o & ! same ,body3 b ,matt]1 be+ self-mov+1 causes v>ieties ( ,figurative ,actions1 by v>i\s *anges4 ,z = ,col\rs1 !y are only sev]al ,corporeal ,figurative ,motions2 & z !re are sev]al sorts ( ,creatures1 s !re are sev]al sorts ( ,col\rs3 b1 z !re are ^?1 ,man names ,artificial ,creatures2 s !re are ,artificial ,col\rs4 ,b1 ?\gh to describe ! sev]al ,species ( all ! sev]al sorts ( ,col\rs1 be impossible2 yet we may obs]ve1 t !re is m v>iety ( ,col\rs among/ ,vegetables & ,animals1 ?an among/ ,m9]als & ,elem5ts3 =1 ?\gh ! ,ra9-b[ is ( _m f9e ,col\rs2 yet1 ! ,ra9-b[ ha? n s mu* ,v>iety1 z _m p>ticul> ,vegetables1 or ,animals h2 b e sev]al ,col\r1 is a sev]al ,figurative ,motion2 & ! ,bright] ! ,col\rs are1 ! ,smoo!r & ,ev5] are ! ,figurative ,motions4 ,& z = ,%ad[s ( ,col\rs1 !y are caus$ :5 "o sort ( ,figurative ,motions is z ! ,f\ndation3 = example1 ,if ! ,fundam5tal ,figurative ,motion1 be a deep ,blew1 or ,r$1 or ! l1 !n all ! v>iations ( o!r ,col\rs h a t9cture4 ,b1 9 %ort1 all ,%ad[s h a gr\nd ( "s sort ( d>k ,figurative ,motions4 ,b1 ! ,op9ions ( _m ,le>n$ ,m51 are1 ,t all ,col\rs are made by ! sev]al ,positions ( ,light1 & are n inh]5t 9 any ,creature2 ( :i* ,op9ion ,i am n3 ,=1 if t 7 s1 e ,creature w\ld be ( _m sev]al ,col\rs2 nei!r w\ld any ,creature produce aft] _! own ,species3 =1 a ,p>rot w\ld n produce s f9e a ,bird z h] self2 nei!r w\ld any ,creature appe> ( "o & ! same ,col\r1 b _! ,col\r w\ld *ange accord+ to ! ,positions ( ,light2 & 9 a d>k day1 9 my op9ion1 all f9e col\r$ ,birds1 w\ld appe> l ,cr[s2 & f9e col\r$ ,fl[]s1 appe> l ! ,h]b nam$ ,night-%ade2 :i* is n s4 ,i d n say1 ,t sev]al ,positions ( ,light may n cause ,col\rs2 b ,i say1 ,! ,position ( ,light is n ! ,mak] ( all ,col\rs2 =1 ,dy]s _c cause sev]al ,col\rs by ! ,positions ( ,light4 ,,*ap4 ,,xxx4 ,( ! ,ext]ior ,motions ( ! ,planets4 ,by ! ,ext]ior ,motions ( ! ,planets1 we may believe _! ,ext]ior ,%ape is ,sph]ical3 =1 x is to be obs]v$1 ,t all ,ext]ior ,actions are accord+ to _! ,ext]ior ,%ape3 b1 by reason ,vegetables & ,m9]als h n su* sorts ( ,ext]ior ,motions or ,actions1 z ,animals2 "s ,m5 are ( op9ion1 !y h n ,s5sitive ,life2 :i* op9ion proce$s f a %all[ consid]ation3 nei!r d !y believe ! ,elem5ts are s5sible1 al?\gh !y visibly p]ceive _! ,progressive ,motions2 & yet believe all sorts ( ,animals to h s5se1 only because !y h ,progressive ,motions4 ,,*ap4 ,,xxxi4 ,( ! ,sun1 & ,planets1 & ,seasons4 ,! ,sun1 ,moon1 ,planets1 & all ^? glitt]+ ,/>rs we see1 are sev]al sorts ( t ,man names ,elem5tal ,creatures3 b ,man1 hav+ n an inf9ite ,p]ception1 _c h an inf9ite p]ceptive kn[l$g3 =1 ?\gh ! ,rational ,p]ception is m subtil ?an ! ,s5sitive2 yet1 ! p>ticul> ,p>ts _c p]ceive mu* fur!r ?an ! ,ext]ior ,p>ts ( ,objects3 b1 ,human ,s5se & ,reason _c p]ceive :at ! ,sun1 ,moon1 & ,/>rs are2 z1 :e!r solid1 or r>e2 or1 :e!r ! ,sun be a ,body ( ,fire2 or ! ,moon1 a ,body ( ,wat]1 or ,e>?2 or1 :e!r ! ,fix$ ,/>rs be all sev]al ,suns2 or1 :e!r !y be o!r k9ds or sorts ( ,worlds4 ,b c]ta9ly1 all ,creatures d subsi/ by ea* o!r1 because ,nature seems to be an ,inf9ite unit$ ,body1 )\t ,vacuum4 ,z = ! sev]al ,seasons ( ! ,ye>1 !y are divid$ into ,f\r ,p>ts3 b ! sev]al ,*anges & ,temp]s ( ! ,f\r ,seasons1 are s v>i\s1 alt]+ e mom5t1 z x w\ld be an endless "w1 nay1 impossible1 = "o ,creature to p]=m3 =1 ?\gh ! ,almanack-mak]s pret5d to =ekn[ all ! v>iations ( ! ,elem5ts2 yet1 !y c tell no m ?an j :at is ! con/ant & set-motions2 b n ! v>iations ( e ,h\r1 or ,m9ute2 nei!r c !y tell any ?+1 m ?an _! ,ext]ior ,motions4 ,,*ap4 ,,xxxii4 ,( ,air corrupt+ ,dead ,bodies4 ,"s are ( op9ion1 ,t ,air is a ,corrupt]1 & s a ,dissolv] ( all dead ,creatures1 & yet is ! ,pres]v] ( all liv+ ,creatures4 ,if s1 ,air ha? an ,inf9ite ,p[]3 b1 all ! reason ,i c p]ceive = ?is ,op9ion1 is1 ,t ,man p]ceives1 t :5 any ,raw 7or t we "n ,dead7 ,fle%1 is kept f ! air1 x w n /9k1 or corrupt1 s soon z :5 x is 9 ! air3 b yet x is well kn[n1 t extream cold air w keep ,fle% f corrupt+4 ,ano!r ,reason is1 ,t a ,flye entomb'd 9 ,amb]1 be+ kept f air1 ! ,flye rema9s 9 h] ,ext]ior ,%ape z p]fectly z if %e 7 alive4 ,i answ]1 ,! cause ( t may be1 t ! ,figurative ,motions ( ,amb]1 may sympa?ize ) ! ,ext]ior consi/5t ,motions ( ! ,fly1 :i* may cause ! ,ext]ior ,%ape ( ! ,flye to cont9ue1 al?\gh ! ,innate ,nature be alt]$4 ,b ,air is1 z all o!r ,creatures are1 bo? ,b5eficial1 & ,hurtful to ea* o!r2 = ,nature is poys$ ) ,opposites3 = we may p]ceive1 t sev]al ,creatures are bo? ,b5eficial & ,hurtful to ea* o!r3 z = example1 ,a ,be> kills a ,man2 &1 on ! o!r side1 a ,be>'s ,sk9 w cure a ,man ( "s ,disease4 ,also1 a ,wild-,bo> w kill a ,man2 & ! ,bo>'s ,fle% w n\ri% a ,man4 ,fire w burn a ,man1 & pres]ve a ,man2 & ,millions ( su* ,examples may be propos$4 ,! same may be said ( ,air1 :i* may occasion ,good or ,evil to o!r ,creatures2 z1 ! ,amb] may occasion ! dea? ( a ,fly2 &1 on ! o!r side1 may occasion ! ,pres]vation1 or ,cont9uation ( ! ,fly's ,ext]ior ,figure1 or ,=m3 b1 ,nature be+ )\t ,vacuum1 all h] ,p>ts mu/ be be jo9$2 & h] ,actions be+ poys$1 !re mu/ be bo? ,sympa!tical1 & ,antipa!tical actions1 among/ all ,creatures4 ,! ,?irte5? ,"p4 ,,*ap4 ,i4 ,( ! ,innate ,figurative ,motions ( ,metals4 ,all sorts ( ,metals1 9 my op9ion1 are ( "s sorts ( ,circul> ,motions2 b n l t sort1 t is ,wat]3 =1 ! ,wat]-,circle do? ext5d outw>d1 f ! ,c5t]2 :]eas1 9 my op9ion1 ! ,circul> ,motion ( ,metal1 draws inw>d1 f ! ,circumf]5ce4 ,also1 9 my op9ion1 ! ,circul> ,motions are d5se1 flat1 edg$1 ev51 & smoo?2 =1 all ,bright & ,glassie ,bodies are smoo?3 &1 ?\gh ,edges are w\nd+ ,figures2 yet1 ,edges are r ( ! ,nature ( a ,l9e1 ?an ( a ,po9t4 ,aga91 all ,motions t t5d to a ,c5t]1 are m fixt ?an ^? t ext5d to a ,circumf]5ce3 b1 x is accord+ to ! degree ( _! ,ext5sions1 t ^? ,creatures are m or less fixt2 :i* is ! cause t "s sorts ( ,metals are m fixt ?an o!rs2 & t causes ,gold to be ! mo/ fixt ( all o!r sorts ( ,metals2 & seems to be too /rong = ! ,effects ( ,fire4 ,b ?is is to be not$1 ,t "s ,metals are m ne> relat$ to "s sort1 ?an o!r3 z = example1 ,!re is no ,lead1 )\t "s ,silv]2 s t ,silv] seems to be b a well-dige/$ ,lead4 ,& c]ta9ly1 ,copp] ha? "s ne> relation to ,gold1 al?\gh n s ne> relat$1 z ,lead is to ,silv]4 ,,*ap4 ,,ii4 ,( ! ,melt+ ( ,metals4 ,metals may be occasion$1 by ,fire1 to slack _! ,ret5tive ,motions1 by :i* !y become fluid2 & z soon z !y are quit ( _! ,enemy1 ,fire1 ! ,figurative ,motions ( ,metal return to _! prop] ,ord]3 & ?is is ! reason t occasions ,metal to melt1 :i* is1 to fl[3 b yet1 ! ,fl[+ ,motion is b l ! ,ext]ior1 & n ! ,innate actions (3 =1 ! ,melt+ actions d n alt] ! ,innate actions2 t is1 !y d n alt] f ! ,nature ( be+ ,metal3 b1 if ! ,ext]ior ,nature be occasion$1 by ! ,excess ( ^? ,ext]ior actions1 to alt] _! ,ret5tive actions1 !n ,metal turns to t we "n ,dross2 & z mu* z ,metal loses ( its weight1 s mu* ( ! ,metal dissolves2 t is1 s mu* ( ^? ,innate motions are q alt]$3 b1 ,gold ha? su* an ,innate ,ret5tiv5ess1 t ?\gh ,fire may cause an extream alt]ation ( ! ,ext]ior actions2 yet1 x _c alt] ! ,int]ior motions4 ,! l is ( ,quick-silv]4 ,& yet ,gold is n a ,god1 to be ,unalt]able1 ?\gh man kn[s n ! way1 & ,fire has n ! p[] to alt] ! ,innate ,nature ( ,gold4 ,,*ap4 ,,iii4 ,( ,burn+1 ,melt+1 ,boyl+1 & ,evaporat+4 ,burn+1 ,melt+1 ,boyl+1 & ,evaporat+1 are1 = ! mo/ "p1 occasion$ by ,fire1 or some:at t is1 9 effect1 ,hot3 ,i say1 occasion$1 by reason !y are n ! actions ( ,fire1 b ! actions ( ^? ,bodies t melts1 boyls1 evaporates1 or burns2 :i* be+ ne>1 or joyn$ to ,fire1 are occasion$ s to d3 z = example1 ,put sev]al sorts ( ,creatures1 or ,?+s1 into a ,fire1 & !y %all n burn alike3 =1 ,lea!r & ,metal d n burn alike2 = ,metal fl[s1 & ,lea!r %r9ks up1 & ,wat] evaporates1 & ,wood conv]ts x self1 z x 71 into ,fire2 :i* o!r ?+s d n2 :i* proves1 ,t all ,p>ts act _! own actions4 ,=1 ?\gh "s ,corporeal motions may occasion o!r ,corporeal motions to act aft] su* or su* a mann]2 yet1 "o ,"p _c h ano!r ,"p's motion1 because ,matt] c nei!r give nor take motion4 ,,*ap4 ,,iv4 ,( ,,/one4 ,all ,m9]als seem to be "s k9ds ( ,d5se & ,ret5tive motions3 b yet1 ^? k9ds ( ,d5se & ,ret5tive motions1 seem to be ( sev]al sorts2 :i* is ! cause ( sev]al sorts ( ,m9]als1 & ( sev]al sorts ( ,/ones & ,metals4 ,also1 e sev]al sort1 ha? sev]al sorts ( ,prop]ties3 b1 9 my op9ion1 "s sorts are caus$ by ,hot ,contractions & ,ret5tions2 o!rs1 by ,cold ,contractions & ,ret5tions2 z also1 by ,hot or ,cold ,d5sations3 & ! reason :y ,i believe s1 is1 ,t ,i obs]ve t _m ,artificial ,/ones are produc$ by ,heat3 b ,ice1 :i* is b 9 ! fir/ ,degree ( a ,cold ,d5sity1 seems some:at l transp>5t ,/ones2 s t sev]al sorts ( ,/ones1 are produc$ by sev]al sorts ( ,cold & ,hot ,contractions & ,d5sations4 ,,*ap4 ,v4 ,( ! ,,load/one4 ,z = ! ,load/one1 x is n m wond]ful 9 attract+ ,iron1 ?an ,beauty1 :i* admirably attracts ! ,optick ,p]ception ( ,human ,creatures3 & :o kn[s1 b ! ,nor? & ,s\? ,air may be ! mo/ prop] ,air = ! ,respiration ( ! ,load/one2 &1 t ,iron may be ! mo/ prop] ,food = x4 ,b1 by reason !re ha? be5 s _m ,le>n$ ,m5 puzl$ 9 _! ,op9ions conc]n+ ! sev]al ,effects ( ! ,load/one1 ,i d>e n v5ture to treat ( ! ,nature1 & ,natural ,effects ( t ,m9]al2 nei!r h ,i _h mu* exp]i5ce ( x3 b ,i obs]ve1 ,t ,iron1 & "s sorts ( ,/one1 are ne>ly alli$2 =1 !re is n any ,iron1 b :at is gr[+1 or is int]mixt & unit$ 9 "s sorts ( ,/one1 z t :i* we call ,iron-/one4 ,:]e=e1 x is no wond] if ! ,load/one1 & ,iron1 %\ld be apt to embrace "o ano!r4 ,,*ap4 ,,vi4 ,( ,bodies1 apt to asc5d or desc5d4 ,!re are s _m sev]al ,causes t occasion "s sorts ( ,creatures to be apt to asc5d1 & o!rs to desc5d1 z !y are nei!r kn[n1 or c be conceiv$ by "o f9ite ,creature3 =1 x is n ,r>ity or ,d5sity1 t causes ,levity & ,gravity2 b1 ! ,frame or ,=m ( a ,creature's ,ext]ior ,%ape1 or ,p>ts4 ,z = example3 ,a ,flake ( ,sn[ is z ,r>e z a ,d[ny ,fea!r2 yet1 ! ,fea!r is apt to asc5d1 & ! ,flake ( ,sn[ to desc5d4 ,also ,du/1 t is h>d & d5se1 is apt to asc5d2 & ,wat]1 t is s(t & r>e1 is m apt to desc5d4 ,aga91 a ,bird1 t is bo? a bigg]1 & a m d5se ,creature by mu*1 ?an a small ,worm2 yet1 a ,bird c flye up into ! air1 :5 z a leight ,worm _c asc5d1 or flye1 hav+ n su* a sort ( ,%ape4 ,also1 a great heavy ,%ip1 z big z an ord9>y ,h\se1 fraught$ ) ,iron1 w swim ^u ! face ( ! ,wat]2 :5 z a small ,bullet1 no bigg] ?an a ,hasle-,nut1 w s9k to ! bottom ( ! ,sea4 ,a great ,bodi$ ,bird w flye up into ! air2 :5 z a small ,worm lies on ! e>?1 ) a sl[ k9d ( crawl+1 & _c asc5d4 ,all :i* is caus$ by ! mann] ( _! ,%apes1 & n ! matt] ( ,gravity & ,levity4 ,,*ap4 ,,vii4 ,:y ,heavy ,bodies desc5d m =cibly ?an ,leight ,bodies asc5d4 ,al?\gh ! mann] ( ! ,%ape ( sev]al ,creatures1 is ! *ief cause ( _! ,asc5t1 & ,desc5t2 yet1 ,gravity & ,levity1 do? occasion m or less ,agility3 =1 a ,heavy ,body %all desc5d ) m =ce1 ?an a ,leight ,body asc5d3 & ! reason is1 n only t !re may be m ,p>ts 9 a ,heavy ,body1 ?an a ,leight2 b1 t 9 a ,desc5t1 e ,corporeal ,motion seems to press ^u ea* o!r2 :i* d\bles & trebles ! ,/r5g?1 ,weight1 & ,=ce1 z we may p]ceive 9 ! ,asc5d+ & ,desc5d+ ( ! ,flight ( ,birds1 especially ( ,hawks2 ( :i*1 ! weight ( ! ,body is "s h9drance to ! ,asc5t1 b an advantage to ! ,desc5t3 b yet1 ! ,%ape ( ! ,bird ha? "s advantage by ! ,weight1 9 su* sort1 t ! ,weight do? n s mu* h9d] ! ,asc5t1 z x do? assi/ ! ,desc5t4 ,,*ap4 ,,viii4 ,( sev]al sorts ( ,d5sities & ,r>ities1 ,gravities & ,levities4 ,!re are diff]5t sorts ( ,d5sities & ,r>ities1 ,s(tness & ,h>dness1 ,levities & ,gravities3 z = example1 ,! d5sity ( ,e>? is n l ! d5sity ( ,/one2 nor ! d5sity ( ,/one1 l ! d5sity ( ,metal3 nor are all ! ,p>ts ( ! ,e>? d5se alike2 nor all ,/ones1 nor all ,metals2 z we may p]ceive 9 ,clay1 ,s&1 ,*alk1 & ,lime-,gr\nds4 ,also1 we may p]ceive diff]5ce betwe5 ,lead1 ,tynne1 ,copp]1 ,iron1 ,silv]1 & ,gold2 & betwe5 ,m>ble1 ,alabla/]1 ,wall+-,/one1 ,diamonds1 ,cry/als1 & ! l3 & s mu* diff]5ce !re is betwe5 "o & ! same k9d1 t "s p>ticul>s ( "o sort1 %all m resemble ano!r k9d1 ?an _! own3 z = example1 ,gold & ,diamonds resemble ea* o!r's ,nature1 m ?an ,lead do? ,gold2 or ,diamonds1 ,cry/al2 ,i say1 9 _! ,d5sities4 ,also1 !re is a great diff]5ce ( ! ,r>ity1 ,gravity1 & ,levity ( sev]al sorts ( ,wat]s1 & ( sev]al sorts ( ,air4 ,,*ap4 ,,ix4 ,( ,,vegetables4 ,vegetables are ( num]\s sorts1 & e sort ( v diff]5t ,natures3 z = example1 ,"s are ,reviv+ ,cordials2 o!rs1 ,deadly ,poyson2 "s are ,purg]s1 o!rs are ,n\ri%]s3 "s h ,hot ,effects1 "s ,cold2 "s ,dry1 "s ,moi/2 "s be> ,fruit1 "s be>s no ,fruit2 "s appe> all ! ye> ,"y2 o!rs appe> b "p ( ! ye> ,"y1 & "p ,old2 "s are _m ye>s a produc+2 o!rs are produc$ 9 few h\rs2 "s w la/ _m hundr$ ye>s2 o!rs w decay 9 ! compass ( few h\rs3 "s seem to dye "o "p ( ! ye>1 & revive aga9 9 ano!r "p ( ! ye>3 "s rot & consume 9 ! ,e>?1 aft] su* a "t2 & w cont9ue 9 p]fection1 if p>t$ f ! ,e>?4 ,o!rs w )] & decay1 z soon z p>t$ f ! ,e>?4 ,"s are ( a d5se ,nature1 "s ( a r>e ,nature2 "s gr[ deep into ! ,e>?2 o!rs gr[ high out ( ! ,e>?2 "s w only produce 9 dry ,soyls1 "s 9 moi/3 "s w produce only 9 ,wat]1 z we may p]ceive by "s ,ponds2 o!rs on ,h\ses ( ,brick or ,/one4 ,also1 "s gr[ out ( ,/one2 z1 _m ,/ones w h a gre5 ,moss3 "s are produc$ by s[+ _! ,se$ into ! ,e>?2 o!rs1 by sett+ _! ,roots1 or ,slips1 into ! ,e>?3 o!rs aga91 by joyn+ or engraft+ "o ,plant into ano!r3 s t !re is mu* v>iety ( ,vegetables1 & ^? ( su* diff]5t ,natures1 t !y are n only diff]5t ,sorts1 b are v>iety ( ,effects ( "o & ! same sort2 & x requires n only ! /udy ( "o ,human ,creature1 or _m ,human ,creatures2 b1 ( all ! ,human ,creatures 9 all ,nations & ,ages1 to "k !m2 :i* is ! reason1 t ^? t h writ ( ! ,natures ( ,h]bs1 ,fl[]s1 ,roots1 & ,fruits1 may be mu* mi/ak54 ,b ,i1 liv+ m con/antly 9 my ,/udy1 ?an 9 my ,g>d51 %all n v5ture to treat mu* ( ! p>ticul> ,natures1 & ,natural ,effects ( ,vegetables4 ,,*ap4 ,x4 ,( ! ,production ( ,vegetables4 ,tis no wond]1 t "s sorts ( ,vegetables are produc$ out ( ,/one or ,brick1 7z "s t w gr[ on ! top ( ,h\ses7 by reason t ,brick is made ( ,e>?1 & ,/one is g5]at$ 9 ! ,b[els ( ! ,e>?2 :i* %[s !y are ( an ,e>?ly ,nature or ,sub/ance4 ,nei!r is x a wond] t ,vegetables w gr[ ^u "s sorts ( ,wat]1 by reason "s sorts ( ,wat]s may be mixt ) "s ,p>ts ( ,e>?4 ,b1 ,i h be5 cr$ibly in=m$1 ,t a ,man ^: ,legg _h be5 cut1 & a ,se$ ( an ,oat be+ gott5 into ! ,w\nd by *ance1 ! ,oat did spr\t out into a gre5 ,blade ( ,grass3 :i* proves1 t ,vegetables may be produc$ 9 sev]al ,soyls4 ,b 'tis probable1 t ?\gh _m sorts ( ,vegetables may spr\t1 z ,b>ly 9 ,wat]2 yet1 !y _c produce any ( ! (f-spr+ ( ! same ,sort or ,k9d4 ,b1 my ,?\ghts are1 at ?is pres5t1 9 "s dispute2 z1 ,:e!r ! ,e>? is a ,"p ( ! ,production ( ,vegetables1 z be+ ! ,bre$]8 or1 :e!r ! ,e>? is only ,p>ts ( ,respiration1 & n ,p>ts ( ,production2 & s1 r ,brea?+-,p>ts1 ?an ,bre$+-,p>ts1 z ,wat] to ,fi%es8 ,b1 if s1 !n e p>ticul> ,se$ mu/ encrease1 n only by a b>e ,trans=mation ( _! ,p>ts into ! fir/ ,=m ( ,production2 b1 by division ( _! unit$ ,p>ts1 mu/ produce _m o!r ,societies ( ! same sort2 z ,religi\s ,ord]s1 :]e "o ,conv5t divides into _m ,conv5ts ( ! same ,ord]2 :i* occasions a num]\s ,encrease4 ,s ! sev]al ,p>ts ( "o ,se$1 may divide into _m ,se$s ( ! same sort1 z be+ ( ! same ,species2 b !n1 e ,"p ( t ,se$1 mu/ be encreas$ by additional ,p>ts2 :i* mu/ be1 by ,n\ri%+ ,p>ts3 :i* ,n\ri%+ ,p>ts are1 9 all probability1 ,e>?y ,p>ts2 or1 at lea/1 p>tly ( ,e>?y ,p>ts2 & p>tly1 ( "s ( ! o!r ,elem5tal ,p>ts3 b1 z ,i h (t5 said1 all ,creatures 9 ,nature are ,assi/$1 & d ,subsi/1 by ea* o!r4 ,,*ap4 ,,xi4 ,( ,replant+ ,vegetables4 ,replant+ ( ,vegetables1 _m times1 occasions great ,alt]ations2 9 s mu* z a ,vegetable1 by (t5 ,replant+1 w be s alt]$1 z to appe> ( ano!r sort ( ,vegetable3 ! reason is1 t sev]al sorts1 or p>ts ( ,soyls1 may occasion o!r sorts ( ,actions1 & ,ord]s1 9 "o & ! same ,society4 ,b ?is is to be not$ 9 ! ,lives ( _m ,animals1 ,t sev]al sorts ( ,food1 make great alt]ations 9 _! ,temp] & ,%ape2 ?\gh n to alt] _! ,species1 yet s z to cause !m to appe> worse or bett]3 b1 ?is is mo/ visible among/ ,human ,creatures1 :om "s sorts ( ,food w make weak1 sick1 fa9t1 lean1 pale1 old1 & )]$3 o!r sorts ( ,food w make !m /rong1 & heal?y1 fat1 fair1 smoo?1 & ruddy4 ,s "s sorts ( ,soyls w cause "s ,vegetables to be l>g]1 bright]1 smoo!r1 sweet]1 & ( m v>i\s & glori\s ,col\rs4 ,,*ap4 ,,xii4 ,( ,artificial ,?+s4 ,artificial ,?+s1 are ,natural ,corporeal ,figurative ,motions3 =1 all ,artificial ,?+s are produc$ by sev]al produc$ ,creatures4 ,b1 ! diff]5ces ( ^? ,productions we "n ,natural & ,artificial1 are1 ,t ! ,natural are produc$ f ! ,produc]'s own ,p>ts2 :]eas ! ,artificial are produc$ by compos+1 or joyn+1 or mix+ sev]al ,=re9 ,p>ts2 & n any ( ! p>ticul> ,p>ts ( _! compos$ ,society3 =1 ,artificial ?+s are n produc$ z ,animals1 ,vegetables1 ,m9]als1 or ! l3 b only1 !y are c]ta9 s]al ,mixtures ( "s ( ! divid$1 or dead ,p>ts1 z ,i may say1 ( ,m9]als1 ,vegetables1 ,elem5ts1 & ! l4 ,b ?is is to be not$1 ,t all1 or at lea/1 mo/1 are b ,copi$1 & n ,orig9als4 ,b "s may ask1 ,:e!r ,artificial ,productions h ,s5se1 ,reason1 & ,p]ception8 ,i answ]3 ,t if all ! ,rational & ,s5sitive ,p>ts ( ,nature1 are ,p]ceptive1 & t no "p is )\t ,p]ception2 !n all ,artificial ,productions are ,p]ceptive4 ,,*ap4 ,,xiii4 ,( sev]al ,k9ds & ,sorts ( ,species4 ,accord+ to my ,op9ion1 ?\gh ! ,species ( ?is ,_w1 & all ! sev]al ,k9ds & ,sorts ( ,species 9 ?is ,_w1 d always cont9ue2 yet1 ! p>ticul> ,p>ts ( "o & ! same ,k9d or sort ( ,species1 d n cont9ue3 =1 ! p>ticul> ,p>ts are p]petually alt]+ _! ,figurative ,actions4 ,b1 by reason "s ,p>ts compose or unite1 z well z "s ,p>ts dissolve or disunite2 all k9ds & sorts ( ,species1 w1 & mu/ la/ s long z ,nature la/s4 ,b mi/ake me n1 ,i mean su* k9ds & sorts ( ,species z we "n ,natural1 t is1 ! ,fundam5tal ,species2 b n su* ,species1 z we "n ,artificial4 ,,*ap4 ,,xiv4 ,( ,diff]5t ,,worlds4 ,tis probable if ,nature be ,inf9ite1 !re are sev]al k9ds & sorts ( ^? ,species1 ,societies1 or ,creatures1 we "n ,worlds2 :i* may be s diff]5t f ! ,frame1 ,=m1 ,species1 & ,prop]ties ( ?is ,_w1 & ! ,creatures ( ?is ,_w1 z n to be any ways l ?is ,_w1 or ! ,creatures 9 ?is ,_w4 ,b mi/ake me n1 ,i d n mean1 n l ?is ,_w1 z x is ,mat]ial & ,self-mov+2 b1 n ( ! same ,species1 or ,prop]ties3 z = example1 ,t !y h n su* k9d ( ,creatures1 or _! ,prop]ties1 z ,light1 ,d>kness1 ,heat1 ,cold1 ,dry1 ,wet1 ,s(t1 ,h>d1 ,leight1 ,heavy1 & ! l4 ,b "s may say1 ,t is impossible3 =1 !re c be no ,_w1 b mu/ be ei!r ,light or ,d>k1 ,hot or ,cold1 ,dry or ,wet1 ,s(t or ,h>d1 ,heavy or ,leight2 & ! l4 ,i answ]1 ,t ?\gh ^? ,effects may be g5]ally b5eficial to mo/ ( ! ,creatures 9 ?is ,_w2 yet1 n to all ! ,p>ts ( ! ,_w3 z = example1 ,?\gh ,light is b5eficial to ! ,eyes ( ,animals2 yet1 to no o!r ,"p ( an ,animal ,creature4 ,&1 ?\gh ,d>kness is ob/ructive to ! ,eyes ( ,animals2 yet1 to no o!r ,p>ts ( an ,animal ,creature4 ,also1 ,air is no prop] ,object = any ( ! ,human ,p>ts1 b ,respiration4 ,s ,cold & ,heat1 are no prop] ,objects = any ,"p ( a ,human ,creature1 b only ! ,pores1 :i* are ! ,organs ( ,t\*4 ,! l may be said = ,h>d & ,s(t1 ,dry & ,wet3 & s9ce !y are n ,fundam5tal actions ( ,nature1 b ,p>ticul>1 ,i _c believe1 b t !re may be su* ,worlds1 or ,creatures1 z may h no use ( ,light1 ,d>kness1 & ! l3 =1 if "s ,p>ts ( ?is ,_w ne$ !m n1 nor are any ways b5eficial to !m1 7z ,i =m]ly prov$7 surely a :ole ,_w may be1 & subsi/ )\t !m3 = ^! ,prop]ties1 ?\gh !y may be prop] = ! ,=m or ,species ( ?is ,_w2 yet1 !y may be no ways prop] = ! ,species ( ano!r k9d or sort ( ,_w3 z = example1 ,! ,prop]ties ( a ,human ,creature are q diff]5t f o!r k9ds ( ,creatures2 ! l may be ( diff]5t ,worlds3 b1 9 all ,mat]ial ,worlds1 !re are ,self-mov+ ,p>ts1 :i* is ! cause !re is self-joyn+1 unit+1 & compos+2 self divid+1 or dissolv+2 self-regul>ities1 & self-irregul>ities3 also1 !re is ,p]ception among/ ! ,p>ts or ,creatures ( ,nature2 & :at ,worlds or ,creatures soev] are 9 ,nature1 !y h ,s5se & ,reason1 ,life & ,kn[l$g3 b1 = ,light & ,d>kness1 ,hot & ,cold1 ,s(t & ,h>d1 ,leight & ,heavy1 ,dry & ,wet1 & ! l2 !y are all b p>ticul> actions ( p>ticul> ,corporeal ,species1 or ,creatures1 :i* are f9ite1 & n inf9ite3 & c]ta9ly1 !re may be1 9 ,nature1 o!r ,worlds z full ( v>ieties1 & z glori\s & beautiful z ?is ,_w2 & are1 & may be m glori\s or beautiful1 z also1 m full ( v>iety ?an ?is ,_w1 & yet be q diff]5t 9 all k9ds & sorts1 f ?is ,_w3 =1 ?is is to be not$1 ,t ! diff]5t k9ds & sorts ( ,species1 or ,creatures1 d n make ,p>ticul>s m or less p]fect1 b accord+ to _! k9d4 ,& "o ?+ ,i desire1 ,t my ,read]s w\ld n mi/ake my mean+1 :5 ,i say1 ,! ,p>ts dissolve3 =1 ,i d n mean1 t ,matt] dissolves2 b1 t _! p>ticul> ,societies dissolve4 ,,app5dix ,,to ,,! ,,gr\nds ,,( ,natural ,philosophy4 ,! ,,fir/ ,,"p4 ,,*ap4 ,i4 ,:e!r !re c be a ,sub/ance1 t is n a ,body4 ,:at a ,sub/ance1 t is n ,body1 c be1 7z ,i writ 9 ! ,fir/ ,*apt] ( ?is ,book7 ,i _c imag9e2 nor1 t !re is any ?+ betwe5 ,some?+ & ,no?+4 ,b1 "s may say1 ,t ,spiritual ,sub/ances are s4 ,i answ]3 ,t ,spirits mu/ be ei!r ,mat]ial1 or ,immat]ial3 =1 x is impossible = a ?+ to be betwe5 ,body & no ,body4 ,o!rs may say1 ,!re may be a ,sub/ance1 t is n a ,natural ,sub/ance2 b1 "s sort ( ,sub/ance t is f> m pure ?an ! pure/ ,natural ,sub/ance4 ,i answ]3 ,7 x nev] s pure1 x w\ld be 9 ! ,li/ or ,circle ( ,body3 & c]ta9ly1 ! pure/ ,sub/ance1 mu/ h ! ,prop]ties ( ,body1 z1 to be divisible1 & capable to be unit$ & comp\nd$2 & be+ divisible & comp\ndable1 x w\ld h ! same ,prop]ties t gross] ,p>ts h3 b1 if !re be any diff]5ce1 c]ta9ly ! pure/ ,sub/ance w\ld be m apt to divide & unite1 or comp\nd1 ?an ! gross] sort4 ,b1 z to ^? sorts ( ,sub/ance1 :i* "s ,le>n$ ,m5 h imag9$2 9 my op9ion1 !y are b ! same sort ( ,sub/ance t ! ,vulg> call1 ,?\ghts1 & ,i "n1 ! ,rational ,p>ts2 :i*1 que/ionless1 are z truly ,body1 z ! grosse/ ,p>ts 9 ,nature3 b1 mo/ ,human ,creatures are s tr\bl$ ) ! ,?\ghts ( ,dissolv+1 & ,dis-unit+1 t !y turn ,fancies & ,imag9ations1 into ,spirits1 or ,spiritual ,sub/ances2 z if all ! o!r ,p>ts ( _! ,bodies1 %\ld become ,rational ,p>ts2 t is1 t all _! ,p>ts %\ld turn into su* ,p>ts z ,?\ghts1 :i* ,i "n1 ! ,rational ,p>ts4 ,b t ,op9ion is impossible3 =1 ,nature _c alt] ! nature ( any ,"p2 nor c any ,"p alt] its own ,nature2 nei!r c ! ,rational ,p>ts be divid$ f ! ,s5sitive & ,inanimate ,p>ts1 by reason ^? ,?ree sorts con/itute b "o ,body1 z be+ ,p>ts ( "o ,body4 ,b1 put ! case t ! ,rational ,p>ts might divide & subsi/ )\t ! ,s5sitive & ,inanimate ,p>ts2 yet1 z ,i said1 !y mu/ ( necessity h ! ,prop]ties & ,nature ( a ,body1 :i* is1 to be divisible1 & capable to be unit$1 & s to be ,p>ts3 =1 x is impossible = a ,body1 7 x ! mo/ pure1 to be indivisible4 ,,*ap4 ,,ii4 ,( an ,,immat]ial4 ,i ,_c conceive h[ an ,immat]ial c be 9 ,nature3 =1 fir/1 ,an ,immat]ial _c1 9 my op9ion1 be naturally creat$2 nor c ,i conceive h[ an ,immat]ial c produce p>ticul> ,immat]ial ,s\ls1 ,spirits1 or ! l4 ,:]e=e1 an ,immat]ial1 9 my op9ion1 mu/ be "s uncreat$ ,be+2 :i* c be no o!r ?an ,,god alone4 ,:]e=e1 ,creat$ ,spirits1 & ,spiritual ,s\ls1 are "s o!r ?+ ?an an ,immat]ial3 = surely1 if !re 7 any o!r ,immat]ial ,be+s1 besides ! ,omnipot5t ,god1 ^? w\ld be s ne> ! ,div9e ,ess5ce ( ,god1 z to be petty gods2 & num]\s petty gods1 w\ld1 almo/1 make ! ,p[] ( an ,inf9ite ,god4 ,b1 ,god is ,omnipot5t1 & only ,god4 ,,*ap4 ,,iii4 ,:e!r an ,immat]ial be ,p]ceivable4 ,:atsoev] is ,corporeal1 is ,p]ceivable2 t is1 may be p]ceiv$ 9 "s mann] or o!r1 by reason x ha? a ,corporeal ,be+3 b1 :at ,be+ an ,immat]ial ha?1 no ,corporeal c p]ceive4 ,:]e=e1 no ,"p 9 ,nature c p]ceive an ,immat]ial1 because x is impossible to h a p]ception ( t1 :i* is n to be p]ceiv$1 z n be+ an ,object fit & prop] = ,corporeal ,p]ception4 ,9 tru?1 an ,immat]ial is no ,object1 because no ,body4 ,b "s may say1 t1 ,a ,corporeal may h a ,conception1 al?\gh n a ,p]ception1 ( an ,immat]ial4 ,i answ]1 ,t1 surely1 !re is an innate ,notion ( ,god1 9 all ! ,p>ts ( ,nature2 b n a p]fect kn[l$g3 = if !re 01 !re w\ld n be s _m sev]al ,op9ions1 & ,religions1 among/ "o ,k9d1 or r1 sort ( ,creatures1 z ,mank9d1 z !re are2 insomu*1 t !re are b few ( "o & ! same ,op9ion1 or ,religion3 b yet1 t ,innate ,notion ( ,god1 be+ 9 all ! ,p>ts ( ,nature1 ,god is inf9itely & et]nally wor%ipp$ & ador$1 al?\gh aft] sev]al mann]s & ways2 yet1 all mann]s & ways1 are joyn$ 9 "o ,wor%ip1 because ! ,p>ts ( ,nature are joyn$ into "o ,body4 ,,*ap4 ,,iv4 ,( ! ,diff]5ces betwe5 ,god1 & ,nature4 ,god is an ,et]nal ,creator2 ,nature1 8 ,et]nal ,creature4 ,,god1 an ,et]nal ,ma/]3 ,nature1 ,,god's ,et]nal ,s]vant4 ,,god is an ,inf9ite & ,et]nal ,immat]ial ,be+3 ,nature1 an ,inf9ite ,corporeal ,be+4 ,,god is ,immovable1 & ,immutable3 ,nature1 ,mov+1 & ,mutable4 ,,god is ,et]nal1 ,indivisible1 & ( an ,incomp\ndable ,be+3 ,nature1 ,et]nally ,divisible & ,comp\ndable4 ,,god1 ,et]nally ,p]fect3 ,nature1 ,et]nally ,imp]fect4 ,,god1 ,et]nally ,inalt]able3 ,nature ,et]nally ,alt]able4 ,,god1 )\t ,error3 ,nature1 full ( ,irregul>ities4 ,,god kn[s exactly1 or p]fectly1 ,nature3 ,nature do? n p]fectly "k ,,god4 ,,god is ,inf9itely & ,et]nally wor%ipp$3 ,nature is ! ,et]nal & ,inf9ite ,wor%ipp]4 ,,*ap4 ,v4 ,all ! ,p>ts ( ,nature wor%ip ,god4 ,all ,creatures 7z ,i h said7 h an ,innate ,notion ( ,,god2 & z !y h a ,notion ( ,god1 s !y h a ,notion to wor%ip ,,god3 b1 by reason ,nature is compos$ ( ,p>ts2 s is ! ,inf9ite ,wor%ip to ,god3 &1 z sev]al ,p>ts are divid+ & unit+ aft] sev]al k9ds1 sorts1 mann]s & ways2 s is _! ,wor%ip to ,,god3 b1 ! sev]al mann]s & ways ( ,wor%ip1 make n ! ,wor%ip to ,,god less3 = c]ta9ly1 all ,creatures ,wor%ip & ,adore ,,god2 z we may p]ceive by ! ,holy ,scripture1 :]e x says1 ,let ! ,heav5s1 ,e>?1 & all t !re9 is1 praise ,god4 ,b 'tis probable1 t "s ( ! ,p>ts be+ ,creatures ( ,nature1 may h a full] ,notion ( ,,god ?an o!rs2 :i* may cause "s ,creatures to be m ,pi\s & ,dev\t1 ?an o!rs3 b1 ! ,irregul>ity ( ,nature1 is ! cause ( ,s94 ,,*ap4 ,,vi4 ,:e!r ,,god's ,decrees are limit$4 ,9 my op9ion1 ?\gh ,god is ,inalt]able1 yet no ways b\nd$ or limit$3 =1 ?\gh ,,god's ,decrees are fixt1 yet1 !y are n b\nd3 b1 z ,,god ha? an ,inf9ite ,kn[l$g1 ,he ha? also an ,inf9ite ,=e-kn[l$g2 & s1 =e-kn[s ,nature's ,actions1 & :at ,he w please to decree ,nature to d3 s t1 ,,god kn[s :at ,nature c act1 & :at %e w act2 z also1 :at ,he w decree3 & ?is is ! cause1 t "s ( ! ,creature's or ,p>ts ( ,nature1 especially ,man1 d believe ,pr$e/9ation4 ,b surely1 ,,god ha? an ,omnipot5t ,div9e ,p[]1 :i* is no ways limit$3 = ,,god1 be+ above ! nature ( ,nature1 _c h ! ,actions ( ,nature1 because ,,god _c make ,himself no ,,god2 nei!r c ,he make ,himself m ?an :at he is1 ,he be+ ! ,all-p[]ful1 ,omnipot5t1 ,inf9ite1 & ,ev]la/+ ,be+4 ,,*ap4 ,,vii4 ,( ,,god's ,decrees conc]n+ ! p>ticul> ,p>ts ( ,nature4 ,?\gh ,nature's ,p>ts h ,free-w1 ( ,self-motion2 yet1 !y h n ,free-w to oppose ,,god's ,decrees3 =1 if "s ,p>ts _c oppose o!r ,p>ts1 be+ ov]-p[]'d1 x is probable1 t ! ,p>ts ( ,nature _c oppose ! ,all-p[]ful ,decrees ( ,,god4 ,b1 if x please ! ,all-p[]ful ,,god to p]mit ! ,p>ts ( ,nature to act z !y please1 accord+ to _! own natural ,w2 &1 ^u condition1 if !y act s1 !y %all h su* ,rew>ds z ,nature may be capable to receive2 or su* ,puni%m5ts z ,nature is capable (2 !n ! ,omnipot5t ,,god do? n pr$e/9ate ^? ,rew>ds1 or ,puni%m5ts1 any o!rwise ?an ! ,p>ts ( ,nature d cause by _! own ,actions4 ,?us all ,corporeal ,actions1 belong to ,corporeal ,p>ts2 b1 ! ,rew>ds & ,puni%m5ts1 to ,,god alone3 b1 :at ^? ,puni%m5ts & ,bless+s are1 no p>ticul> ,creature is capable to "k3 =1 ?\gh a p>ticul> ,creature kn[s !re is a ,,god2 yet1 n :at ,,god is3 s1 al?\gh p>ticul> ,creatures "k !re are ,rew>ds & ,puni%m5ts2 yet1 n :at ^? ,rew>ds & ,puni%m5ts are4 ,b mi/ake me n2 = ,i mean ! g5]al ,rew>ds & ,puni%m5ts to all ,creatures3 b 'tis probable1 t ,,god might decree ,nature1 & h] ,p>ts1 to make o!r sorts ( ,worlds1 besides ?is ,_w2 ( :i* ,worlds1 ?is may be z ignorant1 z a p>ticul> ,human ,creature is ( ,,god4 ,& !re=e1 x is n probable 7s9ce we _c possibly "k all ! ,p>ts ( ,nature1 ( :i* we are p>ts7 t we %\ld "k ! ,decrees ( ,,god1 or ! mann]s & ways ( ,wor%ip1 among/ all k9ds & sorts ( ,creatures4 ,,*ap4 ,,viii4 ,( ! ,t5 ,comm&m5ts4 ,9 my op9ion1 ! ,notions ,man ha? ( ,,god's ,comm&s conc]n+ _! ,behavi\r & ,actions to ,himself1 & _! ,fell[-,creatures1 is ! v same t ,moses writ1 & pres5t$ to all ^? ( :om he 0 ,head & ,gov]n\r4 ,b1 mi/ake me n1 ,i mean only ! ,t5 ,comm&m5ts2 :i* ,comm&m5ts are a suffici5t ,rule = all ,human ,creatures3 & c]ta9ly1 ,,god _h decre$1 t ,moses %\ld be a wise ,man1 & %\ld publi% ^! wise ,comm&s4 ,b1 ! ,int]pretation ( ! ,law mu/ be su*1 z n to make x no su* ,law3 b1 by reason ,nature is z mu* ,irregul>1 z ,regul>1 ,human ,notions are also ,irregul>1 z mu* z ,regul>2 :i* causes great v>iety ( ,religions3 & _! ,actions be+ also ,irregul>1 is ! cause t ! practise ( ,human ,creatures is ,irregul>2 & t occasions ,irregul> ,devotions1 & is ! cause ( ,,s94 ,,*ap4 ,,ix4 ,( ,sev]al ,,religions4 ,conc]n+ ! sev]al ,religions1 & sev]al ,op9ions 9 ,religions1 :i* are l sev]al ,k9ds & ,sorts2 ! ,"q is1 ,:e!r all ,mank9d c\ld be p]swad$ to be ( "o ,religion1 or ,op9ion8 ,! op9ion ( ! ,m9or "p ( my ,?\ghts1 01 ,t all m5 might be p]swad$4 ,&1 ! op9ion ( ! ,major "p ( my ,?\ghts1 01 ,t ,nature1 be+ divisible & comp\ndable1 & hav+ ,free-w1 z well z ,self-motion2 & be+ ,irregul>1 z well z ,regul>2 z also1 ,v>iable1 tak+ delight 9 v>iety2 x 0 impossible = all ,mank9d to be ( "o ,religion1 or ,op9ion4 ,! op9ion ( ! ,m9or "p ( my ,?\ghts1 #bdf1 01 ,t ! ,grace ( ,,god c\ld p]swade all ,m5 to "o ,op9ion4 ,! ,major "p ( my ,?\ghts 0 ( op9ion1 ,t ,,god might decree or comm& ,nature3 b1 to alt] ,nature's nature1 c\ld n be done1 unless ,,god1 by 8 ,decree1 w\ld annihilate ?is ,nature1 & create ano!r ,nature1 & su* a ,nature z 0 n l ?is ,nature3 =1 x is ! nature ( ?is ,mat]ial ,nature1 to be ,alt]able2 z also1 to be ,irregul>1 z well z ,regul>2 &1 be+ ,regul>1 & ,irregul>1 0 a fit & prop] ,subject = ,,god's ,ju/ice1 & ,m]cies2 ,puni%m5ts1 & ,rew>ds4 ,,*ap4 ,x4 ,( ,rules & ,prescriptions4 ,z ,sa9t ,paul said1 ,we c\ld n "k ,s91 b by ! ,law2 s1 we c\ld n "k :at ,puni%m5t we c\ld or %\ld suff]1 b by ! ,law2 n only ,moral1 b ,div9e ,law4 ,b1 "s may ask1 ,:at is ,law8 ,i answ]3 ,law is1 ,limit$ ,prescriptions & ,rules4 ,b1 "s may ask1 ,:e!r all ,creatures 9 ,nature1 h ,prescriptions & ,rules8 ,i answ]3 ,t1 = any ?+ ,man c "k to ! contr>y1 all ,creatures may h "s ,natural ,rules3 b1 e ,creature may *use :e!r !y w foll[ ^? ,rules2 ,i mean1 su* ,rules z !y are capable to foll[ or practise3 =1 sev]al k9ds & sorts ( ,creatures1 _c possibly foll[ "o & ! same ,prescription & ,rule4 ,:]e=e1 ,div9e ,prescriptions & ,rules1 mu/ be1 accord+ to ! sorts & k9ds ( ,creatures2 & yet1 all ,creatures may h a ,notion1 & s an ,adoration ( ,god1 by reason all ! ,p>ts 9 ,nature1 h ,notions ( ,god4 ,b1 conc]n+ p>ticul> ,wor%ips1 ^? mu/ be ,prescriptions & ,rules2 or else1 !y are accord+ to e p>ticul> ,creature's conception or *oice4 ,,*ap4 ,,xi4 ,s9s & ,puni%m5ts1 are ,mat]ial4 ,z all ,s9s are ,mat]ial1 s are ,puni%m5ts3 =1 ,mat]ial ,creatures1 _c h ,immat]ial ,s9s2 nor c ,mat]ial ,creatures be capable ( ,immat]ial ,puni%m5ts2 :i* may be prov$ out ( ! ,sacr$ ,scripture3 =1 all ! ,puni%m5ts t are decl>$ to be 9 ,hell1 are ,mat]ial ,tortures3 nay1 ,hell x self is describ$ to be ,mat]ial2 & n only ,hell1 b ,heav51 is describ$ to be ,mat]ial4 ,b1 :e!r ,angels1 & ,devils1 are ,mat]ial1 t is n decl>$3 =1 ?\gh !y are nam$ ,spirits1 yet we "k n :e!r ^? ,spirits be ,immat]ial4 ,b1 consid]+ t ,hell & ,heav5 is describ$ to be ,mat]ial1 x is probable1 ,spirits are also ,mat]ial3 nay1 our bless$ ,savi\r ,*ri/1 :o is 9 ,heav51 ) ,god ! ,fa!r1 ha? a ,mat]ial ,body2 & 9 t ,body w come att5d$ by all ! ,ho/s ( ,heav51 to judg ! quick & ! dead2 :i* quick & dead1 are ! ,mat]ial ,p>ts ( ,nature3 :i* c\ld n be actually judg$ & puni%$1 b by a ,mat]ial ,body1 z ,*ri/ ha?4 ,b1 pray mi/ake me n2 ,i say1 ,!y c\ld n be actually judg$ & puni%$2 t is1 n accord+ to ,nature1 z ,mat]ial ,actions3 =1 ,i d n mean "h1 ,div9e & ,immat]ial ,decrees4 ,b ,*ri/1 be+ p>tly ,div9e1 & p>tly ,natural2 may be bo? a ,div9e & ,natural ,judg4 ,,*ap4 ,,xii4 ,( ,human ,consci5ce4 ,! ,human ,notions ( ,,god1 ,man calls ,consci5ce3 b1 by reason t ,nature is full ( ,v>ieties1 z hav+ ,self-mov+ ,p>ts2 ,human ,creatures h diff]5t ,notions1 & s diff]5t ,consci5ces1 :i* cause diff]5t ,op9ions & ,devotions3 b1 ,nature be+ z mu* comp\ndable z dividable1 x causes unity ( "s1 z also1 divisions ( o!r ,op9ions1 :i* is ! cause ( sev]al ,religions3 :i* ,religions1 are sev]al ,communities & ,divisions4 ,b1 z = ,consci5ce1 & holy ,notions1 !y be+ ,natural1 _c be alt]$ by =ce1 )\t a ,free-w3 s t ! sev]al ,societies1 or ,communicants1 commit an ,error1 if n a ,s91 to endeav\r to compel _! ,bre?r5 to any p>ticul> ,op9ion3 &1 to prove x is an ,error1 or ,s91 ! m e>ne/ ! ,compell]s are1 ! m d ! ,compell$ resi/2 :i* ha? be5 ! cause ( _m ,m>tyrs4 ,b surely1 all ,*ri/ians %\ld foll[ ! ,example ( ,*ri/1 :o 0 l a meek ,lamb1 n a rag+ ,lyon3 nei!r did ,*ri/ comm& 8 ,apo/les to ,p]secute2 b1 to suff] ,p]secution pati5tly4 ,:]e=e1 ,lib]ty ( ,consci5ce may be all[$1 conditionally1 x be no ways a prejudice to ! ,peaceable ,gov]nm5t ( ! ,/ate or ,k+dom4 ,! ,second ,"p4 ,,*ap4 ,i4 ,:e!r x is possible !re c\ld be ,worlds consi/+ only ( ! ,rational ,p>ts1 & o!rs only ( ! ,s5sitive ,p>ts4 ,! ,p>ts ( my ,m9d did argue among/ !mselves1 ,:e!r !re might n be sev]al k9ds & sorts ( ,worlds 9 ,inf9ite ,nature8 ,& !y all agre$1 ,t probably !re might be sev]al k9ds & sorts ( ,worlds4 ,b aft]w>ds1 ! ,op9ion ( ! ,major p>ts ( my ,m9d1 01 ,t x is n possible3 =1 ?\gh ! ,rational p>ts ( ,nature move free1 )\t ,burd5s ( ! ,inanimate ,p>ts2 yet1 be+ ,p>ts ( ! same ,body1 7viz4 ( ! ,body ( ,nature7 !y c\ld n be divid$ f ! ,s5sitive & ,inanimate ,p>ts2 nor ! ,s5sitive & ,inanimate ,p>ts1 f ! ,rational4 ,! ,op9ion ( ! ,m9or ,p>ts ( my ,m9d1 01 ,t a ,compos$ ,_w1 ( ei!r degree1 0 n a division f ! ,inf9ite ,body ( ,nature1 ?\gh !y might divide s mu*1 z to compose a ,_w me]ly ( _! own ,degree4 ,! ,major's ,op9ion 01 ,t x 0 impossible2 because ! ?ree ,degrees1 ,rational1 ,s5sitive1 & ,inanimate1 7 naturally joyn$ z "o ,body1 or ,"p4 ,! ,m9or's ,op9ion 01 ,t a ,_w might be naturally compos$ only ( ,rational ,p>ts1 z a ,human ,m9d is only compos$ ( ,rational ,p>ts2 or1 z ! ,rational ,p>ts ( a ,human ,creature1 c\ld compose !mselves into sev]al ,=ms1 viz4 into sev]al sorts & k9ds ( ,worlds1 )\t ! assi/ance ( ! ,s5sitive or ! ,inanimate ,p>ts3 =1 !y fancy ,worlds :i* are compos$ 9 ,human ,m9ds1 )\t ! assi/ance ( ! ,s5sitive4 ,! ,major ,"p agre$1 ,t ! ,rational ,corporeal ,actions1 7 free2 & all _! ,ar*itectors 7 ( _! own ,degree3 b yet1 !y 7 s joyn$ 9 e ,"p & ,p>ticle1 to ! ,s5sitive & ,inanimate1 z !y c\ld n sep>ate f ^! two ,degrees3 =1 ?\gh !y c\ld divide & unite f1 & to ,p>ticul>s1 z ei!r ( _! own ,degrees1 or ! o!r ,degrees2 yet1 ! ,?ree ,degrees be+ b z "o unit$ ,body1 !y c\ld n s divide1 z n to be joyn$ to ! o!r ,degrees3 =1 x 0 impossible = a ,body to divide x self f x self4 ,aft] ?is ,argum5t1 !re foll[$ ano!r2 ,t1 if x 7 possible !re c\ld be a ,_w compos$ only ( ! ,rational ,p>ts1 )\t ! o!r two ,degrees2 ,:e!r t ,_w w\ld be a ,happy ,_w8 ,! ,major ,"p's ,op9ion 01 ,t1 7 x possible !re c\ld be su* unnatural ,divisions1 ^? divide ,p>ts w\ld be v unhappy3 =1 ! ,rational ,p>ts w\ld be mu* unsatisfi$ )\t ! ,s5sitive2 & ! ,s5sitive v dull )\t ! ,rational3 also1 ! ,s5sitive ,ar*itectors w\ld be v ,irregul>1 want+ _! ,design+ ,p>ts1 :i* are ! ,rational ,p>ts4 ,^u :i* ,argum5t1 all ! ,p>ts ( my ,m9d agre$ 9 ?is ,op9ion1 ,t ! ,s5sitive 0 s ,sociable to ! ,rational1 & ! ,rational s ,assi/+ to ! ,s5sitive1 & ! ,inanimate ,p>ts s necess>y to ! ,s5sitive ,ar*itectors1 t !y w\ld n divide f ea* o!r1 if !y c\ld4 ,,*ap4 ,,ii4 ,( ,irregul> & ,regul> ,worlds4 ,"s ,p>ts ( my ,m9d 7 ( op9ion1 ,t !re might be a ,_w compos$ only ( ,irregul>ities2 & ano!r1 only ( ,regul>ities3 & "s1 t 7 p>tly compos$ ( ! "o1 & ! o!r4 ,! ,m9or ,"p's ,op9ion 01 ,t all ,worlds 7 compos$ p>tly ( ! "o1 & p>tly ( ! o!r2 because all ,nature's ,actions 7 poys$ ) ,opposites1 or ,contr>ies3 :]e=e1 !re c\ld n be a ,_w only ( ,irregul>ities1 & ano!r ( ,regul>ities4 ,! ,major ,"p's ,op9ion1 01 ,t ,nature's ,actions 7 z mu* poys$ by ! contr>y ,actions ( ,two ,worlds1 z by ! contr>y ,actions ( ! ,p>ts ( ,"o ,_w1 or "o ,creature3 ,z = example1 ,! ,peace & ,tr\ble1 ,heal? & ,sickness1 ,pa9 & ,ease1 & ! l1 ( "o ,human ,creature2 & s ( ! contr>y ,natures ( sev]al k9ds & sorts ( ,creatures ( "o & ! same ,_w4 ,aft] :i* ,disc\rse1 !y g5]ally agre$1 ,!re might be ,regul> & ,irregul> ,worlds2 ! "o sort to be su* happy ,worlds1 z t !y might be nam$ ,bless$ ,worlds2 ! o!r s mis]able ,worlds1 z might be nam$ ,curs$ ,worlds4 ,,*ap4 ,,iii4 ,:e!r !re be ,egress & ,regress betwe5 ! ,p>ts ( sev]al ,worlds4 ,!re arose a ,?ird ,argum5t1 viz4 ,:e!r x 0 possible = "s ( ! ,creatures ( sev]al ,worlds1 to remove1 s z to remove out ( "o ,_w1 into ano!r8 ,! ,major ,"p's ,op9ion 01 ,t x 0 possible = "s ,creatures3 =1 if "s p>ticul> ,creatures c\ld move all ov] ! ,_w1 ( :i* !y 7 a "p1 !y might divide f ! ,p>ts ( ! ,_w !y 7 (1 & joyn ) ! ,p>ts ( ano!r ,_w4 ,! ,m9or ,"p's ,op9ion 01 ,t !y might travel all ov] ! ,_w !y 7 "p (1 b n to joyn ) ! ,p>ts ( ano!r ,_w1 to :i* !y belong n4 ,! ,major's ,op9ion 01 ,t e ,"p & ,p>ticle1 belong$ to ! ,inf9ite ,body ( ,nature1 & !re=e n any ,"p c\ld acc\nt x self n ( ! ,inf9ite ,body2 & be+ s1 !n e ,"p ( ,nature may joyn1 & divide f & to p>ticul> ,p>ts1 z !y please1 if !re 7 n ,ob/ructions & ,h9drances1 & "s ,p>ts did n ob/ruct o!r ,p>ts3 ,:]e=e1 if !re 7 n ,ob/ructions1 !re might be ,egress & ,regress among/ ! p>ticul> ,p>ts ( sev]al ,worlds4 ,! ,m9or's ,op9ion 01 ,t if x c\ld be accord+ to ! ,major's ,op9ion1 x w\ld cause an ,inf9ite ,confusion 9 ,inf9ite ,nature3 =1 e ,creature ( e ,_w1 0 compos$ accord+ to ! ,nature & ,compositions ( ! ,_w !y 7 (3 :]e=e1 ! ,products ( "o k9d or sort ( ,worlds1 w\ld n be sutable1 agreeable1 & ,regul>1 to ! productions ( ano!r k9d4 ,! ,major ,"p's ,op9ion 01 ,t x 0 impossible1 s9ce ,nature is "o unit$ ,body1 )\t ,vacuum1 b t ! ,p>ts ( all ,worlds mu/ h ,egress & ,regress4 ,,*ap4 ,,iv4 ,:e!r ! ,p>ts ( "o & ! same ,society1 c\ld1 aft] _! ,dissolution1 meet & unite4 ,! ,fif? ,argum5t1 0 p>tly ( ! same ,subject1 viz4 ,:e!r ! p>ticul> ,p>ts ( a ,creature1 7su* z a ,human ,creature is7 c\ld travel out ( "o ,_w into ano!r1 aft] ! dissolution ( 8 ,human ,life8 ,! ,major ,"p's ,op9ion 01 ,t !y c\ld4 ,! ,m9or's ,op9ion 01 ,!y c\ld n2 because ! p>ticul> ,p>ts s divid$ & joyn$ to & f o!r p>ticul> ,p>ts & ,societies1 z x 0 impossible1 if !y w\ld1 s to agree1 z to divide f ^? ,p>ts & ,societies !y are joyn$ to1 & f ^? !y mu/ joyn )1 to meet 9 ano!r ,_w1 & joyn z !y w\ld1 9 ! same ,society !y 7 (1 :5 ! :ole ,society is dissolv$4 ,nei!r c ,p>ts divide & joyn1 z !y w\ld3 =1 ?\gh ,self-mov+ ,p>ts h a ,free-w to move2 yet1 be+ subject to ,ob/ructions1 !y mu/ move z !y c3 =1 no p>ticul> ,"p ha? an absolute ,p[]4 ,:]e=e1 ! ,disp]s$ ,p>ts ( a ,dissolv$ ,society1 _c meet & joyn z !y w\ld4 ,besides1 e ,"p is z mu* affect$ to "o ,sort1 ,k9d1 or ,p>ticul>1 !y are ,p>ts (1 z to ano!r4 ,besides1 ! ,kn[l$g ( e ,"p alt]s1 accord+ z _! ,actions alt]3 s t ! ,p>ts ( "o & ! same ,society1 aft] division1 h no m kn[l$g ( t ,society4 ,,*ap4 ,v4 ,:e!r1 if a ,creature be+ ,dissolv$1 & c\ld ,unite aga91 w\ld be ! same4 ,! ,six? ,argum5t 01 ,t1 put ! case x 7 possible all ! sev]al ,p>ts belong+ to "o & ! same ,society2 z = example1 ,to "o ,human ,creature1 aft] 8 ,human ,life 0 dissolv$1 & 8 ,p>ts disp]s$1 & aft]w>ds1 all ^? ,p>ts meet+ & unit+2 ,:e!r t ,human ,creature w\ld be ! same8 ,! ,m9or ,"p's ,op9ion 01 ,t x c\ld n be ! same ,society3 =1 e ,creature 0 accord+ to ! nature ( _! ,k9d or ,sort2 & s accord+ to ! ,=m & ,magnitude ( "o ( _! ,k9d or ,sort4 ,! ,major ,"p's ,op9ion 01 ,t ?\gh ! ,nature ( e p>ticul> ,creature _h su* ,=ms1 ,%apes1 & ,prop]ties1 z 0 natural to t sort ( ,creatures !y 7 (2 yet1 ! ,magnitude ( p>ticul> ,creatures ( "o & ! same sort1 might be v diff]5t4 ,! ,m9or ,"p's ,op9ion 01 ,t if all ! ,p>ts ( "o ,society1 z = example1 a ,man1 f ! fir/ "t ( 8 ,production1 to ! "t ( 8 ,dissolution1 %\ld1 aft] division1 come to meet & unite2 t ,man1 or any o!r ,creature1 w\ld be a ,mon/r\s ,creature1 z hav+ m ,p>ts ?an 0 agreeable to ! nature ( 8 ,k9d4 ,! ,major ,"p's ,op9ion 01 ,t ?\gh ! ,society1 viz4 ,! ,,man1 w\ld be a ,society ( great] ,magnitude2 yet1 n any ways diff]5t f ! ,nature ( 8 ,k9d4 ,,*ap4 ,,vi4 ,( ! ,resurrection ( ,human ,k9d4 ,! ,sev5? ,argum5t1 01 ,:e!r all ! p>ticul> ,p>ts ( e ,human ,creature1 at ! "t ( ! ,resurrection1 be1 to meet & joyn1 z be+ ( "o & ! same ,society8 ,! ,m9or ,"p's ,op9ion 01 ,!y %all n3 =1 if all ^? ,p>ts t _h be5 ( ! same ,body & ,m9d ( "o ,man1 f 8 fir/ ,production1 to ! la/ ( 8 ,dissolution2 or1 f 8 ,bir?1 to ! "t ( 8 ,dea?1 7suppos+ him to h liv'd long7 %\ld meet & joyn1 z "o ,society1 t is1 z "o ,man2 t ,man1 at ! "t ( 8 ,resurrection1 w\ld be a ,gyant2 & if s1 !n old ,m5 w\ld be ,gyants2 & "y ,*ildr51 ,dw>fs4 ,! ,major ,"p's ,op9ion 01 ,t1 if x 0 n s1 !n e p>ticul> ,human ,society w\ld be imp]fect at ! "t ( _! ,resurrection3 =1 if !y %\ld only rise ) "s ( _! ,p>ts1 z 7= example7 :5 !y 7 9 ! /r5g? ( _! ,age1 !n all ^? ,p>ts t _h be5 ei!r be=e1 or aft] t "t1 w\ld be unju/ly dealt )1 especially if ,man be ! be/ ,product 9 ,nature4 ,besides1 if a dead ,*ild did rise a ,man1 z at 8 mo/ p]fect ,age1 x c\ld n be said1 ,he rises accord+ to a ,natural ,man1 hav+ m ,p>ts ?an by ,nature he ev] _h2 & an old ,man1 few] ,p>ts ?an naturally he ha? _h3 s1 :at by ,add+ & ,dim9i%+ ! ,p>ts ( p>ticul> ,m51 x w\ld n cause only ,inju/ice2 b1 n any p>ticul> ,human ,creature1 w\ld be ! same he 04 ,,*ap4 ,,vii4 ,( ! ,dissolution ( a ,_w4 ,! ,eigh? ,argum5t 01 ,t :5 all ,human ,creatures t 7 dissolv$1 %\ld rise1 ,:e!r ! ,_w !y 7 (1 %\ld n be dissolv$8 ,all ! ,p>ts ( my ,m9d agre$1 ,t :5 all ! ,human ,creatures t _h be5 dissolv$1 %\ld rise1 ! :ole ,_w1 besides !mselves1 mu/ also dissolve1 by reason !y 7 ,p>ts ( ! ,_w3 =1 :5 all ^? num]\s dissolv$ & disp]s$ ,p>ts1 did meet & joyn1 ! ,_w want+ ^? ,p>ts1 c\ld n subsi/3 =1 ! ,frame1 ,=m1 & ,uni=mity ( ! ,_w1 consi/$ ( ,p>ts2 & ^? ,p>ts t h be5 ( ! ,human ,k9d1 are1 at sev]al times1 ( o!r k9ds & sorts ( ,creatures1 z o!r sorts & k9ds are ( ,human ,k9d2 & all ! ,sorts & ,k9ds1 are ,p>ts ( ! ,_w3 s t ! ,_w _c subsi/1 if any k9d or sort ( ,creatures1 t _h be5 f ! fir/ "t ( ! ,creation1 %\ld be unit$2 ,i mean1 into "o & ! same sort or k9d ( ,creatures2 z x w\ld be1 if all ^? t are ,quick1 & ^? t h be5 ,dissolv$1 7t is1 h be5 dead7 %\ld be alive at "o "t4 ,,*ap4 ,,viii4 ,( a ,new ,heav51 & a ,new ,e>?4 ,! ,n9? ,argum5t 01 ,t if a ,_w c\ld be dissolv$1 & t ! ,human ,creatures %\ld rise1 & reunite2 :at ,_w %\ld !y reside 98 ,all ! ,p>ts ( my ,?\ghts g5]ally agre$1 ,t ! ,omnipot5t ,,god w\ld comm& ! ,p>ts ( ,8 ,s]vant ,,nature1 to compose o!r ,worlds = !m1 into :i* ,worlds !y %\ld be sep>at$2 ! ,good %\ld g into a ,bless$ ,_w2 ! ,bad1 into a ,curs$ ,_w3 & ! ,sacr$ ,scripture decl>es1 ,t !re %all be a ,new ,heav51 & a ,new ,e>?2 :i*1 9 _! op9ion1 0 a ,heav5 & a ,hell1 = ! ,bless$ & ,curs$ ,human ,k9d ( ?is ,_w4 ,,*ap4 ,,ix4 ,:e!r !re %all be a ,mat]ial ,heav5 & ,hell4 ,! ,t5? ,argum5t 01 ,:e!r ! ,heav5 & ,hell t are to be produc$ = ! ,bless$ & ,curs$1 %all be ,mat]ial8 ,! ,m9or ,"p's ,op9ion 01 ,t !y %all n be ,mat]ial4 ,! ,major ,p>ts 7 ( op9ion1 ,!y %all be ,mat]ial1 by reason all ^? ,creatures t did rise1 7 ,mat]ial2 & be+ ,mat]ial1 c\ld n be s5sible ei!r ( ,immat]ial ,bless+s1 or ,puni%m5ts3 nei!r c\ld an ,immat]ial ,_w1 be a fit or prop] ,resid5ce = ,mat]ial ,bodies1 7 ^? ,bodies ( ! pure/ ,sub/ance4 ,b1 :e!r ?is ,mat]ial ,heav5 & ,hell1 %all be l o!r ,mat]ial ,worlds1 ! ,p>ts ( my ,m9d c\ld n agree1 & s n give _! ,judgm5t4 ,b1 9 ?is !y all agre$1 ,t ! ,mat]ial ,heav5 & ,hell1 %all n h any o!r ,animal ,creatures1 ?an ^? t 7 ( ,human k9d1 & ^? n produc$1 b rais$ f ,dea?4 ,b :5 !y came to argue1 ,:e!r !re might be ,elem5ts1 ,m9]als1 & ,vegetables1 !y c\ld n agree2 b "s did argue1 & (f] to make pro(1 ,t !re might be ,mynes ( ,gold1 & ,rocks ( ,diamonds1 ,rubies1 & ! l2 all :i*1 7 ,m9]als4 ,also1 "s 7 ( op9ion1 !re 7 ,elem5ts3 =1 ,d>kness & ,light1 are ,elem5tal ,effects3 &1 if ,hell 0 a ,_w ( ,d>kness2 & ,heav51 a ,_w ( ,light2 x 0 probable !re 7 ,elem5ts4 ,,*ap4 ,x4 ,conc]n+ ! ,ioys or ,torm5ts ( ! ,bless$ & ,curs$1 aft] !y are 9 ,heav51 or ,hell4 ,z = ! ,ioys ( ,heav51 & ! ,torm5ts ( ,hell1 all ! ,p>ts ( my ,m9d agre$1 !y c\ld n conceive any m probably1 ?an ^? !y _h =m]ly conceiv$3 :i* =m] ,conceptions !y _h occasion$ ! ,s5sitive ,p>ts to decl>e2 & hav+ be5 =m]ly divulg$ 9 ! ,book ( my ,orations1 _! ,op9ion 01 ,t x w\ld be a sup]flu\s ,"w to cause !m to be repeat$ 9 ?is ,book4 ,b1 ! ,gr\nd or ,f\ndation ( ^? ,conceptions1 is1 ,t ,god may decree1 ,t bo? ! ,s5sitive & ,rational ,p>ts ( ^? t are re/or$ to ,life1 %\ld move 9 v>iety ( ,p]ceptions1 or ,conceptions1 )\t v>iety ( ,objects3 &1 t ^? ,creatures 7viz4 ,human ,creatures7 t are rais$ f ,dea? to ,life1 %\ld subsi/ )\t any ,=re9 ,matt]1 b %\ld be always ! same 9 ,body & ,m9d1 )\t any ,traffick1 ,egress1 or ,regress ( ,=re9 ,p>ts4 ,& ! pro(1 t ! ,s5sitive & ,rational ,p>ts ( ,human ,creatures1 may make ,p]ceptions1 or r ,conceptions1 )\t ,=re9 ,objects1 is1 ,t _m m5 9 ?is _w h _h ,conceptions1 bo? among/ ! ,rational & ,s5sitive1 :i* ,man names ,visions1 or ,imag9ations2 :]e( "s h be5 ,pleas+ & ,delightful2 o!rs1 ,displeas+1 & ,dreadful4 ,! ,?ird ,"p4 ,! ,,preamble4 ,! ,p>ts ( my ,m9d1 aft] "s "t ( respite f ,philosophical ,argum5ts1 delight+ 9 su* h>mless ,pa/imes2 did beg9 to argue ab\t a ,regul> & ,irregul> ,_w2 hav+ =m]ly agre$1 !re might be su* ,worlds 9 ,nature2 & t ! ,regul> ,worlds1 7 ,happy ,worlds2 ! ,irregul>1 ,mis]able ,worlds4 ,b1 !re 0 "s division among/ ! ,p>ts ( my ,m9d1 conc]n+ ! *oice ( _! ,argum5ts2 z1 ,:e!r to argue1 fir/1 ( ! p>ticul> ,p>ts ( ! ,regul>1 or ( ! ,irregul> ,_w4 ,b1 at la/1 !y agre$ to argue1 fir/1 ( ! ,regul> ,_w4 ,b1 pray mi/ake n ^! ,argum5ts2 = !y are n ,argum5ts ( su* ,worlds z are = ! reception ( ! ,bless$ & ,curs$ ,humans1 aft] _! ,resurrections3 b1 su* z ^! ,worlds we are (1 only freely ,regul>1 or ,irregul>4 ,also1 ?\gh ,i treat b only ( "o ,regul> ,_w1 & "o ,irregul> ,_w2 yet1 my op9ion is1 !re may be a great _m ,irregul> ,worlds1 & a great _m ,regul> ,worlds1 ( sev]al k9ds & sorts3 b1 ^! ,i %all treat (1 are su* z are some:at l ?is ,_w we are (4 ,,*ap4 ,i4 ,( ! ,happy & ,mis]able ,worlds4 ,! ,fir/ ,argum5t 01 ,:e!r !re might n be su* ,worlds 9 ,nature1 z 7 9 no k9d or sort l ?is ,_w we are (8 ,!y all agre$1 ,t x 0 probable !re 04 ,! ,second ,argum5t 01 ,:e!r x 0 probable t ! ,happy & ,mis]able ,worlds 71 9 any k9d1 l ?is we are (4 ,!y all agre$1 ,x 0 probable t ?is ,_w 0 some:at l bo? "o1 & ! o!r2 & s1 bo? ^? 7 some:at l ?is3 =1 z ! ,happy ,_w 0 no ways ,irregul>2 & ! ,mis]able ,_w no ways ,regul>3 s ?is ,_w we are (1 0 p>tly ,irregul>1 & p>tly ,regul>2 & s x 0 a ,purgatory ,_w4 ,,*ap4 ,,ii4 ,:e!r !re be su* k9ds & sorts ( ,creatures 9 ! ,happy & ,bless$ ,_w1 z 9 ?is ,_w4 ,! ,?ird ,argum5t 01 ,:e!r x 0 probable1 ! ,happy & ,mis]able ,worlds1 _h ,animal1 ,vegetable1 ,m9]al1 & ,elem5tal ,k9ds8 ,!y agre$1 ,x 0 probable !re 7 su* ,k9ds3 b yet1 ^? ,k9ds1 & p>ticul> sorts ( ^? ,k9ds1 might be diff]5t f ^? ( ?is ,_w4 ,! ,f\r? ,argum5t 01 ,:e!r !re 0 ,human sorts ( ,creatures 9 ^? ,worlds4 ,!y all agre$1 ,!re 04 ,,*ap4 ,,iii4 ,( ! ,bir?s & ,dea?s ( ! ,heav5ly ,_w4 ,! ,fif? ,argum5t 01 ,:e!r !re c\ld be ,bir?s & ,dea?s 9 ! ,happy ,_w8 ,"s ,p>ts ( my ,m9d 7 ( op9ion1 ,t if !re 0 s ,regul> a ,_w1 z t !re 7 no ,irregul>ities 9 x1 !re c\ld n be ,dea?s3 =1 ,dea? 0 a ,dissolution2 & if !re 0 no ,dea?1 !re c\ld be no ,bir?1 or ,production3 =1 if any p>ticul> sort ( ,creatures %\ld ,encrease1 & nev] dissolve1 !y w\ld become ,inf9ite2 :i* e p>ticul> k9d or sort ( ,creatures1 may be1 = "t1 & be ,et]nal2 z also1 be ,inf9ite = ,numb]2 because1 z "s dissolve1 o!rs are produc$4 ,& s1 if p>ticul> sorts or k9ds ( ,creatures1 be ,et]nal2 ! p>ticul> ,production & ,dissolution1 is ,inf9ite3 b1 if any ,sort1 or ,k9d1 %\ld encrease1 )\t decrease1 n any p>ticul> ,_w c\ld conta9 !m3 ,z = example1 ,if all ! ,human ,creatures t h be5 produc$ f our ,fa!r ,adam1 7:i* ha? n be5 above ,six ?\s& ye>s7 %\ld be alive1 ?is ,_w c\ld n conta9 !m2 mu* less1 if ?is ,_w1 & ! ,human sorts ( ,creatures1 _h be5 ( a long] date4 ,& besides1 if !re %\ld be a great] ,encrease1 by ! ,numb] ( ,human ,creatures3 9 tru?1 ! num]\s ,encrease1 w\ld h caus$ ,mank9d1 9 ! space ( ,six ?\s& ye>s1 to be almo/ ,inf9ite4 ,b1 ! ,m9or ,p>ts ( my ,m9d 0 ( op9ion1 ,t !n ! ,happy ,_w c\ld n be s p]fectly ,regul>1 if !re 0 ,dea?4 ,! ,major ,"p's op9ion 01 ,t "s sorts ( ,dea?s 7 z regul>1 z ! mo/ ,regul> ,bir?s3 =1 ?\gh ,diseases 7 caus$ by ,irregul> ,actions1 yet1 ,dea? 0 n3 =1 z x is n ,irregul>1 to be old2 s x is n ,irregul>1 to dye4 ,b1 ?is ,argum5t broke (f = t "t4 ,,*ap4 ,,iv4 ,:e!r ^? ,creatures c\ld be nam$ ,bless$1 t are subject to dye4 ,! ,six? ,argum5t 01 ,:e!r ^? ,creatures c\ld be call$ ,bless$1 or ,happy1 t are subject to dye8 ,! ,major ,p>ts ( my ,m9d 0 ( op9ion1 ,t1 if ,dea? 0 z free f ,irregul>ities1 z ,bir?2 !n x 0 z happy to ,dye1 z to be ,born4 ,! ,m9or ,p>ts 7 ( op9ion1 ,t ?\gh ,dissolution might be z ,regul> z ,composition2 yet1 x 0 an ,unhapp9ess = e p>ticul> ,society1 to be dissolv$4 ,! ,major ,"p's ,op9ion1 01 ,t ?\gh ! p>ticul> ,societies 7 dissolv$2 yet1 by reason ! g5]al ,society ( ! ,k9d1 did cont9ue1 x 0 n s mu* ,unhapp9ess2 consid]+1 p>ticul> ,p>ts1 or ,creatures1 did make ! ,g5]al ,society2 & n1 ! ,g5]al1 ! ,p>ticul> ,societies3 s t1 ! ,p>ts ( ! ,p>ticul>s1 rema9$ 9 ! ,g5]al1 z 9 ! ,k9d ( ,sort4 ,! ,m9or ,p>ts 7 ( op9ion1 ,t ! ,p>ticul>s ( ! same ,k9d or ,sort1 7z ,mank9d7 did contribute b little to ! ,g5]al3 =1 o!r sorts ( ,creatures did contribute m ?an !y2 only ,mank9d 0 ! ,occasion1 or ,contributor ( ! ,fir/ ,f\ndation1 b no m3 b1 ! o!r ,p>ts or ,creatures ( ! ,_w1 did contribute m to _! ,k9d1 ?an ! ,creatures ( ! same ,k9d did3 &1 z o!r ,k9ds1 & ,sorts1 did contribute to ,mank9d2 s ,mank9d1 to o!r ,k9ds or ,sorts3 =1 all ,k9ds & ,sorts1 did contribute to ! ,subsi/ance & ,assi/ance ( ea* o!r4 ,! ,major ,"p's ,op9ion 01 ,t if all ! ,p>ts ( a ,_w did assi/ ea* o!r1 !n ,dea? c\ld be no ,unhapp9ess1 especially 9 ! ,regul> ,_w2 by reason all ,creatures 9 t ,_w1 ( :at ,k9d or ,sort soev]1 0 ,p]fect & ,regul>3 s t1 ?\gh ! p>ticul> ,human ,creatures did dissolve f be+ ,humans2 yet1 _! ,p>ts c\ld n be ,unhappy1 :5 !y did unite into o!r ,k9ds1 & ,sorts1 or p>ticul> ,societies3 =1 ^? o!r sorts & k9ds ( ,creatures1 might be z happy z ,human ,creatures4 ,,*ap4 ,v4 ,( ! ,productions ( ! ,creatures ( ! ,regul> ,_w4 ,! ,sev5? ,argum5t 01 ( ,productions ( ! ,creatures ( ! ,regul> ,_w1 viz4 ,:e!r _! ,productions 7 frequ5t1 or n8 ,! ,m9or ,"p's ,op9ion1 01 ,t !y 7 frequ5t4 ,! ,major ,"p's ,op9ion1 01 ,t !y 7 n frequ5t1 or num]\s1 by reason ! ,_w 0 ,regul>1 & s all ! ,productions or ,g5]ations1 7 ,regul>2 b c\ld n exce$ su* a ,numb] z 01 regul>ly1 suffici5t = a ,_w1 ( su* a ,dim5sion z ! ,regul> ,_w2 & accord+ to ! ,dim5sions1 mu/ ! ,society or ,creatures be1 let !m be l>ge or little4 ,,*ap4 ,,vi4 ,:e!r ! ,creatures 9 ! ,bless$ ,_w1 d ,fe$1 & ,evacuate4 ,! ,eigh? ,argum5t1 01 ,:e!r ! ,bless$ ,humans1 9 ! ,happy ,_w1 did ,eat1 & ,evacuate8 ,!y agre$1 ,t1 if !y did fe$1 !y mu/ evacuate4 ,!n !re 0 a ,dispute1 ,:e!r ^? ,happy ,creatures did eat8 ,!y all agre$1 ,t1 if !y 7 ,natural ,human ,creatures1 !y _h ,natural ,appetites3 b1 by reason !re 7 no ,irregul>ities 9 ?is ,_w1 ! ,human ,creatures _h n any ,irregul> ,appetites1 nor ,irregul> ,dige/ions2 ,irregul> ,passions1 or ,irregul> ,pa/imes4 ,!n !re arose a ,dispute1 ,:e!r ^? ,bless$ ,creatures did sleep8 ,"s 7 ( op9ion1 ,!y did n sleep3 =1 ,sleep 0 occasion$ ?r\gh a we>9ess ( ! ,s5sitive ,organs1 mak+ p]ceptions ( ,=re9 ,objects2 & all ,we>9ess1 or ,tir$ness1 0 ,irregul>4 ,! ,major "p ( my ,m9d1 0 ( a contr>y ,op9ion2 because ! delight ( ,nature1 is 9 ,v>iety3 & !re=e1 ,regul> ,sleeps 7 delightful4 ,! ,m9or 0 ( op9ion1 ,t ,sleep 0 l ,dea?1 & !re=e x c\ld n be ,happy4 ,b1 at la/1 !y did conclude1 ,t ,sleep1 be+ a s(t & quiet ,repose1 7z be+ retir$ f all ,actions conc]n+ ,=re9 ,p>ts1 & _h only ,actions at ,home1 & ( private ,affairs2 & t all ! ,p>ts ( ,body & ,m9d1 7 !n mo/ sociable among/ !mselves7 t ! ,bless$ ,humans did sleep4 ,,*ap4 ,,vii4 ,( ! ,animals1 & ( ! ,food ( ! ,humans ( ! ,happy ,_w4 ,! ,n9? ,argum5t1 01 ,:e!r !re 7 all sorts ( ,animals 9 ! ,regul> ,_w8 ,all ! ,p>ts ( my ,m9d agre$1 ,t if !re 7 su* ,creatures z ,human ,creatures1 x 0 probable !re 0 o!r ,animal ,creatures3 b1 by reason !re 0 no ,irregul>ities1 !re c\ld n be ,cruel or ,rav5\s ,animal ,creatures3 =1 a ,lyon1 ,leop>d1 or ,wolf1 9 t ,_w1 w\ld be z h>mless z a ,%eep 9 ?is2 & all ,kites1 ,hawks1 & ! l rav5\s ,birds1 w\ld be z h>mless z ^? ,birds t only fe$ on ! ,b]ries1 & ,fruit ( ! ,e>?4 ,,*ap4 ,,viii4 ,:e!r x is n ,irregul>1 = "o ,creature to fe$ on ano!r4 ,! ,t5? ,argum5t 01 ,:e!r x 0 n ,irregul>1 = "o ,creature to fe$ on ano!r8 ,"s 7 ( op9ion1 ,t x 0 natural = "o ,creature to subsi/ by ano!r1 & to assi/ ea* o!r2 b n cruelly to de/roy ea* o!r4 ,^u ?is ,argum5t1 ! ,p>ts ( my ,m9d divid$ into a ,m9or & a ,major "p4 ,! ,m9or ,"p's op9ion1 01 ,t1 s9ce all ! ,creatures 9 ,nature1 _h ,life2 !n1 all ,creatures t did fe$1 did de/roy ea* o!r's ,life4 ,! ,major ,"p's ,op9ion1 01 ,t !y might be assi/$ by ! ,lives ( o!r ,creatures1 & n de/roy _! ,lives3 =1 ,life c\ld n be de/roy$1 ?\gh ,lives might be occasionally alt]'d3 b1 "s ,creatures may assi/ o!r ,creatures1 )\t de/ruction or dissolution ( _! ,society3 z = example1 ,! ,fruits & ,leaves ( ,vegetables1 are b ! ,humor\s ,p>ts ( ,vegetables1 because !y are divisible1 & c encrease & decrease1 )\t any dissolution ( _! ,society2 t is1 )\t ! dissolution ( ! ,plant4 ,also1 ,milk ( ,animals1 is a sup]flu\s ,humor ( ,animals3 &1 to prove x to be a sup]flu\s ,humor1 ,i all$g1 ,t mu* ( x oppresses an ,animal4 ,! same ,i say ( ! ,fruits & ,leaves ( _m sorts ( ,vegetable ,creatures4 ,besides1 x is natural = su* sorts ( ,creatures to h _! ,fruits & ,leaves to divide f ! ,/ock4 ,! ,m9or ,"p's ,op9ion1 01 ,t ! ,milk ( ,animals1 & ! ,fruits ( ,vegetables1 & ! ,h]bs ( ! ,e>?1 _h z mu* ,life z _! ,produc]s4 ,! ,major ,"p's ,op9ion1 01 ,t ?\gh !y _h z mu* ,life z _! ,produc]s2 yet1 x 0 natural = su* (f-spr+s to *ange & alt] _! ,lives1 by be+ unit$ to o!r sorts ( ,creatures3 z = example1 ,an ,animal eats ,fruit & ,h]bs2 & ^? ,fruits & ,h]bs conv]t !mselves into ! nature ( ^? ,animals t fe$ ( !m4 ,! same is ( ,milk1 ,eggs1 & ! l2 out ( :i*1 a condition ( ,life is endeav\r$ =3 &1 = pro(1 su* sorts ( ,creatures acc\nt an ,animal ,life ! be/2 & !re=e1 all su* sup]flu\s ,p>ts ( ,creatures1 endeav\r to unite into an ,animal ,society2 z we may p]ceive1 t ,fruits & ,h]bs1 are apt to turn into ,worms1 & ,flies2 & "s ,p>ts ( ,milk1 z ,*eese1 w turn into ,maggots2 s t :5 ,animals fe$ ( su* ,meats1 !y occasion ^? ,p>ts !y fe$ on1 to a m easie ,trans=mation2 & n only su* ,creatures1 b ,humans also1 desire a bett] ,*ange3 =1 :at ,human w\ld n be a glori\s ,sun1 or ,/>r8 ,aft] :i* ,disc\rse1 all ! ,p>ts ( my ,m9d agre$ unanim\sly1 ,t ,animals1 & s ,human ,creatures1 might fe$ on su* sorts ( ,food1 z a=esaid2 b n on su* ,food z is an unit$ ,society3 =1 ! ,root & ,f\ndation ( any k9d & sort ( ,creature1 ought n to be de/roy$4 ,,*ap4 ,,ix4 ,( ! ,cont9uance ( ,life 9 ! ,regul> ,_w4 ,! ,op9ion ( ! ,p>ts ( my ,m9d1 01 ,t1 x 0 probable1 t all ,societies 9 ! ,regul> ,_w1 7t is1 all su* ,p>ts ( ,nature z are unit$ into p>ticul> ,creatures7 are ( long life1 by reason !re are no ,irregul>ities to de/roy !m1 be=e _! natural "t4 ,b !n a ,dispute 0 rais$ among/ ! ,p>ts ( my ,m9d1 conc]n+ ! natural "t1 t is1 ! prop] "t ( ! ,lives ( ^? ,creatures3 =1 all ,creatures 7 n ( ! same "t ( ,production2 nor1 aft] _! ,production1 ( ! same "t ( ,cont9uance4 ,b ! ,p>ts ( my ,m9d conclud$1 ,t ?\gh !y c\ld n judg by obs]vation ( any ,creature1 no1 n ( _! own ,sort2 yet1 !y did believe !y c\ld judg bett] ( ,human ,creatures1 z be+1 at t "t1 ( a ,human ,society1 ?an ( any o!r3 b1 by reason !y 7 ( ?is ,_w 7t is1 ,irregul> 9 "p7 !y did believe !y might v mu* err 9 _! ,judgm5t1 conc]n+ ! cont9uance ( ,human ,lives1 9 ! ,happy ,_w4 ,b1 aft] mu* debate1 !y conclud$1 ,t a ,human ,creature1 9 ! ,regul> ,_w1 might la/ z long z ! ,productions did n oppress or burd5 t ,_w1 7= t w\ld be irregul>7 b h[ long a "t t might be1 !y c\ld n possibly conceive or imag9e4 ,,*ap4 ,,ix4 ,( ! ,excell5cy & ,happ9ess ( ! ,creatures ( ! ,regul> ,_w4 ,! ,p>ts ( my ,m9d c\ld n possibly1 be+ ,p>ts ( a ,purgatory ,_w1 conceive ! happy condition ( all ,creatures 9 ! ,regul> ,_w2 b only1 conceiv+ !re 0 no ,irregul>ities1 !y did also conceive1 t all ,creatures !re1 mu/ be 9 p]fection2 & t ! ,elem5tal ,creatures 7 pur]1 )\t drossie mixtures2 s t _! ,e>? mu/ ne$s be s fruitful1 t x produces all sorts ( excell5t ,vegetables1 )\t ! help ( ,art2 & _! ,m9]als z pure1 z all sorts ( ,/one t are transp>5t1 & z h>d z ,diamonds2 ! ,gold & ,silv]1 m pure ?an t :i* is ref9$ 9 our ,_w4 ,! tru? is1 t1 9 _! ,op9ions1 ! meane/ sorts ( ,metal 9 ! ,regul> ,_w1 7 m pure ?an ! ri*e/ sort 9 ?is ,_w3 s t !n1 _! ri*e/ ,metal mu/ be z f> beyond ours1 z our ,gold is beyond our ,iron1 or ,lead4 ,z = ! ,elem5tal ,wat]s 9 ! ,regul> ,_w1 !y mu/ be extraord9>y smoo?1 cle>1 fl[+1 fre%1 & sweet2 & ! ,elem5tal ,air only1 a mo/ pure1 cle>1 & glori\s ,light2 s t !re c\ld be no ne$ ( a ,sun3 &1 by reason all ! ,air 0 a ,light1 !re c\ld be no ,d>kness2 & s1 no ne$ ( a ,moon1 or ,/>rs4 ,! ,elem5tal ,fire1 al?\gh x 0 ,hot1 yet x 0 n ,burn+4 ,also1 !re c\ld nei!r be scor*+ ,heats1 nor freez+ ,colds1 ,/orms1 nor ,tempe/3 =1 all ,excess is irregul>4 ,nei!r c\ld !re be ,cl\ds1 because no ,vap\rs4 ,b1 n to be t$i\s2 x 0 my ,m9d's ,op9ion1 ,t all ! ,p>ts ( ! ,happy ,_w1 be+ ,regul>1 !y c\ld n ob/ruct ea* o!r's ,designs or ,actions2 :i* might be a cause1 t bo? ! ,s5sitive & ,rational ,p>ts may n only make _! ,societies m curi\s1 & _! ,p]ceptions m p]fect2 b _! ,p]ceptions m subtile3 =1 all ! actions ( t ,_w be+ ,regul>1 mu/ ne$s be exact & p]fect2 9 s mu*1 t e ,creature is a p]fect ,object to ea* o!r2 & s e ,creature mu/ h1 9 "s sort1 a p]fect ,kn[l$g ( ea* o!r4 ,,*ap4 ,,xi4 ,( ,human ,creatures 9 ! ,regul> ,_w4 ,! ,op9ion ( my ,m9d1 01 ,t ! ,happy ,_w1 hav+ no ,irregul>ities1 all ,creatures mu/ ne$s be ,excell5t1 & mo/ ,p]fect1 accord+ to _! ,k9d & ,sort2 among/ :i*1 are ,human ,creatures1 ^: ,k9ds1 or ,sorts1 be+ ( ! ,be/1 mu/ be m excell5t ?an ! re/1 be+ ,exactly =m$1 & ,beautifully produc$3 !re be+1 also1 no ,irregul>ities1 ,human ,creatures _c be subject to ,pa9s1 ,sickness1 ,av]sions1 or ! l2 or1 to ,trepidations1 or ,tr\bles2 nei!r c _! ,appetites1 or ,passions1 be irregul>3 :]e=e1 _! ,und]/&+ is m cle>1 _! ,judgm5ts m poys$3 & by reason _! ,food is ,pure1 x mu/ be ,delici\s1 z be+ mo/ ta/able3 also1 x mu/ be :olsome1 & n\ri%+2 :i* occasions ! ,p>ts ( ,body & ,m9d1 to be m ,lively & ,pleasant4 ,,*ap4 ,,xii4 ,( ! ,happ9ess ( ,human ,creatures 9 ! ,mat]ial ,_w4 ,! ,happ9ess t ,human ,creatures h 9 ! ,regul> ,_w1 is1 ,t !y are free f any k9d or sort ( ,di/urbance1 by reason !re are no ,irregul> ,actions2 & s1 no ,pride1 ,ambition1 ,faction1 ,malice1 ,envy1 ,suspition1 ,jeal\sie1 ,spight1 ,ang]1 ,covet\sness1 ,hatr$1 or ! l2 all :i*1 are ,irregul> ,actions among ! ,rational ,p>ts3 :i* occasions ,trea*]y1 ,sl&]1 false ,accusations1 ,qu>rels1 ,divisions1 ,w>r1 & ,de/ruction2 :i* proce$s f ! ,irregul>ities ( ! ,s5sitive ,p>ts1 occasion$ by ! ,rational1 by reason ! ,s5se executes ! ,m9d's ,designs3 b1 !re are no ,plots or ,intrigues1 nei!r 9 _! ,/ate1 nor ^u _! ,/age2 because1 ?\gh !y may act ! p>ts ( ,h>mless ,pleasures2 yet1 n ( ,deceitful ,designs3 =1 all ,human ,creatures1 live 9 ! ,regul> ,_w1 s unit$1 t all ! p>ticul> ,human ,societies1 7:i* are p>ticul> ,human ,creatures7 live z if !y 7 b "o ,s\l1 & ,body2 t is1 z if !y 7 b "o ,"p1 or p>ticul> ,creature4 ,z = _! pleasures1 & pleasant ,pa/imes2 9 my op9ion1 !y are su*1 z n any ,creature c express1 unless !y 7 ( t ,_w1 or ,heav53 =1 all k9ds & sorts ( ,creatures1 & all _! ,prop]ties or ,associations1 9 ?is ,_w we are (1 are mixt2 z1 p>tly ,irregul>2 & p>tly1 ,regul>2 & s x is b a ,purgatory-,_w4 ,b surely1 all ,human ,creatures ( t ,_w1 are s pleasant & delightful to ea* o!r1 z to cause a g5]al ,happ9ess4 ,! ,f\r? ,"p4 ,,*ap4 ,i4 ,( ! ,irregul> ,_w4 ,aft] ! ,argum5ts & ,op9ions among/ ! ,p>ts ( my ,m9d1 conc]n+ a ,regul> ,_w2 _! ,disc\rse 01 ( an ,irregul> ,_w3 ,^u :i* !y all agre$1 ,t if !re 0 a ,_w t 0 n 9 any k9d or sort1 ,irregul>2 !re mu/ be a ,_w t 0 n 9 any k9d or sort1 ,regul>4 ,b1 to conceive ^? ,irregul>ities t are 9 ! ,irregul> ,_w1 is impossible2 mu* less1 to express !m3 =1 x is m difficult to express ,irregul>ities1 ?an ,regul>ities3 & :at ,human ,creature ( ?is ,_w1 c express a p>ticul> ,confusion1 mu* less a ,_w ( ,confusions8 ,:i* ,i w1 h[ev]1 endeav\r to decl>e1 accord+ to ! ,philosophical ,op9ions ( ! ,p>ts ( my ,m9d4 ,,*ap4 ,,ii4 ,( ! ,productions & ,dissolutions ( ! ,creatures ( ! ,irregul> ,_w4 ,accord+ to ! ,actions ( ,nature1 all ,creatures are produc$ by ! ,associations ( ,p>ts1 into p>ticul> ,societies1 :i* we "n1 ,p>ticul> ,creatures3 b1 ! ,productions ( ! ,p>ts ( ! ,irregul> ,_w1 are s ,irregul>1 t all ,creatures ( t ,_w are ,mon/r\s3 nei!r c !re be any ord]ly or di/9ct k9ds & sorts2 by reason t ,ord] & ,di/9ction1 are ,regul>ities4 ,:]e=e1 e p>ticul> ,creature ( t ,_w1 ha? a mon/r\s & diff]5t ,=m2 insomu*1 t all ! sev]al ,p>ticul>s are affright$ at ! ,p]ception ( ea* o!r3 yet1 be+ ,p>ts ( ,nature1 !y mu/ associate2 b1 _! ,associations are aft] a confus$ & p]turb$ mann]1 mu* aft] ! mann] ( ,:irlw9ds1 or ,ae!rial ,globes1 :]e9 c nei!r be ,ord]1 nor ,me?od3 &1 aft] ! same mann] z !y are produc$1 s are !y dissolv$3 s t1 _! ,bir?s & ,dea?s are ,/orms1 & _! ,lives are ,torm5ts4 ,,*ap4 ,,iii4 ,( ,animals1 & ( ,humans1 9 ! ,irregul> ,_w4 ,x has be5 decl>$ 9 ! =m] ,*apt]1 ,t !re 0 n any p]fect ,k9d or ,sort ( ,creatures 9 ! ,irregul> ,_w3 =1 ?\gh !re be su* ,creatures z we "n ,animals2 & among/ ,animals1 ,humans3 yet1 !y are s ,mon/r\s1 t1 be+ ( confus$ ,%apes1 or ,=ms1 none ( ^? ,animal ,creatures c be said to be ( su*1 or su* a sort2 because !y are ( diff]5t disord]$ ,=ms4 ,also1 !y _c be said to be ( a p]fect ,animal-k9d1 or any ,k9d2 by reason ( ! v>iety ( _! ,=ms3 =1 ^? t are ( ! nature ( ,animals1 especially ( ,humans1 are ! mo/ mis]able & unhappy ( all ! ,creatures ( t ,_w2 & ! ,mis]y is1 ,t ,dea? do? n help !m3 =1 ,nature be+ a p]petual ,motion1 !re is no re/ ei!r alive or dead4 ,9 ?is ,_w1 x's true1 "s ,societies 7viz4 "s ,creatures7 may1 sometimes1 aft] _! ,dissolutions1 be unit$ into m ,happy ,societies1 or ,=ms2 :i*1 9 ! ,irregul> ,_w1 is impossible2 because all ,=ms1 ,creatures1 or ,societies1 are mis]able3 s t1 aft] dissolution1 ^? disp]s$ ,p>ts _c joyn to any o!r ,society1 b :at is z bad z ! =m]2 & s ^? ,creatures may dissolve out ( "o ,mis]y1 & unite into ano!r2 b _c be releas$ f ,mis]y4 ,page #bhd ,,*ap4 ,,iv4 ,( ,objects1 & ,p]ceptions4 ,! ,op9ions among/ ! ,p>ts ( my ,m9d1 71 ,t 9 ! ,unhappy1 or ,mis]able ,_w1 all ! actions ( t ,_w1 be+ irregul>1 x mu/ ne$s be1 t all sorts ( ,p]ceptions ( t ,_w1 mu/ also be irregul>3 n only because ! ,objects are all irregul>2 b1 ! p]ceptive actions are s too2 9 su* mann]1 t1 :at ) ! irregul>ity ( ! ,objects1 & ! irregul>ity ( ! ,p]ceptions1 x mu/1 ( necessity1 cause a horrid confusion1 bo? ( ! ,s5sitive & ,rational ,p>ts ( all ,creatures ( t ,_w1 9 s mu*1 t n only sev]al ,creatures may appe> z sev]al ,devils to ea* o!r2 b1 "o & ! same ,creature may appe>1 bo? to ! ,s5se & ,reason1 l sev]al ,devils1 at sev]al times4 ,,*ap4 ,v4 ,! ,description ( ! ,globe ( ! ,irregul> ,_w4 ,! ,op9ion ( my ,m9d 01 ,t ! ,globe ( ! ,irregul> ,_w 0 s irregul>1 t x 0 a ,horrid ,_w3 = ?\gh1 be+ a ,_w1 x might be some:at l o!r ,worlds1 bo? ,glob\s1 & a ,society ( x self1 by its own ,p>ts2 & !re=e might h t :i* we "n ,e>?1 ,air1 ,wat]1 & ,fire3 b1 = ,sun-light1 ,moon-light1 ,/>r-light1 & ! l1 !y are n p>ts ( ! ,_w !y appe> to2 & are ,worlds ( !mselves4 ,b1 !re c be no su* ,appe>ances 9 ! ,irregul> ,_w3 =1 ! ,irregul>ities d ob/ruct all su* ,appe>ances2 & ! ,elem5tal ,p>ts 7if ,i may "n !m s7 are z irregul>1 & !re=e z horrid z c be3 s t x is probable1 t ! ,elem5tal ,fire is n a bright %9+ ,fire1 b a dull1 dead ,fire1 :i* ha? ! ,effects ( a /rong ,corrosive ,fire1 :i* nev] actually ,heats1 b actually ,burns2 s t "s ,creatures may bo? freeze & burn at once4 ,z = ! ,e>? ( t ,_w1 x is probable t x is l corrupt$ ,sores1 by reason all ,corruptions are produc$ by ,irregul> ,motions2 f :i* ,corruptions1 may proce$ su* /9k+ ,foggs1 z may be z f> beyond ! sc5t ( ,brim/one1 or any ! wor/ ( ,sc5ts t are 9 ?is ,_w1 z ,spani% or ,roman ,p]fumes1 or ,ess5ces1 are beyond ! sc5t ( ,c>ion1 or ,assafoetida2 :i* causes all ,creatures 7( ,airy ,sub/ances7 t brea!1 to be s infect$1 z to appe> l ,poyson$ ,bodies4 ,z = _! ,elem5tal ,wat]1 'tis probable1 t x is z black z ,ink1 z bitt] z ,gaul1 z %>p z ,aqua=tis1 & z ,salt z ,br9e1 mixt irregul>ly toge!r1 by reason ! ,wat]s !re1 mu/ ne$s be v tr\bl$ ,wat]s4 ,z = ! ,elem5tal ,air1 ,i %all decl>e ! ,op9ion ( my ,rational ,p>ts1 9 ! foll[+ ,*apt]4 ,,*ap4 ,,vi4 ,( ! ,elem5tal ,air1 & ,light ( ! ,irregul> ,,_w4 ',tis probable1 t ! ,elem5tal ,air ( ! ,irregul> ,_w1 is nei!r p]fectly ,d>k1 nor p]fectly ,light2 =1 ei!r w\ld be1 9 "s "p or k9d1 a ,p]fection or ,regul>ity3 b1 be+ irregul>1 x mu/ be a p]turb$ ,air2 &1 be+ p]turb$1 x is probable x produces sev]al ,col\rs4 ,b1 mi/ake me n1 ,i d n mean su* ,col\rs z are made by p]turb$ ,light2 b1 su* z are made by p]turb$ ,air3 &1 ?r\gh ! ,excess ( ,irregul>ities1 may be ,horrid ,col\rs2 &1 by reason ( ! ,ae!rial :irl+ ,motions1 :i* are ,circul> ,motions1 ! ,air may be ( ! col\r ( ,blood1 a v horrid ,col\r to "s sorts ( ,creatures3 b 'tis probable1 ?is ,bloody ,col\r is n ( a pure ,bloody ,col\r1 b ( a corrupt$ ,bloody ,col\r3 & s ! ,light ( ! ,irregul> ,_w1 may1 probably1 be ( a corrupt ,bloody ,col\r3 b1 by ! sev]al ,irregul> ,motions1 x may be1 at sev]al times1 ( sev]al corrupt$ ,bloody ,col\rs3 & by reason !re are no int]missions ( ,air1 !re c be no int]missions ( ?is ,light1 9 ! ,irregul> ,_w4 ,page #bhg ,,*ap4 ,,vii4 ,( ,/orms1 & ,tempe/s1 9 ! ,irregul> ,_w4 ,z = ,/orms1 & ,tempe/s1 & su* irregul> ,wea!r1 'tis probable !re are cont9ual ,w9ds & ,?und]s1 caus$ by ! di/urbance ( ! ,air2 & ^? ,/orms & ,tempe/s1 be+ irregul>1 mu/ ne$s be viol5t1 & !re=e v horrid4 ,!re may also be ,lightn+s1 b !y are n su* z ^? t are ( a fi]y col\r2 b su* z are l ! col\r ( ,fire & ,blood mixt toge!r4 ,z = ,ra91 be+ occasion$ by ! ,vap\rs f ! ,e>? & ,wat]s1 x is accord+ z ^? ,vap\rs ga!r into ,cl\ds3 b1 :5 !re is ,?und]1 x mu/ ne$s be viol5t4 ,,*ap4 ,,viii4 ,( ! sev]al ,seasons1 or r1 ( ! sev]al ,temp]s 9 ! ,irregul> ,_w4 ,z = sev]al ,seasons2 !re c be no con/ant ,season1 because !re is no ,regul>ity2 b r1 a great ,irregul>ity1 & ,viol5ce1 9 all ,temp]s & ,seasons2 = !re is no mean ,degree3 & surely1 _! ,freez+ is z %>p & corrod+1 z _! ,corrosive-,burn+s2 & x is probable1 t ! ,ice & ,sn[ 9 t _w1 are n z 9 ?is _w1 viz4 ! ,ice to be cle>1 & ! ,sn[ :ite2 because !re ! wat] is a tr\bl$1 & black wat]2 s t ! ,sn[ is black1 & ! ,ice also black2 n cle>1 or l black poli%$ ,m>ble2 b 'tis probable1 t ! ,sn[ is l black ,wool2 & ! ,ice1 l unpoli%$ black ,/one2 n = ,solidity1 b = ,col\r & ,r\ghness4 ,,*ap4 ,,ix4 ,! ,conclusion ( ! ,irregul> & ,unhappy or ,curs$ ,_w4 ,i h decl>$ 9 my =m] ,*apt]1 conc]n+ ! ,irregul> ,_w1 ,t !re c\ld n be any exact1 or p]fect k9d or sort1 because ( ! ,irregul>ities2 n t !re is n ,animal1 ,vegetable1 ,m9]al1 & ,elem5tal ,actions1 & s n su* ,creatures2 b1 by reason ( ! ,irregul>ities1 !y are /rangely mixt & disord]$1 s t e ,p>ticul> seems to be ( a diff]5t ,k9d1 or sort1 be+ n any ways l ea* o!r2 & yet1 may h ! nature ( su* ,k9ds1 & ,sorts1 by reason !y are ,natural ,creatures1 al?\gh irregul>ly ,natural3 b1 ^? irregul> ,natural ,creatures1 _c *use1 by ! =m] ,descriptions1 b be ,unhappy1 hav+1 9 no sort or k9d1 ,pleasure1 or ,ease3 & = su* ,creatures t h su* ,p]ceptions z are any way l ours1 !y are mo/ ,mis]able3 =1 by ! ,s5se ( ,t\*1 !y freeze & burn3 by ! s5se ( ,ta/1 !y h ,nause\sness1 & ,hung]1 be+ n satisfi$3 by ! s5se ( ,sc5t1 !y are suffocat$1 by reason ( irregul> ,respiration3 by ! s5se ( ,he>+1 & s5se ( ,see+1 !y h all ! horrid ,s\nds & ,sights1 t c be 9 ,nature3 ! ,rational ,p>ts are1 z if !y 7 all di/ract$ or mad2 & ! ,s5sitive ,p>ts torm5t$ ) ,pa9s1 ,av]sions1 ,sicknesses1 & ,de=mities2 all :i* is caus$ ?r\gh ! ,irregul> ,actions ( ! ,p>ts ( ! ,irregul> ,_w2 s t ! ,actions ( all sorts ( ,creatures1 are ,viol5t1 & ,irregul>4 ,b1 to conclude3 ,z all ! ,creatures ( our ,_w1 7 made = ! ,b5efit ( ,human ,creatures2 s1 'tis probable1 all ! ,creatures ( ! ,irregul> ,_w1 7 produc$ = ! ,torm5t & ,confusion ( ,human ,creatures 9 t ,_w4 ,! ,fif? ,"p1 ,be+ divid$ into ,,fifte5 ,,sections4 ,conc]n+ ,re/or+-,b$s1 or ,wombs4 ,i4 ,at ! latt] end ( my ,philosophical ,conceptions1 ! ,p>ts ( my ,m9d grew sad1 to ?9k ( ! dissolv+ ( _! ,society3 =1 ! ,p>ts ( my ,m9d are s fri5dly1 t al?\gh !y d (t5 ,dispute & ,argue = ,recreation & ,delight-sake2 yet1 !y 7 nev] s irregul>1 z to divide into ,p>ties1 l ,facti\s ,fell[s1 or ,unnatural ,bre?r53 :i* 0 ! reason t !y 7 sad1 to ?9k _! k9d ,society %\ld dissolve1 & t _! ,p>ts %\ld be disp]s$ & unit$ to o!r ,societies1 :i* might n be s fri5dly z !y 74 ,&1 aft] _m sev]al ,?\ghts1 7:i* are sev]al ,rational ,disc\rses3 =1 ,?\ghts are ! ,language ( ! ,m9d7 !y fell into a ,disc\rse ( ,re/or+ ,b$s1 or ,wombs1 viz4 ,:e!r !re might n be ,re/or+ ,b$s1 z well z ,produc+ ,b$s1 or ,bre$+ ,b$s4 ,&1 to argue ! case1 !y agre$ to divide into ,m9or & ,major ,p>ts4 ,,ii4 ,! ,major ,p>ts ( my ,m9d 7 ( op9ion1 ,t !re are ,b$s1 or ,wombs1 ( ,re/oration1 z well z ,b$s ( ,production3 =1 if ,nature's actions be poys$1 !re mu/ be "o1 z well z ! o!r4 ,! ,m9or ,"p's ,op9ion1 01 ,t1 z all ,creatures 7 produc$1 s all ,creatures 7 subject to dissolve3 s t1 ! poyse ( ,nature's ,productions1 0 ,nature's ,dissolutions1 & n ,re/orations4 ,! ,major ,"p's ,op9ion1 01 ,t !re are ,re/orations 9 ,nature3 =1 z "s dissolv$1 o!rs unit$ 9 e k9d & sort ( ,creature1 :i* 0 a ,re/oration to ! k9ds & sorts ( ,creatures4 ,! ,m9or ,"p's ,op9ion1 01 ,t ?\gh e sort & k9d ( ,creatures1 cont9u$ z ! ,species ( ea* sort & k9d2 yet1 !y did n cont9ue by su* ,re/orations z !y 7 argu+ ab\t3 = ?\gh1 :5 "s ,creatures dye1 o!rs ( ! same ,sort or ,species1 are born or br$2 yet1 !y are ,produc$1 n re/or$3 =1 !y conceiv$1 t ,re/oration 0 a reviv+ & re-unit+ ! ,p>ts ( a ,dissolv$ ,society or ,creature2 :i* ,re/oration 0 n natural1 at lea/1 n usual4 ,! ,major ,"p's ,op9ion1 01 ,t ,re/oration 0 natural1 & usual3 =1 !re 7 _m ?+s1 or ,creatures1 re/or$1 9 "s sort1 aft] !y 7 dead4 ,! ,m9or ,"p's ,op9ion1 01 ,t "s ,creatures might be re/or$ f "s ,infirmities1 or ,decays2 b1 !y c\ld n be re/or$ aft] !y 7 dissolv$1 & _! ,p>ts disp]s$4 ,! ,major ,"p's ,op9ion1 01 ,t if ! ,roots1 ,se$s1 or ,spr+s ( a ,society1 or ,creature1 7 n dissolv$ & disp]s$1 ^? ,creatures might be re/or$ to _! =m] condition ( ,life1 if !y 7 put1 or receiv$1 into ! ,re/or+ ,b$s3 ,z = example1 ,a dry & )]$ ,rood ( "s ,vegetable1 al?\gh ! ,p>ts ( t ,vegetable be1 z we say1 dead2 yet1 !y are (t5 re/or$ by ! means ( "s ,arts3 also1 dead ,sprigs w1 by ,art1 receive new ,life4 ,! ,m9or ,"p's ,op9ion1 01 ,t if !re 7 su* actions ( ,nature1 z ,re/or+ actions2 yet1 !y c\ld n be ! ,poys+ ,actions1 nor ! ,artificial ,actions3 =1 n any dead ,creature c be re/or$ by ,art4 ,,iii4 ,"s ( ! ,grave/ ,p>ts ( my ,m9d1 made ?is foll[+ ,disc\rse to "s o!r ,p>ts ( my ,m9d4 ,de> ,associates1 ,!re ha? be5 _m ,human ,societies1 t h p]swad$ !mselves1 ,t !re are su* ,re/or+ ,actions ( ,nature1 :i* w re/ore1 n only a ,dead1 b a ,disp]s$ ,society2 by reason !y h obs]v$1 ,t ,vegetables seem to dye 9 "o ,season1 & to revive 9 ano!r3 z also1 t ! ,artificial ,actions ( ,human ,creatures1 c produce sev]al ,artificial ,effects1 t resemble ^? we "n ,natural2 :i* ha? occasion$ _m ,human ,creatures to wa/ _! ,"t & ,e/ates1 ) ,fire & ,furnace1 cruelly tortur+ ! ,productions ( ,nature1 to make _! ,exp]im5ts4 ,also1 !y tr\ble !mselves ) por+ & peep+ ?r\gh ,telescopes1 ,microscopes1 & ! l ,toyi% ,arts1 :i* nei!r get ,pr(it1 nor improve _! ,und]/&+3 =1 all su* ,arts prove r ignorant ,follies1 ?an wise ,consid]ations2 ,art be+ s weak & defective1 t x _c s mu* assi/1 z x do? h9d] ,nature3 b1 !re is z mu* diff]5ce betwe5 ,art & ,nature1 z betwe5 a ,/atue & a ,man2 & yet ,arti/s believe !y c p]fect :at by ,nature is defective2 s t !y c rectifie ,nature's ,irregul>ities2 & d excuse "s ( _! ,artificial actions1 say+1 !y only endeav\r to ha/5 ! actions ( ,nature3 z if ,nature 7 sl[] ?an ,art1 because a ,c>v] c cut a ,figure or ,/atue ( a ,man1 hav+ all 8 ,mat]ials ready at h&1 be=e a ,*ild c be f9i%$ 9 ! ,bre$+-,b$4 ,b1 ,art be+ ! sport+ & toyi% actions ( ,nature1 we w n consid] !m at ?is "t4 ,b1 ,de> ,associates1 if !re be any su* ?+s 9 ,nature1 z ,re/or+-,b$s1 :i* mo/ ( our ,society are will+ to believe2 yet1 ^? ,b$s _c possibly be ,artificial1 b mu/ be ,natural ,b$s4 ,nor c any "o p>ticul> sort ( ,b$1 be a g5]al ,re/or]3 =1 e sev]al ,sort or ,k9d1 requires a ,b$1 or ,womb1 t is prop] = _! ,sorts or ,k9ds3 s t1 !re mu/ be z _m sorts1 at lea/1 & k9ds ( ,b$s1 z !re are k9ds ( ,creatures3 b1 :at ^? ,wombs or ,b$s are1 we ,human ,creatures d n "k2 nor d we "k :e!r !re be any su* ?+s 9 ?is ,_w3 b1 if !re be su* ?+s 9 ?is ,_w1 we _c conceive :]e !y are4 ,,iv4 ,aft] ! =m] ,disc\rse1 ! ,p>ts ( my ,m9d 7 a little sad3 b1 aft] _m & frequ5t ,disputes & ,argum5ts1 !y all agre$1 ,t !re are ,re/or+ ,b$s1 or ,wombs1 9 ,nature3 b t to describe _! ,conceptions ( ^? ,re/or+ ,b$s1 0 only to describe ,op9ions1 b n kn[n ,tru?s3 & _! ,op9ions 71 ,t ^? ,b$s are z la/+ z ,gold1 or ,quick-silv]3 =1 ?\gh !y may be occasion$ to alt] _! ,ext]ior ,=m2 yet1 n _! ,int]ior or ,innate ,nature4 ,b1 mi/ake n my ,m9d's ,op9ion3 =1 _! ,op9ion is n1 ,t ^? ,b$s are ,gold1 or ,quicksilv]3 =1 _! ,op9ion 01 ,t nei!r ,gold1 or ,quicksilv]1 7 ,re/or]s ( ,life3 b1 if !y 7 ,re/or]s1 !y c\ld re/ore no o!r ,creatures1 b only dead ,metals1 by reason sev]al ,creatures require sev]al ,re/or+ ,b$s prop] to _! ,sorts or ,k9ds3 s t a ,m9]al ,k9d or ,sort1 c\ld n re/ore an ,animal ,k9d or ,sort2 because !re 0 no su* ?+ 9 ,nature1 z ! ,elixir1 or ,philosoph]s-,/one1 :i* ! ,*ymi/s believe to be "s ,deity1 t c re/ore all ,sorts & ,k9ds4 ,v4 ,z x has =m]ly be5 decl>$1 ,! ,p>ts ( my ,m9d 7 g5]ally ( op9ion1 ,t x 01 at lea/1 probable1 !re 7 su* ?+s 9 ,nature z ,re/or+-,b$s1 or ,wombs4 ,! next ,op9ion 01 ,t ^! ,b$s 7 ( sev]al ,k9ds or ,sorts1 viz4 ,animal1 ,vegetable1 ,m9]al1 & ,elem5tal3 s t e ,k9d or ,sort1 is a g5]al ,re/or] ( ! ,lives ( _! ,k9d or ,sort4 ,z = example1 ,an ,animal ,re/or+-,b$1 may re/ore any dead ,animal1 to 8 =m] ,animal ,life1 9 case ! ,animal ,roots or ,se$s1 7:i* we "n1 ! ,vital ,p>ts7 7 n divid$ & disp]s$1 b inclos$1 or inurn$1 s t no o!r ,animal c\ld come to fe$ on ^? ,roots & ,se$s ( ! dead ,animal ,body2 & 9 case ! ,body 0 s closely kept1 ?\gh dead _m ye>s1 if x 0 put into a ,re/or+-,b$1 t ,animal ,creature w\ld reunite to ! =m] ,animal ,life & ,=m4 ,b !n !re arose ?is ,argum5t1 ,t if ! ,bodies ( ! dead ,animals1 did corrupt & dissolve ( !mselves1 z mo/ dead ,animal ,bodies d2 ,:e!r1 aft] _! ,dissolution1 !y c\ld be ,re/or$8 ,! ,m9or ,"p's ,op9ion 01 ,t ^? dissolv$ ,bodies1 be+ dissolv$1 or divid$1 & _! ,p>ts out ( _! places1 c\ld n be re/or$4 ,! ,major ,"p's ,op9ion1 01 ,!y might be re/or$2 fir/1 ,because1 ?\gh ! ,p>ts may be divid$2 yet1 !y 7 n annihilat$4 ,! next1 ,t ^? divid$ ,p>ts 7 n s sep>at$ & disp]s$1 z to be unit$ to o!r ,societies3 ,:]e=e1 if all ^? dead ,animal ,p>ts 7 put into a ,re/or+-,womb1 or ,b$2 ! ,b$ w\ld occasion ^? ,p>ts to place !mselves into _! prop] ,ord] & ,=m4 ,,vi4 ,aft] ! =m] ,disc\rse1 "s ( ! ,p>ts ( my ,m9d 7 sad1 to ?9k1 t ^? t _h be5 emb[ell$1 7 made incapable ( ev] be+ re/or$2 &1 t x 0 a great] cruelty to murd] a dead man1 & to rob him ( 8 ,int]ior ,p>ts2 ?an to murd] a liv+ man1 & yet suff] 8 :ole ,body to lye peaceably 9 ! ,urn1 or ,grave4 ,b1 ! o!r ,p>ts endeav\r+ to com=t ^? sad ,p>ts1 made ?is ,argum5t1 viz4 ,:e!r x might n probably be1 t ! ,bones or ,c>case ( a ,human ,creature1 7 ! ,root ( ,human ,life8 & if s1 !n if all ! ,p>ts 7 dissolv$1 & none 7 left undissolv$1 b ! b>e ,c>case2 !y might be re/or$ to life4 ,! sad ,"p's ,op9ion1 01 ,t x 0 impossible !y c\ld be re/or$1 by reason ! ,roots ( ,human ,life1 7 ^? we "n ! ,vital ,p>ts2 & ^? be+ divid$ f ! ,c>case1 & disp]s$1 & unit$ unto o!r ,societies1 c\ld n meet & joyn into _! =m] /ate ( ,life1 or ,society1 s z to be ! same ,man4 ,! ,com=t+ ,p>ts 7 ( op9ion1 ,x 0 n probable t ! ,fle%y & ,spungy ,p>ts1 be+ ! ,bran*es ( ,human ,life1 c\ld also be ! ,roots4 ,:]e=e1 9 all probability1 ! ,bones 7 ! ,roots2 & ! ,bones be+ ! ,roots1 if ! b>e ,c>case ( a ,man %\ld be put into a ,re/or+ ,b$1 all ! ,fle%y & ,spungy ,p>ts1 bo? ^? t 7 ! ,ext]ior1 & ^? t 7 ,int]ior1 w\ld spr+ & encrease to _! full ,maturity4 ,! sad ,"p's ,op9ion1 01 ,t if ! ,bones 7 ! ,roots2 & t1 f ! ,roots1 all ! ,ext]ior & ,int]ior ,p>ts1 belong+ to a ,human ,creature1 %\ld spr+1 & s encrease to full ,maturity2 yet1 ^? ,bran*es w\ld n be ! same !y 71 viz4 ! same ,p>ts ( ! same ,man2 & besides1 ^? ,bran*es w\ld r be new ,productions1 ?an ,re/orations4 ,! ,com=t+ ,"p's ,op9ion1 01 ,t ?\gh ! ,bran*es 7 new1 ! ,c>case1 z ! ,root1 be+ ! same1 ! ,man w\ld be ! same3 =1 ?\gh ! ,spungy & ,fle%y ,p>ts1 divide & unite f ,home1 & to ,=re9 ,p>ts2 yet1 ! ,man is ! same3 & to prove t ! ,bony ,p>ts are ! ,roots ( ,human ,life1 do? x n happ51 ,t if ! ,fle% be cut f ! ,bone1 & ! ,bone be left b>e2 yet1 9 "t1 ! bone produces new fle%3 b1 if any bone be sep>at$ f ! ,body1 t ,bone _c be re/or$2 nor c a new bone spr+ =?1 nor c ! divid$ bone be joyn$ or knit to ! body1 z x 0 be=e3 =1 al?\gh a brok5 bone may be set2 yet1 a divid$ bone _c be rejoyn$3 ,all :i* ,argum5ts1 7 a suffici5t pro(1 ,t ! ,bones 7 ! ,roots ( ,life4 ,! ,sad ,"p's ,argum5t1 01 ,t x 0 well kn[n1 t if any ( ! ,vital ,p>ts ( a ,human ,creature1 z ! ,liv]1 ,lungs1 ,he>t1 ,kidneys1 & ! l1 7 decay$1 pi]c$1 or w\nd$1 ! ,human ,creature dy$1 by reason ^? ,p>ts are incurable4 ,! ,com=t+ ,p>ts 7 ( op9ion1 ,t !re 7 _m less ,causes :i* did (t5 occasion ,human ,dea?2 yet1 ^? ,causes 7 n ! ,roots ( ,life3 nor 7 ^? ,p>ts ! ,roots ( ,life1 al?\gh ^? ,p>ts :i* we "n ,vital1 7 ! *ief ,bran*es ( ,human ,life4 ,b1 at la/1 !y all agre$ 9 ?is op9ion1 ,t ! ,bones1 7 ! ,roots2 ! ,m>r[1 ! ,sapp1 & ! ,vitals1 ! *ief bran*es ( ,life4 ,also1 !y agre$1 ,t :5 an ,human ,life 0 re/or$1 ! bones did fir/ fill ) "s ,oylie ,juyces2 & f ! bones1 & ! sap or juyce ( ! bones1 did all ! ,p>ts belong+ to a ,human ,creature1 spr+ =?1 & gr[ up to ,maturity3 & c]ta9ly1 ,n to di/urb ! ,bones ( ! dead1 0 a ,holy & ,religi\s ,*>ge to ,human ,creatures4 ,,vii4 ,aft] ! pacify+ ! ,sad ,p>ts ( my ,m9d1 _! ,argum5t 01 ,t1 suppos+ ,creatures c\ld be re/or$2 :e!r !y %\ld be re/or$ z :5 !y 7 fir/ produc$2 or1 z :5 !y 7 at ! p]fection ( _! ,age2 or1 z :5 !y 7 at old ,age8 ,b1 aft] _m ,disputes1 !y all agre$1 ,t ^? t %\ld be re/or$1 %\ld be re/or$ to t degree ( ,age & ,/r5g?1 :i* is ! mo/ p]fect3 &1 z all ,productions arriv$ t[>ds ,p]fection by degrees2 s ^? t 7 re/or$1 %\ld return to ,p]fection by degrees1 if !y 7 pa/ ! p]fect "t ( _! age3 & ^? t 7 n arriv$ to _! ,p]fection1 be=e !y dy$1 %\ld arrive to x1 h[ev]1 z ^? t _h x3 s t1 bo? ,y\? & ,age1 %all meet 9 ,p]fection3 =1 z ! "o encreases1 z x 71 =w>d2 s ! o!r return to _! ,/r5g? & ,p]fection ( _! pa/ ,age4 ,,viii4 ,aft] ! =m] ,op9ions1 ! ,p>ts ( my ,m9d 7 some:at puzl$ 9 _! ,argum5ts conc]n+ ! degrees ( ! ,re/or+ ,times2 z1 ,:e!r ,re/oration 0 done by a ,g5]al ,act1 or by ,degrees8 ,! mo/ ,d\bt+ ,"p's ,op9ion1 01 ,t x 0 n natural to ,re/ore1 al?\gh x 0 natural to ,produce2 &1 t all ,natural ,productions1 7 by degrees3 b1 = ,re/orations1 7be+ n ,natural ,productions7 !y c\ld n be done by degrees3 & !re=e ! ,action ( ,re/oration1 0 b z "o ,action1 al?\gh ( _m ,p>ts4 ,! ,believ+ ,p>ts ( my ,m9d 7 ( op9ion1 ,t all ,nature's ,actions1 be+ by degrees1 all ,re/orations 7 also by degrees4 ,! ,d\bt+ ,"p's ,op9ion 01 ,t !re 7 "s actions t _h no degrees3 =1 ,"o action might signifie a ,?\s&4 ,! o!r ,"p's ,op9ion 01 ,t a ,?\s& actions1 or degrees1 7 9 ! figure ( ,"o4 ,! ,d\bt+ ,p>ts 7 ( op9ion1 ,t x 0 impossible4 ,b1 at la/1 !y agre$1 ,t ! ,re/or+ actions 7 by degrees4 ,,ix4 ,! ,p>ts ( my ,m9d 7 divid$ into ,m9or & ,major ,p>ts1 ab\t ! ,"t or ,degrees ( ,re/oration ( ,human ,creatures4 ,! ,m9or's ,op9ion 01 ,t ! ,re/or+ actions ( ,nature1 7 s mu* quick] ?an ! ,produc+ actions1 t a ,human ,creature might be re/or$ 9 a ,mon?s "t2 :]eas ! production ( a ,human ,creature 0 9 t5 ,mon?s3 =1 ?\gh a ,human ,creature may ,quick5 at ,?ree ,mon?s "t2 yet1 x 0 n fully ,ripe = ,bir?1 be=e ! "t ( ,t5 ,mon?s4 ,! ,major ,"p's ,op9ion 01 ,t ,re/oration 0 accord+ z ! ,creature 0 ,dissolv$3 =1 a ,man t 0 newly dead2 or n s long dead1 t 8 ,p>ts 7 n yet divid$2 t ,man might be re/or$ to ,life 9 an ,h\r's "t1 or less3 b1 if all ! ,p>ts1 except+ ! b>e ,c>case1 7 dissolv$1 !re w\ld require z long a "t 9 ,re/or+1 z 9 ,produc+4 ,! ,m9or's ,op9ion1 01 ,t ! ,re/or+-"t1 0 no long] ?an ! "t ( ,quickn+4 ,! ,major ,"p's ,op9ion1 01 ,t ?\gh ! ,ext]ior ,=m or ,frame ( a ,*ild1 might be be=e ! ,quickn+2 yet1 x 0 n a p]fect ,animal1 until x 0 ,quick3 & al?\gh x might be a p]fect ,animal :5 x 0 ,quick2 yet1 n ripe1 t is1 n at ! full ,p]fection ( a ,human ,creature4 ,z x is ) ,fruits3 =1 a ,gre5 ,plumb is n l a ,ripe ,plumb2 b1 any ,gre5 ,fruit1 is l a ,dead ,fruit1 9 comp>ison ( a ,ripe ,fruit4 ,at la/1 ! ,p>ts ( my ,m9d did agree1 ,t if a ,human ,creature 0 dissolv$1 except+ ! b>e ,c>case2 x w\ld require ,t5 ,mon?s "t ere x c\ld p]fectly be re/or$3 =1 ! ,spr++ ,p>ts w\ld require s long a "t ere !y c\ld come to full ,maturity4 ,x4 ,! ,"q be+ /at$1 ,:e!r ! ,re/or+-,b$1 0 a ,fle%y ,b$2 ,all ! ,p>ts ( my ,m9d1 aft] _m ,disputes1 agre$1 ,t x c\ld n be a ,fle%y ,b$1 by reason ! nature ( ,fle% is s corruptible1 dissolvable1 & easie to be dissolv$1 t x c\ld n possibly be ( su* a la/+ nature1 z is requir$ = ,re/or+-,b$s4 ,b yet1 !y agre$1 !y 7 l ,fle%1 = ,s(tness1 or ,spung9ess2 z also1 = ,col\r4 ,also1 !y agre$1 ,t ! ,animal ,re/or+-,b$1 0 ( su* a ,nature or ,prop]ty1 t x c\ld dilate & contract1 z x _h occasion2 9 s mu*1 t x c\ld contract to ! compass ( ! smalle/1 or ext5d to ! magnitude ( ! l>ge/ ,animal4 ,also1 !y did agree1 ,t x 0 some:at l ! ,/omack ( a ,human ,creature1 or ( ! l ,animal1 t c\ld op5 & %ut ! ,orifice2 & t :5 an ,animal ,creature 0 put into ! ,re/or+-,b$1 x w\ld imm$iately inclose ! ,animal3 & :5 x _h caus$ a p]fect ,re/oration1 ! ,re/or+-,b$ w\ld op5 x self1 & deliv] x to its own ,lib]ty4 ,,xi4 ,ano!r ,"q among/ ! ,p>ts ( my ,m9d conc]n+ ,re/or+-,b$s1 or ,wombs1 03 ,t 9 case !re 7 su* ,re/or+-,b$s 9 ,nature1 z 9 all probability !re 72 ,:]e c\ld ^? ,re/or+-,b$s be8 viz4 ,:e!r !re 7 any 9 ?is ,_w8 ,if n 9 ?is ,_w1 9 any o!r ,_w8 ,! ,m9or ,p>ts 7 ( op9ion1 ,!re 7 none 9 ?is ,_w2 b1 t !re 7 "s 9 o!r ,worlds4 ,! ,major ,"p's ,op9ion1 01 ,t !re 7 su* ,b$s2 b1 t ,human ,creatures w\ld n "k !m1 ?\gh !y c\ld p]ceive !m3 nor1 if !y c\ld p]ceive !m1 c\ld !y tell h[ to make use ( !m4 ,at la/ !y all agre$1 ,t ^? ,re/or+-,b$s 7 9 ! ,c5t] ( ! ,_w3 b1 :]e ! ,c5t] is1 no ,human ,creature1 no1 n ! mo/ ,subtile & ,le>n$ ,ma!maticians1 ,geometricians1 or ,a/rolog]s1 c\ld1 ) _! mo/ ,labori\s ,arts1 & ,subtile ,obs]vations1 "k2 & !re=e1 unless by a special ,decree f ,god1 no su* ,re/oration c be made4 ,,xii4 ,! ,p>ts ( my ,m9d 7 v /udi\s to conceive :]e ! ,c5t] ( ! ,_w 03 ,"s ( ! ,p>ts ( my ,m9d 0 ( op9ion1 ,t !re 7 f\r ,c5t]s1 viz4 ,a ,c5t] 9 ! ,e>?1 a ,c5t] 9 ! ,air1 a ,c5t] 9 ! ,sea1 & a ,c5t] 9 ! ,elem5t ( ,fire4 ,^u :i* ,op9ion1 ! ,p>ts ( my ,m9d divid$ into ,m9or & ,major ,p>ts4 ,! ,m9or ,p>ts 7 ( op9ion1 ,t !re 7 ,c5t]s 9 all ! ,f\r ,elem5tal ,p>ts2 & t ! ,re/or+-,b$s1 7 only ( f\r ,k9ds3 b yet1 !re might be _m sev]al sorts ( ea* p>ticul> ,k9d2 & t ea* p>ticul> ,k9d1 ) all ! sev]al ,sorts1 0 produc$ 9 ea* p>ticul> ,elem5tal ,c5t]4 ,! ,major ,"p 0 ( op9ion1 ,t !re might be inf9ite ,c5t]s1 if !re 7 inf9ite ,worlds3 also1 !re might be _m ,c5t]s 9 ?is ,_w2 =1 e r\nd ,globe ha? a ,c5t]4 ,b1 _! ,op9ion conc]n+ ! ,re/or+-,b$s1 01 ,t !y 7 9 ! ,c5t] ( ! ,globe ( our :ole ,_w1 & n ( any ( ! ,p>ts ( ! ,_w3 =1 ! ,air c\ld h b an unc]ta9 ,c5t]2 nei!r c\ld ! ,wat] h a v solid ,c5t]2 & ! ,e>? 0 too solid to h a ,c5t]1 consi/+ ( ! ,f\r k9ds ( ,elem5ts3 nei!r c\ld ! ,elem5tal ,fire h su* a ,c5t]1 z to bre$ su* diff]5t k9ds & sorts ( ,b$s1 z ! ,re/or+-,b$s are1 because _m ( !m are q ( a diff]5t nature f ! nature ( ,elem5tal ,fire3 :]e=e1 x mu/ be ! ,c5t] ( ! ,_w1 :i* mu/ consi/ ( all ! ,elem5tal k9ds4 ,,xiii4 ,aft] ! =m] ,argum5t1 ! ,p>ts ( my ,m9d 7 v /udi\s 9 conceiv+1 :]e ! ,c5t] ( ! :ole ,univ]se ( ?is our ,_w1 might be3 at la/ !y all agre$1 ,x 0 ! ,sea1 :i* is ! ,watry ,elem5t3 =1 ! ,sea is inclos$ ) ! ,airy1 ,fi]y1 & ,e>?y ,p>ts ( ! ,univ]se1 & !re=e mu/ be ! ,c5t]4 ,&1 ?\gh ! ,sea 0 ! ,c5t] ( ! ,_w2 yet1 !re 0 a ,c5t] ( ! ,sea3 s t1 !re 0 a ,c5t] 9 a ,c5t]2 9 :i* ,c5t]1 7 ! ,re/or+-,b$s4 ,,xiv4 ,aft] ! =m] ,conceptions1 ! ,p>ts ( my ,m9d 7 v /udi\s1 to conceive :]e ! ,c5t]'s ,c5t] might be4 ,b1 !y c\ld n possibly conceive x1 by reason !y c\ld n possibly imag9e h[ l>ge1 & ( :at compass ! ,sea may be (3 = !y did v]ily believe1 t ! utmo/ ext5sion ( ! ,sea1 is n1 z yet1 kn[n to ,human-,k9d3 =1 t ,circle ab\t :i* ! ,%ips ( ,cav5di%e1 & ,drake1 did swim1 might be1 9 comp>ison to ! :ole ,body ( ! ,sea1 b su* a ,circle z a ,boy may occasion1 ) ?r[+ a small ,/one1 or su* l ?+1 into a ,pond ( ,wat]4 ,,xv4 ,! la/ ,conception ( my ,m9d1 conc]n+ ,re/or+-,b$s1 01 ,t ! ,p>ts ( my ,m9d did conceive1 ,t ! ,c5t] ( ! :ole ,univ]se1 0 ! ,sea2 & 9 ! ,c5t] ( ! ,sea1 0 a small ,isl&2 & 9 ! ,c5t] ( ! ,isl&1 0 a ,creature1 l 79 ! outw>d ,=m7 to a great & high ,rock3 ,n t ?is ,rock 0 ,/one2 b1 x 0 ( su* a nature1 7by ! natural ,compositions ( ,p>ts7 t x 0 comp\nd$ ( ,p>ts ( all ! pr9cipal ,k9ds & ,sorts ( ! ,creatures ( ?is ,_w1 viz4 ,( ,elem5tal1 ,animal1 ,m9]al1 & ,vegetable k9ds3 &1 be+ ( su* a nature1 did produce1 out ( x self1 all k9ds & sorts ( ,re/or+-,b$s2 :]e(1 "s sorts 7 s loose1 t !y only hung by ,/r+s1 or ,n]ves3 o!rs /uck close4 ,"s 7 produc$ at ! top1 or upp] p>ts3 o!rs 7 produc$ out ( ! middle p>ts2 & "s 7 produc$ f ! l[] p>ts1 or at ! bottom4 ,9 %ort1 ! ,op9ion ( ! ,p>ts ( my ,m9d1 01 ,t ?is ,rocky ,creature 0 all cov]$ ) its own ,productions2 :i* ,productions 7 ( all ,k9ds & ,sorts3 n t !y 7 num]\s2 b1 v>i\s ,productions3 also1 t ^! v>i\s ,productions1 7 ,re/or+-,b$s3 =1 ! nature ( ?is ,rocky ,creature1 is z la/+ z ! ,sun1 or o!r ,planets2 :i* 0 ! reason t ^? ,productions are n subject to decay1 z o!r ,productions are3 nor c !y produce new ,creatures2 b only re/ore =m] ,creatures2 z1 ^? t _h be5 ,produc$1 & 7 p>tly ,dissolv$4 ,,! ,,conclusion4 ,aft] ! ,wise/ ,p>ts ( my ,m9d _h end$ _! ,argum5ts1 !re be+ "s ( ! ,dulle/1 & ! mo/ ,unbeliev+1 or r1 ,/range ,p>ts ( my ,m9d1 t _h retir$ into ! ,gl&ula ( my ,bra91 :i* is a k9d ( a ,k]nel2 :i* !y made use (1 in/ead ( a ,pulpit3 out ( :i*1 !y decl>$ _! ,op9ions1 ?us3 ,de> ,associates1 ,we1 t 7 n ,p>ties ( y\r ,disputations1 or ,argum5tations1 conc]n+ ,re/or+-,b$s2 be+ retir$ into ! ,gl&ula ( ! ,bra91 :]e we h be5 in=m$ by ! ,n]ves1 & ,s5sitive ,spirits1 ( y\r wise ,op9ions1 & subtile ,argum5ts1 ,consid]+ t y\r ,conclusion 0 z improbable1 if n z impossible1 z ! ,*ymical ,philosoph]s-,/one1 or ,elixir2 ,we desire y 7be+ ,p>ts ( "o & ! same ,society7 n to tr\ble ! :ole ,society1 9 ! se>* ( t1 :i*1 if x 0 9 ,nature1 w nev] be f\nd4 ,b to prev5t1 t y\r pa9ful ,/udies1 & witty ,argum5ts1 be n buri$ 9 ,oblivion2 ,we advise y1 ,to p]swade ! ,s5sitive ,p>ts ( our ,society1 to record !m1 s t !y may be divulg$ to all ! ,societies ( our own ,k9d or ,sort ( ,creatures2 z ,*ymi/s d1 :o1 aft] !y h wa/$ _! ,times & ,e/ates1 to ga9 ! ,philosoph]s-,/one1 or ,elixir2 write ,books to tea* x to ! ,sons ( ,art3 :i* is impossible1 at lea/1 v improbable1 ev] to be le>n'd1 !re be+ no su* ,art 9 ,nature3 b1 7 x possible su* an ,art 0 to be obta9$2 yet1 :5 obta9$1 ! ,arti/ w\ld nev] divulge x 9 ,pr9t4 ,b1 ^? great ,practition]s1 f9d+1 aft] mu* ,loss & ,pa9s1 no?+ b ,despair1 write ,books ( t ,art2 :i*1 in/ead ( ! ,elixir1 did produce ,despair2 :i* aga91 ?\gh produc$ by ,art1 did produce1 naturally1 t ,vice1 nam$ ,malice2 & ,malice1 be+ a ,pregnant ,se$1 s[$ ^u ! ,f]tile ,gr\nd ( _! ,writ+s1 produces s mu* ,mis*ief1 t _m m5 ( good ,e/ates1 h be5 undone1 9 foll[+ _! ,rules 9 ,*ymi/ry3 ,& if y\r ,books %\ld be z succesful z ,*ymi/ry ha? be5 7,i d>e n say1 among ,fools2 b7 among/ ,cr$ul\s ,m52 y\r ,books w cause z mu* ,mis*ief z !irs h done2 n by ! ways ( ,fire1 b by ! ways ( ,wat]3 =1 y\r ,books s5d m5 to ,sea1 a mu* ,cool] ,elem5t ?an ,fire2 b1 m ,dang]\s ?an ,*ymical ,fire1 unless ,*ymical ,fire be ,hell-,fire4 ,^u :i* ,disc\rse1 ! re/ ( my ,?\ghts 7 v angry1 & pull'd !m out ( _! ,pulpit1 ! ,gl&ula2 & n only s1 b put !m out ( _! ,society1 believ+ !y 7 a ,facti\s ,p>ty1 :i*1 9 "t1 might cause ! ,society's ,dissolution4 ,,f9is4