,a ,new ,,discov]y ,= ,f9d+ ! ,,longitude4 ,humbly ,submitt$ to ! ,approbation ( ! ,"r ,hon\rable ! ,lords ,spiritual & ,temporal1 & ! ,re/ ( ! ,hon\rable ,p]sons1 appo9t$ by ! late ,act ( ,p>liam5t1 = ,he>+ & ,det]m9+ ,proposals relat+ to ! said ,,longitude4 ,by ,william ,hobbs1 ,philo ,ma!m4 ,illu/ration ,,london3 ,pr9t$ = ! ,au?or1 & are to be ,sold by ,f>d4 ,burleigh 9 ,am5-,corn]4 ,price ,six-p5ce4 ,note1 ,! =m] ,impression 0 ,pr9t$ ,july #ab4 #agad4 ,a ,new ,discov]y = ,f9d+ ! ,longitude4 ,= ,f9d+ ! ,longitude1 x is to be not$1 ,t if ! true ,h\r1 & ,m9ute ( ! ,day1 at ! ,place ( our fir/ ,dep>ture1 & :]e we are ,arriv$1 c be bo? obta9$1 ! ,diff]5ce ( ,longitude may be f\nd1 z truly z ! ,diff]5ce ( ,latitude4 ,= :i* purpose ! ,spr+-,movem5t h]eunto subjo9$1 is mo/ humbly propos$ to effect ! same1 ev5 to ! ,t5? ( a ,m9ute ( ,"t4 ,s t %\ld ! ,error ( a ,m9ute happ5 to be f\nd 9 ,practice1 x mu/ proce$ f ! ,influ5ce or ,vicissitude ( ! ,air1 & n f any ,defect 9 ! ,rules by :i* ! said ,movem5t is compos$1 z w pla9ly appe> by ! ,explication !re(1 9 ! foll[+ ,l9es2 & fir/ ( ,! ,description ( ! said ,movem5t4 ,?is ,movem5t may be ei!r ( ! ,=m & ,bigness ( t 9 a ,common ,clock2 or else ( ! ,smallness ( a ,pocket ,wat*1 z may be ?\ght conv5i5t 9 ,practice4 ,b ! l>g] x is1 ! bett] ! ,divisions 9 ! ,horologe w appe>4 ,& z = ! ,numb]s1 !y may be at pleasure3 ,only ?is mu/ be obs]v'd1 ,t ! swifte/ ,index mu/ make j ,"o ,revolution1 :il/ ! sl[ "o goes b ,"o ( ! ,hundr$ ,divisions1 7z is common 9 ,m9ute ,wat*es1 :]e9 #fj ,m9utes goes to an ,h\r7 b ! re/ ( ! ,numb]s may be at pleasure1 z a=esaid4 ,& if ! ,sl[e/ moves r\nd 9 #c1 #d1 or #e ,days2 & ! ,movem5t requires to be w\nd up once 9 #bf or #bg ,h\rs1 x w be suffici5t3 ,= ! m ,vigor ! ,motion is calculat$ =1 ! less ! ,air w affect x4 ,h[ to set x fir/ 9 ,motion4 ,:5 x is f9i%$1 let x g = a ,mon? or two2 aft] :i* put ! two ,indexes "r "o ) ! o!r1 & bo? ( !m po9t+ j to #ajj4 ,!n ! ,spr+ be+ w\nd up1 keep x f ,go+ 7) ! ,key7 till ! ,%ad[ ( ! ,sun is exactly come to a ,m]idian ,l9e1 :i* mu/ be rightly prep>$ = t purpose4 ,!n let x g till ! ,%ad[ comes j to ! same ,l9e ! next ,day1 or r #dj1 #ej1 or #ajj ,days aft]1 7! long] ! ,bett]47 ,at :i* "t ent] d[n ! ,c5tesms t ! swifte/ ,index po9ts to1 z also ! ,integ]s & ,t5?s ( ! sl[e/1 7b put ! la/ fir/ 9 y\r ,numb]s7 by ?is y w be furni%$ ) two g5]al ,numb]s1 viz4 ! said ,numb]s po9t$ to1 & ! ,"t 79 ,h\rs7 sp5t !re91 to f9d ! ,h\r ( ! ,day to ! ,t5? ( a ,m9ute1 at any "t2 = t ,place :]e x 0 s set go+1 ?o' y remove x aft]w>ds to any ,di/ance :atsoev]4 ,:i* two ,numb]s ought to be ent]$ 9 a ,book2 to be us$ :5soev] y w\ld f9d ! ,h\r ( ! ,day4 ,& x is to be not$1 ,t if ! ,sun be n !n 9 its ,mean ,motion1 y mu/ ,add to1 or ,sub/ract f :at ! ,indexes d ,give1 accord+ to ! ,inequality !re(3 ,b if y try x = "o :ole ,ye>1 !re w be no ne$ ( ei!r4 ,& t :at is said may be ! bett] und]/ood1 ,i %all give an ,example4 ,h[ to f9d ! ,h\r & ,m9ute ( ! ,day at ,london1 by ! said ,movem5t4 ,suppose x %\ld be made = ! ,sl[e/ to ,revolve 9 ab\t five ,days1 & aft] x has gone j two ,days1 ! ,sl[e/ ,index %\ld !n po9t betwe5 #ci & #dj1 & ! ,swifte/ to #ba4e4 ,!n bo? ^! ,numb]s 7z set 9 ,ord]7 w make #ciba4e4 ,& if ! ,sun be 9 its ,mean ,motion 7if n1 y mu/ ,add or ,sub/ract1 z a=esaid7 !n ! said ,numb]s #ciba4e mu/ always be ! ,fir/2 ! said two ,days1 or #dh ,h\rs1 ! ,second2 & ! two ,numb]s po9t$ to by ! ,indexes1 at ! "t = :i* y w\ld f9d ! ,h\r & ,m9ute ( ! ,day 7z suppose ! sl[ "o %\ld po9t to #hg1 & ! swift "o to #fe4b1 bo? mak+ #hgfe4b7 mu/ be ! ,?ird2 by :i* ! ,f\r? w be obta9$ z foll[e?3 ,:i* ,f\r? ,numb] be+ ,divid$ by #ab1 ! ,rema9d] w be ! ,h\r & ,m9ute ( ! ,day at ,london1 z 0 requir$4 ,h\rs ,h\rs4 ,z #ciba4e 3 #dh 33 #hgfe4b 3 #ajg4ah ho4 m94 ,rema9s #aa 3 #aj4h h\rs4 ,requir'd or #aa ,& s = any quantity ( "t less ?an "o ,revolution4 ,b if ! "t requir$ to f9d ! ,h\r & ,m9ute at ,london1 7:5 at ,sea or ,l&17 be "s ,weeks or ,mon?s1 aft] x 0 fir/ set go+2 or 7if cleans$7 aft] x 0 la/ ,cleans$2 !n y mu/ add #ajjjj4j to :at ! two ,indexes d %ew1 = ea* ,revolution1 t x has made1 s9ce x 0 s set go+1 or la/ cleans$4 ,& if y w\ld at any "t "k h[ _m su* ,revolutions mu/ be add$1 to :at is %ewn by ! ,horologe2 y mu/ fir/ note ! ,day ( ! ,mon?1 t y are !n seek+ ! ,h\r =2 z suppose ,novem4 #ab4 #agae4 ,aft] :i* note ! ,day la/ entr$1 :5 cleans$2 z suppose ,sept4 #e4 #agae4 ,!n compute ! numb] ( ,days betwe5 ,sept4 #e4 & ,novem4 #ab4 :i* is #be1 #ca1 & #ab1 ,9 all #fh4 ,aft] :i* obs]ve ! ,"t la/ sp5t 9 "o ,revolution2 :i* y see 0 #e ,days1 #d ,h\rs1 & 7= :i* set d[n = 'twill make no s5sible ,diff]5ce7 & hav+ ?us done1 say1 ,days ,h\rs ,h\rs ,revo4 ,days ,z #e #d equal to #abd4a 3 #a 33 #fh 3 #ac4 :ole ,revolutions2 ,= :i*1 z be=e direct$1 y mu/ add #ac times #ajjjj4j to ! ,numb]s po9t$ to1 by ! two ,indexes3 ,:i* if we suppose #cgeb4b mak+ 9 all #accgeb4b w be ! ,numb] requir$1 = ! #ab ( ,novemb]1 if ! ,indexes %\ld bo? po9t z be=e propos$4 ,& hav+ n[ f\nd ?is ,numb]1 y are prep>$ to f9d ! ,h\r & ,m9ute at ,london1 9 mann] foll[+ 7viz47 suppose y are 9 or ne> #dd ,degrees ( ,latitude1 9 ! ,autumn ,season4 ,!n seek ! ,latitude #dd ,deg4 & ! ,season ,autumn1 9 ! ,book t is peculi> to y\r ,movem5t1 & hav+ f\nd bo?1 take ! ,numb]s ,answ]+ !reunto1 :i* 79 ?is ,example7 is #bibgd4b & #bdj ,h\rs2 & !n say1 ,h\rs ,h\rs ,z #bibgd4b 3 #bdj 33 #accgeb4b 3 #ajif4hd ,:i* be+ devid$ by #ab1 leaves rema9+ #d4hd ho4 or #d ho4 #ej4d m94 requir$1 = ! ,h\r & ,m9ute at ,london1 by :i* ! ,longitude w be f\nd1 z be=e direct$4 ,& see+ x 0 ne> ! ,w9t] ,season3 ,if y %\ld add ! ,autumn & ,w9t] ,numb]s1 & ,h\rs respectively toge!r2 & make !m ! two fir/ ,numb]s 9 y\r ,proportion2 x w\ld quate ! ,seasons m exactly3 ,i mean1 if ! said ,numb]s _h be5 really entr$ f ,practice2 b ^! are only suppos$4 ,& by ?is me?od y may quate ! ,numb]s = f9d+ ! true ,h\r & ,m9ute at any ,season2 or = any o!r ,latitudes :atsoev]4 ,h[ to f9d ! ,h\r & ,m9ute1 at ! place :]e y are1 :5 abroad1 ei!r at ,sea or ,l&4 ,= ,solv+ ?is1 !re are ,two ,ways1 ! ,fir/ & ,infallible is1 :5 ! ,sun is ei!r ,ris+ or ,sett+2 at :i* times1 if ! ,air be cle>1 obs]ve :at ,numb]s are po9t$ to by ! two ,indexes1 7b obs]ve ! swifte/ fir/1 because x w soon be remov$7 j z ! ,c5t] ( ! ,sun is 9 ! ,horizon2 & ent] bo? ! ,numb]s d[n1 z be=e direct$1 ) ! ,day ( ! ,mon?1 & ! ,latitude y are !n 93 ,:i* hav+ done1 by ! foll[+ ,cannon1 say1 ,z ,is to t4 c4 ( ! ,sun's ,decl4 ,s is t4 ,lat4 ,to s4 c4 ( an ,angle2 :i*1 if conv]t$ into ,"t 7by #ae7 ,gives ! ,h\r & ,m9ute ( ! ,sun's ,ris+ f ,midnight2 & if ,sub/ract$ f #ab ho4 gives ! ,sett+4 ,:i* %ews ! true ,h\r & ,m9ute at ! ,place :]e y !n are1 ei!r at ,sea or ,l&4 ,! ,second way = ,solv+ ! said ,"q1 is by tak+ ! ,sun's ,altitude1 :5 ab\t #e or #aj degrees above ! ,horizon2 & at ! same "t let ano!r ,p]son see :at ,numb] ! ,swifte/ ,index po9ts to1 & aft] t ! ,sl[e/3 ,!n put !m bo? d[n z be=e direct$1 ) ! ,day ( ! ,mon?1 & ! ,latitude ( ! place :]e y are2 !n h y ! ,sun's ,altitude1 ! said ,latitude1 & ! ,sun's ,decl9ation1 to f9d ! ,h\r & ,m9ute ( ! ,day at ! place requir$4 ,n[ hav+ by ! said ,obs]vations & ,cannons f\nd ! ,h\r & ,m9ute ( ! ,day = ! ,place :]e y are1 :5 abroad2 & by ! ,numb]s po9t$ to1 by ! two ,indexes1 also f\nd ! ,h\r & ,m9ute t x is at ,london1 7if ! ,movem5t 0 !re set go+27 ,if y take ! ,less] ( ^! f ! ,great]1 & br+ ! ,rema9d] into ,m9utes1 x w give ! diff]5ce betwe5 ! two places 9 ,"t2 by :i* y may f9d _! diff]5ce ( ,longitude ei!r ,ea/ or ,we/ to a ,m9ute1 by ! foll[+ proportion1 7viz47 ,suppose ! ,diff]5ce ( ,"t 0 #cg ,m9utes1 !n say1 ,m9utes ( ,m9utes ( ,m9utes ( ,m9utes ( ,z ,"t 3 ,longitude 33 ,"t 3 ,longitude #addj4 #bafjj #cg #eee4e or #bd h\rs ,deg4 ,m94 or #i 3 #ae4e ,requir$4 ,:i* #i deg4 #ae4e4 m94 be+ add$ to1 or tak5 f ! ,longitude ( ! ,place1 :]e ! said ,movem5t 0 fir/ set 9 ,motion1 gives ! ,longitude y are come into1 z effectually z ! ,latitude is obta9$ by ,obs]vation1 z 0 at fir/ propos$4 ,s t x is evid5t1 t if any defect %\ld be f\nd 9 practice1 x mu/ proce$ f ! ,vicissitude ( ! ,air2 & n f any ,defici5cy 9 ?is ,discov]y1 or f ! ,cannons relat+ !reunto4 ,& t we may ,answ] all ,objections1 :i* may arise1 on ,acc\nt ( ! said ,vicissitude ( ! ,air1 ,motion ( ! ,%ip1 ,f\lness ( ! ,movem5t1 c4 z well z r5d] ?is ,discov]y m intelligible1 we w desc5d to speak !re( m p>ticul>ly3 ,&1 ,9 ! fir/ place1 let ,five or ,six 7or :at ,numb] y please7 ( ^! ,movem5ts be made2 & aft] !y h gone = a ,mon? or two1 7or if design$ = ! ,sea1 'till )9 two or ?ree ,weeks ( y\r ,sail+7 !n take !m asund]1 & set !m go+ by ! ,m]idian ,l9e1 z be=e direct$4 ,& hav+ entr$ d[n 9 ! ,book1 h]e9 aft] m5tion$1 ! ,day ( ! ,mon?1 :5 set go+2 h[ long x is mak+ "o ,revolution2 & :at ,numb] is produc$1 9 j ,t5 ,days ,motion1 7all :i* mu/ be done1 be=e y ,sail 9 e ,voyage27 ,let !m be c>ry'd to ,sea1 into any ,latitude1 7suppose #ej ,deg4 or ,newf\ndl&7 & at _! ,return br+ !m aga9 to ! said ,m]idian ,l9e1 & !reby 7) ! help ( ! ,numb] ( ,days f _! be+ fir/ set 9 ,motion7 f9d ! two fir/ ,proportional ,numb]s1 z be=e direct$3 ,:i* done1 ent] !m 9 a ,book1 peculi> to ea* ,movem5t1 7! ,=m :]e( foll[e?7 toge!r ) ! ,latitude1 & ,season ( ! ,ye> 9 :i* ! ,voyage 0 made4 ,!n w !y all be fitt$ = a ,voyage to ,newf\ndl&1 & ,p>ts adjac5t1 = any su* ,season4 ,& s = any o!r1 :5 ,tri$ & ,entr$1 z n[ direct$4 ,aft] :i*1 s5d !m all 9 a ,%ip b\nd to ! ,latitude ( ab\t #cg ,deg4 7suppose ,virg9ia72 & be+ return$1 let ! ,numb]s be f\nd & entr$1 z a=esaid1 ) ! ,latitude & ,season2 !n w any "o1 or all ( !m1 be fitt$ = a ,voyage1 ei!r to ,newf\ndl& or ,virg9ia1 or any ( ^? ,p>ts1 = any su* l ,season2 & s = any o!r1 :5 ,tri$ & ,entr$ z a=esaid4 ,?is be+ done1 s5d !m also 9 a ,%ip1 b\nd to ! ,latitude ( #ac ,deg4 7suppose ,b>bados or ,jamaica27 & be+ return$1 f9d ! ,numb]s1 & ent] !m ) ! ,latitude & ,season3 ,s w !y all be fitt$ = ^! sev]al ,latitudes1 7viz47 #ej ,deg4 #cg ,deg4 & #ac ,deg4 at su* a ,season3 ,& by a l ,process to ! qu9octial1 & t[>ds ! ,nor? ,pole4 ,^u :i* sev]al ,tryals1 y w h s _m ,movem5ts fitt$ = all ! ,nor? ,hemisph]e1 bo? = ,hot1 ,cold & ,temp]ate ,seasons4 ,&1 by only ,c\nt]*ang+ ! ,latitudes1 = ! :ole ,globe2 or at lea/ = ! ,m>9e ,p>ts !re(4 ,& to :at is propos$ to be ,entr$1 9 respect ( ,latitude & ,season1 y may also add ! ,"t ( its be+ fir/ set 9 ,motion aft] ,cleans+2 :i* ,cleans+ mu/ be done only ,annually1 & z ne> z may be on ! same ,day ( ! ,mon?2 :i* w mu* facilitate ! ,inequality aris+ f its ,f\lness3 ,by :i* all ,objections w be answ]'d1 & ! ,discov]y r5d]'d compleat & p]fect4 ,especially if a true ,m]idian ,l9e be made 9 e consid]able ,port 9 ?is ,k+dom1 & else:]e2 = ,exam9+ ! ,movem5t at y\r ,arrival abroad1 & sett+ x 9 ,motion1 be=e y\r ,dep>ture4 ,b rememb]1 t :]e y set x go+1 f !nce y\r ,dep>ture mu/ be reckon'd4 ,& by ?is ,me?od all ! said ,vicissitudes t may arise 9 respect ( ,latitude or ,seasons1 ,motion ( ! ,%ip 7:i* w be ne> ! same 9 "o ,voyage1 z 9 ano!r7 & ,cleanness or ,f\lness ( ! ,"w1 w also pla9ly appe> ^u ,record1 7by comp>+ "o ,numb] 9 ! said ,book ) ano!r7 & w be ,acc\nt$ =1 & quat$1 z occasion requires3 ,namely1 by only tak+ su* ,numb]s f ! said ,book1 to "w y\r ,proportion by1 z are entr$ = ! ,latitude & ,season1 t y are aga9 ,arriv$ to1 or ,sail+ "u3 ,z suppose into #ej ,deg4 9 ! ,summ] ,season1 !n take ! ,numb] & ,h\rs answ]+ !reunto2 & s1 if 9 ,w9t]1 ^? = ! ,w9t]4 ,by :i* proportionable ,numb]s1 ! said ,cont+5cies w be truly & effectually ,all[$1 & ! ,diff]5ce 9 ,motions ju/ly quat$1 z 0 be=e ass]t$4 ,note1 ,t 9 ?is ,movem5t1 ! ,"t is ,regulat$ or ,con=m$ to ! ,motion3 ,:]eas 9 =m] ,movem5ts1 ! ,motion is ,regulat$ or ,con=m$ to ! ,"t4 ,& ?is ought to be well und]/ood1 be=e y c rightly compreh5d :at is h]e9 conta9$4 ,n[ t ?is ,movem5t1 or ,discov]y1 does n only diff] f1 b also f> exce$1 any t has hi!rto be5 propos$2 is evid5t 9 ?is 7viz47 ,t if any =m] ,movem5t :atsoev] be ,tim$ "h1 z usual1 ,be=e x is c>ri$ to ,sea1 7?o' nev] s exactly7 yet ! *ange ( ,climate1 c4 w s affect x1 z to make x g ,false3 ,& if y fit x !re1 !n 'twill be also ,false :5 br\ght hi!r3 ,b if by ?is ,movem5t1 & ! =ego+ ,rules1 ! said ,numb]s be f\nd ,aft] x is return$ f su* a ,voyage2 all ! said ,defects or ,cont+5cies w be quat$ by ! said ,numb]s only4 ,s t x w be ! same 9 use1 z if no su* ,accid5ts did att5d x at all4 ,& ?is ,ass]tion mu/1 & w be grant$1 by e "o t does fully compreh5d ! ,nature & ,use !re(4 ,= al?o' ?is ,horologe has no c]ta9 ,h\rs or ,"t pre-assign$ to x2 yet x ha? nev]!less1 great] or less] ,numb]s quat$ to ! ,v>iabl5ess ( ,motion or ,"t1 7viz47 ,if fitt$ to be us$ "h 9 ,engl&1 !n x ha? 7or may h7 "o sort ( ,numb]s 7or ,"t7 = f9d+ ! ,h\r & ,m9ute1 9 ! ,summ] ,season2 ano!r = ,w9t]2 & a ?ird = ! ,spr+ & ,fall2 "o :5 x lye? undi/urb$ 9 "o & ! same place2 ano!r 7if y please7 :5 c>ry'd always 9 a ,rattl+ ,coa*4 ,& on ! o!r h&1 if y c>ry x to ,sea1 !n x has "o = ! ,torrid1 "o = ! ,frigid1 & a ?ird = ! ,temp]ate ,zones1 c4 ,& yet /ill b "o & ! same ,horologe1 & b "o & ! same ,indexes4 ,s t all mann] ( ,natural ,vicissitudes or ,cont+5cies :atsoev]1 may be ,regulat$ or quat$ 9 & by ! said ,numb]s2 & consequ5tly1 ! true ,h\r & ,m9ute ( ! ,day1 :]e x is fir/ set go+1 may be h]eby z effectually f\nd1 z if no su* ,imp$im5ts did at any "t or place att5d x1 z a=esaid4 ,& z = :at may be sugge/$ 9 relation to ! ,inequality betwe5 ! ,spr+ & ,fusie1 if any %\ld be1 x w be comp5sat$1 9 t !re are five or six ,w9d+s up ( !m1 to "o ,revolution 9 ! ,horologe4 ,s t !re is no?+ want+ to compleat ?is ,discov]y1 b to put x into ,practice3 ,& see+ ! ,*>ge & ,tr\ble is v ,inconsid]able2 & ! ,legislature by ,act ( ,p>liam5t1 ha? be5 graci\sly pleas$ to ,inc\rage h]eunto1 x is ?\ght exp$i5t to make ?is publick ,proposal1 viz4 ,t if any "o ,p]son is will+ to ,engage 9 ?is s ,noble an ,ent]prize1 he w be readily receiv$ z a ,p>tn]1 on su* ,conditions z may be ,reasonably ,conc]t$ !re94 ,y may he> ( ! ,au?or at ,mr4 ,burleigh's 9 ,am5-,corn]1 ,london4 ,,memor&um4 #a4 ,all ,dep>tures mu/ be reckon'd f ,london1 if ! ,movem5t 0 !re ,set go+4 #b4 ,t :]esoev] !y are ,set go+1 !re mu/ be a l>ge & exact ,m]idian ,l9e prep>$ by a ,p]p5dicul>1 set up 9 an ,horizontal ,circle1 z is ,ma!matically taught1 c4 #c4 ,t an ,equal "t be sp5t 9 ,w9d+ x up1 z ne> z possible2 = :i* no "t ne$ be all[$1 if ,equat$ = #aj or #ab ,mon?s2 because ! "t requir$ w be ! same = ! same "t1 & great] = a great]1 c4 #d4 ,t ! said ,movem5t be c>efully kept 9 "o & ! same ,temp]ature ( ,air1 z ne> z possible4 #e4 ,t aft] ?is ,movem5t is fully prov$1 if x %\ld n 7by reason ( any sudd5 *ange ( ,air7 agree to a ,m9ute1 yet x ought n 9 ?is respect to be alt]$ or mu* reg>d$1 because ! moi/ness ( "o ,mon?1 may comp5sate ! ,dryness ( ano!r3 ,s t by su* "t z y are arriv$ to ! end ( y\r ,voyage1 ! ,movem5t may ev5 ,rectifie or ,correct x self4 #f4 ,x is to be not$1 ,t if ! ,sun comes too soon to ! ,m]idian1 x w also come too soon to ! ,horizon2 & !re=e1 ,wat* too fa/1 or too sl[1 mu/ be ,add$ or ,sub/ract$1 z a=esaid4 #g4 ,t x be always w\nd up1 z ne> z may be1 at "o c]ta9 "t ( ! ,day1 7viz47 if at ,sea1 ab\t ,twylight1 or ,break ( ,day1 z may be ?\ght exp$i5t4 ,& if x %\ld happ5 to be omitt$1 s long z to /& /ill2 y mu/ n set x go+ aga91 b by tak+ x assund]1 & putt+ ! two ,indexes toge!r1 & br++ ! ,movem5t to ! ,m]idian ,l9e1 z at fir/ direct$4 ,!re=e :5 at ,sea be c>eful ( su* ,omissions4 #h4 ,x is to be not$1 ,t al?o' e ,m9ute ( ,"t1 does ,answ] to ab\t #ae or #af ,miles ,engli%1 "u ! ,equ9octial2 yet x is n above #i or #aj ,miles 9 our ,latitude to "o su* ,m9ute4 ,& al?o' x be s _m "u ! ,equ9octial1 yet !re ! ,sun's ,altitude w be tak5 v exact1 because #ij degrees ( ,altitude1 is = #f h\rs ( ,"t2 :]eas 9 our ,latitude1 x is b #fb degrees1 = #h h\rs ( ,"t2 bo? :i* ,advantages w ,facilitate ! ,practice4 ,i %all at pres5t conclude ) acquant+1 ,t if a common ,m9ute ,wat* 7by ,fil+ or ,load+ ! ,ballance1 or o!rwise7 be made to g1 or does already g1 any unkn[n quantity ( ,"t1 ei!r too ,fa/1 or too ,sl[2 by ?is ,device1 we may f9d ! ,h\r & ,m9ute ( ! ,day by su* a ,wat*1 m exactly ?an c be done by ! be/ tim$ common ,wat* :atev]4 ,& ?is ev5 )\t t\*+ x1 o!r ?an by ,w9d+ up ! ,spr+ z usual4 ,!re are o!r ,improvem5ts t may be made ( ?is ,discov]y1 b ,i res]ve !m to "s o!r ,opportunity4 ,! ,,=m ( ! ,book to be kept = ea* ,movem5t1 :]e9 mu/ be entr$ ! ,numb]s1 c4 7:i* are to be f\nd at ! ,return+ ( ! ,%ip7 = f9d+ ! ,h\r & ,m9ute at ,london4 ---------------------------------------- ---------------------------------- ,! ,movem5t1 ,numb] #a4 0 & ,!n made "o ,revolution1 9 #e fir/ ,set ,go+ ,sept4 #d4 #agad4 days1 #d h\rs1 & a qu>t]4 ---------------------------------------- -------------------------- ,degrees,numb]s ,h\rs ,diff-,seasons ,"t :5 ! ,numb]s1 ( to be sp5t 9 er5ce9 :i* ,movem5t 0 %ew+ h[ ,lati- f\nd &produc+ 9 ! ,%ip set 9 ,motion ! ,motion tude4 us$ 9 ! said ,num- 0 ,try'd2 at is ret>d$ f9d+ ,numb]s4 b]s4,sail+4 aft] fir/ by ,f\lness1 ! ,mak+ or on a ,tryal ,h\r at ,clean+4 ( #aj ,days ,london4 at a "t4 ,i4 ,,ii4 ,,iii4 ,,iv4 ,v4 ,,vi4 ,,vii4 ,days4 #ej #bibgf4b #bdj ,autumn,sep4 #af4 #agadbibgf4b #aj #eb #cgifb4d #dcb ,w9t],dec4 #d4 #agadbibgb4e #aj #dd #cgidb4 #dcj ,spr+,ma4 #bj4 #agaebibfd4 #aj #dh #cgiab4b #dca ,summ],june #a4 #agaebibcg4d #aj ---------------------------------------- ------------------------- ,cleans$ ,sept4 #e4 #agae4 ,!n made "o ,revol4 9 #e days1 #d ho4 & 4 ---------------------------------------- ------------------------- #ej #bibgd4b #bdj ,autumn,sept4 #e4 #agaebibgd4b #aj #eb #cgieg4i #dcb ,w9t],dec4 #ag4 #agaebibfh4 #aj #dd #cgidb4 #dcj ,spr+,ma4 #af4 #agaebibfd4 #aj #dh #cgijg4e #dca ,summ],june #h4 #agafbibcb4g #aj ---------------------------------------- ------------------------- ,note1 ,t ! ,numb]s to be us$ aft] ,clean+1 7viz4 aft] ,sept4 #e4 #agae47 are f\nd by ,sub/ract+ or ,add+ ! ,diff]5ce betwe5 ! two ,numb]s 9 ! ,sev5? ,column1 7viz4 t ( ,sept4 #e47 & t ( ,sept4 #af4 7:i* is only #b47 out ( ! =m] ,numb]s to be us$ = ! same ,latitude2 on :i* !re w rema9 #bibgd4b = ! ,new ,numb] to be us$ 9 ,lat4 #ej4 ,deg4 9 ,autumn1 in/ead ( ! =m]1 until ! next ,clean+1 7:i* mu/ be only ,annually7 & s ( ! re/1 f "o ,clean+ to ano!r4 ,& ?is me?od mu/ be us$ = ! respective ,latitudes1 accord+ z ,obs]vations %all be made !re91 & ,numb]s f\nd to answ] !reunto4 ,note also1 ,t ?is ,exp]im5t may be suffici5tly ,try$ & ,prov$1 by only two or ?ree ,voyages1 to ! ,s\?-,we/ p>ts ( ,irel&1 or to ,newf\ndl& at f>!/4 ,b not)/&+ :at has be5 said1 ,x is *iefly to be not$1 ,t al?o' ,i h propos$ 7= ,example sake7 t ! ,g5]al ,numb]s %\ld be f\nd1 by ,sail+ to ,newf\ndl&1 ,virg9ia1 ,b>bados1 c4 & return+ aga9 to a ,m]idian ,l9e at ,london3 ,yet if ! ,hon\rable ,p]sons be=e-m5tion$ 9 ?is ,title-,page1 to :om ! :ole is mo/ humbly submitt$1 w please to appo9t a ,%ip = ?is purpose1 ! said ,numb]s may be mu* bett] f\nd 9 mann] foll[+2 7t is to say7 ,by ord]+ t ! said ,%ip %all fir/ make a true ,m]idian ,l9e1 at or ne> ! ,lat4 ( #fj ,degrees2 & !reby set ! ,movem5ts go+1 9 mann] a=esaid3 ,aft] :i* let !m ,sail ab\t #dj or #ej ,leagues di/ant f ! ,%ore1 & !re ,cruise ,nor?w>d & ,s\?w>d = ab\t a ,mon?'s "t2 aft] :i* let !m return aga9 to ! same ,l9e1 & f9d ! ,numb]s1 & also ent] !m1 z be=e direct$4 ,& hav+ s done1 let !m make ano!r ,m]idian ,l9e1 ab\t #ae ,deg4 m ,s\?w>d1 & !re d 9 l mann]3 ,& s at ! l ,di/ance to ! ,equ9octial4 ,aft] :i*1 let !m beg9 aga91 & repeat ! same ,process = ?ree or f\r times3 ,by :i* means ! ,numb]s w be f\nd1 & ! diff]5t ,motion ( ! ,movem5t discov]'d1 = all ,latitudes & ,seasons1 z ne> z ne$ful4 ,& be+ return$ home1 by ^! ,numb]s we may f9d ! true ,diff]5ce ( ,motion1 9 & = ! sev]al ,latitudes & ,seasons4 ,:i* ,diff]5ce mu/ be entr$ 9 ! #d? ,column ( ! respective ,books1 res]v$ = t purpose4 ,by ! help ( :i* said ,diff]5ces1 y may make z _m ,movem5ts z may be ne$ful1 at any "t2 z also ,books & ,numb]s peculi> to ea* ,movem5t4 ,! ,rules = :i* w be imp>t$ to any su* ,wat*mak]1 z may ,reasonably desire ! same4 ,,f9is4