,,airopaidia3 ,,or ,a,,rial ,,recreation4 ,descriptions ( ! arial ,sc5es are illu/rat$ ) ,,engrav+s1 by ! be/ ,ma/]s3 two ( :i* are col\r$4 ,! "o1 a circul> ,view f ! ,balloon at its greate/ ,elevation2 ! ,city ( ,*e/] appe>+ 9 ! ,c5t]4 ,! o!r1 a ,specim5 ( ,balloon ,geography3 be+ a ,prospect f above ! ,cl\ds1 ( ! ,c\ntry betwe5 ,*e/]1 & ,w>r+ton 9 ,lanca%ire1 ) ! ,track ( ! ,balloon 9 ! ,air4 ,a ?ird repres5ts ! ,balloon ov] ,helsbye-,hill 9 ,*e%ire1 ) a beautiful ,view ( ! adjac5t ,c\ntry4 ,,airopaidia3 conta9+ ! ,,n>rative ( a ,,balloon ,,excursion f *e/]1 ! eigh? ( ,septemb]1 #aghe1 tak5 f m9utes made dur+ ! ,voyage3 ,h ,i ,n ,t ,s on ! ,,improvem5t ( ,,balloons1 & ,,mode ( ,,inflation by ,,/eam3 ,,means to prev5t _! ,,desc5t ov] ,,wat]3 occasional ,,enquiries into ! ,,/ate ( ! ,,atmosph]e1 fav\r+ _! ,,direction3 ) v>i\s philosophical ,,obs]vations & ,,conjectures4 to :i* is subjo9$1 ,,m5suration ( ,,heights by ! ,,b>omet]1 ,,made ,,pla93 ) ext5sive ,,tables4 ,! :ole s]v+ z an introduction to ,a,,rial ,,navigation3 ) a copi\s ,,index4 ,by ,,?omas ,,baldw91 ,esq4 ,a4 ,m4 - - - - - ,addita navigiis sunt ,multa4 ,lucretius ,de ,r]um ,nat4 ,l4 #e1 ,v4 #cce4 ,nihil p]fectum simul ac inceptum4 ,usus uni rei d$itus1 et naturam et artem spe v9cit4 ,cic]o4 ,,*e/]3 ,pr9t$ = ! ,au?or1 by ,j4 ,flet*]2 & sold by ,w4 ,l[ndes1 ,no4 #gg1 ,fleet-/reet1 ,london2 ,j4 ,poole1 ,*e/]2 & o!r ,booksell]s4 #aghf4 ,price1 9 ,bo>ds1 #gs4 #f;d4 ,,to ,,! ,,pr9cipal ,,inhabitants ,,( ,,*e/]3 ,= _! polite att5tion on ! ,day ( ,asc5t1 & ,pres]vation ( ord] dur+ ! inflation3 on :i*1 ! ,success ( arial ,exp]im5ts s mu* dep5ds1 & ?r\' ! ,want ( :i*1 s _m h already fail$2 = ! k9d ,anxiety manife/$ dur+ 8 ,abs5ce2 & = _! fri5dly congratulations1 on 8 safe ,return2 ! foll[+ ,acc\nt ( ! ,balloon-,excursion1 writt5 at _! ,reque/1 is1 by _! ,p]mission1 ) all ,gratitude1 ,e/eem & ,respect1 d$icat$1 by _! mo/ oblig$1 & mo/ ob$i5t ,s]vant ! ,,aironaut4 ,,an ,,acc\nt ,,( ,,! ,,plates2 ,,) ,,directions ,,= ,,plac+ ,,!m4 #a/4 ,an ,acc\nt ( ! ,plates4 #a4 7a7 ,a ,circul> ,view f ! ,balloon at its greate/ ,elevation1 7,page #eh47 ,! ,spectator is suppos$ to be 9 ! ,c> ( ! ,balloon1 susp5d$ above ! ,c5t] ( ! ,view3 look+ d[n on ! ,amphi!atre or :ite ,floor ( ,cl\ds1 & see+ ! ,city ( ,*e/]1 z x appe>$ ?r\' ! ,op5+3 :i* discov]s ! ,l&scape bel[1 limit$1 by surr\nd+ ,vap\r1 to some?+ less ?an two ,miles 9 ,diamet]4 ,! ,bread? ( ! blue ,m>g9 def9es ! app>5t ,height ( ! ,spectator 9 ! ,balloon 7viz4 #d ,miles7 above ! :ite ,floor ( ,cl\ds1 z he hangs 9 ! ,c5t]1 & looks horizontally r\nd1 into ! azure ,sky4 #b4 7b7 ,! ,balloon ov] ,helsbye-,hill 9 ,*e%ire1 at half pa/ ,,ii4 on ,?ursday ! #h? ( ,septemb]1 #aghe4 7,page #gh47 ,x is se5 9 ! ,s\?-we/-,qu>t]4 ,! ,view 0 tak5 9 a high ,field1 at ! ,end ( ,sutton-,causeway4 ,helsbye-,hill1 ?o' upw>ds ( #fjj ,feet high1 appe>$ f ! ,c> ( ! ,balloon1 to be on ! same ,level ) ! ,gr\nds bel[4 #c4 7c7 ,a ,balloon-,prospect f above ! ,cl\ds1 7,page #aed17 or ,*romatic ,view ( ! ,c\ntry betwe5 ,*e/]1 ,w>r+ton & ,rixton-,moss 9 ,lanca%ire3 %ew+ ! :ole ,ext5t ( ! arial ,voyage2 ) ! me&]+ ,track ( ! ,balloon ?r\' ! ,air4 #d4 ,! ,explanatory ,pr9t 7d71 7,page #aee37 :i* elucidates ! =m] by giv+ ! ,names ( ! pr9cipal ,places m5tion$ 9 ! ,excursion4 ,n4 ,b4 ,! ,circul> ,view is se5 to ! be/ ,advantage1 :5 plac$ flat on a ,table or ,*air1 & r 9 ! ,%ade3 ! ,eye look+ directly d[n ^u ! ,picture4 ,:oev] w be at ! ,tr\ble ( view+ di/9ct ,p>ts ( ! ,balloon-,prospect1 ?r\' a v small ,op5+1 made by roll+ a ,%eet ( ,pap] into ! ,=m ( a holl[ ,tube1 & apply+ x close to ei!r ,eye1 at ! same ,"t %utt+ ! o!r2 or by look+ ?r\' ! ,h&1 held a little op51 & close to ! ,eye2 may =m a v accurate ,idea ( ! ,mann]1 9 :i* ! ,prospect bel[ 0 repres5t$ gradually 9 ,succession1 to ! ,aironaut2 ^: ,sight 0 b\nd$ by a ,circul>ity ( ,vap\r1 z 9 ,section #gi1 #bba4 #b;d4 ,directions = plac+ !m4 ,place ! ,top ( ! circul> view1 ev5 ) ! ,top ( ! ,page4 ,! ,plate w !n lye ov] at ! ,bottom1 & at ! "r ,side ( ! ,page4 ,fold ! ,bottom up into ! ,book1 ev5 ) ! ,m>g93 & ! "r ,side 9 l ,mann]4 ,obs]ve to place ! ,bottom ( ea* ( ! o!r ,plates1 ev5 ) ! ,bottom ( ! ,page4 ,! ,plate w !n lye ov] at ! ,top1 & at ! "r ,side ( ! ,page4 ,fold ! ,top d[n1 into ! ,book1 ev5 ) ! ,m>g93 & ! "r ,side1 9 l ,mann]4 ,! circul> ,view1 to face ,page #eh4 ,! ,balloon ov] ,helsbye-,hill1 to face ,page #gh4 ,! ,balloon ,prospect1 to face ,page #aed4 ,! explanatory ,pr9t1 to be plac$ on ,page #aee3 &1 :5 unfold$1 to be se5 along ) ! ,balloon-,prospect4 ,lit]al & o!r ,errors prop] to be exam9$1 & correct$ ) ! ,p51 be=e ! ,book is read4 ,page4 #f4 ,note #a-- write 4 #ah4 ,note #f--;,cube ( ! ,velocity1 c4 write 7z 9 "s ,copies7 ,squ>e ( ! ,velocity1 c4 ! ,resi/5ce w be z #c #c #i4--,see ,*amb]s's ,diction>y1 "u resi/5ce4 #bc4 ,section #ba4 ,blot out ,signs ( ,curr5ts4 #bf4 ,be=e ,all ,?+s be+ ?us prep>$1 ins]t ,section viz4 #be4 #ce4 ,l9e #ac4--;,i o',clock1 write ,i4 o',clock4 #ed4 ,section #eb4--;an ,ext5t above !m ( #gg ,miles1 write an ,ext5t ( #ajb ,miles4 ,see ! ,occasion ( ?is ,mi/ake 9 ,note 7a7 ,calculation ,,second1 :i* makes ! ,answ] #ajb ,miles1 #a ,qu>t]1 #cbj ,y>ds2 & ! ,ans4 to ! ,,problem be+ #ajb #a #cjg ---------------------------------------- ---------- gives ! ,prospect #ac ,y>ds less ?an t ov] ! ,cl\ds4 #hd4 ,l9e #d4--;great ,turnpike-,road1 write great public ,road4 #hd4 ,note #bf ,aft] ,see ,moore's ,practical ,navigator1 ins]t ,see ,page #ih #cd4 #ih4 ,aft] ,note #cd add ,see ,section #hd1 ,note #bf4 #aah4 ,l9e #e4--;f a v]tical ,situation only1 to be se51 write to be se5 f a v]tical ,situation only34 #agd4 ,l9e #a4--;excess9e ,dim9ution write excessive ,dim9ution4 #agg4 ,l9e #i4--;conta9 write conta9s4 #bjb4 ,! ,sections #bei1 #bfj1 #bfa1 are repeat$4 #bcd4 ,l9e #f4--;a ,y>d1 write two ,y>ds4 #bcf4 ,l9e #c4 ,aft] ! ,words 9 ,dang] ( break+2 add ! ,bottom ( ! ,balloon mu/ be op5$1 or ! upp] ,valve drawn4 ,& erase ! ,rema9d] ( ! ,s5t5ce4 #bcg4 ,l9e #d4--:i* is a ,sign t ! ,balloon desc5ds1 write 7:i* is a ,sign t ! ,balloon desc5ds74 #bdb4 ,l9e #ba4--sup]c$e1 write sup]s$e4 #bfc4 ,l9e #e4--;commonly3 asc5d1 write commonly asc5d34 #bff4 ,l9e #ba4--_! ,passage write its ,passage4 #bga4 ,l9e #ad4--;ea* #d ,feet write ea* #d ,in*es4 #bgh4 ,l9es #ae & #ah4--?ird ,tables & ?ird ,table1 write f\r? ,tables & f\r? ,table4 #bhc4 ,note #aai4--m ?an ! ?ree fir/ ,decimals write m ?an ! f\r fir/ ,decimals4 #bhh4 ,l9e #e4 ,aft] 4#jjjjjgf1 ins]t :i*1 be+ divid$ by 4#a1 gives a ,cyph] less4 #bhh4 ,l9e #aa4--) #d on 4#be1 write ) #d on #be4 #bij4 ,note #abj--;at l[ ,wat]47 write at l[ ,wat]4 #bib4 ,l9e #bc4--!re w rema9 ! great] ,height1 write !re w rema91 secondly2 7see ,section #cfg7 ! great] ,height4 #cjc4 ,l9e #f4--7viz4 ! #h17 write 7viz4 ! 4#h174 #cji4 ,l9e #aj4 ,m>g9al ,note4--#g? ,/ep 9 ,section #cff4 write #g? ,/ep 9 ,section #cfh4 #caj4 ,aft] ,l9e #bc1 ins]t ,air-,!rmom4 #ef4 #caa4 ,l9e #a4--;,by ! ,practice ( ! fir/ ,example1 write ,practice ( ! second ,example4 #cab4 ,l9e #bi4 ,aft] ,! ,answ]1 c4 ins]t1 made by reject+ a ,cyph]14 #cag4 ,be=e ! la/ ,l9e b two1 ins]t end ( ! fir/ /age4 #cah4 ,l9e #bc4--! #b;d ,t5?1 write ! #a/ ,t5?4 #cai4 ,l9e #ac4--1 gives #g4 write1 gives #ig4 #cbb4 la/ ,l9e b two4--& ! rema9+ ,feet write ! rema9+ ,feet4 ,,airopaidia3 ,,*apt] ,i4 ,sid5ote3 ,introduction4 ,section #a4 ,! ,public h1 = a consid]able ,"t1 be5 ent]ta9$ ) ,acc\nts ( arial ,voyages4 ,su* ,acc\nts are1 9 _m ,respects1 vague & unsatisfactory3 by no ,means adequate to ! ,expectations & ,wi%es1 :i* h be5 =m$ by ^?1 :o h n yet p5etrat$ ! pr(\nd ,heights ( ! ,atmosph]e4 ,sid5ote3 ,mi/akes to be notic$1 z ,examples ( ,avoidance4 #b4 ,! ,voyag]s h1 n[ & !n1 be5 pretty accurate 9 ,reg>d to ,"t ,place ,di/ance & ,velocity3 ,circum/ances highly wor?y ( ,rem>k1 9 ord] to e/imate ! ,improvem5t already made 9 ?is wond]ful ,discov]y1 & po9t out its ,use3 b nei!r ought ! sev]al ,occasions ( ,failure 9 ! ,exp]im5ts to be omitt$2 z !y w be f\nd to arise m f a ,want ( ,prud5ce & ,=esight 9 ! ,manag]s1 ?an f any ,defect 9 ! ,ma*9e1 or ! ,pr9ciple on :i* x acts4 ,su* ,failure ought !re=e to ?r[ an additional ,light & ,cr$it on ! ,art3 & give a ,spur to ,+5uity1 :i*1 x is n to be d\bt$1 w cont9ue to drive =w>ds ) ! same rapid ,success2 nor re/1 till ! ,art itself is br\ght to ! highe/ ,degree ( ,p]fection2 till airo/atic ,%ips make ! ,circuit ( ! ,globe3 a ,navigation :i*1 f its ,novelty & ,importance1 des]ves to be consid]$ 9 a sep>ate ,treatise4 ,sid5ote3 ,arial ,voyag]s defective 9 _! ,descriptions4 #c4 ,balloon-,voyag]s h likewise be5 p>ticul>ly defective 9 _! ,descriptions ( arial ,sc5es & ,prospects3 ^? ,sc5es ( maje/ic ,gr&eur :i* ! unnumb]$ ,volumes ( encircl+ ,cl\ds1 9 mo/ fanta/ic ,=ms & v>i\s ,hues1 beyond ,conception gl[+ & transp>5t1 portray to a ,spectator plac$ z 9 a ,c5t] ( ! ,blue ,s]5e above !m3 contemplat+ at ! same ,in/ant1 & app>5tly at "s ,miles ,di/ance imm$iately bel[1 a mo/ exquisite & ev]-v>y+ ,m9iature ( ! little ,works ( ,man1 height5$ by ! supreme ,p5cil ( ,nature1 inimitably elegant1 & 9 h] highe/ ,col\r+4 ,su* are ! ,sc5es :i*1 ,balloon]s all all[1 con/itute ! true ,sublime & ,beautiful3 inspire ,ideas ( rational ,humiliation to a ?9k+ ,m9d1 & raise ! mo/ c>eless ,mortal to an unkn[n ,degree ( en?usia/ic ,rapture & ,pleasure4 ,e ,behold] is a ,judge ( ! ,sc5]y ar\nd him3 & no "o1 x is presum$1 ev] asc5d$ into ! ,atmosph]e on a mild ,day1 ) a s\nd & well balla/$ ,balloon1 t did n wi% to ta/e ! ,luxury ( a second ,voyage4 ,sid5ote3 ,disappo9tm5t %\d excite ! ,ardor ( ! ,sci5tific4 #d4 ,yet not)/&+1 z ,ignorance is kn[n to be ! ,p>5t ( ,fe>1 ! ,bulk ( ,mank9d1 :i* are by f> ! great] ,numb]1 w long cont9ue to ent]ta9 absurd ,appreh5sions conc]n+ x2 to oppose & ridicule ! ,inv5tion2 z !y w oppose e o!r ,discov]y1 :i* !y h nei!r ,tal5ts ,incl9ation or ,leisure to und]/&4 ,?is ,reflexion %\d1 on ! contr>y1 r excite ?an *eck ! ,ardor ( ! ,skilful & ,sci5tific1 to *]i% & promote ! ,art4 ,9 ! ,hi/ory ( ,airo/ation1 ea* ,ev5t is yet new & uncomp>$4 ,e ,circum/ance ought !re=e to be c>efully record$3 s9ce x w\d be unfair to fix ,b\nds to ,sci5ce2 or argue1 t su* ,inf]5ces1 z %all demon/rate ! great ,utility ( ! ,inv5tion1 may n be drawn f ,circum/ances :i* ,inatt5tion might pron\nce to be mo/ trifl+ & m9ute4 ,sid5ote3 ,! ,read] caution$4 #e4 ,! ,read] is reque/$ to obs]ve t1 ?is ,acc\nt be+ address$ to ! ,g5]ality1 & n to ! ,curi\s & ,philosophic only2 _m ,circum/ances are add$1 :i* w\d o!rwise h be5 consid]$ z sup]flu\s3 & "s x 0 ?\ght prop] to repeat1 9 ord] to connect ! ,?read ( ! ,n>ration1 )\t ! ,necessity ( frequ5t ,ref]5ce to ! ,sections4 ,sid5ote3 ,squalls ( ,w9d ! ,day prec$+ ! ,asc5t4 #f4 ,an ,agreem5t hav+ be5 made ) ,mr4 ,lun>di1 t he %\d resign 8 ,balloon to ,mr4 ,baldw9 on ,w$nesday ! #g? ( ,septemb]2 an ,adv]tisem5t to t ,purpose appe>$ 9 ! ,*e/] ,pap]3 & on ,w$nesday ,morn+1 a great ,numb] ( ,spectators assembl$ 9 ! ,ca/le-y>d ( ! ,city ( ,*e/]3 :]e _m wait$ till half pa/ ,,iv 9 ! ,aft]noon2 ,mr4 ,lun>di decl>+ t1 on ,acc\nt ( ! ,viol5ce & ,un/ead9ess ( ! ,w9d :i* blew f ! ,s\? & ,s\?-,we/1 x 0 dang]\s to attempt ! ,inflation ( 8 ,balloon2 & ,mr4 ,baldw9 cont9u+ to ass]t t1 if x c\d be fill$1 he 0 will+ to g up4 ,! ,wea!r 0 !n mod]ate3 b ,mr4 ,baldw91 ?9k+ ! ,h\r too late to beg9 ! ,inflation1 :i*1 judg+ f ! two =m] ,inflations1 c\d n probably h be5 complet$ till aft] ,sunset2 made a ,proposal to ,mr4 ,lun>di1 t he %\d po/pone ! ,exhibition till ! next#a ,day4 ,! latt]1 aft] "s ,reluctance1 aris+ f a ,fe> le/ ! ,public %\d disapprove 8 ,conduct1 politely compli$ ) 8 ,reque/1 on ,mr4 ,baldw9's say+ t he w\d take ! ,blame on himself4 ,,*apt] ,,ii4 ,prep>ations = ! ,voyage4 ,sid5ote3 ,cannon fir/ fir$ at ,,ix4 ,section #g4 ,on ,?ursday ! #h? ( ,septemb] #aghe1 at ,,ix 9 ! ,morn+1 "o ( ! ,cannons 7a ,six-p\nd]7 0 fir/ fir$ 9 ! ,ca/le-y>d1 to in=m ! ,city & ,neighb\rhood1 t ! necess>y ,prep>ations 7 mak+ to inflate ! ,balloon4 ,till ,,viii t ,morn+1 ! ,air _h be5 hazy3 b 0 !n cle>1 bright & calm bel[1 ) an upp] ,ti] ( light ,cl\ds 9 ! ,z5i? mov+ f ,s\?-,we/ by ,we/1 & d5se ones ris+ 9 ! ,horizon4 ,sid5ote3 ,at ,x1 ! ,inflation began ) a small ,balloon4 #h4 ,at ,x o',clock1 ! ,process began ) ! ,inflation ( an airo/atic ,globe eighte5 ,feet 9 ,circumf]5ce1 ( ,silk ,tiffany1 made ! latt] ,end ( ! ,ye> #aghc1 & decorat$ ) ,pa9t+1 ,mottoes & ,devices3 9 ! ,p]=mance ( :i* little ,"w1 ,mr4 ,baldw9 0 79 ! mod]n ,phrase7 ! sole ,projector1 ,ar*itect ,workman & ,*ymi/4 ,sid5ote3 ,an airo/atic ,globe lib]at$ z ,pione] to ! great "o4 #i4 ,! ,airo/at 0 pres5tly lib]at$ by ! ,h&s ( ,mr4 ,lun>di2 & cont9u+ to turn g5tly ! same ,way r\nd its own ,axis1 af=d$ a beautiful ,spectacle to ! ,behold]s3 rema9+ 9 ,sight ab\t half an ,h\r4 ,x 0 int5d$ to s]ve z a ,sort ( ,pione]1 to del9eate ! ,track ( ! great ,balloon4 ,sid5ote3 ,its ,fate4 #aj4 ,x fell at "s ,miles ,di/ance1 'tis said un=tunately on a ,h$ge1 & 0 pres5tly torn to ,pieces by ! ,eag]ness & ,av>ice ( ! ,pursu]s1 :o expect$ & undes]v$ly obta9$ ! ,rew>d promis$ 9 ! ,lett] app5d$ to x4 ,sid5ote3 ,second ,cannon at ,,xii4 #aa4 ,at ,,xii ! ,cannon fir$ a second ,"t1 to ann\nce t ! ,process 0 9 a prop] ,degree ( ,=w>dness4 ,at ?is ,"t ,mr4 ,baldw9 w5t1 ) "s ,fri5ds1 to take an e>ly ,d9n]3 he also recapitulat$ ! ,articles1 to be c]ta9 t ,no?+ 0 omitt$4 ,sid5ote3 ,inv5tory = ! ,voyage4 #ab4 ,! foll[+ ,inv5tory1 ) :i* he asc5d$1 may be ( ,use to future ,aironauts2 to :om only x is address$4 ,! ,cable & ,grapple are consid]$ z ,"p ( ! ,balloon4 7,see ,section #ac47 #ab4 ,article #a4 ,a portable ,b>omet]1#b ) a common ,syphon or ,bulb1 7pur*as$ at ,lausanne47 #ab4 #b4 ,m>t9's ,!rmomet]1#c ) ,f>5heit's ,scale#d = ! ,degrees ( ,temp]ature4 #ab4 #c4 ,m>9]'s ,compass 9 a d\ble ,box1 to be us$ :5 ! ,sun is int]cept$ f ! ,view by ,cl\ds1 9 ord] to discov] :e!r ! ,balloon turns r\nd4 #ab4 #d4 ,d[n1 or small ,fea!rs1 to be loose 9 ! ,pocket1 & ?r[n out1 :5 en%r9$ 9 ,cl\ds2 or at any o!r ,"t1 to %ew ! ,rise or ,fall ( ! ,balloon4 #ab4 #e4 ,an ,asses' ,sk9 ,pat5t ,pocket-book2 z ,wet spoils ,pap]4 #ab4 #f4 ,two r$ ,lead ,p5cils3 ea* ,p5cil ready po9t$ at bo? ,ends1 to save ,"t & ,tr\ble3 pref]able to ,ink1 :i* may be spilt or froz54 ,! ,/rokes ) r$ ,lead are n s easily oblit]at$1 z :5 made ) a black ,lead ,p5cil4 #ab4 #g4 ,a small %>p ,knife po9t$1 & ready op51 or :i* w op5 easily4 ,a ,pair ( ,sciss>s4 #ab4 #h4 ,a wick] ,bottle ( ,br&y & ,wat]1 only ?ree ,p>ts full1 half & half3 su* ,bottles are m secure3 & su* ,mixture w n soon freeze4 ,! co*uc or ela/ic ,bottle is /ill bett]4 ,a ,cork-screw4 #ab4 #i4 ,compact ,provisions1 :i* d n soil ! ,f+]s or ,pocket-book1 z ,confection>ies1 ,fruit1 ,biscuit1 ,bread4 #ab4 #aj4 ,a bo>d$ ,map ( ! ,c\ntry ov] :i* ! ,aironaut may be suppos$ to pass3 ! ,back s]v+ z a ,table4 #ab4 #aa4 ,two ,ne$les ) l>ge ,eyes3 ! raw ,silk put ?r\gh1 & ty$ on a ,knot at ! ,ends to prev5t ! ,ne$les f be+ lo/3 to be ready at ! ,in/ant want$1 to sew up any ,holes )9 ,rea*1 9 ! ,balloon2 ! ,holes be+ fir/ ty$ up ) ,tw9e4 ,! ,ne$les to be /uck into ,p>*m5t1 conta9+ a small ,hank ( raw ,silk3 ! ,ne$le ,silk run r\nd ! ,p>*m5t1 to keep ! ,hank dry4 ,! :ole ,hank to be ty$ by "o ,end to ! ,side ( ! ,c>2 :5 above all ,cl\ds1 to %ew1 by ! ,div]g5cy ( ! ,?reads1 ! ,electricity ( ! ,air4 #ab4 #ab4 ,a few ,y>ds ( ,dut* ,tw9e1 loose 9 ! ,pocket1 to tye ! ,neck ( ! ,balloon 9 desc5d+4 #ab4 #ac4 ,= easy ,exp]im5ts2 #a/1 ,dut* ,tw9e1 half a ,mile long1 on a ,reel1 or ,pulley1 or two ,l5g?s on diff]5t ,reels3 also to ea* ,reel a ,flag1 made ( :ite ,l951 a ,y>d squ>e2 & /ret*$ by a sl5d] ,la?2 "o ,side ( ! ,flag be+ b\nd & /it*$ r\nd x3 also a ,piece ( ,tw9e1 two ,y>ds long1 is to be fa/5$ by its ,ends to ! ,ends ( ! ,la?3 a ,loop is to be made 9 ! ,middle ( ! ,tw9e3 & to ! ,loop is to be appli$ r\nd ! ,middle ( ! ,la? ano!r ,piece ( ,tw9e1 :i* w prev5t ! ,la? f be+ b5t2 & w keep ! ,flag always /ret*$4 ,by ?is ,app>atus1 ,obs]v]s f bel[ may be enabl$ to e/imate ! ,height ( ! ,balloon1 z w be %ewn 9 its prop] ,place4 #ab4 #ad4 #b;dly1 ,to try ! ,d5sity ( ! ,air1 at diff]5t ,heights1 above ! freez+ ,po9t ) ,wat]2 bel[ x1 ) ,br&y4 ,9 a ,basket take two ,p9t-bottles1 "o full ( ,wat]1 ! o!r ( ,br&y2 & six or eight empty ones3 also a small ,metal ,tunn+-di%4 ,let "o ,end ( a ,/r+ be ty$ r\nd ! ,neck ( ea* ,bottle3 & ! o!r ,end seal$ to ! ,top ( a l>ge ,cork mu* tap]$1 to ent] ! ,m\? easily4 ,r\nd ea* ,neck1 tye a ,p>*m5t ,label1 l>ge en\gh to conta9 9 abbreviat$ ,*>act]s ! ,numb] ( ! ,bottle2 ,"t ( ,obs]vation1 ,heights ( ! ,b>omet] & ,!rmomet]1 :ile on ! ,gr\nd4 ,:5 an ,exp]im5t is made 9 ! ,air2 p\r (f a full ,bottle into an empty "o3 put ! ,cork into ! empti$ ,bottle1 & m>k aga9 ! ,"t1 ,b>omet] & ,!rmomet]3 :i* are to be comp>$ ) an ,eudiomet] bel[1 to discov] ! ,r>ity & ,purity ( ! ,atmosph]e4 #ab4 #ae4 ,a ?ird :ite ,l95 ,flag1 made z above1 & ty$ to ! upp] ,hoop ( ! ,balloon1 s z to hang 9 ,sight1 w give ,notice ( a ,*ange 9 ! ,w9d4 #ab4 #af4 ,a ,y>d ( ?9 ,ribbon1 two ,in*es broad1 ty$ to ! l[] ,hoop1 w m>k ! ,rise & ,fall ,( ! ,balloon4 7#ab4 #ag4 ,a ,magnet & ,iron ,fil+s 9 a ?9 ,pewt] ,di% ) a ,cov]2 ,also ,! ,prism & l>ge ,telescope 7 left1 z too heavy47 ,& ! ,sextant or ,quadrant c\d n be procur$ 9 ,"t4 ,!y w\d1 h be5 ( little ,use1 z no ,horizon ( ! r\nd ,e>? 0 se5 dur+ ! ,excursion3 & x is presum$1 t ! circul> ,horizon is seldom visible1 :5 ! ,balloon is at any consid]able ,height2 ! ,accumulation ( ,vap\r betwe5 ! ,eye & ,horizon prev5t+ x3 ?o' su* ,vap\r rema9s invisible to ,spectators f bel[4 #ab4 #ah4 ,eight ,bladd]s1 ea* above half bl[n1 & diff]5tly col\r$ = ,ornam5t1 ty$ r\nd ! upp] ,"p ( ! ,c>1 ,brea/ high :5 ! ,aironaut /&s upright3 9 ,case ! ,balloon fall into ,wat]4 #ab4 #ai4 ,speak+ ,trumpet3 also a live ,pigeon1 9 a small ,basket ( ,matt+4 #ab4 #bj4 ,pepp]1 ,salt1 ,g+]2 to try ! ,effects ( ,ta/es1 :i* h be5 said to become insipid on ! ,peak ( ,t5]iffe4 ,,*apt] ,,iii4 ,,address$ ,,to ,,aironauts4 ,sid5ote3 ,new ,k9d ( ,cable & ,reel recomm5d$4 ,section #ac4 ,! foll[+ ,an*or & ,cable1 = great] ,safety & "s p>ticul> ,uses1 are recomm5d$ z an ,improvem5t4 ,a /rong ,iron d\ble ,grapple1 mov+ on a ,swivel1 fa/5$ to a ,rope1#e half a ,mile1 or bett] a ,mile long3 &1 if n all2 a ,"p ( :i* at lea/1 at ! ,di/ance & = ! ,l5g? ( t5 ,y>ds f ! ,grapple1 %\d be ( ,silk1 z a non ,conductor3 also o!r t5 ,y>ds1 at its upp] ,end1 c\nt+ f ! ,reel or ,pulley to :i* ! ,silk %\d be ty$4 ,! ,reel or ,pulley be+ at lea/ eighte5 ,in*es 9 ,diamet]1 & fix$ v]tically 9 ! ,c5t] ( ! upp] ,hoop1 sev5 ,feet above ! ,bottom ( ! ,c>2 by ,means ( ?ree or f\r ,iron ,rods fa/5$ 9 ! ,bottom ( ! ,c>1 & meet+ toge!r above ! ,reel3 ! ,rods s /rong z to prev5t ! ,%ock :i* o!rwise ! ,aironaut w\d receive 9 alight+ on ! ,gr\nd4 ,! ,reel %\d h "o1 or two ,iron ,w9*es or ,h&les1 "o at ea* ,end ( ! ,reel2 ) moveable ,h&les ( ,wood r\nd !m4 ,! ,reel may be furni%$ ) sudd5 ,*ecks2 or gradual ,clamps1 z 9 a ,mil1 to ret>d ! ,velocity4 ,,signs ,,to ,,be ,,obs]v$1 ,,:5 ,,9 ,,! ,,air4 ,sid5ote3 ,cautions aga9/ two ,extremes4 #ad4 ,! two ,extremes to be avoid$ are1 too l(ty an ,asc5t3 & too precipitate a ,fall4 ,sid5ote3 #a/4 ,too l(ty an ,asc5t4 ,! =m] is to be appreh5d$ :5 ,balloon has swell$ consid]ably1 & /ra9s z if ready to bur/2 f ! ,%ape ( an inv]t$ ,cone1 or ,*ildr5's ,top1 *ang$ to t ( an oblate ,sph]oid1 or ,turnep4 ,x is !re=e necess>y to look up at ! ,balloon f ,"t to ,"t3 & ei!r op5 ! ,m\?1 or z x is sometimes call$ ! ,neck1 = an ,in/ant2 or draw ! ,valve2 :i* is done by pull+ a ,cord fix$ at ! ,top ( ! ,ma*9e & runn+ ?ro' x to ! ,h&1 till ! ,balloon only appe>s full )\t /ra9+4 ,^! ,op]ations are to be occasionally repeat$ dur+ ! ,asc5t4 ,if x is requir$ to rise /ill high]2 gradually ?r[ out ,balla/1 & repeat ! ,op]ations4 ,! propos$ ,quantity ( ,balla/ be+ ?r[n out1 ! ,balloon w h acquir$ its utmo/ ,height1 & become /ation>y1 i4e4 nei!r rise nor fall4 ,! self ,desc5t ( ! ,balloon is only 9 ,proportion1 z ! inflammable ,air or ,gass escapes ?ro' imp]ceptible ,holes 9 ! ,silk or ,seams4 #b;dly4 ,to prev5t too precipitate a ,fall4 ,sid5ote3 #bndly4 ,caution aga9/ too precipitate a ,fall4 #ae4 #a/4 ,tye1 or compress ! ,m\? ( ! ,balloon1 = a ,mom5t2 :i* mu/ always be op5$1 on obs]v+ t ! ,balloon is aga9 ris5 to s great a ,height z to /ra91 or be di/5d$ z above m5tion$4 #b;d4 ,9 desc5d+1 ?r[ out ,balla/1 :5 ! ,balloon is )9 a ,qu>t] ( a ,mile ( ! ,gr\nd1 b n be=e1 i4e4 at #bf ,in*es by ! ,b>omet]3 &1 if ! ,fall is precipitate1 n less ?an #be ,p\nds ,av]dupoise1 ,p\nd by ,p\nd1 or at once1 if !re %\ld be ,occasion4 #c;d4 ,9 ,case ( ,accid5t1 z ! ,escape ( ,gass2 or if ! ,balloon be n furni%$ ) an ,equatorial ,hoop2 prep>e to ?r[ out all ! ,balla/ at ! above ,height1 b n be=e2 z ! m =cible ! ,fall1#f ! great] ! ,resi/ance f ! ,air3 cut away ,ends ( ,cords2 te> (f ,ornam5ts3 "p ) ,%oes1 ,cloa?s4 ,all :i* mu/ be made loose & ready to ?r[ out1 at ! ,mom5t ! ,balloon beg9s to desc5d4 ,be=e ! ,l&+1 p>ticul> ,c>e mu/ be tak51 t ! ,weight ( ! ,aironaut be su/a9$1 by grasp+ ! ,h&s r\nd ! opposite ,sides ( ! upp] ,hoop2 s t ! ,feet may n t\* ! ,bottom ( ! ,c>4 ,! ,knees %\d likewise be b5t4 ,repeat+ ! above1 at ea* ,reb\nd ( ! ,balloon1 if any2 ! ,aironaut w alight 9 ! g5tle/ ,mann]3 & probably ! ,balloon may act z a ,p>a%ute or ,umbrella1 :i* alone w1 at all ,times1 ensure an easy ,desc5t4 ,,signs ,,:]eby ,,to ,,judge ,,:e!r ,,! ,,balloon ,,is ,,ris+ ,,or ,,fall+4 ,,signs ,,( ,,ris+4 ,sid5ote3 ,signs ( ,asc5t or ,desc5t4 #af4 #a4 ,:5 ! ,aironaut p]ceives a ,pressure upw>ds aga9/ ! ,soles ( 8 ,feet4 #b4 ,:5 "s ,objects1 on ! ,surface ( ! ,e>? imm$iately bel[1 dim9i%1 & o!rs disappe>4 #c4 ,:5 an upp] ,cl\d approa*es or involves ! ,balloon4 #d4 ,:5 a l[] ,cl\d leaves ! ,balloon4 #e4 ,:5 ,ra9 ,sn[ or ,hail beat viol5tly aga9/ ! ,top ( ! ,balloon4 #f4 ,:5 ,fea!rs1 ,balloon-,flag1 or ,ribbon seem to be drawn =cibly d[nw>ds4 #g4 ,:5 ,objects on ,e>?1 or among ,cl\ds bel[ ! ,balloon1 rise & pres5t !mselves beyond ^?1 :i*1 ! mom5t be=e1 7 ?\ght mo/ di/ant4 #h4 ,:5 ! ,balloon appe>s broad] & %ort]2 also full] at ! ,bottom2 be+ m di/5d$ ?an at ! fir/ ,asc5t4 ,,signs ,,( ,,desc5t4 ,sid5ote3 ,signs ( ,desc5t4 #ag4 #a4 ,:5 ! ,aironaut p]ceives ! ,bottom ( ! ,c> )draw+ itself f ! ,pressure aga9/ ! ,soles ( 8 ,feet4 #b4 ,:5 ,objects on ,e>?1 & surr\nd+ ,prospects encrease 9 ,magnitude & ,numb]4 #c4 ,:5 a l[] ,cl\d approa*es or involves ! ,balloon4 #d4 ,:5 an upp] ,cl\d leaves ! ,balloon4 #e4 ,:5 ,wea!r beats aga9/ ! ,bottom ( ! ,c> or ,balloon4 #f4 ,:5 ,fea!rs1 ,balloon-,flag1 or ,ribbon appe> to be drawn upw>ds4 #g4 ,:5 ! mo/ di/ant ,objects set1 & disappe>4 #h4 ,:5 ! ,balloon seems tall]2 & its l[] ,hemisph]e less di/5d$1 ?o' cont9u+ tight4 ,,signs ,,( ,,progressive ,,horizontal ,,motion4 ,sid5ote3 ,signs ( progressive ,motion deceitful4 #ah4 ,^! are equivocal & deceitful4 ,:5 ! ,aironaut has lo/ ,sight ( ! ,e>? by int]v5+ ,cl\ds2 ! ,balloon seems at ,re/1 & only ! l[] ,cl\ds appe> to move3 :]eas ! contr>y may be true1 ! ,cl\ds may re/1 & only ! ,balloon move4 ,9 ?is ,case1 ,att5tion mu/ be paid to ! half ,mile :ite ,flag1 ^: ,situation & ,motion mu/ be obs]v$1 ) respect to ! ,balloon1 & to ! ,e>? be=e ! ,cl\d int]v5$4 ,if ! ,flag reta9s its ,situation ) ,respect to ! ,balloon1 x may be inf]r$ t no ,*ange 9 ! ,direction has happ5$3 if its ,situation alt]s1 ! ,sun or ,compass is to be obs]v$3 & an ,e/imate made ( ! new ,curr5t ( ,air by :i* ! ,balloon is affect$3 its ,velocity1 ,s\nd1 ,temp]ature1 c4 ,sid5ote3 ,to desc5d :5 lo/4 #ai4 ,b to acquire a ,c]ta9ty ( c\rse1 x w be prop] to desc5d bel[ ! ,cl\d3 or move by ,compass1 ,map1 & a ,k ( ! ,c\ntry3 or try ! long ,cable 7,section #ac47 ,sid5ote3 ,signs ( ,w9d horizontal4 #bj4 ,x is likewise necess>y to "k ! ,signs ( ,w9d1 or ,curr5ts ( ,air4 ,,signs ,,( ,,new ,,& ,,sudd5 ,,horizontal ,,curr5ts4 ,:5 ! ,fea!rs1 ,balloon-,flag1 or ,ribbon1 comp>$ ) ,sun or ,compass1 take a new & sudd5 horizontal ,direction4 #ba4 ( curr5ts f above3 prop]ly nam$ ,waves ,torr5ts & ,tide ( ,air4 ,sid5ote3 ,signs ( depress+ ,torr5ts & ,tide ( ,air4 ,!y are v frequ5t1 & require to be gu>d$ aga9/3 are sometimes or long ,cont9uance1 at o!r ,times mom5t>y3 aga9/ ! fir/ ?r[ out ,balla/ at ! ,height ( a ,qu>t] ( a ,mile1 b n be=e1 or z h]eaft] direct$3 :5 mom5t>y1 & above t ,height1 ,no?+ is to be appreh5d$3 ! ,balloon w appe> broad] & recov] its ,=m4 ,,*apt] ,,iv4 ,,prep>ations ,,= ,,asc5t4 ,sid5ote3 ,prep>ations = ,asc5t4 ,section #bb4 ,be=e half pa/ ,i1 ,mr4 ,lun>di _h inflat$ 8 ,balloon 9 ! f9e/ ,mann]2 & hav+1 ) ! mo/ oblig+ & spirit$ ,att5tion1 made su* ,prep>ations1 & tak5 su* ,precautions1 z he ?\ght 7 necess>y to ensure ! ,success ( ! ,exp$ition2 s5t to in=m ,mr4 ,baldw9 7:o cont9u$ purposely abs5t1 t he might n di/urb or precipitate ! ,process2 b t e ,circum/ance %\d be conduct$ ) ,delib]ation & )\t ,hurry7 t all ,?+s 7 ready = 8 ,dep>ture4 ,sid5ote3 ,! ,public rem9d$ ( ! ,necessity ( pres]v+ ord] dur+ ! ,inflation ( ,balloons4 #bc4 ,& ,mr4 ,baldw9 takes ?is ,opportunity ( return+ 8 be/ ,?anks to 8 ,fri5ds & ! ,public1 on ! ,day ( ,asc5t1 = keep+ ! small ,circle cle>1 by /rictly adh]+ to ! ,words ( ! ,adv]tisem5t1 :i* decl>$1 8t 9 ord] to prev5t an int]ruption ( ! ,process 9 ! ,inflation ( ! ,balloon1 no ,p]sons 7 to be admitt$ )9 ! circle1 except ^? ,g5tlem5 :o politely und]took 9 turn to hold ! ,l9es :i* deta9$ ! ,balloon40 ,sid5ote3 ,lead ,weights plac$ at fir/ 9 ! ,c>1 to prev5t any ,fatigue 9 hold+ ! ,l9es1 & ! ,necessity ( weigh+1 unless at ! ,"t ( ,asc5t1 to det]m9e ! ,p[] ( ,levity4 #bd4 ,x may be prop] to m5tion t ,mr4 ,baldw9 be+ resolv$ to prev5t ! disagreeable ,circum/ances ( be+ weigh$ 9 ! ,pres5ce ( ,?\s& spectators1 at a ,"t :5 x is unc]ta9 :e!r ! ,balloon has acquir$ a suffici5t ,degree ( ,levity to raise 8 own ,weight1 toge!r ) ! ,in/rum5ts1 ,provisions1 ,balla/1 & o!r ,articles1 all :i* are kn[n or easily calculat$2 f9d+ "s ,days be=e1 8 own ,weight1 & hav+ calculat$ ! re/ z "u#g2 he ord]$ 8 ,s]vant1 on ! ,day ( ! ,excursion1 to br+ ,lead ,weights equal to ! ,sum total1 ) an ov]plus ,weight ( #ajlb4 = ,levity ( ,asc5t1 & place !m gradually 9 ! ,c>1 atta*$ = t ,purpose to ! ,balloon1 soon aft] ! ,inflation began4 ,by :i* ,means ! ,g5tlem5 :o held ! ,cords 7 q at ,ease3 nor 0 !re ,occasion to tye ! ,l9es dur+ ! ,inflation1 to ,po/s fix$ 9 ! ,circumf]5ce ( ! ,circle2 nor consequ5tly to cut !m aft]w>ds4 ,b x w be se5 t ,mr4 ,lun>di inflat$ ! ,balloon 9 a sup]ior ,mann]4 #be4 ,all ,?+s be+ ?us prep>$1 ,mr4 ,baldw9 /epp$ into ! ,c>3 & f9d+1 t1 besides 8 own ,weight1 ! ,provisions1 ,articles1 ,balla/1 c4 ! ,balloon w\d support an additional ,weight1 & /ill rise ) sup]ior ,levity2 ,mr4 ,lun>di put 9 #ablb4 ( additional ,balla/1 & guess$ ! encreas$ ,levity at #ajlb4 m4 ,additional ,balla/ #ab ,levity #aj ------ #bb ,add$ to ! #bcd ------ ,make ! ,sum #beflb4 ,all :i* add$ to ! ,weight ( ! ,balloon1 by ,in=mation only1 z foll[s3 ,balloon v>ni%$ #aac ,nett+ & ,cords #ah ,c> & ,hoops #bd ,m5d$ & add$ ,p>ts #e ,grapple & ,cable #d ------ #afd ,) ! #bef ,make ! total ,levity ( ! ,gass to produce an ,equilibrium1 equal to #dbjlb4 ,! ,weight ( a ,quantity ( ,air equal 9 ,bulk to ! ,balloon1 be+ seclud$2 & ! ,gass sub/itut$ 9 its ,room4 ,sid5ote3 ,weight ( ,articles4 #bf4 ,! ,calculation ( ! ,weight ( ,articles 01 z foll[s3 ,p\nds ,articles4 ,av]d4 ,ounces4 #a4 ,eight col\r$ ,bladd]s#h 7,section #ac1 ,art4 #ah7 #a - #j #b4 ,prep>ations aga9/ extreme ,cold4 ,a ,w9t] ,dress4 ,flannel or wooll5 ,socks ,cap ,gloves ,draw]s #j - #ad ,"u ,/ock+s -------- ,wai/coat #c4 ,br&y1 ,wat]1 ,flask1 & ,refre%m5ts #a - #h #d4 ,b>omet] 7portable7 #j - #ab #e4 ,!rmomet] #j - #c #f4 ,dial-,compass 7a ,m>9]'s ,compass 9 a d\ble ,box1 w trav]se bett]7 #j - #c #g4 ,two :ite ,flags1 #j - #d ) ,dut* ,tw9e on two ,reels furni%$ ) ,swivels #b - #h #h4 ,asses ,sk9 ,pocket ,book1 ,blank ,c>ds1 ,p5cils1 ,knife & ,sciss>s #j - #d #i4 ,map ( ,*e%ire bo>d$1 ! sup]flu\s ,p>ts cut away #j - #c #aj4 ,speak+ ,trumpet #j - #h #aa4 ,mr4 ,lun>di's ,flag #c - #h #ab4 ,basket & eight ,p9t ,bottles labell$1 "o full ( ,br&y1 ano!r ( ,wat] #h - #c -------------- #bj - #j ,sid5ote3 ,weight ( ,balla/4 #bg4 ,! ,balla/ consi/$ ( ?ree ,bags ( dry ,s&1 & two r$ grit ,/ones1 tak5 :ile 9 ! ,c>1 additional4 #a/ ,bag ty$ up weigh$ #ablb4 #b;d ,ditto #ab #c;d unty$ ,ditto #bj #a/ r$ ,grit #g #b;d r$ ,grit #e ---- ,9 all #eflb4 ,,*apt] ,v4 ,,asc5t ,,) #bjlb4 ,,( ,,levity4 ,sid5ote3 ,asc5t at #dj,m4 pa/ ,i1 ) #bjlb4 ( levity4 ,section #bh4 ,at #dj ,m9utes pa/ ,i1 ! ,balloon hav+ a ,levity :i* n less ?an #bj ,p\nds ,weight w\d c\nt]poise1 ,mr4 ,baldw9 0 lib]at$ by ! ,h&s ( ,mr4 ,lun>di1 :o suff]$ no "o to approa* ! ,c>3 & he asc5d$1 amid/ ,acclamations mix$ ) ,te>s ( ,delight & ,appreh5sion1 ! ,misgiv+s ( ,humanity1 & o!r usual ,s5sations ( ,surprize1 :i*1 9 a brilliant & num]\s ,assembly1 w long cont9ue to accompany a ,spectacle s novel int]e/+ & awful1 z t ( see+ a ,fell[ ,mortal sep>at$ 9 a ,mom5t f ! ,e>?1 & ru%+ to ! ,skies4 ,sid5ote3 ,employm5ts ( ! ,aironaut4 #bi4 ,! ,balloon well inflat$1 t[]'d al(t 9 an upright & p]p5dicul> ,direction1 ) a quick ,motion1 & an accel]at$ ,velocity4 ,! ,aironaut hav+ /ood up1 = a ,m9ute or two1 wav+ 8 ,hat 9 ! left1 & salut+ ! ,spectators ) ,mr4 ,lun>di's col\r$ ,flag 9 ! "r ,h&2 put on 8 ,hat1 & hav+ fa/5$ ! ,flag-,/aff horizontally among ! ,l9es ( ! ,balloon1 imm$iately betook himself to diff]5t ,employm5ts1 be=e he w\d indulge 9 look+ ov] ! ,br9k ( ! ,c>2 le/ ! ,novelty ( ! ,prospect %\d call (f 8 ,att5tion f ,?+s ( ,mom5t4 ,sid5ote3 ,s5sation ( ris+ describ$4 #cj4 ,! ,=ce ( ,asc5t 01 f ! fir/1 pla9ly palpable3 ! ,s5sation be+ t ( a /rong ,pressure f ! ,bottom ( ! ,c>1 upw>ds aga9/ ! ,soles ( ! ,feet4 ,sid5ote3 ,caution aga9/ ! vitriolic ,acid ,liquor4 #ca4 ,8 fir/ ,po9t be+ to gu>d aga9/ a ,deluge ( acidul\s ,liquor1 :i*1 he 0 told1 _h fall51 to ! ,quantity ( ?ree ,qu>ts1 on ! ,head & ,%\ld]s ( a =m] ,aironaut1 f ! ,trunk or ,bottom ( ! ,balloon1 :i* end$ 9 a wide circul> ,op5+ ( eighte5 ,in*es ,diamet]2 he f\nd t :5 ! ,weight ei!r ( himself1 or ( ! ,balla/1 0 n exactly 9 ! ,c5t] ( ! ,c>2 ! ,op5+ ( ! ,balloon w\d1 )\t any ,tr\ble1 hang s z to lie on ! ,outside ( ! ,c>3 b he did n p]ceive m ?an a few ,drops issue f ! ,m\?3 :i* happ5$ a few ,m9utes aft] he arose4 ,sid5ote3 ,attitude1 & f>!r ,employm5ts4 #cb4 ,?is ,difficulty vani%+2 he *ang$ 8 erect into an incl9$ ,po/ure betwe5 sitt+ & kneel+2 sometimes ) ! "r ,knee ne> ! ,bottom & ,c5t] ( ! ,c>3 & hav+ bo? ,h&s q free1 ! ,balloon be+ subject to no s5sible ,motion2 he reconnoitr$ all ! ,l9es & ,cords3 coil$ ! ,rope or ,cable to :i* ! ,an*or or grappl+ ,iron 0 fix$3 ty$ fa/ its prop] ,end to ! upp] ,hoop3 obs]v$ & felt ! sup]ior ,?ickness ( ! ,cord lead+ to ! ,valve3 coil$ x1 9 ord] t x might be free to act3 plac$ ! unty$ ,bag ( ,balla/ ne> ! ,outside ( ! ,c>3 also ! ty$ ,bags at prop] ,di/ances to pres]ve ! ,equilibrium3 unwrapp$ "o ( ! :ite ,flags1 ty$ x to ! ,/r+ on "o ( ! ,reels1 & j ?rew x an ,in* or two ov] ! ,side ( ! ,c>3 !n plac$ 8 ,wat*1 op5 ,knife1 ,sciss>s1 ,!rmomet] & ,compass on 8 "r ,h&3 ! ,b>omet] be+ swung above 9 ,sight t[>ds ! left4 ,sid5ote3 ,*ange ( ,attitude1 & ,obs]vation ( ! r$di% ,vap\r4 #cc4 ,he !n /ood on 8 ,feet1 ) a ,design to look d[n3 b 8 ,att5tion 0 drawn to ! ,op5+ ( ! ,balloon1 :i* began to brea! out by ,int]vals a visible r$di% ,vap\r2 9 ,=m l t :i* is se5 at ! ,top ( a ,brew]y1 only t ! "u ,surface 0 n jagg$ b smoo?1 al?o' wavy & unev54 ,! ,p>ticles :i* compos$ x 7 s l>ge z to be di/9ctly visible3 & appe>$1 z if endu$ ) a v /rong repell+ ,p[]1 f ! great & seem+ly equal ,di/ances1 ( ab\t half a ,qu>t] ( an ,in*1 f ea* o!r4 ,x 0 obs]v$ by a sci5tific ,spectator f bel[1 t ! ,p>ts ( ! ,balloon1 :i* reflect$ ! ,sun's ,rays1 appe>$ ( a bright ,copp]-,col\r3 b ! r$di% ,vap\r issu+ f its ,m\? put on ! ,=m ( a lamb5t ,flame4 ,a simil> ,appe>ance _h be5 obs]v$ by him1 9 a =m] ,asc5t ( ! same ,balloon1 ! ,neck or ,m\? be+ !n likewise op52 & also by o!rs1 :o decl>$ !y saw ! ,balloon on ,fire4 ,! ,*ange ( ! r$ into ,flame-,col\r1 :5 se5 at a great ,di/ance1 may x n be ow+ to ?is1 t ! direct ,rays1 be+ m+l$ ) ^? :i* are int]cept$ betwe5 ! ,eye & ! ,object1 became 9 ,"p absorb$1 & 9 ,"p refract$2 & !re=e c\d n rea* ! ,sight8 ,sid5ote3 ,! ,gass n (f5sive4 #cd4 ,?is g5tle ,evaporation ( inflammable ,air1 or ,gass1 cont9u$3 disappe>+ at ! ,di/ance ( f\r & five ,in*es bel[ ! ,op5+3 nor did x (f5d ! ,smell2 n desc5d+ )9 its ,influ5ce4 ,sid5ote3 ,att5tion to ! ,balloon1 & ,dim5sions ( ! ,c> & ,hoops4 #ce4 ,he !n look$ upw>ds at ! ,balloon1 & p]ceiv$ t x 0 consid]ably swell$ 9 its ,dim5sions3 & t ! ,di/5tion _h rais$ ! ,bottom-,op5+ ( ! ,balloon half way betwe5 ! two ,hoops3 i4e4 f 8 ,hip to 8 ,%\ld]1 z he /ood upright4 ,! ,height f ! ,bottom ( ! ,c> 7:i* 0 a ?9 circul> ,bo>d f\r ,feet & a half1 ,diamet]1 plac$ on a /rong ,nett+1 & cov]$ ) gre5 ,bays7 to its ,top or ! l[] ,hoop1 0 ?ree ,feet2 ) ! ,nett+ cont9u$ r\nd betwe5 ! l[] & upp] ,hoop4 ,sid5ote3 ,/ation>y1 & ,notes made4 #cf4 ,he 0 aw>e t ! ,swell+ ( ! ,balloon1 & copi\s ,vap\r !n issu+ f x1 d5ot$ ! ,mom5t :5 x began to lose its asc5sional or elevat+ ,p[]2 & t its accel]at$ ,motion 0 dim9i%+4 ,he !re=e look$ at 8 ,b>omet] & ,wat*1 :i* 0 #ec ,m9utes pa/ ,i4#i2 took up 8 ,p5cil1 & on a ,c>d 7m>k$ be=e he left ! ,e>?1 z foll[s3 ,*e/]-,ca/le-,y>d4 ,?ursday1 ! #h? ( ,sept4 #aghe1 ,i4 o',clock1 ,b>omet] #bi1 ,!rm3 #fe 9 ! ,%ade t[>ds ! ,nor?27 he wrote 8,rose at #dj ,m9utes pa/ ,i40 ,he !n look$ aga9 at ! ,b>omet]1 :i* cont9u$ fall+ = "s ,m9utes1 & fluctuat+ up & d[n )9 ! ,space ( an ,in* or m4 ,x fir/ began to re/ at #bc1 & a little aft] at #bc4 ,hav+ look$ aga9 at 8 ,wat*1 he put d[n 8#eg ,m9utes pa/ ,i4 became /ation>y3 ,b>omet] #bc3 ,!rm3 /ill #fe1 sometimes ly+ 9 ! ,%ade1 & sometimes expos$ to ! ,sun3 ! ,balloon turn+ r\nd frequ5tly ?ro' ,ea/ to ,s\?40 ,sid5ote3 ,fluctuation ( ,b>omet]4 #cg4 ,! ,fluctuation ( ! ,b>omet]1 he imag9$ to arise f cont9u$ ,ex]tions ( ! ,gass )9 ! ,balloon1 oppos$ by ! atmosph]ic ,air1 :i* v>y+ 9 ,d5sity & ,temp]ature w\d give an unequal ,resi/ance to ! ,balloon3 & bo? ,gass & ,air be+ ela/ic1 ! ,p[] ( ,asc5t w\ld act by ,int]vals1 & communicate its ,pulsations to ! ,quicksilv] 9 ! ,tube4 ,8 own irregul> ,motions 9 ! ,c> w\ld increase ! ,fluctuation4 ,sid5ote3 ,! ,compass trav]s$1 b 0 useless4 #ch4 ,! ,compass likewise trav]s$ backw>ds & =w>ds1 po9t+ due ,nor?1 & unaffect$ by ! ,turns ( ! ,balloon3 b 0 useless1 z ! ,sun %one bright ! :ole ,"t ( ! ,excursion4#aj ,sid5ote3 ,aironaut fir/ look$ d[n at ,leisure4 #ci4 ,?+'s tak+ a fav\rable ,turn1 he flood up1 b ) ,knees a little b5t1 m easily to con=m to accid5tal ,motions1 z ,sailors :5 !y walk ! ,deck3 & took a full ,gaze be=e1 & bel[ him4 ,sid5ote3 ,sc5es bel[ describ$4 ,b :at ,sc5es ( ,gr&eur & ,beauty6 ,a ,te> ( pure ,delight fla%$ 9 8 ,eye6 ( pure & exquisite ,delight & ,rapture2 to look d[n on ! unexpect$ ,*ange already wr\ght 9 ! ,works ( ,art & ,nature1 contra/$ to a ,span by ! new p]spective1 dim9i%$ almo/ beyond ! ,b\nds ( ,cr$ibility4 ,yet s f> 7 ! ,objects f los+ _! ,beauty1 t ea* 0 br\ght up 9 a new ,mann] to ! ,eye1 & di/+ui%$ by a ,/r5g? ( ,col\r+1 a ,neatness & ,elegance ( ,b\nd>y1 above ,description *>m+6 ,! endless ,v>iety ( ,objects1 m9ute1 di/9ct & sep>ate1 ?o' app>5tly on ! same ,pla9 or ,level1 at once l9k+ ! ,eye )\t a ,*ange ( its ,position1 a/oni%$ & en*ant$4 ,_! ,beauty 0 unp>alell$4 ,! ,imag9ation itself 0 m ?an gratifi$2 x 0 ov]:elm$4 ,! gay ,sc5e 0 ,fairy-,l&1 & ,*e/] ,lilliput4 ,he tri$ 8 ,voice1 & %\t$ = ,joy4 ,8 ,voice 0 unkn[n to himself1 %rill & feeble4 ,!re 0 no ,e*o4 ,sid5ote3 ,let d[n ! :ite ,flag1 #b ,furlongs1 equal to half ! ,l5g? ( ! ,tw9e on "o ,reel4 ,sid5ote3 ,its ,uses4 #dj4 ,he !n return$ to an ,employm5t :i*1 ?o' irksome1 he imag9$ w\ld contribute to ! ,amusem5t & ,in=mation ( ,spectators bel[1 if x c\d be complet$ :ile he cont9u$ 9 ,sight2 z x w\d furni% !m ) ,ideas ( ,height & ,di/ance1 altoge!r new & int]e/+1 z w be se5 9 _! prop] ,place3 & unw\nd half ! ,reel2 ! :ite ,flag hang+ out to ! ,l5g? ( #ddj ,y>ds or a ,qu>t] ( a ,mile4 ,sid5ote3 ,! ,reel defective4 #da4 ,! circul> ,motion ( ! ,balloon 0 communicat$ to ! ,loop 9 ! ,middle ( "o ,side ( ! ,la? or ,reel1 r\nd :i* f ,end to ,end ! ,tw9e 0 wrapp$1 & by :i* x hung on 8 ,f+]1 & press$ x to a ,degree ( ,pa94#aa ,sid5ote3 ,! ,employm5t aga9 susp5d$4 ,! ,"w 0 aga9 susp5d$4 ,he c\d n long )/& ! ,temptation ( indulg+ 8 ,eye ) a ,view ( ! glori\s & en*ant+ ,prospect4 ,sid5ote3 ,! ,beautiful pref]r$ to ! ,sublime1 9 ,prospects4 #db4 ,b ! ,beautiful among ! ,objects bel[ 0 /ill m attractive ?an ! ,sublime among ^? ar\nd4 ,sid5ote3 ,inv]t$ ,firmam5t :at4 ,on look+ d[n ,s\? by ,we/1 ! ,balloon (t5 turn+ g5tly to ! "r & left1 & giv+ ! ,aironaut an ,opportunity ( enjoy+ ! circul> ,view )\t a ,*ange ( ,attitude2 innum]able ,rays ( ,light d>t$ on ! ,eye z x glanc$ along ! ,gr\nd3 :i*1 ?o' ( a gay gre5 ,col\r1 appe>$ l an inv]t$ ,firmam5t glitt]+ ) ,/>s ( ! fir/ ,magnitude4 #dc4 ,?is spl5did ,appe>ance 0 ow+ to ! ,rays ( ! ,sun reflect$ f c]ta9 ,pits or ,ponds ( ,wat]1 ( :i* !re is "o at lea/ 9 mo/ ,fields or ,inclosures ?r\gh\t ! ,c\nty3 b p>ticul>ly 9 ! l[ ,gr\nds ( ,lea*-,eye & ,dodle/on4 ,sid5ote3 ,broad ,turnpike ,road a n>r[ ,foot ,pa?4 ,! ,object t next drew 8 ,att5tion1 :ile asc5d+1 0 ! ,ov]ley ,turnpike-,road1 :i* is rem>kably wide1 7resembl+ ! ,emilian ,way across ! ,atrian ,f5s1 betwe5 ,bononia & ,f]rra 9 ,italy7 rais$ ov] ,saltney ,m>%1 lead+ to ,nor?-,wales & ,holyhead3 compos$ ( ,sea-,s& ca/ up above high ,wat] ,m>k4 ,?is appe>$ l a n>r[ ,foot-,pa? well trodd51 ( a :ite ,col\r1 & /rait z if drawn by a ,l9e4 ,sid5ote3 ,riv] ,dee r$4 #dd4 ,no?+ h[ev] rais$ 8 ,curiosity m ?an ! ,*ange 9 ,col\r ( ! ,riv] ,dee1 ,avon dd1 7i4e4 ,!e7 :i* 9 ! ,briti% ,language signifies ! black ,riv]1 f ! ,appe>ance ( its ,wat]s1 :5 se5 f an ,em95ce runn+ 9 _! deep ,*annel betwe5 ! ,m\nta9s ( ,wales2 b :i* glides by ,*e/] ) a ,silv] ,/ream4 ,?is ,riv]1--,?anks to ! cool ,climate2 n l ! gre5 ,m9cius ( ,virgil6--_h n[ acquir$ ! unv>i$ ,col\r ( r$ ,lead4 ,nor c\d he discov] ev5 ! ,appe>ance ( ,wat]2 b m]ely t ( a broad r$ ,l9e1 tw9+ 9 ,me&]s inf9itely m s]p5t9e ?an are express$ 9 ,maps4 ,sid5ote3 ,cause ( ! ,*ange conjectur$4 ,:e!r ! ,*ange arose f ! ,transp>5cy ( its ,wat]s1 :5 se5 at ! ,height :i* 0 app>5tly #g ,miles1 z w be notic$ h]eaft]1 ?\gh ! ,b>omet] made x sc>cely a ,mile & ,half1 is unc]ta94 ,he 0 at fir/ incl9$ to ?9k1 t ! ,rays1 hav+ suff]$ a d\ble ,refraction1 7 reflect$ to ! ,eye1 f ! r$di% ,s& :i* =ms _! ,bottom1 ?o'1 at ! ,dep? ( #g ,y>ds at an ,av]age1 above ! ,cause-,way1 or artificial ,cascade ne> ,*e/] ,bridge3 or possibly ! ,wat] ( ,riv]s :5 se5 at a c]ta9 ,di/ance1 may act z ,wat] compos+ ,cl\ds :5 view'd f bel[1 at a c]ta9 ,height & ,angle2 reflect+ only ! r$ ,rays3 ! re/ be+ refract$1 or absorb$4 ,! ,col\rs ( ,objects %one m brilliant & lively at t amaz+ ,height1 ?an if se5 on a ,level ) !mselves4 ,nor did ! ,eye seem to want ! ,aid ( ,glasses3 z e ,?+1 t c\d be se5 at all1 0 se5 di/9ct4 ,sid5ote3 ,! ,city ( ,*e/] blue4 #de4,! ,r$ness ( ! ,riv] ,dee 0 curi\sly contra/$ by a ,*ange equally novel b m pleas+1 9 ! ,col\r ( ! ,city ( ,*e/]1 :5 se5 directly f above1 on a ,scale n l>g] ?an ! ,plan ( x1 9 ,burdett's ,map4 ,! ,t[n 0 entirely blue4 ,! highe/ ,build+s _h no app>5t ,height3 _! ,summits 7 r$uc$ to ! common ,level ( ! ,gr\nd4 ,nor 0 ! ,ca!dral di/+ui%$2 nor any ,t[] or ,spire disc]n$4 ,! ,:ole _h a beautiful & ri* ,look2 n l a ,model1 b a col\r$ ,map4 ,! ,ro(s ( all ! ,h\ses appe>$1 z if cov]$ ) ,lead1 9 ! mo/ elegant ,ta/e4 ,/rang]s may wi% to be in=m$1 t 9 mo/ ( ! ,nor!rn ,c\nties1 ! ,build+s are cov]$ ) blue ,/ones call$ ,slates#ab f\nd 9 ! ,m\nta9s2 in/ead ( artificial r$ ,tiles1 z 9 ,london1 & ! ,s\? ( ,engl&4 ,,*apt] ,,vi4 ,,balloon ,,v]g+ ,,to ,,! ,,sea4 ,sid5ote3 ,sympa?y ( ! ,spectators1 on see+ ! ,aironaut v]g+ t[>ds ! ,sea4 ,section #df4 ,be=e a f>!r ,description ( arial ,sc5es is attempt$1 x w\d be improp] n to m5tion a ,circum/ance :i* happ5$ on ! fir/ ,asc5t ( ! ,balloon3 & too /rongly call$ =? ! t5d] sympa!tic ,feel+s1 by rais+1 9 ! ,m9ds ( ! ,spectators1 al>m+ ,appreh5sions = ! ,safety ( ! ,aironaut1 on see+ ! ,balloon move g5tly t[>ds ! ,sea4 ,!y 7 h[ev]1 9 a great ,measure1 soon reliev$ f _! ,anxiety3 =1 by ris+ into ano!r ,curr5t1 he escap$ ! ,dang]3 skirt+ ! ,coa/s ( ! ,riv] ,m]sey2 :i* c\d n be se5 f ! ,balloon at ! ,di/ance ( little m ?an a ,league1 ?o' ! ,sun 0 suppos$ to %9e ! :ole ,"t on ! ,wat]4 ,! upp] ,curr5t 01 9 ,fact1 r5d]$ visible to ! arial ,travell]1 = m ?an two ,h\rs be=e1 & at ! ,"t ( 8 ,asc5t2 by l(ty ,cl\ds ( ! second ,/ratum1 fly+ 9 a safe ,direction4 ,,*apt] ,,vii4 ,sid5ote3 ,arial ,sc5es cont9u$4 ,section #dg4 ,a ,few ,seconds ( ,"t be=e ! ,balloon _h atta9$ its greate/ ,height2 ! ,velocity ( ,asc5t be+ e ,in/ant ret>d$ by ! ,escape ( ,gass ?ro' ! ,op5+2--! rem>kable ,/illness :i* prevail$ 9 s elevat$ a ,/ate ( ! ,atmosph]e1 app>5tly _m ,miles above all visible ,vap\r1 f> beyond ! ,sight ( e liv+ ,creature1 & :]e ! human ,voice 0 no long] he>d f bel[2 ! l>g] ,objects1 ) :i* ! ,surface ( ! di/ant ,e>? 0 cov]$1 z ,riv]s ,woods ,inclosures1 dim9i%+ to ! ,view1 yet encreas+ 9 _! ,beauty2--c\d n b make a lively ,impression on ! ,m9d ( ! ,aironaut4 ,! /rik+ ,contra/ & ,novelty ( 8 ,situation fill$ him ) unusual & pleas+ ,s5sations4 ,he _h j left1 = ! fir/ ,"t1 8 native ,e>?1 :]e he _h cont9u$ = a :ile ! c5tral ,object to "s ?\s& ,spectators2 ^: ,eyes1 he knew1 7 /ill turn$ t[>ds him2 t he 0 /ill ! ,subject ( _! ,conv]sation3 yet no human ,figure met 8 ,sight2 no human ,s\nd vibrat$ on 8 ,e>4 ,an univ]sal ,sil5ce reign$6 an empyran ,calm6 unkn[n to ,mortals ^u ,e>?4 ,! ,sky 0 pa9t$ ) a pur]1 & m transp>5t ,azure4 ,! ,sun %one hot1 & ) a bright] ,lu/re4 ,8 ,beams 7 :ite & sp>kl+3 n surr\nd$ ) ,haze or ,vap\r3 b too fi]ce = ! human ,eye to look ^u a second ,"t ) ,pleasure4#ac ,sid5ote3 ,objects :i* fill$ ! ,m9d ( ! ,aironaut ) ,wond] & ,delight4 #dh4 ,a ,*e>ful ,s]5ity fill$ ! ,brea/ ( ! ,aironaut4 ,9 an erect ,po/ure1 & ) ! utmo/ ,composure he gaz$ ar\nd3 reflect+ ) ,wond] & ,delight on a ,situation1 :]e ! ,beautiful & ,sublime 7 se5 unit$1 9 a ,mann] p]fectly novel & engag+4 ,sid5ote3 ,novel situation illu/rat$ by a famili> ,comp>ison4 ,if x be all[$1 = ! ,sake ( ,illu/ration1 to comp>e great ,?+s ) small2 he f\nd himself susp5d$ 9 ! c5tral ,concave ( an unmeasurable ,crat] ,b[l or ,bason2 & consid]ably above ! ,rim or ,m>g91 s z to peep fairly ov] x3 = by look+ /raight be=e him1 :ile ! ,balloon cont9u$ g5tly turn+ on its v]tical ,axis1 he c\d see q r\nd into ! ,blue4 ,! ,e>? 0 ! ,m9iature-,picture#ad pa9t$ on ! ,bottom ( ! ,b[l1 on ! ,inside4 ,! ,sides ( ! ,b[l next ! ,bottom 7 r obscure3 z ! ,objects1 on ! ,surface ( ! ,e>? n imm$iately "u ! ,eye1 be+ =e%ort5$1 7 indi/9ct1 ei!r on ,acc\nt ( _! imm5se ,di/ance1 or by m]e ,accumulation ( ,vap\rs1 & mix$ ) ,haze & ,cl\d9ess4 ,sid5ote3 ,! ,comp>ison c>ri$ on4 ,f !nce to ! ,top ( ! ,b[l1 0 fanta/ically gr\p$1 spott$1 & da%'d ) ,cl\ds d5se & lum9\s1 9 ! /range/ & mo/ grotesque ,=ms2 /ill small] & m num]\s1 z ! ,eye 0 m ext5d$3 ,! ,rim or ,m>g9 end+1 n 9 a fr+$ ,bord]2 b 9 a pla9 smoo? ,l9e2 to repres5t ! amaz+ ,di/ance1 at :i*1 ! upp] ,surfaces ( ,cl\ds 9 ,p]spective lo/ all _! rugg$ m\nta9\s & fr+$ ,%apes2 & t]m9at$ ev5 & smoo?3 mak+ a p]fect horizontal ,r+ 9 ! ,heav5s1 some:at bel[ ! ,eye ( ! ,obs]v]4 ,! :ole =m$ a glori\s ,concave3 & ! ,imag9ation 0 lo/ 9 ! surr\nd+ di/ant ,azure4#ae ,sid5ote3 ,app>5t ,altitude ( ! ,balloon :5 /ation>y4 ,sid5ote3 ,! app>5t ,heights proportion$ to ! b>ometric ,height4 #di4 ,consid]+ m att5tively ! ,dim5sions ( ?is va/ ,amphi!atre2 z he long cont9u$ app>5tly 9 ! same ,spot1 & seem$ to himself a m]e ,atom float+ inv>iably 9 ! ,c5t] ( ! empty ,space2 yet z a sole ?9k+ ,be+ !re1 ^: ,m9d 0 b5t on e/imat+ ! ,ext5t ( 8 ,view1 s accurately def9$ by ! circul> ,horizon ( d5se accumulat$ ,vap\r2 & judg+1 z ( o!r ,di/ances1 by ! natural ,eye alone2 po9t+ d[nw>ds on ,objects :i* 7 only di/+ui%able :5 imm$iately bel[ x1 frequ5tly no m ?an ! ,circuit ( a ,mile on ! ,e>?'s ,surface1 ! v]tical ,b\nd>y ( ! pr(\nd ,abyss2 all else be+ obscur$ by ,haze1 or remov$ f ,sight by ,volumes ( int]v5+ ,cl\d2 he c\d n dive/ himself ( ! ,idea1 b t ! app>5t ,dep? bel[ him 0 at lea/ sev5 ,miles3 ?ree f ! ,e>? to ! upp] ,surface ( ! sup]ior ,cl\ds1#af & f\r above !m4#ag ,,objection ,,remov$4 ,sid5ote3 ,improbability ( a concave ,appe>ance ( ! ,cl\ds & ,e>?1 less5$1 by a famili> ,illu/ration4 #ej4 ,"s may f9d a ,difficulty 9 conceiv+1 h[ ! :ole ,prospect ( ,cl\ds & ,e>? toge!r c\d put on a concave ,appe>ance3 bo? ( :i* 7 9 ,reality convex1 ) ,respect to ! ,situation ( ! ,obs]v] 9 ! ,c>4 ,a famili> ,illu/ration may help to remove ! ,objection4 ,imag9e a ,p]son plac$ 9 ! ,c5t] ( a ,pla91 or ,c>pet2 ext5d$ e ,way beyond ! ,rea* ( ! ,eye4 ,if 9 t ,situation he 0 gradually elevat$2 ! di/ant ,p>ts ( ! ,c>pet w\d seem to rise ) him3 & ^? ,figures ( ! ,patt]n w\d alone be di/+ui%$1 t lay imm$iately bel[ ! ,eye3 ! m remote becom+ dim & fa9t4 ,! :ole w\ld put on ! ,=m ( a concave ,b[l2 z soon z he _h ris5 to s great a ,height1 z pla9ly to p]ceive ! ,figures ( ! surr\nd+ ,patt]n m & m =e%ort5$1 9 ,proportion to _! ,di/ance f ! ,c5t] ( ! ,c>pet4 ,,*apt] ,,viii4 ,section #ea4 ,! ,p]spective ( ! ,cl\ds 0 entirely new2 & rem>kable bo? = ,beauty & ,gr&eur4 ,! l[e/ ,b$ ( ,vap\r t fir/ put on ! ,appe>ance ( ,cl\d 0 ( a pure :ite2 9 deta*$ ,fleeces2 encreas+ z !y rose4 ,!y pres5tly coalesc$1 & 7 aggr&iz$ into a ,sea ( ,cotton1 b m :ite2 & dazl+3 tuft$ "h & !re by ! light ,play ( ,air1 & g5tle ,breezes 9 e ,direction3 b :]e undi/urb$1 ! ,:ole became an ext5d$ ,firmam5t or :ite ,floor ( ?9 ,cl\d1 ?ro' ^: ,int]vals ! ,sun mu/ %9e ) fi]c] ,gleam4 ,! upp] ,surface 0 q ev53 n bl5d$ ) ! ,air above1 b def9$ & sep>at$ ) ! utmo/ ,exactness2 be+ cond5s$ by ! ,coolness1 & *eck$ 9 _! ,asc5t1 by ! ,levity ( ! sup]ior ,regions4 ,?ro' ?is :ite ,floor uprose 9 spl5did ,maje/y & awful ,gr&eur1 at great & unequal ,di/ances1 a va/ ,assemblage ( ,?und]-,cl\ds3 ea* ,cong]ies consi/+ ( :ole ,acres 9 ! d5se/ ,=m4 ,sid5ote3 ,circul> ,b\nd>y ( ! cele/ial ,prospect f ! ,balloon above ! cl\ds4 #eb4 ,_! conglom]ate & fr+$ ,tops ris+1 at diff]5t ,di/ances1 9 circul> ,ord]1 "o above ! o!r1 to ! ,numb] ( ?irty3 till !y became imp]ceptible f _! remote ,situation3 ! ,eye comm&+ an ,ext5t ( #ajb ,miles4#ah ,_! ,=m 01 z if ,pieces ( ,ordnance 7 dis*>g$ p]p5dicul>ly upw>ds into ! ,air3 & t ! ,smoke _h consolidat$1 at ! ,in/ant ( ,explosion1 into ,masses ( ,sn[ or ,hail3 _h p5etrat$ ?ro' ! upp] ,surface or :ite ,floor ( common ,cl\ds1 & !re rema9$ visible1 & at ,re/4 ,"s inde$ _h n :olly lo/ _! ,motion3 cont9u+ /ill to be lift$ up4 ,o!rs pond]\s & sleepy1 nodd$1 by m]e ,weight1 _! mon/r\s ,heads4 ,x seem$ z if !y _h p]si/$ 9 m\nt+ upw>ds1 till !y c\d rise no high]3 _! l[] ,p>ts press+ p]p5dicul>ly aga9/ ! upp]1 :i* gradually swell$ !m out on all ,sides4 ,by p>tial & tempor>y ,movem5ts ( ! ,air1 "s broad unwieldy ,caps lo/ ! v]tical ,direction ( _! ,columns4 ,! ,columns likewise und]w5t a simil> & gradual ,*ange3 roll+ f _! ,p$e/als or spiral ,bases2 &1 at ,times1 assum+ e organiz$ ,%ape t ,fancy c\d sugge/4 ,sid5ote3 ,op9ion ( ,philosoph]s4 #ec4 ,! imp]ceptibly sl[ yet p]petual ,*anges !y und]w5t1 /rongly call$ to ,remembrance1 ! ,op9ion ( ! great ,b]keley1#ai z well z ( ! anci5t ,philosoph]s1 t ,,air ,,gives ,,=m ,,to ,,?+s3 sc>cely a ,brea? ( :i* seem$1 h[ev]1 to di/urb _! g5]al ,ord]4 ,! ,con/itution ( ^! enorm\s ,masses 0 su* z to reflect "s ( ! ,sun's ,rays1 & to transmit o!rs 9 a ,v>iety ( ,col\r+4 ,sid5ote3 ,! ,col\rs ( ! ,?und] ,cl\ds4 #ed4 ,! ,p>ts next ! ,sun 7 ( a sn[y ,:it5ess4 ,!n ( a bright lum9\s ,yell[ melt+ into a dusky ,sulphur3 aft]w>ds ( a ,purple4 ,! ,rays be+ n[ %orn2 a ,degree ( ,opacity & ,transmission took ,place ?r\' half ! ,sub/ance ( ! ,cl\d1 :i* seem$ ( a transp>5t ,blue l ! ,onyx4 ,sid5ote3 ,delightful ,t9ts visible only f ! ,balloon4 #ee4 ,^! delightful ,t9ts mu/ be ev] eclips$ to a ,spectator on ! ,surface ( ! ,e>?1 look+ upw>ds ?r\' ! gross ,atmosph]e t surr\nds x2 b highly int]e/+ to "o :o is susp5d$ 9 a ratifi$ & un5cumb]$ ,m$ium ( ! e!rial ,regions1 :]e ! ,eye d>ts )\t ,resi/ance above ,cl\ds1 & all visible ,vap\r4 ,illu/ration3 ,a ,,view f ! ,,balloon at its ,,greate/ elevation see ,page ,,iiii4a4 ,publi%'d ,may #a4 #aghf1 by ,t4 ,baldw9 ,*e/]4 ,note3 ! ,pr9t1 repres5t+ a circul> ,view f ! ,balloon at its greate/ ,elevation1 is tak5 f a ,sc5e describ$ 9 ! above ,*apt]4 ,,*apt] ,,ix4 ,,o!r ,a,,rial ,,sc5es ,,describ$4 ,sid5ote3 ,balloon ,%ad[ trac$ on ! ,cl\ds4 ,section #ef4 ,dur+ ! ,"t t ! ,balloon f be+ /ation>y at #bc 7correspond+ to ! ,height ( ab\t a ,mile & a half7 began to decl9e1 :i* x mu/ h done ) a brisk ,motion1 imp]ceptible to ! ,aironaut at ! ,"t1 ?o' s9ce recogniz$1 on ,acc\nt ( ! great ,op5+ at ! ,bottom2 he trac$ its ,%ad[ ov] ! ,tops ( ,volumes ( ,cl\ds bel[4 ,x 0 at fir/ small3 9 ,size & ,%ape l an ,egg3 b soon encreas$ to ! ,magnitude ( ! ,sun's ,disk2 & w\d h made a sol> ,eclipse to a ,spectator look+ f ! ,cl\d3 /ill gr[+ l>g]1 z ! ,balloon desc5d$1 or ,cl\ds arose4 ,b 8 ,att5tion 0 pres5tly call$ to ano!r equally novel1 b m captivat+ ,appe>ance2 t ( an ,iris encircl+ ! :ole ,%ad[1 at "s ,di/ance r\nd x4 ,! ,col\rs 7 rem>kably brilliant4 ,?is cele/ial ,phantom att5d$ ! ,aironaut = a few ,m9utes3 con=m+1 z a ,vessel at ,sea1 to ! ,*ange ( ,surface2 n[ pla9ly visible1 n[ indi/9ct & disappe>+2 z x pass$ ?r\' ! lum9\s or %ad[y ,wave ( ,cl\ds app>5tly at ,re/4 ,sid5ote3 ,! ,iris1 a ,frame to ! pictur$ ,l&1 vani%es4 #eg4 ,! ,cl\ds1 9 :i* ?is ,ph5om5on cont9u$1 7 ( ! sup]ior or second ,/ratum 9 ,height1 z 9 fair ,wea!r2 r>e2 ( a transp>5t ,blue & pure/ ,:ite1 alt]nate4 ,at ! ,end ( f\r ,m9utes !y disp]s$1 s z to admit an unexpect$ ,sight ( ! pictur$ ,l& ?ro' !m1 & ?ro' ! ,place ( ! ,balloon-,%ad[2 ^: ,=m fir/ vani%+1 ! ,iris rema9$1 = a few ,seconds1 complete1 & 9 respl5d5t ,beauty4 #eh4 rides1 ( ! same ,k9d1 ?o' ( less vivid ,col\rs1 are se5 r\nd ! ,moon1 9 a mild ,ev5+2 z ?9 light ,cl\ds move sl[ly "u x4#bj ,sid5ote3 ,sun hotte/ :5 ! ,balloon 0 /ation>y4 #ei4 ,! ,sun %one bright] & fi]c]1 :5 ! ,balloon 0 at its greate/ ,height3 ! ,heat pi]c+ ?r\' 8 ,clo?s1 7:i* 7 ( a d>k ,col\r27 :ile ! ,aironaut /ood ) 8 ,face f ! ,light4 ,sid5ote3 ,lun>di's ,flag ?r[n out1 at ! ,height ( a ,mile4 ,! ,m\? rema9+ op51 x cont9u$ to desc5d1 z appe>$ by ! ,b>omet] :i* _h ris5 ne>ly to #bd ,in*es3 at :i* ,in/ant ,mr4 ,lun>di's col\r$ ,flag 0 ?r[n out1 = ! ,in=mation ( a ,fri5d2 & t ,spectators bel[ might judge :at 0 ne>ly ! p]p5dicul> ,height ( a ,mile 9 ! ,air1 accord+ to ,halley's ,table4 ,sid5ote3 ,! ,flag 0 se5 to desc5d = #c ,m9utes4 #fj4 ,! ,flag 0 se5 by ! ,aironaut desc5d = ?ree ,m9utes3 at :i* ,"t x became invisible4 ,x fell1 n p]p5dicul>ly2 b 9 l>ge ,spirals1 & by ,j]ks2 d>t+ fir/ on "o ,side1 !n on ! o!r4 ,! ,resi/ance ( ! ,air made x act z a ,p>a%ute4 ,! ,flag 0 in/antly pursu$1 & tak5 up 9 a ,field "o ,mile di/ant f ,*e/]4 ,! ,desc5t ( ! ,balloon mu/ h be5 ret>d$1 be+ f\r ,p\nds & a half light]4 ,sid5ote3 ,! ,dove turn$ out4 #fa4 ,! ,pigeon 0 !n tak5 out ( ! ,basket ( ,matt+3 ,!rmomet] #ed2 ,b>omet] #be4 ,x trembl$ mu*4 ,be+ turn$ loose1 x look$ frequ5tly up at ! ,c>2 b flew d[nw>ds 9 cyl9drical ,gyrations eight or t5 ,y>ds 9 ,diamet]1 accord+ to ! ,turn ( its ,head to ! "r1 :i* seem$ to re/ 9 an oblique ,attitude3 ! ,w+s & ,tail cont9u+ ext5d$ z mu* z possible1 b )\t ,motion1 dur+ its ,desc5t4 ,! ,bird 0 out ( ,sight 9 a few ,m9utes3 b cont9u$1 z ! ,own] obs]v$1 full half an ,h\r1 9 ! ,air4 ,,*apt] ,x4 ,sid5ote3 #d? ,cannon he>d4 ,section #fb4 ,at #aj ,m9utes & a half pa/ ,,ii4 o',clock1 ! f\r? or la/ ,cannon1 a ,six-p\nd] 7to ann\nce1 by preconc]t$ ,agreem5t1 t ! ,balloon began to be invisible to ,spectators 9 ,ca/le-,y>d1 ,*e/]7 0 di/9ctly he>d by ! ,aironaut2 b _h no ,effect on ! ,balloon3 did n agitate x 9 ! lea/3 ! contr>y ( :i* 0 expect$4 ,= ! same ,cannon1 dis*>g$ ! ?ird ,"t at ! ,di/ance ( #cj ,y>ds f ! ,balloon1 :5 x _h ris5 a few ,feet f ! ,gr\nd2 affect$ x s /rongly1 t ! ,aironaut 0 !n only oblig$ to keep himself upright1 by hold+ ! ,cords ) 8 ,h&s4 ,sid5ote3 ,balloon fir/ invisible to ! ,inhabitants ( ,*e/]4 #fc4 ,at #ag ,m9utes pa/ ,,ii4 0 he>d ! ,s\nd ( a ,numb] ( ,voices1 :i* x 0 !n imag9$ came f ,*e/]1 z ! f>ewel ,salute aft] ! la/ ,cannon3 b x 0 aft]w>ds kn[n t ! ,balloon did n become :olly invisible1 till t ,%\t4 ,sid5ote3 ,di/ance ( ! ,balloon calculat$4 #fd4 ,f an ,obs]vation made by a ,spectator 9 ! ,ca/le-,y>d1 j half an ,h\r int]v5$ betwe5 ! ,dis*>ge ( ! ?ird1 & ( ! la/ ,cannon2 z !re=e ! ,report 0 half a ,m9ute1 or #cj ,seconds#ba long] 9 rea*+ ! ,balloon2 ! ,di/ance ( ! ,balloon at ! ,"t ( ! ,report 0 ne>ly six ,miles & a half4 ,sid5ote3 ,*e/] se5 z a small ,model4 #fd4 ,! s+le ?9 :ite ,cl\d ( ! fir/ or l[e/ ,ord] 9 ,height t r5d]$ ,*e/] invisible to ! ,aironaut1 0 obs]v$ sev]al ,m9utes be=e1 app>5tly to pass "u ! ,balloon1 retire f x1 to approa*1 & expect$ to invelope1 ! blue ,city ( ,*e/]3 :i* = a long ,"t _h be5 kept 9 ,view1 & se5 obliquely1 "u ! common ,p]spective1 ) a small ,degree ( ,elevation above ! ,level ( ! ,gr\nd3 sugge/+ to 8 ,m9d ! curi\s & complete ,model ( ,p>is1 exhibit$ "s ,ye>s ago on a small ,table1 9 _m ,t[ns ( ,europe4 ,sid5ote3 ,! ,sight d\bly deceiv$ 9 ! ,di/ance4 ,! ,cl\d appe>$1 f\r ,miles ,di/ance at lea/ f ! ,aironaut2 bel[2 & z if t\*+ ! ,city4 ,! contr>y ,supposition1 x seems1 took ,place1 among ! ,inhabitants !re3 :o ?\ght1 a ,cl\d1 a ,mile above !m1 _h surr\nd$ & invelop$ ! ,balloon4 ,sid5ote3 ,condim5ts ta/$ z usual4 #fe4 ,! ,pepp] ,salt & ,g+] 7 ta/$1 & f\nd to reta9 _! usual ,pung5cy3 contr>y to :at ,travell]s h report$ to happ5 on ! ,peak ( ,t5]iffe4 ,sid5ote3 ,silk electric4 ,! small ,hank ( yell[ raw ,silk ty$ to ! upp] ,hoop1 & hang+ d[n f x1 appe>$ r\gh1 z if electric3 &1 ?o' drawn ?ro' ! ,h&1 cont9u$ furr$ z be=e4 ,sid5ote3 ,:ite ,flag :olly hung out f ! ,c>4 #ff4 ,x 0 n[ ?\ght a prop] ,"t to f9i% ! orig9al ,"w ( unw9d+ ! rema9+ ,"p ( ! half ,mile ( ,tw9e3 :i* prov$ equally t$i\s1 z at ! fir/2 & took up a consid]able ,"t4 ,:5 complet$1 ! :ite ,flag 0 ext5d$ exactly half a ,mile f ! ,c>4 ,sid5ote3 ,cattle discov]$ f ! ,balloon4 ,sid5ote3 ,balla/ ?r[n out1 #fg4 ,p]ceiv+ t ! ,balloon 0 desc5d+ v briskly1 by ! ,appe>ance ( ,cattle 9 ! ,corn] ( a ,field2 fir/1 "o ( ! two solid ,weights 0 ca/ d[n3 !n ! o!r4 ,sid5ote3 ,"t 9 fall+ e/imat$4 ,a ,return ( ,s\nd to ! ,balloon1 f ! light] :i* weigh$ five ,p\nds1 0 he>d 9 #acj ,c\nt+s ( a ,wat*1 :i* made #abj ( ! same full ,beats 9 a ,m9ute4 ,be=e ! ,weight became invisible2 x appe>$ to move a good ,deal out ( ! ,p]p5dicul>3 ow+ ei!r to an "u ,curr5t2 or to a ,deception ( ,sight1 respect+ ! horizontal ,motion ( ! ,balloon 9 a diff]5t ,direction1 dur+ ! ,desc5t ( ! ,/one4 ,! o!r mu/ h fall5 9 s(t ,grass1 or o!rwise3 z x 0 n he>d4 ,,*apt] ,,xi4 ,section #fh4 ,at #bh ,m9utes pa/ ,,ii4 ! solid ,weights be=e m5tion$ 7 ?r[n out4 ,at #bi ,m9utes ! ,b>omet] _h fall5 to #be ,in*es4 ,sid5ote3 ,balloon reasc5d+4 ,a ,h&ful ( ,fea!rs 7 s5t adrift1 :i* fell quick3 demon/rat+ likewise ! ,asc5t ( ! ,balloon1 a second ,"t3 b1 ?o' #ab ,p\nds light]1 x did n seem to rega9 its orig9al ,height3 judg+ m]ely f ?is ,circum/ance1 t no m ,gass escap$ visibly f ! ,m\?4 ,sid5ote3 ,app>5t ,size & ,situation ( ! :ite ,flag4 #fi4 ,x is some:at rem>kable1 t1 on repeat$ ,enquiries f unprejudic$ ,p]sons1 ! :ite ,flag1 :5 susp5d$ f ! ,c> above #ddj ,y>ds1 appe>$ #d ,y>ds long3 & :5 at ! end ( ! half ,mile ,tw9e1 seem$ ab\t #h ,y>ds long1 to ,spectators f bel[1 9 diff]5t ,places3 t sometimes x appe>$ be=e1 & sometimes beh9d ! ,balloon3 :ile to ! ,obs]v] 9 ! ,c>1 x seem$ regul>ly to foll[ ! ,balloon3 unless :5 a new ,motion 0 impress$ ^u ! latt]3 at :i* ,"t ! :ite ,flag 0 situat$ almo/ "u ! ,c>3 or :5 ! ,balloon *ang$ its ,direction2 ! ,flag be+ !n n always discov]able4 ,:5 se5 edgewise or =e%ort5$2 x w\d appe> to be ne>] ! ,c> ?an x really 04 ,sid5ote3 ,effect ( ! :ite ,flag on ! ,balloon4 #gj4 ,z !re 0 a ,peculi>ity att5d+ ! ,situation ( ! half ,mile ,flag1 :i* may prove ( s+ul> ,use 9 ,airo/ation2 x ought n to be pass$ ov] 9 ,sil5ce4 ,! half ,mile ,flag hang+ loosely f ! ,c>2 n p]p5dicul>ly "u1 b foll[+ x1 frequ5tly at an ,angle ( ab\t #de ,degrees2 %ews t ! ,flag met a ,resi/ance f ! ,air1 unfelt by ! ,balloon3 :i* out /rip'd x1 9 ,proportion to ! great] ,surface :i* ! ,balloon expos$ to ! ,w9d4 ,tak+ also into ! ,acc\nt1 t ! ,balloon rema9$ 9 ,equilibrio2 :ile ! ,flag 0 subject to ! ,=ce ( ,gravity3 :i* ,=ce 0 re/ra9$ f ,ex]tion1 o!rwise ?an z a ,vis ,in]ti1 to keep x always 9 a p]p5dicul> ,situation4 ,! ,resi/ance ( ! ,air1 act+ 9 an horizontal ,direction aga9/ ! ,vis ,in]ti ( ! ,flag1 mu/ h a ,t5d5cy to drive x back3 :i* be+ ineffectual2 ! ,flag mu/ consequ5tly rise2 & 9 ris+ w ret>d ! ,balloon4 ,a ,p[] may !re=e be communicat$ to a ,balloon1 9 ! ,direction ( ! ,w9d1 :i* %all ret>d its ,progress ?r\' ! ,air3 a ,subject :i* seems capable ( f>!r ,prosecution4 ,,*apt] ,,xii4 ,sid5ote3 ,beautiful ,effects ( ! :ite ,vap\r on ! ,prospects bel[4 ,section #ga4 ,f #bh ,m9utes aft] ,,ii1 till ! ,balloon _h pass$ ov] ! ,=e/ ( ,delam]e1 & ! /eep ,crag ( ,helsbye-,hill2 ?9 light semi-transp>5t ,vap\rs1 :i* seem$ to be collect+ at a va/ ,dep? bel[2 mov+ sl[ly 9 all ,directions2 ris+ to great ,heights1 fall+1 melt+ away1 & aga9 cond5s+2--7! ,l&1 "o :ile cov]$ ) a :ite ,veil2 !n caught ?ro' ,op5+s = a few ,seconds2 ! ,objects appe>+ m di/9ct & col\r$1 f be+ se5 9 deta*$ ,gr\pes & s+le ,pictures fram$ & en%r9$ 9 fleecy ,vap\r2 n[ aga9 discov]$ by a ,glance ( ! ,eye1 & !n repeat$ly escap+ f ! ,sight27--wond]fully height5$ ! ,gr&eur1 ,gaiety & inimitable ,beauty ( ! ev] v>y+ ,prospects4 ,an ,illu/ration tak5 f ,sc5es abroad4 #gb4 ,appe>ances ( a simil> ,k9d are frequ5t 9 ! noble & v5]able ,/ructures appropriat$ = div9e ,wor%ip abroad3 ^: ,walls are decorat$ ) ! f9e/ ,pa9t+s2 ! ,subjects solemn & engag+2 suit$ to inspire a *e>ful ,devotion4 ,:ile ! inf]ior ,cl]ics p]fume ! ,g>m5ts ( ! ,prie/s (ficiat+ & (f]+ ,inc5se be=e ! high ,alt>2 :i* is ornam5t$ ) full-,l5g? ,portraits 9 ! ri*e/ ,drap]y1 ( ,p]sons :e!r male or female1 reput$ ( s\nd ,morals & exempl>y ,piety2 accompani$ by ,gu>dian ,sa9ts & happy ,angels2--,columns ( :ite ,smoke1 waft$ f ,silv] ,c5s]s1 rise to a c]ta9 ,height 9 sl[ maje/ic ,movem5t1 be=e ! ,eyes ( ! kneel+ ,suppliants1 :o are in/antly %ut out f ! en*ant+ ,view2 till ! ,cl\ds disp]s+1 %ew by ,int]vals1 a ,glympse ( ! cele/ial ,prospect1 & ( ! high] ,ord]s ( ,be+s1 :o look d[n ) ,complac5cy ^u !m2 & seem actually desc5d+ ?r\' ,op5+s ( ! ,cl\ds :i* appe> at ,re/4 ,,*apt] ,,xiii4 ,sid5ote3 #b;d ,balloon-,iris4 ,section #gc4 ,at #cc ,m9utes aft] ,,ii1 ! ,balloon-,%ad[ 0 aga9 ! ,c5t] ( a brilliant ,iris1 pa9t$ at "s ,di/ance r\nd x on ,cl\ds bel[4 ,sid5ote3 ,bottle fill$ ) light ,air4 #gd4 ,"o ( ! ,p9t-,bottles = light ,air 0 prep>$ 7z 9 ,article #ad1 ( ,section #ab27 & dropp$ f ! ,c>4 ,! ,wat] x conta9$ 0 p\r$ d[n1 to obs]ve ! ,effects ( ,air & ,light on ! ,drops4 ,! ,air did n at t ,height oppose a ,resi/ance suffici5t to break ! ,/ream into small ,drops4 ,nor did !y seem to coalesce3 rema9+1 :ile !y cont9u$ 9 ,sight1 ( ! same ,size2 "s v l>ge1 o!rs less s2 & at ! same relative ,di/ance1 z :5 !y fir/ left ! ,bottle4 ,! ,col\rs seem$ /rong] ?an usual4 ,x may be "h obs]v$ t none ( ! ,bottles 7 return$2 ?o' f\nd1 & a ,rew>d promis$4 ,! ,c\ntry ,p1 z soon z !y saw a ,bottle2 imag9+ x mu/ conta9 "s ,liquor1 imm$iately contriv$ to op5 x3 by :i* ,proc$ure1 ! ,int5tion ( ! ,exp]im5t 0 fru/rat$4 ,! ,bottles1 :i* are dang]\s ,companions ev5 )\t ,liquor1 %\d1 not)/&+1 be left 9 ! ,c>3 at lea/ till ! ,"t ( l&+ ! ,balloon4 ,sid5ote3 ,burton & ,fl9t se5 at ! fir/ ris+4 #ge4 ,:ile ! ,balloon 0 fir/ ris+2 a g5tle ,motion ( ! l[] ,curr5t ( ,air c>ri$ x imm$iately t[>ds ! ,sea4 7,section #df47 ,at :i* ,"t1 ! ,aironaut by a ,glance discov]$ ! ,m\? ( ! ,riv] ,dee1 f\r & five ,miles wide1 yawn+ be=e him3 ! ,prospect ext5d+ to ! ,sea1 z f> z ! ,smoke f ! ,lead-,works ne> a ,place call$ ,fl9t on ! ,wel* ,coa/2 & to ,burton-,head on ! ,wirral ,side2 di/ant t5 ,miles f ,*e/]4 ,he has s9ce be5 in=m$2 t ! ,balloon seem$ to re/1 = a few ,m9utes1 9 ! ,air3 & !n return sl[ly ov] ,*e/]4 ,sid5ote3 ,balloon 9 a quiesc5t ,b$ ( ,air4 ,x is !re=e m ?an probable1 t z ! ,balloon cont9u$ to asc5d2 x 0 becalm$ 9 a quiesc5t ,/ratum or ,b$ ( ! ,atmosph]e1 :i* exi/$ = a c]ta9 ,dep? or ,?ickness1 betwe5 ! l[] & upp] ,curr5t3 & t ! ,direction ( ! ,balloon 0 *ang$2 ! ,in/ant x arriv$ )9 ! ,influ5ce ( ! upp] ,curr5t4 ,sid5ote3 ,( r[+ ! ,balloon to any ,po9t ( ! ,compass4 ,consequ5tly1 ) a prop] ,app>atus to asc5d & desc5d at ,w1 )\t ,loss ( ,gass or ,balla/2 ! ,balloon w\d h rema9$ susp5d$ inv>iably at ! same ,height1 & v]tically ov] ! same ,spot ( ,e>?3 or1 ) propulsive ,ma*9]y2 might1 on ! same ,level1 h be5 r[$ to any ,po9t ( ! ,compass4 ,sid5ote3 ,! ,balloon1 influ5c$ on its ,approa* t[>ds ,wat]4 #gf4 ,9 pass+ only across ,traf=d ,mead[s1 ?ree ,miles f ,*e/]2 ! ,balloon lo/ its usual progressive ,motion ov] ! ,c\ntry3 = m ?an a ,qu>t] ( an ,h\r1 foll[+ ! ,c\rse ( ! ,riv] ,g[ay to ! ,we/ ,nor?-,we/1 & t[>ds ! ,sea1 z at ,*e/]3 turn+ g5tly backw>ds & =w>ds r\nd its own ,axis1 ne> ! ,villages ( ,great & ,little ,b>r[3 & mak+ ,curves ov] ! ,mead[s1 ^: ,bread? at ^? ,places 0 ab\t a ,mile4 ,sid5ote3 ,its ,progress m>k$4 ,! ,balloon !n return$ into its =m] ,direction3 incl9+1 aga91 t[>ds a ,brook & ,mead[ ne> ,alvanley3 pass$ ,ea/w>d a little to ! left ( ,manley 7:ite7 ,mill3 cross$ ! ,=e/ ( ,delam]e1 & ,crag ( ,helsbye1 7ab\t twice ! ,height ( ,%oot]'s ,hill1 ne> ,london27 ^: l(ty ,summit 0 app>5tly r$uc$ to a common ,level ) ! ,valley made by ! ,riv] ,wev]1 & ) ! adjac5t ,sea ,m>%4 ,nor c\d x h be5 di/+ui%$ by a ,/rang]1 z an ,em95ce4 ,sid5ote3 ,hills & ,vallies on a ,level4 ,inde$1 ! ,wood ne> ,k+sley1 :i* gr[s on a slop+ ,gr\nd1 skirt+ ! ,hill1 & f ! ,sun1 put on a dusky ,hue2 & ! ,tops ( ! ,trees a d>k] ,gre53 ?is ,diff]5ce ( ,col\r1 convey$ ! fa9t ,resemblance ( a ris+ ,slope4 ,a real ,k ( ! ,c\ntry probably contribut$ to aid ! ,imag9ation 9 ?is ,di/9ction4 ,note3 ! ,pr9t repres5t+ a ,view ( ! ,balloon ov] ,helsbye ,crag1 ref]s to a ,sc5e 9 ! above ,*apt]4 ,,*apt] ,,xiv4 ,sid5ote3 #ci ,m9utes pa/ ,,ii1 ,frod%am ,t[n & ,bridge se54 ,section #gg4 ,at #ci ,m9utes aft] ,,ii1 ,!rmomet] #fj1 ,b>omet] #bc1 correspond+ to ! ,height ( a little m ?an a ,mile1#bb ! ,vap\rs disp]s+1 discov]$ ! ,t[n ( ,frod%am1 & ,bridge ov] ! ,wev] di/ant f ! ,t[n "o ,mile3 ! ,balloon /ill cont9u+ at a va/ ,height2 hav+ ris5 imp]ceptibly f ! ,"t t ! ,balla/ 0 ?r[n d[n4 ,f a ,conv]sation held ! next ,morn+ at ,frod%am1 ) "s intellig5t ,p]sons :o _h descri$ x glid+ g5tly ?r\' ! ,air2 ! ,balloon appe>$ s extremely m9te1 t x 0 ?\ght impossible to be ! "o expect$ ! same ,day to rise at ,*e/] ) an ,aironaut4 ,illu/ration3 ,r4 ,newton ,arm4 design et p9x4 ,/o?>d del94 ,t4 ,baldw9 ,%>p sculps4 ,! ,,balloon ov] ,,helsbye ,,hill 9 ,,*e%ire see page ,,iiii b4 ,publi%$ ,may #a4 #aghf1 by ,t4 ,baldw9 ,*e/]4 ,sid5ote3 ,half ,mile :ite ,flag l a ,fea!r4 ,to use _! own ,expression1 8x c\d n h be5 l>g] ?an a ,bladd]1 if !y _h se5 x on ! ,gr\nd40 ,! same ,p]sons obs]v$ ! :ite ,flag1 l a ,fea!r ab\t #h ,y>ds ,di/ance f ! ,balloon4 ,a second ,air ,bottle 0 ?r[n d[n4 ,sid5ote3 ,c\rse ( ! ,balloon trac$ to %ew ! ,mann] 9 :i* x 0 affect$ by ! ,wat]4 #gh4 ,! ,t[n ( ,k+sley be+ to ! ,ea/2 ,frod%am-,bridge half a ,mile to ! ,we/2 ! ,conflux ( ! ,riv]s ,wev]1 & ! wide ,m]sey fall+ into ! ,sea "o ,mile f>!r ,we/w>d2 ! ,balloon proce$+ 9 its usual ,c\rse ov] ! ,c\ntry 9 ! upp] ,curr5t2 began to be imp$$1 on its v]tical ,approa* across ! ,mead[s to ! ,wev]2 0 actually /opp$2 & be+ entangl$ by ! ,riv]1 evid5tly *ang$ its =m] ,direction3 imitat+1 if possible1 its ,me&]s2 or at lea/ mak+ ,gyrations 9 ,circles ( diff]5t ,diamet]s1 at ! same ,"t turn+ diff]5t ,ways r\nd its ,axis3 describ+ ,curves1 some?+ simil> to t ( ! ,moon r\nd ! ,e>? 9 h] ,orbit2 or ( ,saturn1 ,jupit]1 & ,m>s1 z ^? ,curves are del9eat$ 9 ! ,pr9ts ( ,long's ,a/ronomy3#bc ! ,c\rse ( ! ,riv] be+ its *angeable ,c5t]4 #gi4 ,x is to be obs]v$1 t if ! ,balloon _h cont9u$ to pursue its =m] ,c\rse2 no ,dang] 0 to be appreh5d$ ( its fall+ on ! ,sea1 or on ! broad ,bran* ( ! ,riv] ,m]sey t[>ds ,w>r+ton4 ,on ! contr>y1 x mu/ h gone into ! ,he>t ( ! adjo9+ ,c\nty1 & pass$ ne> ,man*e/]4 ,x is likewise wor?y ( rem>k2 t unless a ,fragm5t ( light ,vap\r int]v5$ = a few ,seconds2 ! ,c\ntry imm$iately bel[ ! ,obs]v] 0 cont9ually illum9at$ by ! ,sun's ,rays3 ?o' none b ! l>g] ,objects 7 di/+ui%able at ! ,bottom ( ! pr(\nd ,abyss1 m ?an two ,miles 9 ,diamet] at "o ,view3 t be+ ! utmo/ ,b\nd>y ( ! circul> ,prospect bel[4 ,sid5ote3 ,circul>ity ( ,prospect bel[1 b\nd$ by ,vap\r4 #hj4 ,! ,sea ?o' kn[n to be ne> by ! ,da%+ ( its ,waves ^u ! ,%ore1 :i* 7 pla9ly he>d1 0 totally eclips$3 z if by ,haze or ,vap\r1 :i* began to be accumulat$ only at a c]ta9 ,height bel[ ! ,balloon2 yet 9 su* a ,mann] z n to prev5t ! sol> ,rays f p5etrat+ ?r\'1 & %9+ bright ^u ! ,wat]4 #ha4 ,!re 0 n[ suffici5t ,leisure to trace ! incr$ible ,v>iety ( mo/ beautiful ,curves1 into :i* ! ,/ream _h work$ ! ,b$ ( ! ,riv] ,wev] 9 a ,c\rse ( ,"t1 & 9 ! ,compass ( a few ,miles3 an ,appe>ance :i* demon/rates ! ,incorrectness ( ,maps4 ,"s actual ,cl\ds pres5t$ !mselves 9 deta*$ ,gr\pes ov] ! ,l&3 & ! ,l& itself %one pla9] ?r\' ! ,int]vals1 ?an 9 ,places ne> :i* no ,cl\ds appe>$4 ,sid5ote3 ,sight ( ,w>r+ton4 #hb4 ,on reconnoitr+ ! scatt]$ ,t[n ( ,frod%am1 :i* l ,*e/] 0 ( a light ,blue2 ! ,balloon mov+ by ,int]vals r\nd its ,axis1 ! ,prospect seem$ to op5 on a sudd52 & ! ,aironaut c\d discov] ! ,t[n ( ,w>r+ton3 ! ,plan ( :i* 0 small1 neat1 b ( a d>k] ,blue1 incl9+ to ,grey3 ! ,slates#bd !re us$ be+ almo/ peculi> to ! ,c\nty ( ,lanca/]4 #hc4 ,f ?is ,enl>gem5t ( ! ,prospect ov] ,l&1 he imag9$ t ! ,balloon 0 ei!r g5tly desc5d+2 or t x appe>$ ?r\' ! cle> ,int]vals ( actual ,cl\ds bel[ him4 ,sid5ote3 ,pleasurable ,circum/ance peculi> to ! ,balloon4 #hd4 ,he _h ,"t h[ev] to make ! foll[+ ,rem>ks4 ,cattle1 if graz+ 9 ! ,mead[s1 7 n di/+ui%able2 or at lea/ 7 n di/+ui%$4 ,x 0 9 va9 to look = ,%eaves ( ,corn1 or ,hattocks on ! ,gr\nd3 possibly f a ,sam5ess ( ,col\r l ! gr[+ ,/alks1 & ,field3 or protrud+ b a small ,degree ( ,elevation2 ?o' ! ,%ad[ ev5 at twelve o',clock#be 0 some?+ long] ?an ! p]p5dicul> ,height ( ea* ,object4#bf ,noises ( ,c>riages along ! great public ,road2 especially ,waggons & ,c>ts heavily lad52 7! ,grat+s ( ^: ,:eels aga9/ ! ,/ones seem$ uncommonly h>%27 7 discrim9ately he>d1 ?o' n discov]able by ! ,eye4 ,numb]s ( human ,voices 7 almo/ cont9ually huzzae+3 except :ile /ation>y at ! fir/ ,rise2 :5 all ar\nd 0 wrapt 9 ! ,sublimity ( ,sil5ce2 :i* af=d$ a pleasurable ,contra/2--diffus+ a delici\s ,calm4 ,a ?ird ,bottle ( ,air 0 ?r[n out4 ,,*apt] ,,xv4 ,sid5ote3 ,balloon ov] ,a/on-,h\se1 at #d ,m9utes pa/ ,,iii1 & ne> a ,mile high4 ,section #he4 ,at #d ,m9utes pa/ ,,iii1 ! ,balloon rema9$ v]tically ov] ! ,riv]1 & ov] ! elegant ,mansion call$ ,a/on4 ,sid5ote3 ,w9d bel[4 #hf4 ,a ,w9d 0 he>d bel[ = a few ,seconds3 & ! ,air felt a little cool4 ,!rmomet] #ee1 or ,temp]ate3 ,b>omet] #be1 correspond+ to ! ,height ( ne> a ,mile4#bg ,sid5ote3 ,! ,balloon go+ to ,sea1 det]m9$ ! ,aironaut to desc5d1 9 ,hopes ( f9d+ a ,sea-,breeze 9 ,"t4 #hg4 ,! ,balloon cont9u+ its ecc5tric ,movem5ts f ,side to ,side across ! ,mead[s2 yet /ill glid+ d[n ! ,riv]1 9 a ,nor?-,we/ by ,nor? ,direction1 almo/ at "r ,angles to t :i* x be=e _h held2 consequ5tly t[>ds ! ,sea1 & 9 a ,l9e :i* cont9u$ mu/ pass ?r\' ! ,c5t] ( ! ,*annel3 "s ,/ep x 0 necess>y to take1 & soon4 ,by ?r[+ out ,balla/1 ! ,balloon w\d in/antly rise3 b x w\d probably1 z be=e1 rise into a ,calm1 & !re=e desc5d ne>ly 9 ! same ,l9e3 :i* w\d m]ely protract ! ,"t till ! ,balloon _h rea*$ ! ,c5t] ( ! ,*annel3 :]e1 hav+ no ,res\rce1 ! ,balla/ be+ !n exp5d$2 !re might be "s ,risque 9 wait+ = a ,vessel1 ?o' ! ,balloon w\d n = sev]al ,h\rs1 h lo/ its levitat+ ,p[]1 s z to h sunk ) ! ,aironaut4 ,to him h[ev] x imm$iately occurr$1 t !re might be an "u ,curr5t ( ,air1 z usual 9 ! ,middle ( ! ,day1 bl[+ f ,sea to ,l&3 &1 t if ! ,balloon 0 made to desc5d quickly into ! ,sea-,breeze2 x might1 9 a few ,m9utes1 be c>ri$ s f> )9 ! ,c\ntry1 z to be soon beyond ! ,influ5ce ( ! ,sea & ,riv]3 & !n1 by ?r[+ out "s ,p\nds ( ,balla/1 w\d return into ! upp] ,curr5t1 & pursue a safe ,c\rse t[>ds ,man*e/]2 or ev5 t[>ds ,prescot & ,liv]pool1 if an ea/]ly ,w9d prevail$ above4 #hh4 ,9 ,consequ5ce ( ^! ,expectations2 he look$ d[nw>ds t[>ds ! ,sea1 !n :olly invisible2 ?o' ! ,murmur+ ( its ,waves 0 m pla9ly he>d4 ,sid5ote3 ,smoke bl[n to ,l& by a ,sea-,breeze4 ,?ick ,smokes 7 di/+ui%$ issu+ f diff]5t ,places along ! ,m>% ne> ! ,coa/3 & app>5tly skirt+ ! ,gr\nd1 z if impell$ by a brisk ,w9d f ! ,sea4 #hi4 ,no ,"t 0 to be lo/4 ,! ,balloon hav+ rea*$ ! ,cascade2 & cont9u+ to move m regul>ly along ! ,c\rse ( ! ,riv]1 pa/ ! ,bridge1 & proce$$ to ,rock-,savage4 ,sid5ote3 ,! ,balloon /ill go+ to ,sea1 ! ,m\? 0 op5$4 #ij4 ,! ,neck or ,m\? :i* rema9$ %ut1 by its own ,pressure aga9/ ! ,outside ( ! upp] ,hoop1 z x lay ov] x2 0 in/antly br\ght )9 ! ,hoop1 & set wide op5 9 a p]p5dicul> ,situation4 ,n m ?an a ,c\ple ( ,m9utes _h elaps$ be=e ,s\nds 7 m audible & l\d]4 ,cattle & ,corn 9 ! ,fields became visible4 ,sid5ote3 ,balla/ 9 ,h& ready to ?r[ out4 #ia4 ,! ,obs]v] v delib]ately /oop+ to put d[n 8 ,c>d & ,p5cil2 ) 8 left ,h& grasp+ ! ,hoop ( ! ,c>1 & ) 8 ,"r hold+ a ,s&-,bag1 to ?r[ ov] z he approa*$ ! ,e>?2 f\nd t ! ,balloon 0 influ5c$ by an "u ,curr5t bl[+ f ! ,sea3 & m>k$ 8 ,progress by ! half ,mile :ite ,flag2 ^: ,/ret*] hav+ acquir$ a ,position p>allel to ! ,plane ( ! ,horizon1 plac$ ! ,flag 9 an excell5t ,po9t ( ,view3 ! ,balloon t[+ x app>5tly ) a sl[ ,motion1 ov] ! di/ant ,tops ( ! d>k-gre5 ,trees4 ,,*apt] ,,xvi4 ,,balloon ,,desc5d+4 ,sid5ote3 ,air *illy4 ,!rm4 #ee2 ,b>om4 #bf4 ,section #ib4 ,no soon] _h ! ,balloon desc5d$ )9 ! ,influ5ce ( ! ,sea ,breeze1 ?an x became in/antly cond5s$ by a c]ta9 *ill9ess :i* !n began to prevail4 ,sid5ote3 ,balloon 9 ! "u ,curr5t4 #ic4 ,?is ,height has s9ce be5 consid]$ z ! ,level ( fleecy ,vap\r1 ,scud1 or l[e/ ,/ratum ( ,cl\ds1 9 bright & w>m ,wea!r4#bh ,no visible ,cl\ds 7 pres5t$ ne> ! ,spectator4 ,on ! contr>y1 !y seem$ to %r9k back to ! ,di/ance ( a ,mile r\nd ! ,eye2 & !n imm$iately appe> above x1 ! ,balloon cont9u+ to desc5d4 ,nor did any circul> ,horizon ( ! ,e>? %ew itself2 till ! ,balloon _h rea*$ bel[ ?is ,level3 viz4 ,b>om4 #bf1 ,!rmom4 #ee4 i4e4 ,temp]ate4 ,prospects 7 mo/ ext5sive & beautiful at ?is ,altitude3 :i* ! ,b>omet] e/imates at full half a ,mile4#bi ,look+ aga9 at ! ,b>omet]1 sc>ce a ,m9ute aft]w>ds2 x _h ris5 to #bg4 ,sid5ote3 ,sudd5 ,effect ( cool moi/ ,air on ! ,balloon4 #id4 ,! ,cond5sation by ,*ill & ,moi/ure1 & quick ,contraction ( its ,dim5sions act$ l a ,*>m on ! ,balloon4 ,9 a ,mom5t2 z if dropp$ f ! ,cl\ds1 ! ,sea sudd5ly pres5t$ itself4#cj ,x seem$ ne>1 & ( a r$ ,col\r4 ,circul> ,l&scapes ( ! di/ant ,c\ntries fill$ ! ,eye4 ,almo/ ! :ole ,ext5t ( ! ,*annel 0 a p]fect ,calm3 & r dazl$ ! ,sight4 ,b f ! ,p59sula ( ,hale to t ( ,runcorn1 & upw>ds1 a p>tial ,breeze f ! ,nor?-,we/ ruffl$ ! ,surface 7:i* 0 !re ( a d>k & m5ac+ ,complexion27 & seem$ 9 its ,c\rse to h rea*$ & influ5c$ ! ,balloon3 ^: ,desc5t prov+ m rapid ?an 0 expect$2 ! ,s&-,bag ty$ up1 weigh+ #ab ,p\nds1 0 op5$1 & ! ,s& disp]s$4 ,sid5ote3 ,balla/ ?r[n d[n1 #ablb4 & #ablb4 #ie4 ,! ,aironaut cont9u+ z be=e to /& upright 9 ! ,c>1 & hav+ resum$ 8 ,c>d & ,p5cil2 ,!rmomet] aga9 at #ee1 on f9d+ ! ,desc5t n suffici5tly ret>d$1 wrote swiftly1 8no m rem>ks1 m9d ! %ip30 mean+ ! ,balloon3 & briskly /oop+ = ! second ,bag ( ,s&1 weigh+ likewise #ab ,p\nds1 disp]s$ x by ,h&fulls 9 ! same ,mann]4 ,sid5ote3 ,desc5t at fir/ rapid4 #if4 ,! circul> ,m\? ( ! ,balloon cont9u+ wide op51 at ab\t #ah ,in*es ,diamet]2 s mu* cool & moi/ ,air ru%$ 9 dur+ ! ,desc5t2 t1 ?o' its ,mom5tum or acquir$ ,motion 0 ret>d$ by ,disp]sion ( ! ,balla/1 x _h n yet recov]$ an actual levity3 be+ too ne> ! ,gr\nd be=e ! second ,bag 0 dis*>g$4 ,presum+ h[ev] t #bd ,p\nds ,weight ( ,balla/ ?r[n out1 0 suffici5t to break ! ,fall1 ?o' 9 a cool moi/ cond5s+ ,atmosph]e ( pure deflogui/icat$ ,air2 ! ,ev5t ( l&+ 0 wait$ =4 ,sid5ote3 ,a depress+ ,torr5t ( ,air on ! ,balloon4 ,x has be5 s9ce imag9$ t a heavy depress+ torr5t ( cool ,air took ,place f ! ,nor?-,we/ at a c]ta9 ,height ov] ! ,wat]1 & assi/$ ! ,desc5t ( ! ,balloon4 ,sid5ote3 ,! ,balloon desc5d$ ) a ru%+ ,noise4 #ig4 ,9 ord] to judge ) :at ,rapidity ! ,balloon desc5d$1 :5 s l[ z to be )9 ! ,influ5ce ( ! "u ,curr5t1 :ile ! cool moi/ ,air ru%$ 9 at ! ,bottom1 & mo/ probably press$ out ! ,gass2 ! foll[+ ,intellig5ce has be5 communicat$ by a ,p]son ( ,v]acity4 ,sid5ote3 ,anecdote %ew+ ! ,rapidity ( ,desc5t1 at fir/4 ,z two cr$ible ,f>m]s 7 work+1 ) _! ,s]vants1 9 ! h>ve/2 on he>+ a holl[1 ru%+ ,s\nd 9 ! ,air1 :i* !y took to be a ,:irl-w9d1 or di/ant ,?und]1 & :i* seem$ e ,mom5t to encrease & approa* !m2 !y all retreat$ "u a l>ge ,oak4 ,:ile !re1 !y fir/ p]ceiv$ ! swift ,desc5t ( ! ,balloon4 ,two1 :o 7 afraid ( ,?und]1 !n began to take ,c\rage1 boldly exclaim+ !y %\d nev] fe> ,?und] aga91 s9ce ! ,fall+ ( a ,balloon c\d be att5d$ ) s t]rible a ,noise4 ,,*apt] ,,xvii4 ,,balloon ,,/ill ,,desc5d+4 ,section #ih4 ,! ,c>1 glid+ ov] ,trees 9 ! f>!r ,h$ge-,r[ ( a ,grass ,field1 glanc$ on ! ,gr\nd4 ,sid5ote3 ,caution on ,l&+4 ,! ,aironaut1 be+ prep>$ = ! ,ev5t1 support$ a ,"p ( ! ,weight ( 8 ,body by 8 ,h&s1 grasp+ ! upp] ,hoop4 ,! ,balloon /oop+1 & decl9+ f ! ,nor?-,we/ ,breeze1 drew ! upp] ,hoop out ( ! ,p]p5dicul>3 by :i* ,means1 ! ,bottom ( t ,division ( ! ,b>omet]-,frame :i* conta9$ ! ,tube1 press$ aga9/ ! ,bottom ( ! ,c> on ! ,gr\nd1 0 sep>at$ f ! rema9+ ,half ( ! ,frame1 & fell on ! ,grass4 ,sid5ote3 ,m ,balla/ p>t$ )1 viz4 sev5 ,p\nds4 ,! ,balloon1 !n ris+ ) an ela/ic ,b\nd1 elevat$ ! ,c> a few ,y>ds1 & desc5d$ to ! ,gr\nd1 b m g5tly ?an be=e3 rose aga92 & ! ,aironaut p]ceiv+ t ! progressive ,motion ( ! ,breeze 0 br++ ! ,balloon ne> a ?ird ,h$ge2 took up 8 ,knife1 7:i* lay by him ready op5 = ,use7 & cut away ! rema9+ ,half ( ! ,b>omet]-,frame2 ?rew out ! ,basket ) ! ,bottles1 & ,tunn+ ,di%2 ! ,speak+ ,trumpet2 ! ,wooll5 ,gloves1 ! rema9+ half ,mile ( ,tw9e on ! ,reel4#ca ,! ,c> cle>$ ! ,h$ge1 & slightly = an ,in/ant t\*$ ,gr\nd1 ! ?ird ,"t4 ,sid5ote3 ,f>m]s (f]+ _! ,assi/ance4 #ii4 ,dur+ ^! ,op]ations2 ! ,aironaut _h obs]v$ diff]5t ,p]sons 9 ,motion t[>ds him1 :o prov$ to be sev]al ,f>m]s & ,lab\r]s :o _h run !mselves out ( ,brea? to ov]take ! ,balloon4 ,"o ask$ ! ,aironaut1 :e!r he int5d$ to alight2 & 0 answ]$1 8,n = any ,"t40 ,sid5ote3 ,pro( ( ! g5tle ,desc5t4 #ajj4 ,! ,c> alight$ ea* ,"t s smoo?ly1 t nei!r ! ,wat* nor ,!rmomet] t lay ne> ea* o!r on ! gre5 ,bays at ! ,bottom1 7 displac$4 ,nor 0 ! ,glass ,tube conta9+ ! ,quicksilv]1 sep>at$ f ! ,division ( ! ,frame 9 :i* x 0 orig9ally fix$3 b ! :ole 0 br\ght back1 a few ,days aft]1 9 a p]fect ,/ate3 except a small ,hole1 made 9 ,consequ5ce ( ! inv]t$ ,situation ( ! ,m]cury 9 ,vacuo1 :i* fell aga9/ ! ,top ( ! exhau/$ ,tube4 ,sid5ote3 ,balloon l&$ ne> ,frod%am4 ,! ,c> fir/ l&$ at #bh ,m9utes pa/ ,,iii1 9 a ,field belong+ to a ,f>m call$ ,bellair1 9 ! ,t[n%ip ( ,k+sley1 ne> two ,miles ,ea/ by ,s\? f ! ,t[n ( ,frod%am1 & twelve f ,*e/]4 ,,end ,,( ,,! ,,fir/ ,,"p4 ,,airopaidia4 ,,! ,,second ,,"p ,,( ,,an ,a,,rial ,,excursion ,,f ,,*e/] ,,! ,,eigh? ,,( ,,sept4 #aghe4 ,,*apt] ,,xviii4 ,,re-,,asc5t ,,( ,,! ,,balloon4 ,section #aja4 ,bellair-,mead[3 half pa/ ,,iii o',clock3#cb ,!rmom4 at #ee3 bright ,sun3 few ,cl\ds 9 ,sight4 ,sid5ote3 ,balloon rapidly re-asc5d+4 ,! ,balloon be+ n[ #ca ,p\nd light]2 tak+ a ,direction f ! ,sea-,breeze into ! ,c\ntry1 & aga9 t[>ds ,a/on-,hall#cc2 m\nt$ up l a ,sky-,rocket1 ) accel]at+ ,velocity3 its upp] ,p>ts nodd+ f ,side to ,side1 z if to %ake (f ! resi/+ ,column ( ,air imm$iately above x4 ,sid5ote3 ,! ,neck ty$4 ,sid5ote3 ,draw+ ! ,valve1 :ile ,m\? ( ! ,balloon is op51 %ewn to be dang]\s4 #ajb4 ,!re be+ no prop] ,opportunity ( clos+ ! ,m\? ( ! ,balloon on its ne> ,approa* to ! ,sea1 or dur+ ! ,swiftness ( its ,desc5t2 ?o' !re _h be5 frequ5t ,incl9ation to attempt x2 ?is little b ess5tial ,"w 0 in/antly resolv$ ^u4 ,& ! m s1 z ! ,m\? _h cont9u$ op5 f ! fir/3 & z ,mr4 ,lun>di did n happ5 to m5tion ?is ,circum/ance3 ! ,utility ( :i*1 ?o' too late to be put 9 ,practice1 _h1 b a few ,m9utes be=e1 v pla9ly sugge/$ itself4 ,8 ,directions 71 to op5 ! ,valve 9 ord] to desc5d3 :i* w\d possibly h encreas$ ! ,rapidity ( ,desc5t3 &1 by introduc+ a ?or\' ,air upw>ds1 :ile ! ,motion ( ! ,balloon 0 9 a contr>y ,direcion1 might h occasion$ a dang]\s ,rupture ( ! l[] ,p>ts ( ! ,balloon1 :i* actually took ,place 9 a prec$+ ,excursion4 ,sid5ote3 ,! ,balloon drawn sideways4 #ajc4 ,! ,balloon1 ?o' ris+ quick1 seem$ n to be :olly dis5gag$ f ! ,gr\nd1 b to h receiv$ a ,*eck2 & to lean a little out ( ! ,p]p5dicul>3 p>ticul>ly ! ,c>1 :i* 0 evid5tly drawn a diff]5t ,way f ! ,balloon4 ,sid5ote3 ,! half ,mile :ite ,flag imp$+ ! ,balloon4 ,on p]ceiv+ t ! half ,mile :ite ,flag1 fa/5$ to ! upp] ,hoop ( ! ,c>1 s5sibly imp$$ ! ,elevation ( ! ,ma*9e1 by trail+ along ! ,gr\nd1 7! ,balloon be+ yet )9 ! ,influ5ce ( ! ,sea-,breeze1 or l[] ,curr5t ( ,air27 ! ,"q 01 :e!r x w\d n be imprud5t to suff] ! ,balloon to rise ne> half a ,mile1 be=e ! :ite ,flag2 0 dis5tangl$ & free to foll[ x4 ,= z nei!r ! ,tw9e1 nor ! l[] ,cords ( ! ,balloon 7 ( ,silk2 ! ,tw9e hav+ la9 on ! ,trees or moi/ ,gr\nd1 might become a conductor f ! ,e>? to any ,/ratum ( ,air t _h less or m ?an :at is call$ its natural ,quantity#ce ( ! electric ,fluid4 ,sid5ote3 ,tw9e cut1 le/ x %\d prove a ,conductor ( ,electricity4 ,add+ to ! above1 a ,wi% to rise high] ! second ,"t ?an ! fir/2 /oop+ = ! ,sciss>s1 ! ,/r+ 0 cut3 res]v+ a ,rema9d] to tye ! ,neck ( ! ,balloon2 :i* 0 imm$iately done by ga!r+ ! ,p>ts ( ! ,balloon into ! ,h&1 wrapp+ a ,c\ple ( ,y>ds loosely r\nd1 & ty+ !m on a slip or b[ ,knot3 "o ,end ( :i* 0 purposely left hang+ ?ree ,feet d[nw>ds1 to untye in/antly on ,occasion4 ,sid5ote3 ,additional ,levity ( "o ,p\nd4 ,?is additional ,levity ( ne>ly "o ,p\nd1 gave ! :ole ,quantity ( ,balla/ ?r[n ov] 9 a few ,m9utes1 ne>ly #cb ,p\nds4 ,sid5ote3 ,rem>ks on ! ,balloon4 #ajd4 ,! intellig5t ,f>m] :o /ood ne> ! ,balloon1 :5 x alight$ at ,bellair1 _h obs]v$ x = "s ,"t be=e ne> ! ,sea1 & m>k$ its ,return1 z com+ app>5tly f ,ov]ton4 ,at fir/1 :i* 0 m ?an five ,m9utes be=e x came to ! ,gr\nd1 x seem$ to him z if x c\d n h be5 l>g] ?an a ,bladd]4 ,he saw x reasc5d1 fir/ sideways1 !n upright2 mov+ f ! ,sea4 ,aft]w>d x rose rapidly1 & r t[>ds ! ,sea & ,w>r+ton1 di/ant twelve ,miles4 ,sid5ote3 ,app>5t ,size ( ! ,balloon1 :5 se5 f bel[4 ,he wat*$ x = a ,qu>t] ( an ,h\r3 & caught x by ,int]vals1 ne> & above a ,cl\d 9 ! blue ,sky1 at s great a ,height t x look$ l a ,l>k3 & at la/3 s small t ! ,p :o /ood ne> him c\d none ( !m rega9 a ,sight1 :5 !y _h once lo/ x4 #aje4 ,! rema9+ :ite ,flag 0 unfold$1 & ty$ to "o ( ! ,balloon-,cords atta*$ to ! upp] ,hoop1 at a prop] ,di/ance to play freely 9 ! ,w9d3 &1 not)/&+ all t has be5 said to ! contr>y1 %ew$ in/antane\sly & pla9ly ! correspond+ ,*anges made by ! ,w9d 9 diff]5t ,directions4 ,&1 z ! ,breeze 0 accompani$ ) a ,s5sation ( ,coolness aga9/ ! ,face ( ! ,aironaut1 look+ t[>ds t ,qu>t] f :5ce ! ,w9d came1 z indicat$ by ! ,flag2 7:i* ,qu>t] 0 n 9 a ,l9e ) ! ,pa? ( ! ,balloon27 ! ,flag mu/ h %ewn t ! ,*ange 0 made by ! ,air 9 its peculi> progressive ,direction1 & n by its ,resi/ance or ,progress 9 ! ,track ( ! ,balloon4 ,sid5ote3 ,balloon mov+ 9 a ,direction diff]5t f t ( ! ,air4 #ajf4 ,x is probable t ! ,mom5tum ( ! ,balloon1 acquir$ by its c5trifugal or accel]at+ ,=ce upw>ds1 might h kept x 9 "o ,direction1 :ile x cont9u$ to rise ?r\' diff]5t ,curr5ts4 ,,*apt] ,,xix4 ,,balloon ,,/ill ,,re-,,asc5d+4 ,sid5ote3 ,balloon v]tical ov] ,a/on1 = #h ,m9utes4 ,section #ajg4 ,! ,balloon be+ n[ :olly unconf9$1 cont9u$ to rise ) great ,rapidity3 cross$ ! ,mead[ 9 ! ,sea-,breeze1 & rema9$ z be=e1 = #f or #h ,m9utes1--by ,int]vals g5tly turn+ on its ,axis--almo/ :olly v]tical ov] ,a/on-,hall1 b r m to ! ,ea/w>d ( x4 ,! ,c\ntry /ill exhibit$ bright gay & ext5sive ,prospects4 #ajh4 ,?ree ,sail ( ,vessels appe>$ 9 ! ,*annel3 & f\r m 7 sail+ d[n ! ,riv] ,wev]1 app>5tly j "u ! ,balloon1 dim9i%+ to m]e ,cockle-,%ells1 or l ,boats :i* h no ,rigg+4 ,%\ts cont9u$4 ,corn & ,cattle 7 visible 9 ! ,fields & ,mead[s4 ,a/on1 ?o' a l>ge & elegant ,mansion1 appe>$ l a ,h\se :i* ,*ildr5 build ) ,c>ds4 ,sid5ote3 ,*ill9ess felt at ! same ,height 9 re-asc5d+4 #aji4 ,a ,*ill9ess 9 ! ,air 0 aga9 p]ceiv$ 9 ris+1 z he imag9$1 to ! same ,height at :i* he felt x 9 desc5d+1 indicat$ by ! ,!rmomet] at #ee4 7,sect4 #ib47 ,he !n f\nd himself incl9$ to ta/e ! ,br&y & ,wat]1 ready mix$ by 8 ,ord]1 & to eat a ,biscuit3 b on putt+ ! ,liquor to 8 ,lips2 ?\ght x too /rong1 s drank none1 nor eat any ,?+4 #aaj4 ,! ?ree ,sail1 & ! ,*annel disappe>$4 ,sid5ote3 ,riv] r$4 ,! ,riv] put on a deep r$ ,col\r1 l ! ,dee4 ,its ,me&]s seem$ to encrease2 z its ,wid? dim9i%$ to a broad ,l9e4 ,its ,wat] 0 lo/ to ! ,sight4 ,corn & ,cattle 7 no long] di/+ui%able4 ,! ,h\se at ,a/on 0 yet a beautiful ?o' m9ute ,object3 ! ,balloon mov+ sev]al ,times r\nd x2 z if lo? to quit t & ! ,riv]4 ,! ,cascade 0 become a :ite ,l9e3 & ! f9e ,bridge bel[1 a yell[ ,/raw cross+ ! broad r$ ,/reak4 ,( ! f\r ,vessels 9 ! ,wev]1 n an ,atom visible4 ,! ,%\t+ entirely ceas$4 ,sid5ote3 ,rocks ,woods & ,meads r$uc$ to a col\r$ ,pla9 ( ! mell[e/ ,t9ts4 #aaa4 ,! blue scatt]$ ,h\ses1 wide public ,road call$ ,sutton-,causeway ov] ,frod%am ,m>%1 ! ,mead[s ,fields & ,woods1 ! l(ty ,hills1 ,helsbye ,crag & ,halton-,t[]1 7 r$uc$ to "o common ,level2 & dim9i%$ to ! ,size & ,semblance ( a col\r$ ,map1 b x 0 ! sup]b & f9i%$ ,col\r+ ( ,nature4 ,sid5ote3 ,balloon high] ?an at ! fir/ ,asc5t4 #aab4 ,ceas+ to look d[n on ! smoo? ,lawns bel[1 :i* 7 n[ ( ! ri*e/ & fulle/ ,patt]ns1 se5 z ?r\' ! small or inv]t$ ,end ( a common ,p]spective-,glass1 & spun1 z x 71 to a f9e ,?read2 ,pleasure & ,delight1 ?o' ( ano!r ,k9d1 fill'd ! ,imag9ation ( ! ,behold]3 :o1 rais+ 8 ,eyes on a ,level ) himself1 s z to look /raight be=e him2 f\nd t ! ,balloon _h already1 & almo/ beyond 8 own ,belief1 so>$ to s amaz+ a ,height 9 ! ,atmosph]e1 z to raise him f> above ! ,rim ( ! imm5se ,b[l or ,crat]2 & t x 0 /ill /eal+ ) ,rapidity upw>ds4 ,sid5ote3 ,contemplation ( ! ,prospect4 #aac4 ,dur+ ! ,contemplation ( ?is magnific5t ,prospect1 a p]fect ,calm took ,place1 & soo?+ ,sil5ce reign$4 ,& ?us2 = a :ile deta*$1 f> deta*$ f ,e>?1 & all t]re/rial ,?\ghts2 wrapt 9 ! mild ,azure ( ! e!rial ,regions2 susp5d$ 9 ! ,c5t] ( a va/ & almo/ endless ,concave2 come1 z a m]e ,visitor1 f ano!r ,planet2 surr\nd$ ) ! /up5d\s ,works ( ,nature1 yet above !m2--! glori\s ,sun except1 :i* enliv5$ all1 & %one ) pure cele/ial ,lu/re2--a peaceful ,s]5ity ( ,m9d succe$$2 an enviable ,,euroia4#cf ,an ,idea ( :i* x is n 9 ! ,p[] ( ,language to convey1 or to describe4 ,,*apt] ,,xx4 ,sid5ote3 ,brea!d freely4 ,!rmomet] #fj4 ,section #aad4 ,respiration at s great an ,altitude 0 p]fectly free & easy3 =c$ ,trials be+ made = ,in=mation on t ,po9t3 a ,s5sation ( ,levity seem$ r to be communicat$ by ! ,air to ! ,lungs3 b ?is might be ! ,effect ( ! ,imag9ation4 ,x 0 h[ev] a curi\s ,circum/ance to f9d ! ,brea? n visible2 ! ,!rmomet] ris+ aga9 to #fj4 ,nor did ! ,pulse seem to be quick] ?an usual1 9 ?is elevat$ ?o' inactive ,situation4 ,sid5ote3 ,?und]-,cl\ds z be=e4 ,sid5ote3 ,fairy ,l&scapes /rik+4 #aae4 ,! ,p]spective ( a va/ ,s]ies ( ,?und]-,cl\ds ( a sulphre\s & metallic ,t+e1 plac+ !mselves 9 ,ranks1 ea* beyond ! o!r1 9 bright & trem5d\s ,ord]1 & a ,sort ( ,battle-,array1 beyond ,conception gr& yet beautiful2 c\d n pass "u him )\t ,notice4 ,! imm5se circul> & visible ,di/ance ( ! nebul\s ,horizon1 ext5d$ n[ #ajb ,miles at ! lea/ r\nd ! ,eye1 z already m5tion$ 7,sect4 #eb72 0 a gr& ,s\rce ( ! ,sublime4 ,nor did ! contract$ ,view ( ! ,l&scape bel[ fail1 9 ,turn1 to rega9 an ,att5tion to its indiscrim9ate yet pleas+ ,sc5]y4 #aaf4 ,on a sudd5 he 0 call$ back to himself4 ,sid5ote3 ,bladd]s crackl+4 ,sev]al ( ! ,bladd]s1 :i* 7 ty$ r\nd ! ,c>1 9 ,case ! ,balloon %\d alight on ! ,sea1 & 7 dry on ! ,outside1 began at ! same ,in/ant to crackle2 be+ greatly di/5d$ by ! ,air )94 ,:5 press$ ) ! ,h&s & ,f+]s1 !y felt extremely h>d1 & ready to bur/4 ,sid5ote3 ,balloon bloat$4 ,on look+ upw>ds at ! ,balloon1 x appe>$ greatly inflat$3 ! ext]nal ,pressure ( ! surr\nd+ ,air be+ mu* less5$1 9 s elevat$ & r>ifi$ a ,/ate ( ! ,atmosph]e4 ,sid5ote3 ,balloon quilt$ by int]nal ,pressure4 #aag4 ,! ,balloon press$ 9 an unusual ,mann] ?r\' ! ,me%es ( ! ,net1 q r\nd4 ,sid5ote3 ,balloon %ort] & broad]4 #aah4 ,! ,%ape 0 mu* alt]$ by ?is ,di/5tion ( ! ,sides3 & its p]p5dicul> ,diamet] %ort] ?an be=e4 ,sid5ote3 ,neck #h ,feet above ! ,c>4 #aai4 ,! ,neck or ,m\?1 :i* 0 ty$1 _h actually ris5 upw>ds1 & 0 !n ne> eight ,feet above ! ,bottom ( ! ,c>4 ,sid5ote3 ,neck cut (f 9 a =m] ,excursion4 #abj4 ,x 0 n kn[n till aft]w>ds1 t ,mr4 ,lun>di on 8 second arial ,voyage f ,liv]pool1 _h be5 oblig$ to cut (f ! l[] ,"p ( ! ,neck1 weigh+ upw>ds ( two ,p\nds & a half1 9 ord] to light5 8 ,desc5t ne> ,t>porley 9 ,*e%ire2 & t he _h n ,silk suffici5t to repair ! ,loss4 ,,*apt] ,,xxi4 ,sid5ote3 ,an ,attempt to rea* ! ,tw9e by climb+ on ! ,c>4 ,section #aba4 ,9 va9 did ! ,aironaut /rive to rea* ! ,neck ( ! ,balloon1 f ! ,c>4 ,attempt+ to put 8 ,feet on ! opposite ,sides ( ! l[] ,hoop1 by grasp+ ! upp] ) 8 ,h&s2 he c\d n 9 t ,situation raise himself s high z be=e2 nor let g 8 ,hold ) ei!r ,h&4 ,he !n /epp$ d[n into ! ,c>4 ,! ,agitation ( :i*1 br\ght )9 ! ,rea* ( 8 ,h&1 ! loose ,end ( ! ,tw9e 7purposely ty$ on a ,b[ or ,slip ,knot7 t _h /uck to "o ( ! ,side-,cords1 & held ! ,c5t] ( ! ,neck r out ( ! ,p]p5dicul>4 ,,*apt] ,,xxii4 ,,balloon ,,at ,,its ,,greate/ ,,height4 ,sid5ote3 ,m\? ( ! ,balloon op5$4 ,section #abb4 ,be+ cauti\s h[ he suff]$ ! lighte/ ,gass to escape ?r\' ! ,top ( ! ,balloon1 :i* mu/ h happ5$ 9 draw+ d[n ! ,/r+ ( ! ,valve2 yet appreh5d+ ! ,possibility ( an imm$iate ,rupture at its pres5t greate/ ,elevation2--glanc+ 8 ,eyes ar\nd to take a f>ewel ,view2--he pull$ ! ,tw9e1 t ty$ ! ,neck4 ,sid5ote3 ,balloon %runk to its usual ,%ape4 #abc4 ,in/ant ,relief 0 giv5 to ! ,balloon3 :i* %runk into ! ,%ape :i* x _h assum$ 9 ! =m] ,asc5t1 :5 ! ,gass began to issue 9 visible ,vap\r1 ! ,neck likewise l[]+ itself to ! ,height ( 8 ,%\ld]s1 z 9 ,section #ce4 ,sid5ote3 ,m\? op5$ at #da ,m9utes pa/ ,,iii4 #abd4 ,on /oop+ he f\nd ! ,"t #da ,m9utes aft] ,,iii1 & ! ,!rmomet] #eg4 ,sid5ote3 ,no visible ,vap\r escap$4 ,nor 0 he surpris$ t no visible ,vap\r escap$2 z he _h imag9$ t mu* common ,air _h be5 press$ into ! ,m\? ( ! ,balloon3 & :i*1 be+ heavi] ?an ,gass1 w\d g out fir/4 ,sid5ote3 ,:y ! ,valve at ! ,top is n to be op5$4 ,on t ,gr\nd he 0 confirm$ 9 8 ,resolution n to op5 ! ,valve at ! top1 :i* always emits ! lighte/ ,gass4 ,sid5ote3 ,! ,neck be+ made ,air-tight1 ! ,balloon rose aga94 #abe4 ,z soon h[ev] z ! ,neck ( ! ,balloon rea*$ 8 ,%\ld]1 he ga!r$ ! ,silk 9 8 ,h&1 & held x ,air-tight ?o' unty$1 to prev5t ,evaporation ( mu* real ,gass3 presum+ t if any ,levity rema9$2 ! ,balloon w\d pres5tly rise aga91 & swell4 ,& he 0 pleas$ to f9d ! ,ev5t answ] 8 ,expectations4 ,,*apt] ,,xxiii4 ,,air ,,w>m] ,,above ,,?an ,,bel[4 ,section #abf4 ,x 0 a ,matt] bo? ( ,surprize & ,pleasure to obs]ve t ! ,!rmomet] _h ris5 aga9 to #fj1 :5 ! ,balloon _h so>$ above ! ,sea-,breeze2 z ! ,aironaut _h expect$ to feel ! extreme ,rig\r ( ,w9t]2 & _h made ,prep>ations aga9/ int5se ,cold4 ,nor did he f9d any ,difficulty 9 ,respiration dur+ ! ,excursion2 :i* may possibly be acc\nt$ = f ! ,w>m? ( ! ,air4 ,sid5ote3 ,! ,brea? n visible dur+ ! ,excursion4 ,t ! ,brea?#cg 0 n visible at any "o ,"t1 & p>ticul>ly :ile ! ,balloon 0 elevat$ above ! "u ,curr5t1 might x n be ow+ to ! uncommon dryness ( ! ,air1 :i* w\d dissipate ! ,vap\r at ! ,in/ant ( ,exposure8 ,sid5ote3 ,encreas$ ,%ad[s seem to raise ! ,objects4 #abg4 ,x 0 rem>k$1 "s little ,"t be=e1 & dur+ ! la/ ,glance ( ! ,prospect tak5 at ! highe/ ,elevation1 t ! ,h\se at ,a/on 0 /ill visible1 & ! d>k col\r$ ,l9e =m+ its dim9utive ,%ad[ seem$ ?ick] 9 ,proportion to ! ,plan1 ?an :5 ! ,mansion 0 fir/ se5 be=e ! ,re-asc5t4 ,& x _h a s5sible ,effect 9 app>5tly rais+ x above ! common ,level4 ,sid5ote3 ,prospects bel[ not$4 #abh4 ,! ,circuit ( ! ,l&-,abyss bel[ 0 also greatly contract$3 & a ,haz9ess incl9+ to a d>k ,gre5 seem$ to cov] ! outw>d ,v]ge r\nd ! ,lawn4 ,! r$ ,riv] ,wev] only appe>$4 ,! ,*annel & broad ,bran* ( ! ,riv] ,m]sey t[>ds ,w>r+ton1 _h long s9ce vani%$4 ,sid5ote3 ,d[n ,view l ! ,patt]n ( a ,turkey-,c>pet4 ,! ,lawn itself1 :i* compos$ ! ,gr\nd-,view1 0 full ( innum]able ,enclosures almo/ close to ea* o!r2 ) mu* ,wood3--dw9dl+ to ! ,patt]n ( an elegant ,turkey-,c>pet3 :i*1 accord+ to ,pr9ciples ( ,mahomm$an ,fai?1 ?o' wr\ght 9 gay & vivid ,col\rs1 is made to exhibit no exact#ch ,resemblance to ! ,works ei!r ( ,art or ,nature4 ,sid5ote3 ,! ,e>? gl[+ ) prim>y ,col\rs only4 #abi4 ,! ,col\rs1 ( :i* ! ,gr\nd ,"w 0 pr9cipally =m$ 7except :ite2 also ! r\gh5$ ,sea1 :i* alone 0 black2 & ,%ad[s1 :i* con/antly gave a transp>5t violet7 7 f\r simple & prim>y ones1 viz4 r$1 yell[1 gre51 & blue3 all :i* seem$ to gl[1 ?o' 9 a less ,degree1 l ! ,col\rs ( ! ,prism4 ,?is unmix$ ,coloration ( ,objects1 to be se5 f a v]tical ,situation only1 to be se5 )\t ,refraction1 is a new s+ul> & pleas+ ,ph5om5on4 ,sid5ote3 ,cromtic view ( ! ,e>?1 an ,appe>ance peculi> to ! ,balloon4 #acj4 ,a ,view1 tak5 above ! ,level ( ! ,cl\ds1 may1 f ?is ,circum/ance1 )\t ,impropriety1 be call$ a *romatic view or ! ,e>?3 ( :i*1 ! ,pr9t is an ,example3 del9eat+ ! ,ext5t ( ! arial ,excursion2 & plac$ at ! ,end ( ! second ,"p1 includ+ ! ,re-asc5t4 ,,*apt] ,,xxiv4 ,,balloon ,,above ,,! ,,influ5ce ,,( ,,wat]4 ,sid5ote3 ,balloon above ! ,influ5ce ( ! ,wat]s & ,sea-,breeze4 ,section #aca4 ,! ,balloon pursu$ its =m] g5tle ,c\rse 9 ! upp] ,curr5t ( ,air mov+ f ! ,s\? ,we/1 & ,a/on ,h\se3 & _h ris5 above ! ,influ5ce ( ! ,wat]s & ,sea-,breeze4 ,sid5ote3 ,balloon repeat$ly swell+4 #acb4 ,9 ,consequ5ce ( hav+ held tight ! ,neck ( ! ,balloon1 ! ,gass )9 began aga9 to exp&1 & ! ,ma*9e became m bloat$ ?an :5 /ation>y at ! fir/ ,asc5t3 ! ,bottom ( ! ,balloon be+ drawn up to ! ,height ( 8 ,h&1 :5 ! ,arm 0 /ret*$1 & himself on ,tip-toe4 ,sid5ote3 ,! ,valve fir/ tri$4 #acc4 ,?o' ! late ,desc5t1 at ! la/ ,op5+ ( ! ,balloon1 _h be5 rapid2 :i* 0 kn[n *iefly by ! ,want ( ,reaction f ! ,bottom ( ! ,c> aga9/ ! ,soles ( ! ,feet2 yet be+ /ill f> above all ,cl\ds2 fe>less ( ! ,curr5ts1 ,rocks1 & ,%oals1 to :i* all m>itime ,navigation is subject2 he took ! ,opportunity ( try+ ! upp] ,valve2 purposely to "k ! ,effect4 ,s reta9+ ! ,bottom ( ! ,balloon 9 8 "r ,h&1 he drew ! ,valve ,cord ) 8 left4 ,imm$iately he he>d x click3 :i* prov$ t x 0 q op51 & 9 good ,ord]4 ,sid5ote3 ,! ,valve answ]$4 #acd4 ,he tri$ ! ,valve ?ree ,times sm>tly1 & delib]ately4 ,! ,escape ( ! inflammable ,air or ,gass 0 l ! gr[l+ ,s\nd made 9 a ,mill by ! ,gr9d+ ( ! ,mill-/ones1 b by no ,means s l\d4 ,,*apt] ,,xxv4 ,,?ird ,,balloon-,,iris ,sid5ote3 ,balloon-%ad[4 ,section #ace4 ,! successive ,op]ations ( unty+ ! ,neck1 & repeat$ ,trials ( ! ,valve1 br\ght ! ,obs]v] s l[1 t he c\d trace ! ,image ( ! ,balloon on ! upp] ,surface ( light silv]y ,cl\ds b5ea? him4 ,sid5ote3 ,?ird ,balloon-,iris4 ,sid5ote3 ,iris rema9$4 ,sid5ote3 ,! ,e>? disappe>$4 #acf4 ,iris1 a bright cele/ial ,nymph1 8 =m] ,att5dant1 deck'd 9 gay ,attire z usual = ! ,b[1 made h] ?ird ,appe>ance3 in/antly encircl+ ! ,balloon4 ,nor 0 h] ,/ay s %ort z be=e2 z if to recomp5se ! ,aironaut = ! lo/ ,sight ( ,e>? & all t]re/rial ,objects1 :i* !n began to disappe>4 #acg4 ,9 less ?an a ,m9ute aft] ! ,deflation2 ! ,neck ( ! ,balloon cont9u+ to be held tight 9 ! ,h&2 ! ,balloon quickly encreas$ 9 ,bulk1 & so>$ al(t1 z be=e4 ,sid5ote3 ,balloon alt]nately ris+ & fall+4 #ach4 ,x cont9u$ ris+ z long z ! ,h& c\d rea* to hold ! ,neck tight3 &1 on loos+ x an ,in/ant1 made a rapid ,desc5t3 on ,acc\nt ( ! ,gass :i* escap$1 & ( ! atmosph]ic ,air :i* ru%$ 9 by ! same ,op5+ at ! ,bottom4 ,sid5ote3 ,! ,play ( fa/ & loose repeat$4 #aci4 ,! alt]nate ,play ( fa/ & loose1 0 frequ5tly & successfully repeat$3 ! ,balloon always ris+ till x swell$ out ( ! ,rea* ( ! ,h&3 at :i* ,"t x 0 let g3 & ! ,neck 7z well z ! ,balloon7 desc5d+2 0 pres5tly caught 9 ! ,h&1 & made ,air-tight z be=e4 ,sid5ote3 ,man\vres se5 at ! ,di/ance ( #ae ,miles4 #adj4 ,^! ,man\vres 7 p]=m$1 at a ,height f> above ! ,level ( all ,cl\ds1 & 9 ,sight ( ,numb]s ( ,p3 "s ( :om 7 at lea/ #ae ,miles di/ance3 yet c\d pla9ly1 f an ,em95ce call$ ,hoole-,mill ,field1 a ,c\ple ( ,miles f ,*e/]1 discov] ! ,balloon at an amaz+ ,height1 d>t+ up & d[n sev]al ,times2 or z !y express$ !mselves1 8quiv]+ & w>p+ 9 ! ,air40 ,,*apt] ,,xxvi4 ,,s5sations ,,accompany+ ,,! ,,balloon4 ,sid5ote3 ,situation safe & pleasant4 ,section #ada4 ,! alt]nate ,elevation & ,desc5t ( ! ,balloon gave suffici5t ,leisure to reflect on ! security & pleasure ( 8 ,situation1 ?us waft$ on ! ,p9ions1 & m]g+ 9 ! ,ocean ( ,air4 ,inde$ ! :ole ,excursion 0 a ,cont9u$ ,sc5e ( ,pleasure4 ,! ,eye & ! ,imag9ation 7 beyond ,measure delight$4 #adb4 ,if !re _h be5 any ,?+ to wi% =1 x 0 ! liv+ ,p5cil ( ,angelica1#ci or "s o!r celebrat$ ,pa9t]3 9 ord] to gratify ! ,_w ) ! bright ,m9iatures & ,col\r+ ( s mu* v>iegat$ ,beauty4 #adc4 ,z x w\d be difficult1 if n impossible1 by m]e ,description1 to convey an adequate ,idea ( ! diff]5t ,s5sations exp]i5c$ :ile 9 ! ,c>2 7= ,pleasure is itself unspeakable27 yet ! ,fancy may possibly1 )\t ,c5sure1 be a ,mom5t indulg$1 9 its ,allusions to su* famili> ,subjects z approa* ne>e/ to !m3 s z n to leave ! public ,m9d :olly 9 ! ,d>k1 ) ,respect to ! above ,po9ts ( natural & g5]al ,curiosity4 ,sid5ote3 ,! ,sw+ a fav\rite ,amusem5t4 #add4 ,mo/ "y ,p1 :5ev] !y h ,opportunity1 amuse !mselves on ! slack rope1 or ,sw+3 ! ,pleasure encreases 9 ,proportion to ! ,l(t9ess ( ,asc5t !y are able to acquire4 ,sid5ote3 ,! ,mogul enjoys ! ,air )\t ,fatigue1 by ,means ( ! ,sw+4 #ade4 ,9 ! ,ea/1 :]e ! ,heat ( ! ,climate =bids robu/ ,ex]cises2 ! ,sw+ is consid]$ z a pr9cely ,div]sion3 & ( :i* ! ,mogul himself condesc5ds to p>take4 ,he is swung by ,slaves3 & ?us enjoys ! pure ,air )\t ,fatigue4 ,sid5ote3 ,! ,balloon & ,sw+ comp>$4 #adf4 ,! ,asc5t ( ! ,balloon is n unlike :at is felt1 9 ! asc5d+ half ( ! ,sw+3 & ! ,desc5t is att5d$ ) t agreeable ,s5sation kn[n to ^? :o s9k ?r\' ! desc5d+ half4 ,sid5ote3 ,a fav\rite ,div]sion among ! ,russians4 ,sid5ote3 ,artificial ,declivity ( wav$ ,ice4 #adg4 ,a ,div]sion simil> to ! above is peculi> to ! ,nor? ( ,europe1 practis$ by ! ,russians1 p>ticul>ly ! ,inhabitants ( ,z>sko ,zelo2 & accompani$ ) a ,s5sation s delightful1 t !y seek x 9 ! op5 ,air1 amid/ ! utmo/ ,sev]ity ( ! ,fro/4 ,x is a ,sort ( ,boat or ,c>1 9 :i* !y glide1 = a consid]able ,di/ance1 d[n an artificial ,declivity ( wav$ & poli%$ ,ice3 be+ drawn up by ,s]vants2 !y laun* precipitately =w>ds1 & d[n aga9 z be=e4 ,sid5ote3 ,amusem5ts ( ,ge/ation 9 common ) ! ,balloon4 #adh4 ,sl$ges drawn swiftly ov] ! undulat$ ,surface ( a sn[y ,c\ntry1 a fav\rite ,div]sion 9 _m ,p>ts ( ,g]many1 9 ,lapl&1 & ,sib]ia3 ,skait+ on level ,ice2 ! ,motion ( a ,vessel on smoo? ,wat]2 ( a fleet ,horse2 also ( ,:eel-,c>riages roll+ ov] ev5 ,gravel1 or a grassy ,pla91 are ea* a ,luxury ( ! same ,k9d2 & grateful to ! ,n]ves4 ,sid5ote3 ,v]tical ,fly+-,coa*4 #adi4 ,!re is yet ano!r ,amusem5t1 :i* is said to be ( ,g]man ,extraction1 /ill frequ5t 9 ! ,nor? ( ,engl&1 call$ ! v]tical ,fly+-,coa*4#dj ,two ,p]sons are requir$ to turn ! ,ma*9e 7:5 full73 :i* moves l ! f\r ,sails ( a ,w9dmill3 a ,seat be+ plac$ at ! ,end ( ea* ,sail4 #aej4 ,! ,pleasure communicat$ to ! ,n]ves dur+ ! ,desc5t1 is to "s ,con/itutions s exquisite1 z to be full z mu* z ! human ,frame c support3 o!rs are affect$ by x 9 a g5tl] ,mann]4 ,^! diff]5t ,div]sions1 fl[+ f ! same ,pr9ciple 9 common ) ! ,balloon1 viz4 t ( be+ c>ri$ ) a g5tle ,motion1 are "o or o!r suit$ to all ,ranks & ,ages4 #aea4 ,! ,pleasure ( ! d\ble ,slack ,ropes1 :5 seat$ 9 ! ,c> app5d$ betwe5 !m1 is p]haps 9 itself sup]ior to t ( mo/ o!rs4 #aeb4 ,! v]tical ,fly+-,coa*#da compleats ! ,circle1 ( :i* ! ,slack ,rope describes b ! l[] ,half4 ,sid5ote3 ,balloon & ,v]tical ,fly+-,coa* comp>$4 #aec4 ,! ,s5sations communicat$ by ! ,motion ( ! ,balloon1 come ne>e/ ^? ( ! v]tical fly+ ,coa*1 ?o' m g5tle1 & if possible1 m pleas+4 ,sid5ote3 ,no ,sickness or ,gidd9ess 9 ! ,balloon4 ,at ,sea1 ! mo/ exp]i5c$ ,m>9] is sometimes sick or giddy4 #aed4 ,no?+ ( ! ,k9d happ5s 9 ! ,balloon3 :]e an inf9ite ,v>iety *>ms ! ,imag9ation4 ,sid5ote3 ,! ,spirits rais$4 #aee4 ,! ,spirits are rais$ by ! ,purity ( ! ,air#dc1 & re/ 9 a *e>ful ,composure4 ,sid5ote3 ,! ,greate/ ,height conveys no ,fe> ( fall+4 #aef4 ,ev5 :5 /ation>y above ! ,cl\ds1 ! ,height conveys ) x no ,dang] ( fall+3 any m ?an :5 9 a ,vessel at ,sea1 7z (f ! ,we/-,india ,isl&s1 = ,example7 ! ,fi% are se5 glid+ ov] ! cle> :ite rocky ,bottom1 at ! ,dep? ( tw5ty ,fa?om3 z ! ,aironaut seems p]fectly unconnect$ ) ! ,e>?1 & unconc]n$ ab\t x4 ,sid5ote3 ,! ,dep? bel[ ! ,cl\ds gives no ,idea ( ,di/ance4 #aeg4 ,nor does ! ,dep? bel[ ! ,cl\ds give an ,idea ( ,di/ance4 ,on ! contr>y1 ! smoo? *equ]$ ,lawns :i* =m ! ,surface ( ! ,e>?1 are pres5t$ to ! ,eye1 z on a ,level ) ! ,cl\ds !mselves3 at lea/ come up to _! und]sides1 & appe> s mu* a ,"p ( !m2 t ! ,cl\ds occupy ! ,place ( ,e>?3 & ! ,aironaut seems able to desc5d f ! ,c> ^u ! ,cl\ds1 & to walk f ,side to ,side ov] ! empty ,space1 z ov] a ,%eet ( transp>5t ,ice1 across a ,riv]1 ^: ,dep? is equal to ! small b indef9ite ,?ickness ( ! ,cl\ds4 #aeh4 ,x is f frequ5t exp]i5ce only t ! ,dim9ution ( ,objects presuppose _! ,di/ance4 ,,*apt] ,,xxvii ,,useful ,,conclusions4 ,sid5ote3 ,*ange 9 ! ,=m ( ! ,balloon :ile desc5d+3 ) ,conclusions drawn f ! ,*ange4 ,section #aei4 ,x 0 rem>kable t1 ! l[] ,p>ts ( ! ,balloon regul>ly adopt$ a simil> ,=m at ea* ,desc5t3 n unlike a ,%ip's ,bottom2 look+ up1 at ! ,head or ,pr[1 :ile on ! ,/ocks3 ! ,neck ( ! ,balloon =m+ a beautiful c5tral ,pill>2 9 ,%ape l t ( a ,speak+ ,trumpet inv]t$4 ,sid5ote3 ,"t ( ,desc5t discov]$ by ! ,=m ( ! ,balloon4 ,& h5ce may be d]iv$ a ,piece ( useful ,in=mation3 z ! precise ,"t ( desc5d+ is discov]$ by b>e ,inspection ( ! ,ma*9e4 ,sid5ote3 ,balloon adopt+ ! ,=m ( an elliptic ,solid4 #afj4 ,ano!r ,conclusion seems likewise d$ucible f ! above1 t if ! ,balloon is s burd5$1 z to desc5d :ile x reta9s ! ,=m ( an elliptic solid2#dd x w desc5d m rapidly1 ?an if x conta9$ less ,gass3 ! ,=ce ( ,desc5t 9 bo? ,cases be+ suppos$ ! same4 ,= if ! ,dim9ution ( ,gass be s great z n to fill ! upp] ,hemisph]e ( ! ,balloon2 ! ,resi/ance ( ! atmosph]ic ,air bel[ w\d probably give x ! ,appe>ance ( a ,concave or ,umbrella1 :i* w\d greatly *eck ! ,desc5t3 viz4 9 ,proportion to ! ,squ>e ( ! ,numb] ( ,feet ( :i* ! ,surface 0 compos$4 ,sid5ote3 ,an equatorial ,hoop pref]$ to a ,p>a%ute4 #afa4 ,h5ce also ! evid5t ,utility ( an equatorial hoop = ,balloons3 9 ,pref]5ce to a ,p>a%ute1 :i* w\d be only an ,incumbrance4 ,,*apt] ,,xxviii4 ,sid5ote3 ,an uncommon ,s\nd 9 ! ,air4 ,section #afb4 ,at #dj ,m9utes pa/ ,,iii1 :5 ! ,balloon 0 app>5tly "s ,miles above ! ,level & ,summit ( ! ,cl\ds2 a sudd5 & uncommon ,s\nd 0 he>d = ?ree or f\r ,seconds only4 ,a ,sort ( holl[ ,w9d seem$ issu+ f a ,pla9 ( ,cl\ds 9 ! ,nor?-,ea/ ,qu>t]1 greatly bel[ ! ,balloon3 :i* z sudd5ly ceas$4 ,sid5ote3 ,an unusual ,motion communicat$ to ! ,balloon4 ,! ,in/ant ! ,s\nd 0 he>d2 a g5tle ,motion 0 impress$ on ! ,balloon1 z if by a ,h& t\*+ x ne> ! ,top4 #afc4 ,cl\ds to ! ,nor?-,ea/ appe>$1 = ! fir/ ,"t1 9 rapid ,motion t[>ds ! ,balloon4 ,!y sail$ directly "u x3 fill$ up ! ,*asm1 & drew a :ite ,veil ov] all t]re/rial ,objects4 ,sid5ote3 ,conjecture 9 ! ,cause ( ! ,motion4 #afd4 ,x has be5 s9ce imag9$1 t a fre% ,w9d desc5d$ f ! ,s\?-,we/ ,qu>t] 9 ! upp] ,curr5t1 & 0 he>d 9 ! ,nor?-,ea/1 be+ ec*o$ f ! upp] ,ti] ( ,cl\ds bel[3 & t ! ,balloon1 f9d+ less ,resi/ance ?an ! range ( ,cl\ds1 soon ov]took & pass$ !m3 p>ticul>ly z ! l[] ,"p ( ! :ite ,flag vibrat$ only 9 ! usual ,direction4 #afe4 ,! encreas$ progressive ,motion ( ! ,balloon 0 n p]ceiv$ 7,section #ah73 be+ consid]$ z at ,re/1 & ! app>5t ,motion ref]r$ to ! ,cl\ds4 ,,*apt] ,,xxix4 ,sid5ote3 ,a n>r[ ,dit* ! ,duke ( ,bridgewat]'s ,canal4 ,section #aff4 ,9 a few ,m9utes1 a ,side-,break ?r\' ! ,cl\ds discov]$ a long ill-=m$ n>r[ ,l9e or ,dit*1 some?+ less ?an a ,foot 9 ,bread?1 ext5d+ sev]al ,ways3 & :i* f its ,proximity to ,places t 7 kn[n1 & com+ into ,view2 viz4 ! ,c\ntry ab\t ,norton & ,halton-,ca/le2 prov$ to be ! ,duke ( ,bridgewat]'s ,canal4 ,sid5ote3 ,a ,glympse ( ,runcorn ,gap4 ,sudd5ly came 9 ,sight ! spaci\s op5 ( ! ,m]sey above ,runcorn ,gap3 :i* appe>$ ( a ruddy ,col\r1 & v ne>3 z if ! ,balloon _h aga9 felt ! ,influ5ce ( ! ,riv]4 ,sid5ote3 ,balloon-,geography fir/ sugge/$ = ,maps4 #afg4 ,a new ,sy/em1 t ( ,balloon-,geography "h sugge/$ itself3 9 :i* ! ,ess5tials ( ,proportion & ,be>+s w\d be f> m accurate1 ?an by ! pres5t ,me?od1 bo? = ,maps & ,*>ts1 viz4 ,to make ,draw+s by sight1 f ! ,c> ( a ,balloon ) a ,cam]a ,obscura1 aid$ by a ,micromet] appli$ to ! "u ,side ( ! transp>5t ,glass4 ,sid5ote3 ,air presum$ to be w>m ) ,s\?-,we/ ,w9d long cont9u$4 ,! ,season prop] = su* an aironautic ,exp$ition1 w\ld be any calm bright ,day3 ! ,w9d hav+ bl[n f ! ,s\? ,we/ ,qu>t]1 = "s ,days be=e1 :i* is frequ5tly ! ,case3 ! ,air1 at su* ,conjuncture probably rema9+ w>m1 to ! ,height ( a ,mile or m1 unless 9 ! v ,mid/ ( ,w9t]4 ,sid5ote3 ,balloon ,geography = ,*>ts4 #afh4 ,& p>ticul>ly = ,*>ts1 :i* 9 a m>itime ,c\ntry are mo/ useful3 z ,balloons h an extraord9>y ,pr$ilection to become /ation>y ov] ,*annels & ,riv]s2 al?o' a v /rong ,gale ( ,w9d1 %\d cont9ue ! :ole ,"t to bl[ 9 an horizontal ,c\rse directly "u ! ,balloon4 ,sid5ote3 ,balloon 9 a ,calm ) a /rong ,w9d bel[4 ,( :i* ,ev5t ! ,writ] ( ?is ,acc\nt 0 an ,eye-,witness1 9 ! ,case ( ,mr4 ,lun>di3 :o 0 deta9$ above #bj ,m9utes ov] ! broad ,b5d ( ! ,riv] ,m]sey1 ne> ,ince1 9 ,*e%ire1 ! ,day he l&$ betwe5 ,t>porley & ,bee/on-,ca/le1 asc5d+ f ! ,new ,=t at ,liv]pool4 ,he quitt$ 8 ,/ation by ! ,escape ( ,gass1 & desc5d$ into ! ,/ream ( ,w9d1 :i* cont9u$ z viol5t z be=e4 ,,*apt] ,,xxx4 ,section #afi4 ,! ,summ] ,sc5es ( ,fairy-,l& bel[1 be+ soon eclips$ by ! quick ,int]v5tion ( a ,range ( ,cl\ds2 ! sudd5 ,contra/ ( :i* 0 highly pleas+ to ! ,imag9ation2 a ,prospect ( mid w9t] in/antane\sly succe$$4 ,sid5ote3 ,! ,c5t] fill$ up 9 an ,in/ant4 #agj4 ,! ,e>?'s ,surface ?r\' an immeasurable ,crat] ( ,vap\r accumulat$ r\nd ! ,aironaut1 :o 0 susp5d$1 & seem$ fix$ 9 ! ,c5t] above x1 no long] exi/$4 ,&1 if x w n be all[$1 t a new ,e>?1 & a new sky appe>$2 at lea/1 let ! ,imag]y & ,resemblance ( :at 0 really se51 be tak5 f t e>?1 :i* 9 ,fact did n appe>4 ,a _w ( ,cl\ds1 great] ?an ! "o bel[1 became1 = ! fir/ ,"t ! sole ,object t engross$ ! ,sight4 7,see ,section #add47 ,sid5ote3 ,view ( ! ,cl\ds tak5 f above !m4 #aga4 ,! ,balloon 0 app>5tly rais$ "s ,miles above ! ,surface ( a concave %all[ ,plate1 or ,%ell1 or r an imm5se ,pla91 :i* 0 9 g5]al smoo? & well def9$3 b ! d5se tontru\s ,masses1 ris+ "h & !re above ! ,re/1 greatly resembl$ /eep & rugg$ m\nta9s se5 9 ,p]spective1 at diff]5t ,di/ances f #e & #aj to at lea/ a hundr$ ,miles4#de ,an unv>i$ deep c]lean & pellucid ,azure1 )\t a ,cl\d above1 enclos$ ! novel e>?3 ^: ,surface1 :e!r ,valley1 ,pla91 or m\nta9 9 ,appe>ance2 seem$ z if cov]$ to a prodigi\s ,dep?1 by successive ,falls ( ,sn[1 driv5 & poli%$ by ! ,w9ds & ,fro/1 & dazzl+ to ! ,sight3 ! ,sun /ill %9+ above all1 ) :ite1 unremitt+ & invigorat+ ,rays4#dg ,,*apt] ,,xxxi4 ,sid5ote3 ,brilliant ,col\r+ ( d5se ,cl\ds4 ,sid5ote3 ,aironaut lo/ 9 ! blue ,fields ( ,air1 by ! ,int]v5tion ( ,cl\ds bel[ him3 :i* prev5t$ all f>!r ,k ( 8 ,situation1 & also a ,sight ( ! ,e>? itself4 ,section #agb4 ,a ,?und] ,cl\d 9 mo/ grotesque ,=m2--( sup]ior ,magnitude1 ,d5sity1 & brightness--a cele/ial ,col\r+2 & ^: ,%ade 0 itself a ,col\r ( semi-transp>5t & transc5d5t ,blue & ,violet-,purple2--rema9+ = sev]al ,m9utes1 exactly "u ! ,balloon1 tempt$ ! ,aironaut to desc5d into x2 &1 if possible1 inve/igate its ,/ructure & ,composition4 ,blan*>d1 he knew1 _h pass$ ?r\' _m )\t ,dang]3 any ,fe>s t might o!rwise h be5 ent]ta9$ on t ,head 7 !re=e gr\ndless3 p>ticul>ly z ,gass1 i4e4 inflammable ,air & ! electric ,fluid 7suppos+ an electric ,atmosph]e _h surr\nd$ ! ,?und] ,cl\d7 mutually repel ea* o!r4 ,he h[ev] decl9$ ! ,trial3 among o!r ,reasons :i* !n (f]$2 t ! tempor>y & app>5t ,re/ ( bo? ,balloon & ,cl\ds port5d$ 8 ,situation to be ov] ! ,c5t] ( "s ,wat]3 s t if ,gass _h be5 let out 9 ord] to desc5d2 en\gh might n h rema9$ to make ,*oice ( a prop] ,place to l&4 #agc4 ,"s ,m9utes aft]2 on ! ,retreat ( ! ,cl\ds1 or progressive ,motion ( ! ,balloon2 he f\nd himself susp5d$ ov] ! mo/ en*ant+ ,me&]s ( a ,rivulet4 ,:]e he c\d n tell4 ,,*apt] ,,xxxii4 ,sid5ote3 ,! ,aironaut 0 lo/1 ?o' 9 ,sight ( a ,c\ntry well kn[n :5 bel[4 ,section #agd4 ,he ?\ght himself aga9 ov] ! ,wev]4 ,sid5ote3 ,at #dg ,m9utes pa/ ,,iii1 ov] a r$ ,rivulet4 ,at #dg ,m9utes aft] ,,iii1 ! ,prospect b5ea? op5$1 j wide en\gh to %ew1 t he 0 susp5d$ 9 ! op5 ,space ov] ! ,c5t] ( "s ,rivulet4 ,! ,map ( ! ,c\ntry :i* _h be5 s c>efully /udi$1 0 n[ consult$ = ! fir/ ,"t1 b c\d n br+ to 8 ,recollection any ,traces ( ! extraord9>y ,curves :i* !n met 8 ,eye4 ,!y bore n ! lea/ ,resemblance to any ,"p ( ! ,riv] ,m]sey4 ,no ,riv] l t bel[ him _h ev] pres5t$ itself4 ,its ,d\bl+s 7 s v>i\s & fanta/ic z to exce$ ! ,limits ( ,cr$ibility4 ,sid5ote3 ,! ,neck ( ! ,balloon ty$ "s ,"t be=e to prev5t ! ,desc5t4 #age4 ,he 0 /ill /ation>y1 at an imm5se ,height1 )\t ! lea/ ,incl9ation to desc5d3 hav+ "s ,"t be=e tak5 ! ,precaution to tye aga9 ! ,neck ( ! ,balloon1 z soon z he _h p]ceiv$ x did n inflate1 z at fir/1 to any dang]\s ,degree4 ,no ,t[ns1 no ,h\ses appe>$4 ,no public ,roads 7 discov]able4 ,no ,voices 7 he>d4#dh ,! ,c\ntry beyond ! ,rivulet began to disclose itself3 b 0 q new to him at t ,altitude1 & seem$ z if almo/ cov]$ ) ,wood4 #agf4 ,8 ,wat* %ew$ ! ,"t ( ! ,day1 & ! ,sun alone suffici5tly indicat$ ! ,po9t ( ! ,compass4 ,! :ite ,flag manife/$ no ,*ange 9 ! ,w9d4 ,b :e!r he 0 ne> ,liv]pool1 ,wigan1 or ,man*e/]1 he c\d n discov]4 ,sid5ote3 ,! ,c\ntry bel[ unkn[n to ! ,aironaut1 :5 9 ! ,balloon4 #agg4 ,he 0 entirely lo/ 9 ! blue ,fields ( ,air2 f> above ! ,summits ( ! ,cl\ds2 ?o' ! ,balloon 0 9 ,sight ( ! ,e>?1 & ( ,numb]s :o 7 gaz+ at x4 #agh4 ,! ,col\r ( ! new ,rivulet 0 full z r$1 z any he _h se5 be=e4 ,he ?\ght x might be an insignificant ,brook1 :i* ?o' curi\sly curv$1 0 too small to be ins]t$ 9 ! ,map4 ,/ill he cont9u$ ov] x3 turn+ & return+ g5tly 9 small ,curves4 #agi4 ,he pres5tly pass$ ,nor?w>d ( ! ,rivulet ov] a woody ,c\ntry1 9 :i* he c\d discov] no ,v>iety ( ,col\r+ ei!r 9 ! ,gr\nd ,"w or ,enclosures2 ! :ole hav+ a d>k gre5 ,ca/4 ,sid5ote3 ,unusual ,objects bel[4 ,an ,appe>ance ( a v di/ant & remote ,pla9 !n pres5t$ itself2 ! ,size ( a mod]ate ,c>pet3 ( a ruddy ,col\r2 & surr\nd$ by a gre5 ,bord]4 ,be+ an unusual ,object x cont9u$ to engage 8 ,att5tion4 #ahj4 ,n f> f ! fir/1 ano!r ( ! same ,k9d1 ( a m dusky ,ca/1 b less & some:at ne>]1 t is m "u him1 !n attract$ 8 ,notice4 ,he wi%$ to deciph] !m1 b 9 va94 ,sid5ote3 ,! ,prospects op5$1 :i* demon/rat$ 8 ,desc5t1 ow+ to ! ,loss ( ,gass4 #aha4 ,! ,sun %one bright on bo?3 & 9 a v few ,m9utes1 ! circul> ,prospects encreas$3 :i* 0 n[ become a regul> & und5iable ,signal t ! ,balloon _h begun to desc5d4 7,section #ag47 ,! latt] ,pla9 appe>$1 at ! fir/1 ab\t ! ,size ( a common ,h&k]*ief4 ,! ,balloon cont9u$ to desc5d4 ,sid5ote3 ,! same ,spot p]petually v>y+ to ! ,eye ( ! ,aironaut4 #ahb4 ,9 a ,c\ple ( ,m9utes1 ! ,pla9 appe>$ int]sect$ closely e ,way1 l ! ,coat ( a rip5+ ,melon4 ,desc5d+ a little l[]2 x seem$ cov]$ ) a ,net1 ! ,me%es ( :i* 7 di/9ct4 ,& l[] /ill2 x ext5d$ itself greatly on all ,sides3 7at :i* ,"t a c]ta9 ,degree ( ,*ill9ess prevail$37 & 0 !n aga9 mi/ak51 & look$ ^u z a dry ,hea?1 deeply ov]run ) ,%rubs ( ! same ,"n4 ,sid5ote3 ,balla/ ?r[n out gradually4 #ahc4 ,! ,desc5t ( ! ,balloon be+ r quick] ?an 0 expect$1 or desir$2 x 0 deem$ exp$i5t to h ,rec\rse to ! la/ ,bag ( ,s&1 :i* lay op51 & weigh$ #bj ,p\nds4 ,x 0 accord+ly ?r[n out1 a ,h&ful at a ,"t4 ,sid5ote3 ,! rema9+ ,balla/ ?r[n out at once1 9 all #bjlb4 weight4 ,b t ,me?od n seem+ suffici5t to *eck ! ,desc5t1 :5 at ! ,height ( #aej or #bjj ,y>ds2 all ! ,s& 0 p\r$ out1 & ! ,bag ?r[n d[n4 ,sid5ote3 ,g5tle ,l&+ ( ! ,balloon4 ,?is _h ! desir$ ,effect3 & ! ,balloon cont9u+ to desc5d ) a ,motion uni=mly ret>d$1 alight$1 z ! d[n ( a ,?i/le1 9 ! g5tle/ ,mann]1 )\t any ,reb\nd4 ,sid5ote3 ,an*or & ,cable n made use (4 #ahd4 ,!re be+ sc>cely a ,brea? ( ,air abroad1 ! ,aironaut made no ,use ( 8 ,an*or & ,cable3 b cont9u$ z f ! fir/1 /&+ upright 9 ! ,c>2 :i*1 hav+ mov$ a ,y>d or two only along ! ,gr\nd1 re/$ 9 a p]p5dicul> ,situation4 ,! ,balloon1 susp5d$ ov] him l a va/ ,umbrella1 levitat$ v]tically 9 ! gr&e/ ,mann]4 #ahe4 ,he 0 alone :5 he alight$3 b1 9 a few ,m9utes1 f\nd himself surr\nd$ by ! ,c\ntry-,p1 :o _h wad$ above ,ancle-deep1 & came runn+ f all ,p>ts1 to see ! wond]1 & contribute _! ,assi/ance4 ,sid5ote3 ,l&$ at #ec ,m9utes pa/ ,,iii4 ,!rmomet] #ei4 #ahf4 ,he l&$ exactly1 at #g ,m9utes be=e ,,iv3 ,!rmomet] #ei3 b :]e he c\d n tell4 ,! fir/ ,"q 0 8,pray :]e am ,i80 ,& ! ,answ]2--9 ,lanca%ire4 ,on ask+ ! ne>e/ ,di/ance to a ,turnpike-,road2 ! ,p said he 0 )9 two ,fields ( "o1 & (f]$ to conduct him ?i!r4 ,he accept$ _! ,(f]1 & %>$ 8 ,liquor among !m4 ,,*apt] ,,xxxiii4 ,section #ahg4 ,! ,balloon alight$ ne> ! ,middle ( a moss2 call$ rixton-moss1 a ,place he _h nev] be=e he>d (4 ,sid5ote3 ,rixton-,moss1 its ,magnitude4 ,x 0 a l>ge ,tract ( un5clos$ wet ,l&1 above f\r ,miles long & above two broad1 int]sect$ by ,dit*es or ,wat] ,c\rses1 :i* divide ! ,moss into ,fields ( a mod]ate ,size4 ,! :ole is surr\nd$ by tall ,=e/ ,trees4 ,?is 0 ! less] ( ! two dusky ,pla9s1 :i* appe>$ ab\t ! ,size ( a ,h&k]*ief1 & :i* he wi%$ to deciph]1 b 9 va94 #ahh4 ,rixton-,moss is situat$ five ,miles ,nor? ,nor? ,ea/ ( ,w>r+ton1 & a little to ! left ( ! ,turnpike ,road lead+ f !nce to ,man*e/]1 & #be f ,*e/]4 ,sid5ote3 ,*at-,moss 9 ,lanca%ire4 #ahi4 ,he has s9ce be5 in=m$ t ! o!r ,pla91 ab\t ! ,size ( a mod]ate ,c>pet1 0 no less a ,place ?an *at moss1 a va/ ,tract ( b>r5 wet ,l&1 _m ,miles 9 ,ext5t4 ,sid5ote3 ,! ,rivulet se5 :5 above1 0 ! ,riv] ,m]sey ne> ,w>r+ton4 #aij4 ,curiosity tempt$ him to make p>ticul> ,enquiry conc]n+ ! ,rivulet ov] :i* he hung1 admir+ ! ,beauty ( its s]p5t9e ,me&]s2 &1 f a ,description giv5 ( 8 ,man\vres ov] ,lymm1 situat$ to ! ,ea/ ( ,w>r+ton1 & f a peculi> ,curve1 appe>+ 9 ! ,=m ( a true ,lov]'s ,knot1 :5 ov] ! ,gunp[d] ,wat]-,mills1 he 0 conv9c$ ! ,rivulet c\d h be5 no o!r ?an ! broad ,bran* ( ! ,riv] ,m]sey4 ,sid5ote3 ,! ,excursion p]=m$ 9 two ,h\rs & a ,qu>t]4 #aia4 ,! arial excursion 0 p]=m$ 9 two ,h\rs1 & a ,qu>t]1 )9 two ,m9utes4 ,! ,di/ance ( ! ,balloon-,c\rse1 if trac$ along ! ,gr\nd1 #cj ,miles4 ,section #acj4 ,sid5ote3 ,balloon1 unkn[n to ! ,aironaut1 go+ at ! ,rate ( #cj ,miles an ,h\r4 #aib4 ,9 comp>+ ! ,dates at ,bellair & ,rixton-,moss2 x is c]ta9 t ! ,balloon1 exclud+ ! ,=ce ( ,asc5t1 mu/ h mov$ =w>ds1 dur+ "s ,"p ( ! ,re-asc5t1 at lea/ at ! ,rate ( #cj ,miles an ,h\r3 ?o' ! ,aironaut1 = ! mo/ ,"p1 imag9$ he 0 glid+ ?r\' a s]5e ,atmosph]e4 ,probably ! progressive ,motion 0 encreas$1 f ! ,"t ! unusual ,s\nd 0 he>d1 9 ,section #afb4 ,note3 ,! ,pr9t1 repres5t+ a *romatic ,view above ! ,level ( ! ,cl\ds1 ( ! ,c\ntry f ,*e/] to ,rixton-,moss1 is to front ! left ,page1 at ! ,end ( ?is ,*apt]4 ,,end ,,( ,,! ,,re-,,asc5t4 ,,*apt] ,,xxxiv4 ,,! ,,sequel4 ,sid5ote3 ,flights ) ! ,balloon = ?ree ,h\rs long]4 ,section #aic4 ,! ,sequel conta9s an ,acc\nt ( sev]al ,flights made1 9 ,pres5ce ( ! ,aironaut1 by diff]5t ,p]sons1 dur+ ?ree ,h\rs1 9 ! ,c> ( ! ,balloon1 viz4 f ! ,"t he alight$1 till aft] sunset4 ,illu/ration3 ,a ,balloon ,prospect f ,,above ! ,,cl\ds see page ,,iiii c4 ,publi%'d ,may #a4 #agff1 by ,t4,baldw9 ,*e/]4 ,illu/ration3 ,! ,explanatory ,pr9t4 see ,page ,,iiii4 d4 ,rixton-,moss1 ,lanca%ire1 ,,iv4 o',clock ,p4,m4 ,! ,aft]noon be+ f9e1 ! ,sun bright1 & ! ,air calm2 f9d+ ! ,c\ntry ,p rem>kably civiliz$ & k9d2 & hav+ dispat*$ a ,mess5g] on ,foot to return 9 a ,po/ ,*aise f ,w>r+ton2 ! ,aironaut 0 resolv$ to gratify ! ,curiosity ( 8 num]\s ,foll[]s1 & give ! "y ,p a ,ta/e = ,balloons1 by treat+ !m successively ) an ,air+4 #aid4 ,inde$ x 0 no inconv5i5t ,me?od ( remov+ & conduct+ ! ,ma*9e3 & possibly diff]5t ,positions ( ! ,balloon might furni% a useful ,h9t4 ,sid5ote3 ,! ,aironaut indulg$ ! ,p ( ! ,c\ntry ) ,flights 9 ! ,balloon4 ,hav+ ask$ al\d :o *ose to ride1 sev]al answ]$ 9 ! ,affirmative4 ,s hav+ pit*$ ^u a "y ,fell[ ( less ,weight ?an himself2 bid him get up1 betwe5 ! ,cords1 ov] ! ,hoop1 into ! ,c>2 /& ne> ! ,middle1 & hold an opposite ,cord 9 ea* ,h&4 ,he obey$ ) ! greate/ ,alacrity3 & seem$ to be a noisy bold ,adv5tur]4 ,sid5ote3 ,! ,aironaut fir/ quitt$ ! ,c>2 b cont9u$ to conduct ! ,balloon4 #aie4 ,! ,aironaut !n got out2 & hav+ suff]$ ! ,balloon to rise2 fa/5$ ! ,end ( ! ,cable to c5tral ,me%es ( ! ,net1 at ! ,bottom ( ! ,c>3 ord]+ ! /ronge/ & talle/ ,man to hold ! ,cable1 & let x g by ,degrees till ! ,an*or or grappl+ ,iron alone rema9$ 9 8 ,h&4 ,sid5ote3 ,behavi\r ( diff]5t ,adv5tur]s4 ,! ,balloon n[ ris+ above ! ,height ( ! ,trees1 & giv+ ! ,adv5tur] a new & ext5sive ,prospect ( ! ,c\ntry2 he became sil5t2 pale2 8 ,c\nt5ance ! ,picture ( ,di/ress2 look+ d[n z if = ,help4 ,! ,conductor repeat$ly bid him take ,c\rage4 ,b1 9 va94 ,by l[]+ ! ,c> )9 ! ,height ( ! ,trees1 he seem$ to recov] f 8 ,dismay4 ,,*apt] ,,xxxv4 ,section #aif4 ,! ,r\te ( ! ,balloon be+ n[ ?r\' a flat woody ,c\ntry1 ) tall ,trees gr[+ 9 ! ,h$ge ,r[s2 a ,difficulty occurr$1 h[ to conduct ! ,cable1 :5 ! ,balloon 0 above or betwe5 ! ,trees1 )\t entangl+3 :i* gave ! ,conductor mu* ,tr\ble1 z he 0 frequ5tly oblig$ to walk r\nd a ,field1 ! ,balloon be+ held 9 ! ,c5t]1 be=e he c\d espy a prop] ,op5+4 ,sid5ote3 ,m>* ( ! ,balloon4 ,! ,procession m>*$ sl[ly =w>d3 & ! "y ,man 0 c>ri$ among 8 ,pe]s 9 ,triumph ?r\gh ! ,air1 across ! ,turnpike-,road1 into ! ,middle ( an op5 ,grass ,field1 :]e he desc5d$2 took a ,companion less heavy1 & left ! ,c>4 ,?is ,/ripl+ 0 a good ,deal surpris$ ! ,in/ant he rose above ! ,trees2 b v5tur$ to look ar\nd3 & appe>$ on ! :ole mu* delight$4 #aig4 ,a great ,conc\rse ( ,p 7 n[ collect$4 ,accid5tal ,c>riages halt$3 jo9$ ! ,cavalcade1 & p>took ( ! ,div]sion3 ! great] ,"p foll[+ ! ,balloon ?r\' ! op5 ,fields adjo9+ ! ,road4 ,sid5ote3 ,caution to prev5t ! ,escape ( ! ,balloon4 ,! ,conductor g5]ally pref]r+ ! beat5 ,track2 yet suspect+ ! ,balloon ) its ,adv5tur] 9 ! ,c>1 might design$ly be suff]$ to escape1 took ! ,precaution to h ! ,grapple held by ne>e/ ,relations to ! ,p]son 9 ! ,c>4 #aih4 ,! ,gass evaporat+2 a sm>t "y ,fell[1 :o seem$ ready = ! ,jaunt1 /epp$ 93 on :i* ! =m] resign$ 8 ,place4 ,b he 0 no soon] rais$ a few ,y>ds above 8 ,companions1 ?an ! florid ,col\r =sook 8 ,*eeks2 he trembl$2 b5t himself d\ble ) ,fright2 & ! ,balloon 0 oblig$ to be haul$ d[n4 ,sid5ote3 ,a ,v5us 9 ! ,c> ( ! ,balloon4 #aii4 ,a fond ,"m !n reque/$ t h] ,*ild1 a f9e bloom+ ,girl1 might asc5d3 boa/+ ( h] ,c\rage1 & comp>+ x ) t ( ! ,p]son :o _h none4 ,! ,v5us smil$1 & m\nt$ h] ,c> ) great ,_s4 ,sid5ote3 ,polit5ess ( ! neighb\r+ ,g5tlem54 #bjj4 ,"s ,ladies & ,g5tlem5 ( ! ,neighb\rhood :o _h wat*$ ! ,balloon1 :ile x hung at an imm5se ,height ov] ,lymm1 & ! ,gunp[d] ,works on ! ,riv] ,m]sey1 came1 9 _! ,ev5+ ,walk1 to meet x3 jo9$ ! ,procession2 gave ! ,aironaut polite ,invitations to _! ,h\ses1 & %ew$ him e possible ,civility4 ,sid5ote3 ,effect ( ,air 9 ,motion on ! ,surface ( ! ,balloon4 #bja4 ,! ,resi/ance made by ! ,surface ( ! ,balloon1 aga9/ ! lea/ ,brea? ( ,air mov+ horizontally1 0 frequ5tly tri$ by occasionally hold+ ! ,grapple3 & x 0 a decid$ ,po9t1 t ! lea/ ,motion ( ! ,air 0 suffici5t1 toge!r ) ! ,action ( ,levitation1 to prev5t ! ,p]son1 :o held ! ,grapple :5 ! ,cable 0 ext5d$1 f transport+ ! ,balloon aga9/ ! ,curr5t3 nay x 0 ) ,difficulty he c\d rema9 9 ! same ,place3 ! ,balloon sometimes pull+ him =w>ds1 & almo/ (f 8 ,feet4 ,sid5ote3 ,effect ( calm ,air on ! ,surface ( ! ,balloon4 #bjb4 ,:5 ! ,air 0 p]fectly calm1 :i* frequ5tly happ5$ :ile ! ,balloon migrat$ ) diff]5t ,pass5g]s1 z ! ,ev5+ 0 ! f9e/ 9 ! ,_w1 & ! ,c\ntry flat & woody 9 ! ,h$ge-,r[s2 x 0 ) ,difficulty t ! ,conductor c\d draw ! ,balloon aft] him1 fa/] ?an ! ,rate ( a mod]ate ,walk3 viz4 ?ree ,miles an ,h\r4 ,,*apt] ,,xxxvi4 ,sid5ote3 ,sun set at #cd ,m9utes pa/ ,,vi4 ,section #bjc4 ,! ,sun set at #cd ,m9utes pa/ ,,vi4 &1 ?o' x 0 !n ne> t ,"t1 ! ,po/-,*aise 0 n arriv$4 #bjd4 ,on ,enquiry = a dry smoo? ,mead[1 he 0 recomm5d$ to proce$ a little f>!r1 to a ,place on ! ,road )9 ?ree ,miles ( ,w>r+ton4 #bje4 ,hav+ by ?is ,"t gratifi$ ! ,curiosity ( ! ,c\ntry 9 admitt+ ,boys & ,girls to ! ,age ( six or sev5 ,ye>s1 into ! ,c>2 & be+ arriv$ aft] ,sun-set at ! ,place appo9t$1 viz4 ,milton's ,cr(t-,gre52 he ord]$ ! ,balloon to be laid on its ,side along ! ,gr\nd3 hav+ remov$ ! ,c>1 & op5$ ! ,m\?2 ! inflammable ,air or ,gass1 0 soon press$ out by ,means ( a long ,pole roll$ across x by two ,m51 /&+ "o at ea* ,end ( ! ,pole3 beg9n+ at ! ,top or upp] ,valve1 :i* 0 held d[n close to ! ,gr\nd2 & end+ at ! ,m\? or ,neck4 ,x 0 !n roll$ up1 put into ! ,c>2 & ! :ole ,app>atus plac$ on ! ,top ( ! ,*aise :i* arriv$ ! ,mom5t want$4 ,sid5ote3 ,balloon put up at #ec ,m9utes pa/ ,,vi4 #bjf4 ,! ,op]ation 0 complet$ at #ec ,m9utes pa/ ,,vi3 ! ,conductor hav+ accompani$ ! ,balloon on ,foot exactly ?ree ,h\rs4 ,sid5ote3 ,balloon 9 ! ,air five ,h\rs & a ,qu>t]4 #bjg4 ,! ,balloon _h !re=e cont9u$ float+ 9 ! ,air1 ) diff]5t ,p]sons1 9 ! :ole1 = ! ,space ( five ,h\rs & a ,qu>t]4 ,! ,conductor1 promis+ to accept ! v polite ,invitation (f]$ him by ,mr4 ,/anton1 a ,g5tleman :o is pr9cipally conc]n$ 9 ! ,gunp[d]-,works ^u ! ,m]sey2 call$ at 8 ,h\se1 & p>took ( "s ,refre%m5ts4 ,he !n drove to ,w>r+ton1 :]e he 0 met by a ,p]son :om ,curiosity _h inspir$ to foll[ ! ,balloon on ,foot f ,*e/]1 z long z he c\d keep x 9 ,view4 #bjh4 ,mr4 ,lun>di likewise ) great ,civility dispat*$ 8 ,s]vant to assi/ ! ,aironaut 9 ! ,c>e ( ! ,balloon2 b he did n arrive 9 ,"t2 n rea*+ ,w>r+ton till ,,viii4 at ,night3 hav+ lo/ ,sight ( ! ,balloon ab\t ,d>esbury1 f\r ,miles f ,w>r+ton4 #bji4 ,nor 0 x visible to any1 at lea/ v few1 ( ! ,inhabitants ( t ,t[n1 :i* 0 equally hidd5 f ! ,aironaut3 :o1 !n ignorant ( 8 ,situation1 mu/ h rema9$ a consid]able ,"t susp5d$ above ! ,cl\ds2 :i* conceal$ bo? ! ,t[n & ,riv]4 ,he saw ,w>r+ton b twice :5 above3 = a %ort ,"t1 at a great ,di/ance1 & a m$iate ,altitude4 #baj4 ,! foll[+ ,day he return$ to ,*e/]3 0 met by ! ,militia-,music1 & u%]$ ) l\d ,huzzaes into 8 native ,city4 ,on 8 safe ,arrival2 besides ! private & s9c]e ,congratulations ( 8 ,relations & ,fri5ds2 ! ,bells rang3 8 ,flags 7 c>ri$ 9 ,procession1 & e public ,demon/ration ( ,joy 0 %ewn on ! ,occasion4 ,,to ,,! ,,inhabitants ,,( ,,*e/] ,,?anks4 ,,end ,,( ,,! ,,excursion ,,?r\' ,,! ,,air4 ,,airopaidia4 ,,*apt] ,,xxxvii4 ,,obs]vations1 ,,h9ts1 & ,,conjectures1 on ! ,,subject ( ! ,,balloon & ,,excursion ,,f ,,*e/] ,,! ,,eigh? ,,( ,,sept4 #aghe4 ,,( ,,! ,,wea!r1 ,,9 ,,! ,,vic9ity ,,( ,,*e/]1 ,,ab\t ,,! ,,"t ,,( ,,! ,,excursion4 ,section #baa4 ,= m ?an t5 ,days be=e ! ,balloon-,voyage1 ! ,w9d _h bl[n 7int]rupt$ly on ,acc\nt ( ! ,sea-,breeze7 f ,s\? & ,s\? by ,we/4 ,monday ! #e? ( ,septemb]3 ,a ,conjunction ( ! ,planet ,m]cury & ! ,moon1 at "o 9 ! ,aft]noon4 ,tuesday ! #f?3 ,a viol5t ,hurricane 9 ! ,s\? ( ,engl&1 at ,london1 ,portsm\?1 c4 ,! same ,day at ,*e/] ,nor?-,nor?-,we/1 & di/ant f ,london #ahb ,miles2 ,s\?-,breeze2 ,ra9 mo/ ( ! ,day4 ,!rmomet] at ,noon 9 ! ,%ade1 #fb3 & #ad ,divisions cold] ea* ,night1 ?an ! foll[+ ,day1 at an ,av]age ( five ,ye>s4 ,b>omet]1 bel[ ,mu* ,ra91 viz4 at #bh ,in*es ?s4 ,w$nesday ! #g?3 ,viol5t ,squalls f ,s\? & ,s\?-,we/1 ) hazy ,air1 till half pa/ ,,iv 9 ! ,aft]noon4 ,!rmom4 #eh2 ,b>om4 ,*angeable1 viz4 #bi4 ,?ursday ! #h?1 :i* 0 ! ,day ( ! ,excursion3 ,mu* bright ,sun4 7,on ,enquiry7 calm bel[ till half pa/ ,,iii 9 ! ,aft]noon1 !n ,we/ ,sea-,breeze3 ,s\?-,we/ ,breeze above till half pa/ ,,iv4 ,calm bright ,ev5+4 ,also ! upp] ,/ratum ( ,cl\ds ?9 & :ite1 9 quick ,motion1 :5 se5 f bel[ till ,noon3 at :i* ,"t ! ,sky 0 almo/ cl\dless3 &1 f above ! upp] ,/ratum1 7 se51 int]sp]s$1 ,multitudes ( deta*$ ,?und]-,cl\ds 9 l>ge ,masses1 ris+ at ,int]vals1 9 ! ,middle ( ! upp] ,surfaces ( :ite ,cl\ds1 & /ret*+ above !m4 ,friday & ,saturday mod]ate3 ,s\? & ,s\?-,we/ ,breeze4 ,sunday ! #aa?4 ,! ,planet ,m]cury /ation>y4 ,cl\dy ,morn4 ,s\?-,we/ ,breeze4 ,!rmom4 at #fj at ,noon4 ,b>om4 above1 ,*angeable1 viz4 at #bi4 ,mu* ?und] & ,ra9 9 ! ,aft]noon4 #bab4 ,qu]e1 ,_h ! ,?und]-,cl\ds on ,?ursday1 ?o' n rem>k$ by any f bel[1 yet visible to a great ,ext5t f ! ,balloon above !m1--any ,connexion ) ! ,?und] t happ5$ ?ree ,days aft]8 ,sid5ote3 ,wea!r1 to be progno/icat$1 by ,sight1 f ! ,balloon ,answ]3 ,x appe>s to ! ,obs]v]1 t ! ,?und] 0 gradually collect+ 9 ! ,air f ,?ursday till ,sunday3 & if s2 w n ,balloons1 :5 m frequ5t1 progno/icate ! ,wea!r1 by ,sight1 bett] ?an any o!r kn[n ,me?ods8 ,,*apt] ,,xxxviii4 ,,on ,,c]ta9 ,,appe>ances ,,at ,,diff]5t ,,altitudes ,,( ,,! ,,balloon4 ,sid5ote3 ,( ! highe/ visible ,cl\ds :i* are always :ite4 ,section #bac4 ,! highe/ visible :ite ,cl\ds1 (t5 se5 9 deta*$ ,/reaks1 dur+ ! f9e/ & also 9 ! wor/ ,wea!r1 7if n int]cept$ by l[] ,cl\ds7 & :i*1 :5 melt+ away1 are kn[n 9 "s ,c\nties by ! common ,appellation ( ,horse-,tails2 &1 susp5d$ ov] ,great-,brita91 are frequ5tly m>bl$ or dappl$ by ! ,w9d2 putt+ on ! ,appe>ance ( :ite ,waves1 l ,sea-,s&s ruffl$ & left by a rapid ,tide2--_h be5 di/urb$1 sep>at$1 & almo/ melt$ d[n by ! ,/orm ! ,day prec$+ ! ,excursion4 ,two ( !m only 7 /ill visible 9 ,/reaks1 ne> ! ,sun's ,place1 at ! fir/ ,asc5t4 ,!y seem$ )\t ,motion1 & became aft]w>ds invisible4 ,saussure1 ! celebrat$ ,pr(essor ( ,philosophy at ,g5eva1 is v exact 9 8 ,def9ition1 ,description1 & ,height ( ^! ,appe>ances3 & ?9ks x probable1 _! ,situation may be 8at lea/ fifte5 ,engli% ,miles above ! ,surface ( ! ,e>?40 8,c> qu& je consid]e ces f9es ,pommelures1 c40 8,= :5 ,i consid] ^! delicate ,dappl+s1 :i*1 9 a ,s]ies ( fair ,wea!r1 beg9 to cov] ! azure ,vault ( ,heav5 ) a :ite & transp>5t ,gauze1 & :i* port5d ,ra9 a long ,"t be=e x happ5s2 ,i am l$ to believe !y occupy a v elevat$ ,situation 9 ! ,atmosph]e0 7,essais sur l',hygrometrie1 ,p4 #bga47 ,x seems h[ev] t ,crosbie1 9 8 ,excursion f ,dubl9 on ! #be? ( ,janu>y #aghe1 pi]c$ ?r\' & so>$ above ^! f9e ,webs1 at ! ,height ( #af ,in*es by ! ,b>omet] 9 a fro/y ,air4 ,sid5ote3 ,( ! ,*ill9ess p]ceiv$ at a c]ta9 ,height4 #bad4 ,x has be5 already not$1 t at a c]ta9 ,height1 a ,k9d ( *ill9ess 0 p]ceiv$1 n asc]ta9able by ! ,!rmomet]4 ,! ,s5sation 0 sudd5ly impress$ f\r ,times1 9 asc5d+ & desc5d+ to & f ! same ,height1 viz4 ab\t #bf & #bg ,in*es1 equival5t to betwe5 #ejj & #ajjj ,y>ds above ! ,surface ( ! ,e>? at ! fir/ ,asc5t4 ,f ! ,uni=mity ( ,effect at ! same ,height2 ! ,s5sation may be ascrib$ to ! same ,cause1 viz4 ! ,level ( ! fir/ or l[] ,ti] ( ,cl\ds3 al?o' ! ,aironaut did n pass ?r\' any visible ,cl\d or ,vap\r1 dur+ ! ,excursion4 ,see ,section #ic4 ,sid5ote3 ,rem>kable ,appe>ances ( ,e>? & ,cl\ds4 #bae4 ,at ! same ,height likewise1 ?o' ! ,obs]vations h n be5 set d[n at l>ge2 ! ,appe>ances ( ! ,e>? & ,cl\ds 7 v rem>kable4 ,dur+ ! ,asc5t ( ! ,balloon1 betwe5 ! ,altitudes ( #bf & #bg ,in*es2 ! circul> ,prospects ( ! subjc5t ,e>? in/antly contract$1 &1 dur+ ! ,desc5t1 ab\t ! same ,height1 in/antly enl>g$ !mselves to ! ,eye ( ! ,aironaut4 #baf4 ,at ! same ,height m5tion$ be=e1 ! circul> ,prospects ( ! ,cl\ds appe>$ on ! same horizontal ,plane ) ! ,eye3 ?o' at ! ,di/ance ( a ,mile4 ,see ,section #di4 ,9 ?is ,situation1 ! ,obs]v] endeav\r$ to discov] ! ,?ickness ( ! ,/ratum ( ,cl\ds3 b 0 always baffl$ by a ,deception ( ,sight wor? record+4 ,! ,/rata 7 pla9ly compos$ ( ?ree or m ,heights ( ,cl\ds1 sail+ at great ,int]vals1 "o above ! o!r3 all :i* regul>ly vani%$1 z he approa*$ _! respective ,levels3 z if in/antly ?r[n into ! ,circumf]5ce ( a ,circle1 ^: ,radius 0 a ,mile4 ,dur+ ! ,asc5t1 9 pass+ _! suppos$ ,level1 ! ,cl\ds in/antly appe>$ f> bel[ him3 & dur+ ! ,desc5t1 z f> above4 #bag4 ,qu]e3 ,is x n f ! same ,cause1 t all ,vap\r is g5]ally invisible to a c]ta9 ,height & ,di/ance f ! ,eye8 ,x be+ incontrov]tible t m ,vap\rs rise ab\t noon1 ?an at any o!r ,h\r1 p>ticul>ly at ,sea1 :ile ! ,sun cont9ues to %9e2 :i*1 not)/&+1 are :olly invisible1 till arriv$ at a c]ta9 ,height8 ,sid5ote3 ,visibility ( ,vap\rs by m]e ,di/ance4 ,& h5ce ! ,visibility ( ,vap\rs by m]e ,di/ance1 :i* conta9s a suffici5t ,numb] ( ,p>ticles to int]cept & refract ! ,light1 )\t ,cold1 ,cond5sation1 or actual ,accumulation3 viz4 by ,refrangibility ( ^? prim>y ,rays ( ,light1 :i* ,air & ,vap\r unit$ are mo/ apt to reflect or transmit4 ,mons4 ,saussure has prov$ by 8 ,horse-,hair comp>ble ,hygromet]1 t 8! ,air %ews ,signs ( greate/ ,humidity an ,h\r aft] ,sunrise1 & ( lea/ ,humidity1 betwe5 ?ree & f\r 9 ! ,aft]noon40 ,b ! ,air be+ !n also ! hotte/1 w dissolve or evaporate ! greate/ ,quantity ( ,vap\rs1 & raise !m above ! ,hygromet] 7:i* by its ,heat w n reta91 b on ! contr>y repel & dissipate !m7 to great ,heights 9 ! ,atmosph]e4 ,see 8,essais sur l',hygrometrie1 ,c4 #f1 ,p4 #cae40 #bah4 ,9 g5]al !n3 ,is n ! ,cause ( ! above ,deceptions1 n an ,abs5ce1 b a ,transp>5cy ( ,vap\r to a c]ta9 ,di/ance3 7j z ! ,z5i? appe>s cl\dless1 :5 ! ,air is ov]ca/ ar\nd27 beyond :i* ,di/ance1 ! ,numb] & relative ,proximity ( ,p>ticles ) ,respect to ! ,eye1 is su*1 z to int]cept ! ,rays ( ,light3 :5 only1 !y put on ! ,col\r ( ,air1 & ,=m ( ,vap\r & ,cl\d8 ,& h5ce ! probable ,reason1 :y no circul> ,horizon ( ! ,e>?'s ,surface 0 pres5t$ dur+ ! ,excursion1 ,section #gi3 & :y x seldom has or c pres5t itself to ,aironauts or ,m\nta9e]s1 at any consid]able ,height above ! ,region or ,level ( ,cl\ds1 ev5 ?o' ,cl\ds d n appe> 9 ! ,air1 ei!r to !mselves1 or to ,spectators bel[4 ,?is ,po9t seems capable ( ,illu/ration by ,analogy1 f ! ,impossibility ( encreas+ ! ,magnitude1 & at ! same ,"t1 ,di/9ctness ( di/ant ,objects1 se5 ?r\' a common ,telescope2 on ,acc\nt ( ! ,quantity ( ,vap\rs betwe5 !m & ! ,eye ,:i* vap\rs may be magnifi$ till ! ,object appe>s confus$ & obscure2 & ev5 at la/ become sub/itut$ 9 ! ,place ( ! ,object1 "u ! ,=m ( ,opacity & ,cl\d9ess4 #bai4 ,! great] ! ,height ( ! ,balloon1 ! m contract$ 0 ! ,circle ( ,vap\r bel[ x2 & ! m limit$ ! ,prospect ( ! ,e>?'s ,surface bel[ ! ,vap\r4 #bbj4 ,x seem$ probable t ! ,sun %one z bright on ! ,c\ntries ar\nd ! ,obs]v]1 z on ,objects imm$iately bel[ him3 :i* ,objects c\d n h be5 illum9at$ by ! ,sun's ,rays1 d>t+ ?r\' ! app>5t & contract$ op5+ "u him2 z ! ,rays :i* %one on ! ,balloon1 fell beyond ! ,op5+1 obliquely on ,cl\ds :i* caught ! ,%ad[ ( ! ,balloon4 #bba4 ,! extreme ,r>ity or ,t5uity ( ! ,vap\rs 0 evid5t f ! progressive ,c\rse ( ! ,balloon1 :i* 0 always 9 ! ,c5t] ( a circul> ,op5+1 limit+ ! l[] ,prospects2 except :5 ! ,spectator lo/ all ,sight ( ! ,e>?1 by d5se1 watry1 int]v5+ ,cl\ds4 ,sid5ote3 ,novel ,situation peculi> to ! ,balloon1 aga9 describ$4 ,?is augu/ c5tral ,situation1 always *ang+ yet /ill ! same1 _h ! mo/ /rik+ ,effect on ! ,s5ses & ,imag9ation4 ,yet1 h[ev] pleas+ ! ,recollection ( ?is glori\s appe>ance2 h[ev] /rongly impress$1 accurately describ$1 or ri*ly pa9t$2 x mu/ fall inf9itely %ort ( ! orig9al s5sation4 ,unity & ,sam5ess 7 !re contra/$ ) p]petual ,v>iety3 ,beauty ( ,col\r+2 ,m9ut5ess1 & consummate ,arrangem5t2--) ,magnific5ce & ,spl5dor3 actual ,imm5sity2--) app>5t ,limitation3--all :i* 7 di/9ctly convey$ to ! ,m9d1 at ! same ,in/ant1 ?r\' ! ,int]v5tion ( ! ,organs ( ,sight3 &1 to complete ! ,sc5e1 0 add$ ! ,*>m ( novelty4 ,,*apt] ,,xxxix4 ,,conjectures ,,on ,,! ,,causes ,,( ,,! ,,circul> ,,transp>5cy ,,to ,a ,,c]ta9 ,,di/ance ,,bel[ ,,! ,,balloon1 ,,& ,,( ,,! ,,r$ ,,light ,,f ,,! ,,sea ,,& ,,riv]s1 ,,:5 ,,se5 ,,above ,,! ,,level ,,( ,,! ,,sup]ior ,,cl\ds4 ,sid5ote3 ,on ! circul> ,transp>5cy4 ,section #bbb4 ,qu]e3 ,z ,r$ is ! heavie/ & ,blue ! lighte/ ,col\r2 & z r$ ,rays bl5d$ at a c]ta9 ,angle ) blue ,rays1 produce ,opacity3 fur!r2 z r$ is ! pr$om9ant ,col\r reflect$ f ,wat]1 :ile 9 ! ,=m ( d5se ,cl\d1 = ,in/ance at ! ,ris+ & ,sett+ ( ! ,sun2 & blue ! ,col\r always reflect$ f ! light ,m$ium ( ,air or ,sky2 ,does n ?is ,mixture ( lea/ & mo/ refrangible ,rays1 :i*1 :5 aid$ ) ! int]m$iate prim>y ones1 causes a ,transp>5cy ne> & r\nd ! ,eye ( a ,spectator plac$ ei!r on ,e>? or among ! ,cl\ds2 produce1 at a great] ,di/ance & diff]5t ,angle1 su* a ,degree ( ,opacity1 z actually to give ! ,idea ( ,cl\ds surr\nd+ him at a ,di/ance8 ,! latt] ,"p at lea/ is true1 t ,vap\r & ,air1 :i* are naturally qualifi$ to transmit r$ & blue1 r ?an any o!r ,light1 w1 at a c]ta9 ,angle1 :5 bl5d$1 produce an opacity4 7,see ! ,lett] s5t by ,newton f ,cambridge to ,dr4 ,d]ham1 9 ord] to be pres5t$ to ! ,royal ,society1--9 8,miscellanea ,curiosa1 ,vol4 #a1 ,page #aji407 ,sid5ote3 ,on ! r$ ,light f ! ,sea & ,riv]s4 ,qu]e3 ,may n ! ,riv]s bel[ act z a ,prism2 z ,cl\ds1 ab\t ,sun-set or ,sun-rise1 d to a ,spectator on ,e>?1 & reflect only ! prim>y ,col\r r$1 ! heavie/ & lea/ refrangible ,ray8 ,x be+ also consid]$ t ,refraction _c *ange ! prim>y ,col\r3 nor are ,rays1 9 ! ,direction f bel[ to ! ,z5i?1 refract$2 ?o' se5 f a r>] into a d5s] ,m$ium4 ,possibly1 a ,p5cil ( ,rays1 9 com+ up f ! ,riv] bel[ may be /ripp$ or dra9$ by ! d\ble ,absorption ( ! ,atmosph]e & ,riv]1 & ! ,col\r r$ only1 suff]$ to rea* ! ,eye3 8be+ ! la/ to quit its ,basis ! ,wat]40 7,see ,morgan's ,obs]vations on ! ,light ( ,bodies1 c4 c4 ,phil4 ,trans4 = ! ,ye> #aghe1 ,"p #a1 ,vol4 #ge1 ,*ap4 #ia47 ,,*apt] ,,xxxx4 ,,on ,,! ,,excessive ,,dim9ution ,,( ,,objects ,,on ,,! ,,surface ,,( ,,! ,,e>?1 ,,to ,a ,,spectator ,,situat$ ,,above ,,! ,,region ,,( ,,cl\d1 ,,at ,,! ,,b>ometric ,,height ,,( ,,ne> ,a ,,mile ,,& ,,half1 ,,p]p5dicul>4 ,sid5ote3 ,recapitulation ( ! ,sc5]y bel[4 ,section #bbc4 ,! ,e>?'s ,surface 0 pres5t$ to ! ,eye ?r\' a circul> ,op5+ z already describ$4 ,?is ,op5+ discov]$ a ,pla91 smoo? & level z a ,die3 a ,sort ( %9+ ,c>pet1 enri*$ ) an endless ,v>iety ( ,figures depict$ )\t ,%ad[1 z on a ,map3 :at 0 really ,%ad[ =m+ a sep>ate ,col\r1 & n consid]$ at ! ,"t1 z ,%ad[4 ,! ,objects 7 di/9ctly m>k$1 & p]fectly kn[n to be ,m9iatures ( ! ,face ( ,nature4 ,all 0 ,col\r+3 no ,outl9e3 yet ea* ,appe>ance curi\sly def9$ by a /rik+ ,contra/ ( simple ,col\rs1 :i* s]v$ to di/+ui% ! respective ,b\nd>ies ) mo/ exact ,precision1 & inconceivable ,elegance4 ,r$ ,riv]s1 yell[ ,roads1 ,enclosures yell[ & light gre51 ,woods & ,h$ges d>k gre51 7 ! only ,objects cle>ly di/+ui%able1 & _! ,col\r+ extremely vivid4 ,! ,sun's ,rays reflect$ f ! ,surface ( ! ,sea1 & o!r ,wat]s1 dazzl$ ! ,sight4 ,all liv+ ,creatures 7 invisible4 #bbd4 ,! ,area ( ea* ,inclosure1 comput$ to conta9 a c]ta9 ,numb] ( ,acres1 0 se5 f above "u ! ,=m ( a ,m9iature ,picture ( a c]ta9 ,magnitude or visible ,ext5sion1 p]petually dim9i%+1 z ! ,eye rec$es to a great] ,di/ance4 ,& ! ,case is simil>1 :e!r ! ,m9iature be se5 f above1 or along ! ,gr\nd4 ,! ,m9iature also less5s z ! ,di/ance encreases1 accord+ to a c]ta9 ,proportion s exactly2#di ,t1 #a4 ,if ! ,di/ance & ,magnitude ( a tangible ,object be kn[n by ,m5suration2 a ,judgm5t is =m$1 & ,laws laid d[n1 = its correspond+ ,m9iature on ! ,eye4 #b4 ,if ! ,m9iature be se51 & ,di/ance kn[n by ,m5suration2 ! ,m9d =ms a ,judgm5t ( its tangible ,magnitude4 #c4 ,& la/ly1 if ! ,m9iature be se51 & ,magnitude ( a tangible ,object is kn[n by ,m5suration2 ! ,m9d makes an ,ef=t1 to ! ,e/imation ( its ,di/ance f ! ,eye4 ,^! are "s1 among _m ,modes ( ,comp>ison1 by :i* ! ,m9d acquires a tol]able ,degree ( ,pr(ici5cy1 9 e/imat+ ,di/ances ( famili> ,objects1 kn[n f ! ,appe>ance ( _! respective ,m9iatures on ! ,fund or ,bottom ( ! ,eye4 ,& s f> mo/ ,!ories agree4 ,b su* ocul> ,te/ is only true1 :ile ! ,comp>ison is made 9 ne>ly ! same ,m$ium4 ,= an ,object1 if se5 at ! same ,di/ance along ! ,gr\nd1 w appe> less z x rises above x2 & lea/ 9 ! ,z5i?2 z ! ,sun & ,moon1 at ,sett+ or ,ris+1 appe> l>ge & oval2 b at _! greate/ ,elevation1 are small & r\nd3 because be+ se51 :5 pass$ out ( a ,m$ium impregnat$ ) ,vap\rs1 :i* 9 "s ,measure int]cept ! ,rays ( ,light3 = ! fa9t]#ej a di/ant ,object appe>s1 ! great] x is appreh5d$ to be4#ea ,possibly inde$ an ,object at ! same ,di/ance1 if bright] at "o ,"t ?an ano!r1 w contract ! ,pupil 9 ,proportion to its ,brightness3 :i* may h ! same ,effect1 z if ! ,object _h made a small] ,m9iature on ! ,ret9a2 & w regul>ly /rike ! ,m9d ) an ,idea ( ,magnitude1 only equal to its correspond+ ,contraction2 i4e4 less1 :5 ! ,object is bright1 & great] :5 fa9t4 #bbe4 ,if a l ,reason+ be appli$ to ! ,asc5t ( ,balloons2 & x be said t !y d n rise s high z is imag9$1 because _! ,magnitude is dim9i%$1 m]ely f be+ elevat$ into a ,portion ( ! ,atmosph]e lea/ impregnat$ ) ,vap\rs2 x w foll[1 t to a ,spectator 9 ! ,balloon2 kn[n ,objects on ! ,surface ( ! ,e>? bel[1--be+ se5 f a r>] into a d5s] ,m$ium1 also into "o :i* conta9s a great ,quantity ( ,vap\rs2--%\d appe> l>g]1 ?an :5 se5 along ! ,gr\nd1 at a ,di/ance equal to its ,height 9 ! ,balloon3 all :i* is contr>y to ,matt] ( ,fact3 p>ticul>ly if ! ,b>omet] gives a prop] ,e/imate ( ! ,height1 ( :i* !re is little ,d\bt3 a prop] ,all[ance be+ made1 9 c]ta9 ,cases1 on ,acc\nt ( ! ,refraction3 =1 z be=e m5tion$1 7,section #dd7 ,objects se5 f ! ,balloon at a ,mile & ,half b>ometric ,height1 cont9u$1 ) inv>iable ,uni=mity1 to sugge/ ! ,idea ( at lea/ sev5 ,miles4 #bbf4 ,by a g5]al ,comp>ison ( ,enclosures1 & ( sep>ate ,build+s :5 !y c\d be di/+ui%$ f ! ,balloon above ! ,region ( ,cl\d1 ) ! mo/ di/ant ,extremities1 7on ! horizontal ,level7 ( ,fields or ,h\ses situat$ along ! ,sides ( ,hills or ,m\nta9s1 at a kn[n ,di/ance by ,miles1 mak+ ,all[ance = _! be+ se5 9 a /raight ,l9e2--! latt] seem$ at lea/ five ,times l>g] ?an ! =m]3 suppos+ !m at equal ,di/ances4 ,to give an ,in/ance4 ,suppos+ ! mo/ di/ant ,extremities ( a kn[n ,build+ or ,enclosure1 situat$ on ! ,side ( a ,hill or ,m\nta91 pres5t$ a ,m9iature ( a famili> ,magnitude to ! ,eye ( ! ,spectator on ! ,gr\nd1 at ! kn[n ,di/ance ( a ,mile & ,half2 ! same ,object :5 se5 f ! ,balloon at ! same b>ometric ,height1 appe>$ full five ,times less4 ,?is ,comp>ison 0 made by ,memory1 ! ,morn+ aft] ! ,excursion1 ?o' sugge/$ :ile 9 ! ,balloon1 f ! wond]ful ,m9ut5ess ( all ,objects !n pres5t$ to ! ,eye4 ,! ,au?or be+ likewise famili>iz$ to judge ( ,heights2 hav+ be5 on sev]al ( ! *ief ,m\nta9s 9 ,europe3 also1 ( comp>ative ,di/ances1 f 8 ,situation ne> a l>ge ,city1 9 a popul\s1 enclos$ ,c\ntry2 on a high ,pla91 )9 ,view ( ! ,sea1 ,m\nta9s1 ,hills1 ,enclosures1 ,build+s1 & ,objects ^: ,magnitude & ,di/ances 7 kn[n4 #bbg4 ,! ,balloon itself1 a ,globe tw5ty-five ,feet 9 ,diamet]1 0 se5 9 ! ,air on ! ,day ( ,asc5t1 at ! ,di/ance ( #ai ,miles4 ,sid5ote3 ,! ,magnitude ( ,objects se5 f ! ,balloon comp>$ ) ^? ( ! ,sun or ,moon ne> ! ,m]idian1 :5 se5 f bel[4 #bbh4 ,! ,reason already giv51 = ! ,solution ( ! fam\s ,"q conc]n+ ! app>5t ,magnitude ( ! horizontal ,moon1 seems no less applicable to ,objects on ! ,e>?'s ,surface1 :5 se5 f ! ,balloon3 :i* ,dim9ution ( ,objects bel[ confirms ! ,defect ( ,dr4 ,smi?'s ,hypo!sis4 ,=1 z !y appe>$ extremely bright2 be+ %one on by ! ,sun1 & se5 ?r\' ! ,air 9 a p]p5dicul> ,l9e1 conta9+ ! lea/ possible ,quantity ( ,vap\r2 ! ,brightness mu/ h exce$$ t ( ! same ,objects1 :5 se5 along ! ,gr\nd3 & consequ5tly ! ,m9iatures ( ! =m] mu/ h be5 less ?an ! latt]1 & also _! respective ,di/ances seem great]4 ,,*apt] ,,xxxxi4 ,,conjectures ,,on ,,! ,,causes ,,:i* ,,influ5ce ,,! ,,desc5t ,,( ,,balloons ,,9 ,,_! ,,passage ,,ov] ,,wat]4 ,sid5ote3 ,recapitulation ( ,facts4 #a4 ,conjectures conc]n+ ! regul> ,t5d5cy ( ! ,balloon to desc5d on its ,approa* t[>ds wat]4 #b4 ,its greate/ ,desc5t1 :5 9 ! ,z5i?1 ov] ! ,middle ( ,riv]s4 #c4 ,recov]y & ,re-asc5t to ! =m] ,level1 z x rec$es f !m4 ,section #bbi4 ,article #a4 ,on ! fir/ ,asc5t 9 ! ,ca/le-,y>d1 ,*e/]1 ! ,balloon g5tly mov$ t[>ds ! ,riv] ,dee1 & ! ,sea4 ,& w\d probably h gone out to ,sea1 if ! asc5sive ,p[] _h n pres5tly rais$ x above ! ,influ5ce ( ! ,wat]2 into an upp] ,curr5t ( ,air1 :i* 0 visible at t ,"t1 & = two ,h\rs be=e ! ,asc5t1 by ! ,motion ( sup]ior ,cl\ds 9 a safe ,direction t[>ds ! ,l&4 #bbi4 #b4 ,! ,balloon 0 affect$ 9 pass+ across ! ,riv] ,g[ay1 & ,traf=d ,mead[s1 :i* are a ,mile wide3 fir/ mov+ ,we/w>d1 & aga9 t[>ds ! ,sea2 mak+ sev]al ,curves3 !n re/+ & l+]+ betwe5 ,great & ,little ,b>r[3 z ! ,aironaut 0 well in=m$ by ,p]sons ( ,v]acity1 :o obs]v$ x3 8 ,att5tion be+ engag$ at t ,"t by o!r ,objects4 #bbi4 #c4 ,a proportionable ,effect 0 obs]v$ 9 cross+ a small ,brook ne> ,alvanley4 #bbi4 #d4 ,! ,riv] ,wev] & its broad ,mead[s above ,frod%am-,bridge actually /opp$ ! f>!r ,progress ( ! ,balloon3 ?o' its ,c\rse 0 m]ely across ! ,riv]4 ,! ,deviation 0 g5tly ?o' inv>iably t[>ds ! sea3 &1 if n timely prev5t$1 ! ,balloon mu/ h fall5 9 ! ,middle ( ! ,*annel4 #bbi4 #e4 ,! same ,case w\d h happ5$ on ! ,re-asc5t at ,bellair2 if ! levitat+ ,=ce _h n z at fir/1 ov]come ! ,influ5ce ( ! wat]s1 & lift$ ! ,balloon into ! same upp] ,curr5t1 :i* cont9u$ to move 9 its =m] safe ,direction4 #bbi4 #f4 ,diff]5t ,bran*es ( ! ,duke ( ,bridgewat]'s ,canal ne> ,pre/on-,brook might possibly affect x 9 a small ,degree3 &1 ?o' ,cl\ds a little aft]w>ds1 seclud$ ! ,aironaut f a ,sight ( ! ,e>?2 yet ! ,balloon 0 kn[n to hang1 = "s ,"t1 ov] ! ,m]sey ne> ,w>r+ton4 #bbi4 #g4 ,! ,balloon desc5d$ & alight$ on ! ,middle ( a l>ge ,tract ( wet ,moss ,gr\nd4 ,! ,writ] saw ,sadl]'s ,balloon rise at ,man*e/]1 ! #aa? ,may1 #aghe1 & desc5d ne> ,bl5c[-,bridge1 at ! ,conflux ( two ,riv]s4 ,! above ,facts give suffici5t ,indications ( ! con/ant ,t5d5cy :i* ,balloons h1 to desc5d on ,wat]4 ,,*apt] ,,xxxxii4 ,section #bcj4 ,?ree ,causes seem g5]ally to concur 9 produc+ ! ,effect ( ,desc5t1 ov] ,wat]4 #a4 ,! ,wat] itself4 #b4 ,! ,air above x4 #c4 ,*ange ( ,temp]ature1 ,section #bca4 ,article #a4 ,s long z ,gass escapes f ! ,balloon2 x w be in/antly & reciprocally attract$1 ?r\' ! ,crevices1 by ! ,moi/ure conta9$ 9 ! ,air1 p>ticul>ly ov] ,riv]s3 its specific ,gravity )9 ! ,balloon1 w\d be encreas$1#eb & consequ5tly ! ,balloon itself r5d]$ less buoyant3 ,! ,gass w\d1 on ! contr>y1 be repell$ by electric ,air3 :i* w\d less5 its ,t5d5cy to escape1 ?r\' ! ,pores ( ! ,silk4 ,b x is presum$ t ,air-tight ,balloons w be little affect$ by ext]nal ,moi/ure4 #bca4 #b4 ,moi/ ,air ov] ,wat] be+ g5]ally cool] ?an ov] ! adjac5t ,l&1 w1 s long z ! ,gass cont9ues at its =m] ,temp]ature1 assi/ & raise ! ,balloon ?us mov+ into a d5s] ,/ratum3 b no soon] is ! ,balloon contract$ by ! ext]nal ,cold1 ?an x desc5ds into a ,m$ium ( ,air1 ^: specific ,gravity is proportionable to ! contract$ ,bulk ( ! ,balloon1 & re/s :5 equal to x4 #bca4 #c4 ,wat] is also a ,conductor ( ,electricity1 ?o' a feeble "o3 & !re is moreov] a /rong *emical ,aff9ity betwe5 wat]1 inflammable ,air1 ,gasses1 ,flogui/on1 & ,electricity4#ec #bca4 #d4 ,wat] w !re=e conduct ! ,gass to itself3 i4e4 w draw ! ,balloon d[nw>ds1 & ) accel]at+ ,velocity2 z ! ,attraction is /rong]1 ! ne>] ! ,wat]4 #bca4 #e4 ,b if ! ,air ov] ! ,wat] be w>m] ?an t ov] ,l&2 !n ! ,balloon1 mov+ into a w>m] ,m$ium1 z ov] ! ,sea 9 fro/y ,wea!r1 mo/ und\bt$ly desc5ds3 till ! includ$ ,gass has receiv$ ! additional ,encrease ( ,temp]ature f t ( ! ,air1 at :i* ,"t x w h a ,t5d5cy to reasc5d1 & w re/ susp5d$ 9 ,equilibrio1 z 9 ! =m] ,case4 ,! above ,causes h[ev] may be consid]$1 z trivial4 ,! fir/ may be avoid$ by mak+ ! ,balloon ,air-tight3 & ! second easily gu>d$ aga9/ by ?r[+ out a little ,balla/4 ,! only =midable "o1 if any1 is ! depression ( ! atmosph]e4 ,?is x w be necess>y to consid] ) "s ,degree ( ,att5tion4 ,,*apt] ,,xxxxiii4 ,section #bcb4 ,:oev] consults ,antiquity1#ed or is acqua9t$ ) mod]n ,mteorism1 w asc5t to ! ,tru? ( ! ,facts !re recit$1 viz4 ,t ! ,/orms ( disp]sion call$ ,pre/]-,john1 & ,ox-,eye ov] ,table ,bay at ! ,cape ( ,good-,hope 7n to m5tion ^? ( collection1 z ,:irlw9ds#ee & ,wat]sp\ts27 desc5d on ,sea & ,l& f ! middle ,regions ( ! ,air1 (t5 p]p5dicul>ly d[nw>ds3 & !n bl[ viol5tly f a ,c5t]1 to all ,p>ts ( ! ,compass at once3 a necess>y ,consequ5ce ( _! beat+ =cibly ^u ! ,l& or ,wat]4 ,! ,anci5ts ma9ta9$ t ! ,orig91 ( ,w9d 0 a m]e ,depression & ,p]cussion f ! ,cold ( ! middle ,region3 & x %\d be rem>k$ t _! ,obs]vations 7 made on ! ,cont95t1 & 9 w>m ,climates4 ,n[ :at is se5 to ,excess 9 ! hotte/ & colde/ ,climates2#ef mo/ probably takes ,place1 9 a less ,degree1 9 temp]ate ones4 ,!re=e1 on a ,*ange ( ,wea!r1 ! upp] ,atmosph]e desc5ds3 :e!r its ,effects are ,cold1 z 9 ,w9t]2 ,w>m?1 z 9 ,spr+2 ,w9d or ,wet2 at ! prop] ,seasons ( ! ,ye>4 #bcc4 ,! ,balloon1 ) :i* ,dick] ,junior asc5d$ at ,bri/ol1 ,april #ai1 #aghd1 on a w9dy ,day1 prov$ ! ,tru? ( ! ,conjecture3 = ?o' ! ,aironaut ?rew out mo/ ( 8 ,balla/2 yet aft] ea* ,asc5t & ,recov]y1 he 0 repeat$ly d>t$ d[nw>ds ev5 ) ! ,gr\nd4#eg #bcd4 ,a simil> ,ev5t happ5$ to ,crosbie1 9 8 ,passage ov] ! ,sea f ,dubl9 to ,engl&2 =1 ?o' he too dis*>g$ 8 ,balla/1 ! ,w9d kept him d[n & ev5 ) ! ,wat]4 ,! ,wea!r at t ,"t seems to h be5 an 1 ,procella1 ,p]cussion1 ,squall1 or ,tornado1 i4e4 a ,/orm ( depression1 & disp]sion4 #bce4 ,! ,eknfiai ,w9ds come f cool ,po9ts on ea* ,side ! ,nor?4 ,bacon also obs]ves t all boi/]\s ,w9ds1 z ,procella1 ,typho1 & ,turbo1 h ! evid5t ,direction ( a ,precipice1 or ,projection d[nw>ds1 m ?an o!r ,w9ds3 !y seem to ru% d[n l a ,torr5t or ,cascade3 & are !n rev]b]at$ or beat back f ! ,e>?1 9 all ,directions4 ,/ubble1 ,corn1 or ,hay 9 ! ,mead[s are rais$1 & spread ar\nd 9 ! ,=m ( an ext5d$ canopy1 7inv]t$ ,cone1 elliptic ,solid1 & hyp]bolic ,curve47 ,see 8,bacon's ,hi/oria ,v5torum01 ,pag4 #dc1 ad ,articulum #aj4eh #bcf4 ,if !n x be all[$ to reason f t ,analogy :i* took ,place 9 mo/ ( ! ,cases already m5tion$2 ! g5tl] ,depression4 ( ,balloons ov] ,wat] 9 mild] ,wea!r1 may be ow+ to a ,cause some:at simil>1 ?o' n s evid5tly an imm$iate ,object ( ! ,s5ses1 viz4 an actual ?o' invisible ,desc5t ( ,air ^u ! ,wat]4 #bcg4 ,blan*>d 9 8 ,passage ov] ! ,sea f ,dov] to ,bologne 9 ,france1 :5 ne> ! ,middle ( ! ,*annel1 suff]$ an unexpect$ ,depression1 & at ! same ,"t 0 ne>ly becalm$4 ,a calm also took ,place on ! ,iri% ,sea3 :i* mu/ h prev5t$ ,crosbie f l&+1--)\t ,w+s1 or "s propulsive ,ma*9]y1 connect$ ) ! ,balloon4 #bch4 ,lun>di rose f ,liv]pool :5 ! ,w9d blew boi/]\sly3 yet 0 becalm$ tw5ty ,m9utes ov] ! broad ,turn ( ! ,m]sey ne> ,ince1 :5 above ! ,level ( ! ,w9d3 &1 desc5d+ into ! same ,/ream ( ,w9d1 0 hurri$ along t[>ds ,bee/on-,ca/le 9 ,*e%ire4 ,,*apt] ,,xxxxiv4 ,sid5ote3 ,depress+ ,columns ( ,air kn[n to ! ,egyptians4 ,section #bci4 ,! ,exi/5ce ( depress+ ,columns ( ,air 0 well kn[n to a ,p m anci5t ?an ei!r ,romans or ,greeks4 #bdj4 ,! sultry ,climate ( ,egypt1 ^: ,situation is t ( an ext5sive ,mead[ wat]$ by a broad ,riv]1 & enclos$ by ,m\nta9s to ! ,ea/ & ,we/2 consequ5tly n subject to g5]al horizontal ,curr5ts ( ,air1 except along ! ,l9e ( its ,m]idian1--is ! ,c\ntry1 :]e9 ,columns ( cool ,air desc5d+ on ! ,wat]1 w\d be soon obs]v$4 ,& !y1 9 ,fact1 7 almo/ ! only ,p :o appli$ ! ,obs]vation to common ,life3 hav+1 accord+ to ,h]odotus1 z well z lat] ,writ]s1 built l(ty ,/ructures op5 at ! top4 ,by :i* ,means ! cool ,air ru%+ d[nw>ds greatly refre%$ ! ,inhabitants4 ,! anci5t ,pan!on1 at pres5t call$ ,all ,sa9ts ,*ur*1 n[ /&+ at ,rome2 built 9 ! l[e/ ,situation ( a ,/reet nam$ ! ,piazza di ,navona is on ?is ,con/ruction3 & ! ,h9t probably tak5 f an ,egyptian ,model4 #bda4 ,9 all inl& ,c\ntries1 ^: ,lakes are frequ5tly surr\nd$ by ,m\nta9s1 z ,bala-,pool 9 ,nor?-,wales2 ^? ( ,we/morel& & ,cumb]l&2 ! ,lake ( ,g5eva 9 ,swiss]l&2--! ,air ru%es =cibly on ! ,surface ( ! ,wat] 9 desc5d+ ,torr5ts3 ?is ! ,writ] has frequ5tly obs]v$4#ei 7,9 o!r ,languages1 ! ,words applicable to ,w9d on a ,lake1 or ! ,ocean1 signify ,desc5t3 z1 1 & also ! ,nor!rly or desc5d+ ,w9d correspond$ to ! :ile ! ,s\!rly or asc5d+ ,w9d answ]$ to ! 47 ,all ?is1 :i* may be all[$ to take ,place 9 bad ,wea!r1 may p]haps be except$ to1 9 f9e1 & /ill m s1 9 ! f9e/ ,wea!r4 ,z ! slighte/ ,*ange is fir/ obs]vable on ! ,surface ( ,wat]1 :e!r on ,lakes or ! ,ocean1 ! ,desc5t ( ,air 9 ! f9e/ ,wea!r is famili> to ,m>9]s by ! ,appellation ( light airs1 play+ 9 ,eddies3 & p>ticul>ly 9 ! v>iable ,latitudes2 i4e4 betwe5 #cb & #db3 to ^! ! ,writ] c also witness3 z well z on small & l>ge inl& ,lakes1 by p>tial ,dimpl+s & ,ruffl+s ( ! ,surface4 ,,objection ,,to ,,! ,,!ory ,,remov$4 #bdb4 ,x may be object$ to ! above ,!ory1 t ! ,w9d pla9ly bl[s 9 an horizontal ,direction1 z may be se5 f ! ,motion ( ,cl\ds & ,trees4 ,to :i* x may be answ]$1 t if ,cl\ds are n beside ! ,"q2 z x is n ass]t$ t a s+le ,column ( ,air presses f s great a ,height to ! ,e>?2 7?o' x be ! ,case 9 ,squalls27 yet x is extremely difficult to det]m9e :e!r ,cl\ds move 9 a ,direction exactly p>allel to ! ,plane ( ! ,horizon3 & x is mu* m probable t !y are 9 a p]petual ,*ange1 encreas+ or melt+2 ris+ or fall+1 accord+ to ! ,pressure & specific ,gravity ( ! ,m$ium 9 :i* !y float2 its ,t5d5cy to ,moi/ure or ,dr9ess1 ,cold or ,heat2 also ! diff]5t ,comb9ations & ,decompositions1 ) ,respect to :i*1 ! ,atmosph]e is 9 p]petual ,v>iation4 ,! ,motion ( ,trees1 if c>efully att5d$ to1 seldom %ew ,effects ( a regul> horizontal ,curr5t4 ,& s9ce ! m p[]ful ! ,w9d2 ! m evid5t & accurate may be ! ,obs]vation2 x w be f\nd1 t ! fir/ g5]al ,effect is an oblique ,depression1 succe$$ by a ,recov]y or in/ant ,exaltation3 !n a mom5t>y ,pause1 or actual ,retreat ( ! ,w9d2 & 9 a few ,seconds1 a ,return ( ! depress+ ,torr5t4 ,b ! /ronge/1 &1 at ! same ,"t1 an irrefragable ,pro(1 is by ,appeal to ,m5 ( ,sci5ce 9 ! ,navy1 or to skilful ,pilots1 :o are conv]sant ) ,w9ds & ,waves2 :o h wea!r$ ,/orms (f ,cape ,hatt]as 9 ,latitude #cf2 7:]e probably ! ,w9d is p]petual27 or h made an ,ea/-,india ,voyage3--:e!r1 if a ,gale blew 9 an horizontal ,direction only2 ! ,ocean c\d produce su* an ,inequality ( ,surface3 or :e!r :5 ! ,sea runs m\nta9s high2 ! trem5d\s ,surges mu/ n arise f ! viol5t ,action ( ,w9ds repeat$ at ,int]vals1 sometimes desc5d+ p]p5dicul>ly2 b (t5] 9 =cible ela/ic ,torr5ts ( oblique depression1 & in/ant ,resilition8 ,,*apt] ,,xxxxv4 ,sid5ote3 ,a g5tle ,depression ( ,air ov] moi/ ,places 9 fair ,wea!r4 ,section #bdc4 ,intimations ( depress+ ,columns 9 mod]ate ,wea!r1 are ! sluggi% ,cl\ds1 :i* (t5 make _! fir/ ,appe>ance1 & rema9 longe/1 nay almo/ cont9ually1 ov] & along great ,riv]s1 & ,*a9s ( ,m\nta9s1 bo? dur+ a ,calm1 or f :atev] ,po9t ! ,w9d bl[s4 ,& h5ce ! great] ,quantity1 ,viol5ce1 & ,cont9uance ( ,w9d & ,ra91 :i* !n desc5d3#fj also ( ! great] ,purity ( ! ,air dur+ su* ,desc5t4 #bdd4 ,z1 !re=e1 x is pla9 t atmosph]ic ,air desc5ds frequ5tly1 bo? 9 bad & f9e ,wea!r2 if a ,cause c be assign$ s g5]al1 z to make x probable1 t su* depression does almo/ cont9ually take ,place3--?o' at pres5t ! ,effect is only evid5t to ! ,s5ses1 by actual ,exp]im5t 9 ! ,passage ( ,balloons ?r\' su* ,columns2--x w be suffici5t to put ,ballooni/s on _! ,gu>d aga9/ ! ,effects ( su* ,depression4 #bde4 ,9 ord] to inve/igate ! ,!ory ( ,depression2 x may n be unacceptable1 p>ticul>ly to ^? :o h n _h ,leisure to p]use ! ,exp]im5ts on ,air1 by ,dr4 ,prie/ley1 or ! ,collection on ! same ,subject by ,cavallo2--j to extract a few %ort ,quotations1 on ! *emical ,aff9ities ( ,air & ,wat]4 #bdf4 ,article #a4 8,wat]1 z ,ra91 imbibes only ! pure ,air ( ! upp] ,regions1 leav+ ! light] & flogui/icat$ ,air to asc5d40#fa #bdf4 #b4 ,felc ,fontana says1 8,common ,air receives an ,encrease ( ,bulk & ,ela/icity f be+ %ak5 9 ,wat]40#fb #bdf4 #c4 ,air absorbs ,wat]1 & ,wat] absorbs ,air3#fc & ! ,absorption ( ,air by ,wat] is promot$ by ,agitation3 x also absorbs twice z mu* deflogui/icat$ ,air1 z common ,air3#fd ! :ole ,bulk ( ! ,air absorb$ be+ equal to "o-twelf? ( ! ,bulk ( ! ,wat]3 yet ! ,bulk ( ! ,wat] seems b little encreas$3 ! ,air be+ conta9$ )9 ! ,int]/ices ( ! ,wat]4 #bdg4 ,! foll[+ is a pretty & an easy ,exp]im5t1 to %ew h[ ! absorption ( wat] by air takes ,place1 "u ! imm$iate ,inspection ( ! ,obs]v]4 ,admitt+ ! ,sun's ,light into a ,room1 ?r\' "o ,w9d[ only2 p\r a ,p9t ( boil+ ,wat] into a l>ge ,bason3 hold ! ,bason1 :i* w n be half full1 next ! ,light1 9 su* a ,mann]1 t ! ,sun may %9e on ! ,wat] & ,bason2 yet ! ,eyes be %ad$ by ! ,top ( ! ,w9d[ ,frame4 ,incl9e ! ,side ( ! ,bason t[>ds ! ,light1 s t ! ,wat] may rise ev5 ) ! ,top4 ,! ,eye be+ plac$ j above ! upp] ,side ( ! ,bason1 f>!/ f ! ,light2 look on ! ,wat]4 ,y may !n obs]ve ! ,surface ( ! ,wat] next ! ,light1 refract ! ,sun's ,rays1 & produce ! prim>y ,col\rs1 p>ticul>ly ! r$ & gre53 :i* ?o' transi5t1 cont9ue to be se5 9 ,succession2 z ,vap\rs rise above ! ,surface ( ! ,wat]4 ,_! fir/ ,asc5t is pla9ly discov]able3 rema9+ above its ,surface1 9 ! ,=m ( small ,du/1 g5tly agitat$1 n sep>ately b z a :ole4 ,nor d !y seem to rise into ,/eam1 till assi/$ by ! ,action1 & ,contact ( dry ,air1 :i* l dry ,spunges1 licks (f & absorbs ! small ,du/ already accumulat$ by ! ,=ce ( ! ,heat f bel[1 & !n becomes visible "u ! ,appe>ance ( ,/eam1 fly+ (f 9 di/9ct holl[ ,vesicles4 ,! m /ill ! ,air ( ! ,room1 ! m sl[ly w ! ,spunges ( ,air come 9 ,contact ) ! ,body ( small ,du/4--,besides ! small ,du/ already m5tion$2 ! ,heat w deta* solid ,globules ( ,wat]2 :i* w rema9 float+ on ! ,surface ( ! ,body ( ,wat]3 till ! dry ,air desc5ds & transports !m ) x2 ! ,air at ! same ,in/ant dissolv+ ! solid ,globules into holl[ ,vesicles4 ,b ! mo/ extraord9>y ,ph5om5on1 & :i* _c be mi/ak51 is1 t z soon z a ,spunge ( ,air has dipp$ into ! ,surface ( ,wat]1 & receiv$ its ,lad+2 ! ,vesicles cont9ue to accumulate1 till ano!r fre% ,spunge desc5ds 9 a simil> ,=m1 :i* may be trac$ ^u ! ,surface ( ! ,wat]1 & se5 9 its ,%ad[1 or r 9 ,beams ( ,light at ! ,bottom ( ! ,bason1 at ! ,in/ant x has fl[n (f ) its ,burd53 = t ,"p ( ! ,surface ( ! ,wat] transmits new ,rays ( ,light1 on ,removal ( ! ,vap\r c>ri$ away by ! ,dip & ,play ( ,air4 #bdh4 ,! ,removal ( ! ,vap\r1 likewise exhibits a curi\s ,appe>ance on ! ,surface ( ! ,wat]3 :i* seems z if divid$ into irregul> ,p>cels deta*$ f ea* o!r2 l ! reticul> ,dapl+s visible on ! "u ,side ( ,cl\ds elevat$ to ! highe/ ,/ratum ( ! ,atmosph]e1 & !re evaporat+ or dissolv+4 #bdi4 ,s p[]ful is ! ,attraction betwe5 ,air & ,wat]2 t1 :ile ! ,/eam is ris+ above & r\nd ! ,sides ( ! ,bason2 ,waves ( fre% ,air1 by ,int]vals1 press ! ext]ior ,p>ts ( ! ,/eam inw>ds1 9 ord] to get at ! ,surface by desc5d+ into ! ,bason4 ,?is ,op]ation is be/ discov]$1 :5 ! ,bason is held ev54 ,& ! :ole ,process may be obs]v$ m di/9ctly1 if ! ,bason is rais$ & fix$ on a ,frame1 ne> ! ,height ( ! ,eye ( ! ,obs]v]1 /&+ upright3 :o w !n be able to trace m9utely ! exact ,=m ( ! ,/eam1 & ,ins9uation ( ! ,waves ( ,air into ! ,c5t] ( ea* ,curl1 or ris+ ,curvature3 an ,appe>ance1 simil> to :i*1 may be se5 9 ,wat] fl[+ f a small ,orifice 9 a close ,vessel2 ! fre% ,air =cibly ent]+ 9 an opposite ,direction2 =m+ a visible ,cavity & ,curvature 9 ! ,c5t] ( ! ,/ream4 ,see ,halley's ,exp]im5ts on ,evaporation 9 ! op5 ,air1 & 9 a close ,room1 9 ,l[?orp's ,abridgem5t ( ! ,phil4 ,trans4 ,vol4 #b1 ,p4 #ajh4 ,hav+ once rem>k$ ! =ego+ ,process at ,leisure2 ! same may be se5 ov] any op5 ,vessel ( ,wat] j w>m en\gh to emit visible ,/eam3 b ! ,air %\d be z /ill & calm z possible3 ! ,/eam nev] ris+ f all ,p>ts ( ! ,surface at once2 b a depress+ ,spunge ( ,air always desc5ds to ! ,surface1 ! ,in/ant a ,lam9a ( ,vap\r has be5 deta*$4 ,su* is ! regul> & inv>iable ,process ( ,evaporation4 ,! same ,process may be di/9ctly trac$ ov] ! ,surface ( a ,piece ( ,wat] or ,riv]1 ! ,air be+ p]fectly calm1 9 a g5tle ,fro/1 at ,sunrise1 p>ticul>ly 9 ,autumn1 :ile ! ,wat] reta9s a ,w>m? sup]ior to t ( ! ,air4 #bej4 ,h5ce x foll[s t z mu* light#fe & w>m ,air z is rais$ ) ! ,/eam by ,evaporation f ! ,surface ( any ,wat]2 s mu* heavy & cool ,air is in/antane\sly1 con/antly1 & =cibly depress$ ^u its ,surface1 9 ord] to supply ! ,vacancy1 re/ore ! ,equilibrium1 & cont9ue ! ,evaporation4#ff #bea4 ,n[1 besides ! mutual ,aff9ity t ,wat] has to almo/ all ,k9ds ( ,air1 & to ,flogui/on2 add$ to its ,p[] ( ,absorption2 & z ! sea1 p>ticul>ly 9 ,summ]1 also riv]s & damp mead[s are g5]ally cool] ?an ! ,l&s & ,c\ntries bord]+ on !m2 ,curr5ts ( damp cool ,air press =w>ds to supply ! ,defect or ,vacancy caus$ by ,heat1 ,r>efaction & ,elevation ( dry w>m ,air1 :i* is necess>ily1 & almo/ con/antly ris+ into ! ,atmosph]e1 f heat$ ,l&s1 ,pla9s1 & g5tle ,em95ces long %one on by ! ,sun4 #beb4 ,consequ5tly ! pure1 cool1 deflogui/icat$ ,atmosph]e1 is almo/ cont9ually desc5d+ f above2 sometimes imp]ceptibly1 (t5 =cibly1 on ! ,surface ( ! ,sea1 ! ,*annels ( ,riv]s1 ,mead[s1 & all wet ,l&4 ,:i* ,depression acts1 9 ,proportion to its ,/r5g?1 on ! ,balloon2 & always ) a s5sible ,effect3 =1 be+ 9 ,equilibrio ) ! ,air at all /ation>y ,heights2 ! lea/ ,depression ( ! ,atmosph]e makes ! ,balloon desc5d1 consid]ably4 #bec4 ,?is ,reason+ is1 9 _m ,cases1 applicable to ! ,air1 & consequ5tly ! ,wea!r & ,cold ( ,m\nta9s4 ,nor c x o!rways be acc\nt$ =1 :y ! ,sn[ is p]petual1 & ! ,cold s int5se1 on ,m\nta9s "u ! ,equ9octial1 & betwe5 ! ,tropics3 b :i* admits an easy ,solution on ! above ,hypo!sis4#fg ,,*apt] ,,xxxxvi4 ,section #bed4 ,! ,subject ( depress+ torr5ts requires an accurate ,inve/igation3 z x w s]ve to po9t out ! prop] ,"t ( ,day or ,night1 :5 an ,aironaut ought s to calculate 8 ,voyage1 z to arrive ov] ! ,middle ( ! ,*annel1 or ,arm ( ! ,sea1 at "s p>ticul> ,h\r3 9 ord] to wait = a ,sea ,breeze :i* may waft him to ! o!r ,side4 ,a ,po9t n difficult to be asc]ta9$4 ,also1 ?is ,idea ( depression1 if prop]ly consid]$ & dige/$2 may prove a suffici5t ,f\ndation on :i* to e/abli% a new ,!ory ( ! ,wea!r1 s ill det]m9$ at pres5t1 f its aggregate ,weight or ,ela/icity only1 z indicat$ by ! ,b>omet]4 #bee4 ,if a ,conjecture may be =m$ on a ,subject1 mat]ial 9 itself1 yet ( :i* s little is actually kn[n2 w\d n ! prop] ,"t ( und]tak+ a ,voyage ov] ! ,*annel be su*1 t ! ,aironaut %\d f9d himself ?ree ,p>ts ( ! ,way across1 by n9e o',clock 9 ! ,morn+8 #bef4 ,9 w>m] ,climates1 :]e ! ,seasons are m regul>2 ! ,l&-,breeze bl[s to ,sea f ,midnight till ,x4 9 ! ,morn+3 at :i* ,"t1 ! ,sea-,breeze bl[s to ,l&2 cont9ues till ,v4 or ,,vi4 9 ! ,ev5+2 & is succe$$ by a calm1 :i* la/s till ,midnight4 ,:5ce x foll[s1 t dur+ ! ,"t ( ! ,sea-,breeze1 !re is a con/ant ,t5d5cy t[>ds a gulph ( air1 along ! ,middle ( ! ,*annel3 ! ,equilibrium ( :i* is z con/antly suppli$ by a ,depression ( ! upp] & 9 g5]al cool] ,/rata ( ,air2 & !re=e a dang]\s ,"t = ! ,passage ( ,balloons4 ,on ! contr>y1 dur+ ! ,night1 & till t5 9 ! ,morn+1 !re is an ,accumulation ( ,air1 along ! ,middle ( ! ,*annel3 :i* consequ5tly is a prop] ,"t to ensure a safe ,passage2 by ! ,assi/ance ( w+s1 or "s propulsive ,ma*9]y4 ,sid5ote3 ,( ! horizontally calm m$iocanal depress+ ,curr5t4 #beg4 ,! ,defici5cy or ,vacuity be+ suppli$ f ! e!rial ,regions2 x might be tak5 = grant$1 t su* ,e!r mu/ be consid]ably light] ?an ! adjac5t common ,air on an equal ,level1 & !re=e proportionably dang]\s = ! ,passage ( ,balloons4 ,b if x be consid]$ t su* ,air1 act+ z a w$ge1 or m probably 9 ! ,=m ( an hyp]blic ,solid1#fh to fill up ! ,vacuity1 desc5ds ) ,rapidity f a cold] ,atmosph]e impregnat$ ) aque\s ,vap\rs invisible f bel[2 & t bo? ! ,air & ,vap\r h reciprocal ,aff9ities & ,attractions1 electric & me*anical1 ) ! ,body ( ,wat] b5ea? !m2 & are (t5 r5d]$ /ill cool] by its con/ant ,agitation & ,evaporation2 also1 t ! ,supply be+ imm$iate & cotempor>y1 ) ! d\ble tide ( air fl[+ f ! middle ov] ! opposite ,%ores2--!re possibly may be little or no ,diff]5ce betwe5 ! aggregate or b>ometric ,gravity ( su* ,columns1 & ^? :i* are =m$ by ! ,sea-,breeze on ei!r ,side ( !m3 !re=e ! ,desc5t ( ,balloons is ow+1 among o!r ,causes1 to an almo/ p]p5dicul> actual ,depression ( ! sup]9cumb5t ,atmosph]e4#fi ,foll[+ up ! ,idea ( a ,sea-,breeze1 bl[+1 at a ,m$ium1 = #bj ,miles ov] ,l&2 al?o' ! ,/ratum ( ! l[] curr5t ( ,air1 or ,sea ,breeze1 may n exce$ half a mile 9 dep?1 measur+ f ! ,gr\nd upw>ds2 ne>ly equal to #bf ,in*es ( ! ,b>omet] above1 ! ,!rmomet] also above be+ at #ee1 i4e4 ,temp]ate3--yet ?is ,obs]vation may prove ( ess5tial ,s]vice1 :ile ! upp] curr5t ( ,air1 i4e4 ! g5]al ,w9d bl[s t[>ds ! ,sea1 7:i* w be f\nd to take ,place m frequ5tly ?an is1 at pres5t1 imag9$27 or :ile ! ,balloon is influ5c$ t ,way2 z 0 ! ,case ) ,sadl] & 8 ,companion :5 ov] ! ,nore3 :o1 on 8 accid5tal & sudd5 ,desc5t1 =tunately f\nd ,safety 9 ! sea-breeze4 ,:i* ,breeze 0 s\ght =1 & made ,use ( by ! ,au?or1 :5 9 ! ,balloon1 ne> ,frod%am1 9 ,*e%ire4 ,=1 z ! ,sea-,breeze is pretty g5]al1 ,aironauts %\d n be too appreh5sive3 z !y h x 9 _! ,p[]1 by prop] ,managem5t1 to drop into ! ,breeze--= ei!r %ore3 if !y are provid$ ) a ,ma*9]y to waft !mselves across ! int]m$iate depress+ or accumulat+ m$iocanal column ( air3 :i* ,space1 betwe5 ! two ,%ores1 is1 z be=e h9t$1 frequ5tly becalm$4 #beh4 ,fur!r3 z ! above ,!ory ( a m$iocanal ,depression seems to receive additional ,confirmation f ea* ,balloon ,exp]im5t2 ,lun>di desc5d+ on ! #e? ( ,octob] la/1 :5 ne> ! ,middle ( ! ,bay ( ,ed9burgh or ,fir? ( ,=?2--x may be f\nd prud5t1 to keep ! ,balloon cont9ually ris+1 till ! ,aironaut is "o-?ird ( ! ,passage ov]4 #beh4 #b4 ,= if ! g5]al ,w9d 9 ! upp] ,curr5t be n /rong2 ! ,aironaut may expect to be becalm$1 ) ,respect to ! horizontal ,direction ( ! ,curr5t1 ! ,in/ant he f9ds1 by ! ,rise ( ! ,b>omet]1 t ! ,balloon desc5ds2 i4e4 :5 x is act$ ^u by ! depress+ ,column3 9 :i* ,case1 ! high] he has so>$1 ! saf]3 z he w h m ,room & great] ,latitude = ,ex]tion by ,means ( ! ,ma*9]y3 :i* ,ma*9]y w be greatly aid$ by ! ,=ce ( ! desc5d+ ,column or ,gravity2 & w act on a simil> ,pr9ciple ) ! ,f]ry-,boats ov] ! ,riv] ,po 9 ,italy2 :i* are a ,sort ( horizontal ,p5dulum4 ,= ! ,aironauts w cont9ue to desc5d1 at ! same ,"t t _! ,w+s furni% ! ,means ( a progressive ,motion4 ,!re=e1 be=e ! ,"t t ! ,balloon has rea*$ ! ,surface ( ! ,wat]2 !y w h cross$ ! depress+ ,column2 & f9d !mselves waft$ g5tly by ! new ,sea-,breeze sett+ 9 t[>ds ! opposite ,%ore4 #bei4 ,if ! ,aironaut rises up to ,sea ) a ,w9d bl[+ f ! ,l& on ea* ( ! opposite ,sides ( ! ,*annel1 & arrives above ! ,middle ( ! ,*annel1 :ile ! same ,w9d rema9s2 x is probable t ! ,balloon w cont9ue to rise high] z he proce$s t[>ds ! ,middle1 :]e ! m$iocanal accumulation has = "s ,h\rs tak5 ,place2 & !re=e he ne$ n be "u any ,appreh5sion ( fall+3 b1 z be=e1 x be+ probable he w also be becalm$2 ! ,necessity ( propulsive ,ma*9]y is equally urg5t1 9 ord] to pass ! ,c5t] ( ! ,accumulation3 aft] :i*1 ! ,balloon w ride ,home to ! opposite ,%ore 9 ! new ,sea-,breeze1 by t ,"t1 j beg9n+ to set 94 #bfj4 ,) ! ,assi/ance ( propulsive ,ma*9]y1 x is imag9$ ! ,aironaut may be enabl$ 9 a few ,m9utes to =ce ?r\' ! calm m$iocanal ,accumulation1 or ,depression3 aft] :i*1 he w h little ,occasion to make ,use ( x4 #bfa4 ,sunrise is1 probably1 ! safe/ ,"t ( all1 to asc5d t[>ds ! ,sea1 ) an ,air-tight ,balloon3 arriv+ ) ! ,assi/ance ( ! ,w+s1 ?r\' ! calm m$iocanal ,accumulation3 & !re wait+ till ! new ,sea-,breeze sets 9 to ! opposite ,%ore4 ,,*apt] ,,xxxxvii4 ,sid5ote3 ,difficulties1 propos$ by ,mons4 ,sauffure /at$2 & _! ,solution attempt$4 ,section #bei4 ,x may be obs]v$ "h1 t ! two ,difficulties propos$ by ,sauffure1 are1 9 a great ,measure1 remov$2 9 admitt+ ! ,doctr9e ( m$iocanal ,depression1 & consequ5t alt]nate ,accumulation1 ,9 a di/9ct ,*apt]1 treat+ ( ! ,v>iation ( ! ,b>omet]1 :i* he all[s has ,ne$ ( f>!r ,explanation2 he asks 7,page #cjh7 :at ,reasons c be assign$1 :y ! ,ea/ ,w9ds1 :i* are cold & dry1 make ! ,b>omet] desc5d1 9 ,engl& & ,holl&3 yet1 ! ,we/ ,w9ds1 :i* are moi/ & temp]ate1 make x rise8 ,! ,ea/ ,w9ds "h bl[ *iefly 9 ,spr+4 ,n[ x is univ]sally agre$1 t ! ,sea1 is soon] heat$ by ! ,sun ?an ! ,l&3 & on ,acc\nt ( ! m>9e ,acid exhal$1#gj is also less cold1#ga dur+ t ,season1 9 ! same ,latitude4 ,9 ,spr+1 !re=e1 ! great ,atlantic or ,we/]n ,ocean1 be+ less cold ?an ,engl&1 ,holl&1 & ,ea/w>ds2 ! ,air p5d5t ov] ! mo/ ext5sive ,tract ( dry & cool ,l& 9 ! ,_w1 ru%es ,we/w>ds to supply ! ,equilibrium ( w>m light ,air ris+ upw>ds1 & caus+ a tempor>y m$iocanal ,accumulation3 :i* 7al?o' ! specific ,gravity ( ! cold ,air is great]7 mu/ produce an actual ,defici5cy 9 ! aggregate ,weight ( ! ,atmosph]e ov] ,engl& & ,holl&3 consequ5tly ! ,b>omet] falls4 ,aga93 ! ,we/ ,w9ds :i* bl[ at o!r ,seasons2 if1 9 ,w9t]2 are n frequ5t1 except ab\t ,noon aft] fro/y ,nights :i* h equaliz$ ! ,air = ! ,transmission ( vigor\s ,sun%9e3 & %\d be look$ ^u z 7:at !y are really obs]v$ to be7 l[ p>tial ,sea-,breezes1 or eddy ,curr5ts1 ins9uat+ !mselves ne> ! ,surface1 & sett+ ,ea/w>ds frequ5tly aga9/ ! upp] & m g5]al ,w9ds2 & !re=e produce a tempor>y ,accumulation4 ,if1 9 ,summ]2 ! ,supply ( cool ,air to ! heat$ ,l&1 be+ made n only f ! ,nor!rn ,ocean1 & l(ty ,m$it]rnean ,m\nta9s2 b also f ! ,atlantic ,breezes2 ! latt]1 ?o' moi/ & temp]ate1 mu/ also t5d t[>ds an ,accumulation ( ! ,atmosph]e ov] ,engl& & ,holl&3 & !re=e ! ,b>omet] rises4 ,,*apt] ,,xxxxviii4 ,sid5ote3 ,facts & ,obs]vations t5d+ to confirm ! ,doctr9e ( ,accumulation & depression4 ,section #bfj4 ,be=e ! ,subject ( m$iocanal ,accumulation & ,depression ( ,air1 is :olly quitt$2 x may be well m5tion & comp>e a few ,facts & ,obs]vations1 :i* w elucidate ! ,doctr9e2 & 9 _! ,turn1 receive ,light f x4 #bfa4 ,if1 9 ! ,middle ( a hot sunny ,day1 ,vap\rs light] ?an ! ,air1 7 to rise f ! ,ocean1 7:i* !y w cont9ue to d1 9 holl[ ,vesicles or ,bladd]s1 till ! ,expansion breaks ! ,bubble1 at :i* ,"t ! ,wat] w\d fall to ! ,e>?1 if n drank up by ! ,attraction ( dry ,spunges ( ,air27 !re w\d be a con/ant ,w9d bl[+ f ,l& to ,sea1 to fill up ! ,*asm3 b at su* ,"t1 ! ,l& is m heat$ ?an ! ,sea3 !re=e hot ,air & ,vap\r arise f bo?2 & ! ,breeze1 on ! contr>y1 bl[s f ,sea to ,l&2 consequ5tly if ! ,vacuities 7 n cont9ually suppli$ f ! e!rial ,regions1 & f ! ,ocean1 all ,animals w\d actually die1 = ,want ( ,air1 z 9 a hot close ,room4 ,su* ,supply is !re=e con/antly made1 by ,depression ( ! ,atmosph]e1 & ,absorption ( ! ,wat]4 #bfb4 ,:at happ5s on a great ,scale1 above ! ,ocean1 z be=e h9t$2 probably1 happ5s on a small]1 ov] ,*annels or ,arms ( ! ,sea3 & on a /ill small]2 ov] & along ,riv]s1 ,brooks1 wet ,mead[s1 & damp ,gr\nds4 #bfc4 ,9 ! v>iable ,latitudes on ! ,atlantic ,ocean2 cool fre% ,air is suppli$ f above1 by desc5d+ ,vortices ( ,w9d & ,%[]s3 i4e4 ,/orms ( collection4#gb #bfd4 ,x may be rem>k$1 9 ,confirmation ( ! above ,doctr9e1 t triangul> or ,latte5 ,sails are us$1 & m useful1 9 a ,m$it]ranean ,sea1 surr\nd$ by high ,l&s1 f :i* ! ,w9d sudd5ly desc5ds 9 ,squalls2 ?an 9 ! op5 ,atlantic1 :]e ! ,w9d is m equal4 #bfd4 #b4 ,p]haps !re _c be a bett] ,acc\nt ( ! depress+ ,torr5t ( ,air1 ?an t :i* ,bacon has giv51 9 describ+ ! ,motion ( ,w9d on ! ,sails ( ,%ips1 9 a ,squall4 8,all ,w9d act+ on ! ,sails ( a ,vessel1 t5ds to depress or s9k x4 ,:]e=e 9 /rong ,gales1 !y fir/ haul d[n ! ,y>ds1 & take 9 ! ,topsails3 aft]w>ds all ! ,sails3 cut away ! ,ma/s3 ?r[ ! ,lad+ ov]bo>d1 ! ,guns1 c4 to light5 ! ,vessel1 & keep h] above ,wat]40#gc ,,*apt] ,,xxxxix4 ,sid5ote3 ,torr5ts ( ,air on ,etna1 & ,t5]iffe4 ,section #bfe4 ,) ,respect to ,m\nta9s3 on read+ :at ,travell]s h writt51 p>ticul>ly ,ulla2#gd !y seem to answ] ! ,int5tion ( supply+ cool ,air to ! surr\nd+ ,pla9s1 or ,cont95ts2 by ,depression & ,cond5sation3 & also1 if on ,isl&s2 to ! ,sea itself4 #bff4 ,brydone1 9 8 ,t\r ?r\' ,sicily & ,malta1 9 #aggc2ge giv+ an ,acc\nt ( 8 ,asc5t to ! ,top ( ,etna1 says1 t at ! ,foot ( ! ,crat]1 ! ,sn[ 0 froz5 h>d & solid3#gf & t ! ,crat] 0 s hot2 x 0 impossible to desc5d into x4 ,fur!r3 8t ! ,smoke roll$ d[n f ! ,sides1 l a ,torr5t3 till ( equal ,gravity ) ! ,air1 :5 x %ot (f horizontally2 =m+ a long ,track1 accord+ to ! ,direction ( ! ,w9d3 :i* !re rose to a viol5t ,degree3 s t x 0 ) ,difficulty he c\d settle ! ,b>omet] = an ,obs]vation40 ,he also adds 8t ,cl\ds began to ga!r r\nd ! ,m\nta92 b 7 dispell$ by ! ,w9d40 ,n[ f ! =ego+ ,!ory is x n probable to suppose1 t a ,torr5t ( ,air ru%$ cont9ually d[n f ! e!rial ,regions1 n only to supply ! ,fire ( ! ,crat]2 b also ! ,vacuity caus$ by ! p]petual ,elevation ( ,vap\rs & heat$ ,air f bel[3 ! ,torr5t likewise depress+ into ! ,track ) itself1 ! ,volumes ( ,smoke :i* 7 se5 to roll directly d[n ! ,sides ( ! ,m\nta93 t ?is desc5d+ ,torr5t ( ,air1 9 its ,progress1 dispell$ ! ,cl\ds =m+ r\nd ! ,sides ( ! ,m\nta91 by ! ,asc5t ( w>m ,vap\rs cond5s+1 z !y rose1 on _! ,approa* to ! cold ,m\nta93 ! ,smoke %oot+ horizontally1 f t ,height only1 at :i* an horizontal ,curr5t ( ,air began to take ,place8 ,= x c h>dly be imag9$ t ! ,air at ! ,top ( ,etna1 f\nd to be 8electrical10 & :i* mu/ h be5 replete ) a ,mixture ( ,flogui/on1 inflammable ,air1 ,gasses1 & o!r arial ,fluids highly r>efi$1 heat$1 dry1 7& consequ5tly light]17 at ! ,in/ant ( ris+ out ( ! gl[+ ,cauldron1 became s cond5s$ z to fall l ,wat]1 )\t p>tak+ ( ! ,motion ( a viol5t ,w9d1 suppos$ to bl[ 9 an horizontal ,direction4 #bfg4 ,glas1 9 8 ,acc\nt ( ,t5]iffe1#gg reports1 t ! ,cl\ds are g5]ally half z high z ! ,peak1 above ! ,sea1#gh i4e4 accord+ to him1 ne> ! ,height ( a ,mile & ,half3 8bel[ :i* ,cl\ds1 ! ,nor? ,ea/]ly ,w9ds g5]ally prevail3 &1 at ! same ,"t1 above !m1 we f9d a fre% ,we/]ly ,gale3 :i* ,i believe to be ! ,case 9 e ,"p ( ! ,_w :5 ! trade w9d bl[s40 ,9 ,page #bec1 he says1 t 9 asc5d+ above ! ,level ( ! ,cl\ds1 he f\nd ! ,air %>p1 cold & pi]c+3 & ! ,w9d blew /rong f ,s\? ,we/1 & ,we/ ,s\? ,we/3 s t ! ,w9d blew t[>ds ! ,m\nta9 f ?ree diff]5t ,po9ts at lea/1 viz4 ! ,trade ,w9d1 f ,nor? ,ea/ bel[ ! ,cl\ds2 j above !m1 f ,s\? ,we/3 & /ill high]1 a fre% ,gale1 f ,we/4 8,! ,air on ! ,top ( ! ,pike 0 ?91 cold1 pi]c+2 & ( a dry p>*+ ,nature1 l ! ,s\? ,ea/]ly ,w9ds :i* ,i h felt 9 ! great ,des]t ( ,africa1 or ! ,levant]s 9 ! ,m$it]ranean3 or ev5 n unlike ^? dry ea/]ly ,w9ds :i* are frequ5t 9 ! ,nor!rn ,p>ts ( ,europe1 9 cle> ,wea!r1 9 ! ,mon?s ( ,m>* or ,april10 ,page #beg4 ,?is dry ,w9d answ]s to ! ,eknfiai 7be=e m5tion$7 i4e4 ,w9d desc5d+ f ! cl\ds4 ,glas fur!r obs]ves 7,page #bej7 t ! ,cl\ds1 9 f9e ,wea!r1 desc5d gradually t[>ds ,ev5+1 & re/ on ! ,woods till ,morn+3 :5 !y re-asc5d1 & rema9 susp5d$ above !m1 till ! succe$+ ,ev5+4 ,"h !n a nocturnal ,depression ( ! ,atmosph]e is obvi\s4 ,b ?is ,appe>ance w n prove t ! ,air does n desc5d bel[ ! ,level ( ! ,cl\ds3 =1 ?o' ! ,cl\ds desc5d ) ! ,air2 ,vap\r-,air1 ( :i* !y are compos$1 becomes transp>5t bo? by ,dissolution1 9 a w>m] ,/ratum1 & ,proximity to ! ,e>?1 z be=e m5tion$4 ,sid5ote3 ,conclusion drawn f ! above1 applicable to ,balloons4 #bfh4 ,f ! ,v>iety ( ,w9ds exp]i5c$ at diff]5t ,heights1 n only on ,t5]iffe1 b 9 diff]5t ,places2 x is pla91 t if ,balloons c be made durable & ,air-tight2 !y may be wa/$ betwe5 ! ,tropics by an ,ea/ or ,we/ ,curr5t at ,pleasure3 & also ?r\'out ! ,globe2 ! ,occasion be+ made1 9 "s ,respect1 subs]vi5t to ! ,"t4#gi ,,*apt] ,l4 ,,corroborat+ ,,pro(s ,,( ,a ,,depression4 ,sect4 #bfh4 ,art4 #a4 ,! ,au?or is well in=m$1 t1 dur+ an ,engagem5t at ,sea2--9 t5 ,m9utes aft] ! ,action has comm5c$2--?o' x blew a ,gale be=e2 7t is1 ?o' x blew viol5tly27 ! ,agitation ( ! ,air1 aris+ f ! ,explosion ( ! great ,guns1 & small ,arms1 w\d c\nt]act ! ,w9d1 & produce a dead ,calm4 #bfh4 #b4 ,qu]e3 does n ! new ela/ic ,air1 produc$ f ! ,nitre1#hj give an in/antane\s ,compression & ,dilatation to ! incumb5t atmosph]ic ,air1 r\nd ! ,place ( ,action1 :ile ! light] flogui/icat$ ,air passes ?r\' x1 rais+1 & affect+ to its highe/ ,limit1 ! :ole ,atmosph]e4 ,& does n ! ,effect ( a sudd5 ,calm1 suppose ! ,w9d to desc5d f above ) a ,k9d ( saltatory ,motion1 in/antly c\nt]act$ by ! new ela/ic ,air8--,= if ! ,w9d be suppos$ to bl[ sideways or horizontally1 to any consid]able ,height above ! ,wat]1 w\d n ! fre% lat]al ,air glide away1 & prev5t ! ,cont9uance ( ! ,calm8 #bfi4 ,:5 a ,squall happ5s1 or only ,ra9 falls2 ,air w ru% f all ,sides1 & f above1 to supply ! ,vacancy ( ! fall5 ,cl\d & ,vap\r4 ,! ,air imm$iately above mu/ fall3 ! lat]al ,air gravitat+ t[>ds o!r ,places4 ,h5ce ,cold1 & a bright ,sky aft] ,ra94 #bgj4 ,! ,!ory ( ,accumulation may acc\nt = ! frequ5t w>m ,ra9s 9 ,w9t]1 & dur+ ! ,night4 ,= ! prec$+ diurnal ,accumulation ov] ! ,sea1 may circulate dur+ ! ,night1 at a great ,altitude1 to re/ore ! ,equilibrium & ,loss ( cold ,l& ,air s5t by a l[ or ,gr\nd-,w9d to ,sea1 dur+ ! ,day-,"t3 p>ticul>ly1 z ! ,accumulation ov] ! ,sea1 dur+ ,w9t]1 is almo/ cont9ual4 #bga4 ,! ,w9d w\ld m frequ5tly be p]ceiv$ to desc5d & reb\nd upw>ds1 7,trials ( :i* might be made by hold+ an ,umbrella1 ext5d$ at "r ,angles ) its ,axis1 upright 9 ! ,h&27 if ! same ,opportunity (f]$1 ( oppos+ z great a ,surface to x 9 a p]p5dicul>1 z is e ,day done1 9 an horizontal ,direction3 = 9 walk+1 ! :ole ,height ( ! ,body1 & half its ,surface1 is oppos$ horizontally to ! ,w9d3 b ! ,head only1 :i* is cov]$1 is oppos$ to ! p]p5dicul> ,pressure4 #bgb4 ,z e ,circum/ance 9 ! ,ord] ( ,nature is s admirably contriv$ t ea* app>5t ,inconv5i5ce rectifies itself2 9 heavy ,w9ds cont9u+ to bl[ f a cold ,po9t2 ! ,con/ruction ( ! ,atmosph]e is su*1 t ! w>m light ,air f ! opposite ,po9ts w necess>ily rise up & fl[ ov] ! cold ,/ratum1 & by _! ,t5d5cy to an ,equilibrium1 w produce an ,air less cold1 be=e ! same ,w9d is exhau/$4 #bgc4 ,on ! "o ,h&2 x is probable1 t1 z cold ,w9ds are heavy2 ! ,eknfiai ,w9ds are cov]$ ) frequ5t ,waves ( ! ,apogay1 or light w>m ,air roll+ ov] !m1 frequ5tly f ! opposite ,po9ts4 #bgd4 ,on ! o!r ,h&1 z ! ,apogay ,w9ds are naturally light & w>m1 x is improbable t !y %\d be frequ5tly cov]$ ) ,waves ( cold heavy ,air1 roll+ ov] !m f ,eknfiai ,po9ts4 ,x may !re=e be reasonably conclud$1 t ! ,eknfiai ,w9ds1 :5 approa*+ or oppos$ to ! ,apogay1 %\d be consid]$ z ,gr\nd ,w9ds1 7i4e4 ,w9ds bl[+ next ! ,surface ( ! ,e>?1 ?o' !y be suppos$ at ! same ,"t to desc5d7 :i* receive ! ,apogay above !m3 & t ! ,apogay be+ w>m light & moi/1 7:i* la/ w h ! same ,effect1 z if !y 7 m ela/ic27#ha be+ also m turbul5t1 & endu$ ) great] ,velocity1 press back ! ,eknfiai f ! ,surface ( ! ,e>?1 & upw>ds2 & at ! same ,"t fl[ above !m4 ,by :i* means ! ,eknfiai p>take ( _! ,qualities2--become less cold1 less heavy1 & less dry4#hb ,,*apt] ,,li4 ,section #bge4 ,if !n ?is ,reason+ be all[$2 arial ,travell]s w n be subject1 :51 at a consid]able ,height1 ev5 9 ,w9t]1 to great ,degrees ( ,cold1 suppos+ t ! ,air does n actually freeze ! ,wat]s bel[2 & ! ,apogay or ,s\!rly ,w9ds h cont9u$ = a few ,days4 ,on ! ,contr>y2 ,aironauts may expect ,cold1 encreas+ ) _! ,asc5t1 ev5 9 ,summ]1 ?o' w>m bel[2 suppos+ ! ,eknfiai or ,nor!rly ,w9ds to h cont9u$ b = a ,day be=e ! ,asc5t3 !y may possibly1 inde$ by so>+ high]1 rise into ! regul> ,/ratum ( ! w>m ,apogay float+ above !m4 #bgf4 ,f :at has be5 said1 !re seems a ,degree ( ,probability1 t ! ,air = a ,numb] ( ,miles1 above w>m cultivat$ ,pla9s %\d diff] mat]ially 9 its ,temp]ature1 f ,air above ,m\nta9s1 or ev5 on a ,level ) _! ,summits4 ,t ! =m] ,air1 9 mod]ate ,wea!r1 %\d cont9ue w>m & r>efi$3 :ile ! latt] is cool & cond5s$4 ,= ! same ,reason ! ,air ov] ! ,sea1 on ! ,h\rs ( ,accumulation2 i4e4 dur+ ! ,night1 9 ,summ]1 & frequ5tly 9 ,w9t]1 %\d be f\nd w>m & r>efi$3 especially dur+ a ,cont9uance ( ! ,apogay ,w9ds4 #bgg4 ,x is likewise probable t ! ,atmosph]e w be f\nd respirable at mu* great] ,heights1 ?an is at pres5t imag9$3 dur+ ! ,cont9uance ( ! ,eknfiai ,w9ds2 & also1 on ,acc\nt ( ! deflogui/icat$ ,air1#hc :i* is dri] & less ela/ic 9 ,proportion to its ,r>ity4#hd #bgh4 ,! ,height ( #aj ,miles seems n too great to limit human ,respiration1 %\d any ,attempt be made1 to so> ) a ,balloon 9 a mild ,atmosph]e2 & p>ticul>ly betwe5 ! ,tropics4#he ,b an ,objection w\d be f\nd 9 ! ,size ( a ,balloon suffici5tly capaci\s to conta9 ne>ly #f ,times ! ,bulk to :i* ! ,gass w\d necess>ily exp& itself1 at ! ,height ( #aj ,miles4 ,sid5ote3 ,fir/ ,cause ( ,limitation1 9 ! ,asc5t ( ,balloons4 ,sid5ote3 ,second ,cause ( ,limitation 9 ! ,asc5t ( ,balloons4 #bgi4 ,x seems mo/ likely t ! prim>y ,cause t w affect ! ,asc5t ( ,balloons is ! ,difficulty ( encreas+ ! ,dim5sion ( ! ,balloon3 ! ,second1 is f ! excessive ,cold2 if ! ,w9d bl[s f any ,po9ts ( ! ,nor?4 ,suppos+ ! ,con/ruction ( ! ,atmosph]e to be z repres5t$ by diff]5t ,au?ors1 7:i*1 by ! ,way1 is sc>cely cr$ible7 t5 ,miles w p]haps be ! utmo/ atta9able ,height4 #bhj4 ,!re is a ,circum/ance relative to ! ,motion ( ! ,air1 :i* has n be5 suffici5tly att5d$ to3 & be>s "s ,analogy ) t ( a ,?or\gh ,air4 ,?is ,circum/ance may n improp]ly be call$ ! ,reception & ,disp]sion ( ,air4 ,9 cold ,climates1 x is an ,object ( ,dread3 9 w>m ones1 a mo/ desirable ,piece ( ,luxury4 ,a g5tle ,undulation ( ! ,air is p]ceiv$ 9 ,p]u1 & o!r hot ,climates1 by ,p]sons sitt+ 9 ,arb\rs %elt]$ f ! ,sun4 ,! surr\nd+ ,air is in/antly contract$ by ,cond5sation1 dur+ ! ,abs5ce ( ! ,sun's ,rays1 & !re=e occupies a less ,space3 fre% ,air is receiv$1 & z in/antly disp]s$ by ,expansion t[>ds ^? ,p>ts1 :i* are ! w>me/1 i4e4 :]e !re is lea/ ,resi/ance3 s t a g5tle ,breeze is con/antly kept up1 probably by a ,depression f above4#hf #bha4 ,analag\s to ?is1 are ^? ,w9ds :i* g5]ally rise e>ly & die away at ,sunset3 ! nocturnal ,cond5sation ( ! ,air be+ suffici5t = ! reception3 z ,air suff]s "s ,compression )\t ,tumult4 ,to demon/rate ! ,*anges ow+ also to remote & invisible ,causes lea/ suspect$2 ,boyle some:]e speaks ( an ,in/rum5t he made1 :i* 0 s nicely contriv$1 t he c\d tell1 :ile sitt+ 9 8 own ,ap>tm5t1 :5ev] any deta*$ ,cl\d pass$ b5ea? ! ,sun's ,disk4 ,! ,pr9ciple on :i* x act$ seems to h be5 t ( a ,reception & ,disp]sion ( ,air t took ,place )9 ! %ad[ proce$+ f ! ,cl\d4 #bhb4 ,an oblique ,argum5t support+ ! ,doctr9e ( ,depression1 ass]t$ to take ,place1 9 fair ,wea!r1 is t ,w9d drys up ! ,moi/ure f ! ,gr\nd m ?an ! ,sun3 & t ,m>* :i* is ! w9die/1 is also ! mo/ dry+1 ?o' n ! hotte/ ,mon?4 ,bacon1 9 8 ,enquiry into ,motions & ,undulations ( ! ,air1 uses a ,metaphor1 :i* ?o' some:at faceti\s1 is /rictly philosophical4#hg 8,= :5 w9ds lead ! dance1 x w\d be agreeable to "k ! figure40#hh ,& x is probable1 t !y really press ! ,e>? ) a saltatory progressive undulat+ ,motion1 desc5d+ 9 ela/ic ,/eps ( sudd5 ,compression2 & ris+ ) quick alt]nate ones1 ( ,dilatation & ,expansion4 ,dick]'s ,balloon gave ,pro( ( ?is4 #bhc4 ,la/ly3 ! *ill ( ,air :i* always takes ,place ov] wat]1 & moi/ ,gr\nds1 ev5 9 ! f9e/ wea!r1 /rongly fav\rs ! ,reception & ,disp]sion ( x1 to ! surr\nd+ & m heat$ ,l&s3 7:i* c only be suppli$1 z be=e m5tion$1 by ,torr5ts ( fre% ,air gradually desc5d+ f ! e!rial or middle ,region ( ! ,atmosph]e27 & seems to produce ! same ,effect1 viz4 a con/ant ,breeze1 ) t ( ! ,arbor1 ,%ade1 or ,%elt] f ! ,sun3 also ) t ( ! ,%ad[ f ! ,cl\d pass+ "u 8 ,disk1 :i* affect$ a complete ,!rmomet] & ,hygromet]4 #bhd4 ,on a ,*ange ( ,wea!r f ,fro/ to ,?aw1 ! ,col\r ( ! upp] ,air fir/ alt]s f a cle> & deep1 to a dull & fa9t ,blue1 or to a muddy ,haze1 n di/+ui%able into ,cl\ds1 b visible above !m2 a vivid ,brightness /ill rema9+1 = _m ,h\rs1 to ab\t #ejj ,y>ds above ! ,surface ( ! ,e>?4 ,or1 s(t w>m ,%[]s fall g5tly1 )\t ,w9d1 or any app>5t ,*ange 9 its ,direction4 ,all :i* seem to fav\r ! ,accumulation & ,desc5t ( w>m ,air1 by ,waves ( ! ,apogay roll+ ov] ! ,eknfiai ,w9ds4 ,,*apt] ,,lii4 ,sid5ote3 ,prop] ,days 9 ! ,mon? = ! ,asc5t ( ,balloons4 ,section #bhe4 ,z ! safe/ ,h\r ( ! ,day has be5 already po9t$ out1 = ! ,asc5t ( ^? ,aironauts1 :o propose to cross a ,*annel1 or ,arm ( ! ,sea1 9 a ,balloon ,air-tight or ne>ly s3 x may n be useless to ?r[ out a few ,h9ts on ! prop]e/ ,days 9 ea* ,mon?1 = ! ,asc5t ( ,balloons4 #bhf4 ,x w p]haps be f\nd true1 t ! m frequ5t ,w9ds are g5]at$ ne> ! ,surface ( ! ,e>?3 b t ,/orms are g5]at$ f above4 ,cold1 ,heat1 ,dr\ght1 & ,moi/ure produce ! m frequ5t & diurnal ,w9ds3 b ! ,conjunctions & ,op]ations ( ! ,moon & ,planets contribute to ! ,production ( ,/orms & o!r ,inequalities ( ! ,atmosph]e3 m especially ! ,moon3 at ! ,new & ,full4 ,^! ,attractions fir/ affect ! sup]ior ,p>ts ( ! ,atmosph]e4#hi #bhg4 8,we are sure 9 ! calme/ ,wea!r1 to h "s ,breeze at ,noon1 & at full ,tide40 ,!re=e1 bo? are improp] ,times = ,balloons to be at ,sea3 ! ,"t ( l[ ,wat] & ,midnight w\d be be/ 9 ^?1 if equal 9 o!r ,respects4 ,*anges ( ,wea!r z to ,w9d or ,calm happ5 ab\t ! ,new & ,full ,moon4#ij #bhh4 ,v>ieties ( ,tide produc$ by ! unit$ or divid$ ,=ces ( ! ,sun & ,moon1 occasion simil> ,*anges 9 ! ,atmosph]e ne>ly at ! same ,"t4 ,= ,in/ance1 at ! ,"t ( ! ,new ,moon or ,conjunction1 i4e4 :5 ! ,e>?1 ,moon1 & ,sun1 are ne>ly 9 a ,l9e2 ! ,moon be+ betwe5 !m3 also at ! ,"t ( ! ,full ,moon2 i4e4 :5 ! ,moon1 ,e>?1 & ,sun are ne>ly 9 a ,l9e2 & ! ,e>? betwe5 !m1 :i* is call$ ! ,opposition4#ia ,9 ! fir/ ,case1 ! ,moon & ,sun attract ! ,atmosph]e ( ! ,e>? conjo9tly1 or ) unit$ ,=ce3 9 ! second ,case2 ! ,e>? be+ betwe5 !m1 !y act 9 ,opposition to ea* o!r1 /ill ne>ly 9 ! same ,l9e4 ,at ^! ,times1 ! spr+ ,tides are at ! highe/ i4e4 once e ,=tnight2 & 9 ! two int]val ,weeks are ! neap or l[e/ ,tides3 = a l ,reason4 ,because1 9 ! latt] ,case1 a ,l9e suppos$ to be drawn f ! ,moon to ! ,e>?1 & ano!r f ! ,e>? to ! ,sun1 w\d =m ne>ly a "r ,angle3 or 9 o!r ,words2 because ! ,moon & ,sun w\d attract ! ,e>? at "r ,angles to ea* o!r1 or 9 a lat]al ,direction3--! ,moon w\d draw "o ,way & ! ,sun ano!r3--_! ,=ces w\d be divid$4 ,n[ x is a ,fact1 t ! ,ocean is rais$ consid]ably twice e tw5ty-five ,h\rs1 by ! ,attraction ( ! ,moon1 :5 %e comes to ! ,m]idian4 ,s t ! ,surface ( ! ,sea1 in/ead ( putt+ on ! ,=m ( a ,sph]e1 or ,globe1 w be *ang$ into an oval ,figure1 ^: longe/ ,diamet] be+ produc$1 w\d pass ?r\' ! ,moon4 ,9 l ,mann] a simil> ,elevation mu/ take ,place1 z (t5 z ! ,sun is 9 ! ,m]idian2 ei!r above or bel[ ! ,horizon4 ,moreov]1 ?is ,elevation is greate/ on ! ,new & ,full ,moon1 because ! ,moon & ,sun d !n conspire 9 _! ,attractions3 & lea/ 9 ! ,qu>t]s3 z !y w !n draw diff]5t ,ways2 ! ,diff]5ce ( _! ,actions only produc+ an ,effect4 ,la/ly1 ! ,intumesc5ce w be ( a middle ,degree1 at ! ,times betwe5 ! ,qu>t]s1 & ,new & ,full ,moon4 #bhi4 ,z 9 ! ,ocean1 s 9 ! ,air above x2 a ,tide ( ,air mu/ roll along ! ,atmosph]e1 ?r\' ! :ole ,ext5t ( x2 & rise upw>ds twice 9 ab\t #bd ,h\rs4 ,& s9ce ! ,height ( ! ,atmosph]e is comput$ by ,halley at #de ,miles1 & ! ,dep? ( ! ,ocean at an ,av]age1 b half a ,mile2 ! ,air w m easily & quickly obey ! ,attraction ( ! ,moon & ,sun1 ?an ! ,tide ( ! ,ocean3 &1 z x revolves 9 a ,sph]e :i* is ab\t #ajj ,times l>g] ?an t ( ! ,ocean1 ! ,agitation & ! ,velocity ( its ,tide1 w be some?+ great]1 9 ,proportion to its ,ela/icity1 & inf]ior ,d5sity to ! ,wat] ( ! ,ocean4#ib #bij4 ,! ,weight ( ! ,air mu/ n[ be consid]$4 ,! ,weight ( ! ,atmosph]e 9 ,engl& does n exce$ #ca ,in*es ( ,m]cury 9 ! ,b>omet]3 nor does ! lea/ ,weight fall %ort ( #bh3 ! greate/ ,diff]5ce 9 ! ,weights may be tak5 at #b ,in*es3 divid+ #cj 7ne>ly equal to ! :ole ,weight7 by #b1 ! ,answ] is #ae4 ,s t ! "u ,p>ts ( ! ,atmosph]e be+ press$ ^u by ab\t a fifte5? ,"p less ,weight at "o ,"t1 ?an at ano!r2 ! specific ,gravity ( ! ,air w sometimes be a fifte5? ,"p light]4 ,b ! ,height ( ! ,atmosph]e be+ e/imat$ at #de ,miles1 :i* is equipois$ by ab\t #cj ,in*es2 :5 equipois$ by a fifte5? ,"p less ,weight2 7t is1 divid+ #de ,miles by #ae2 :i* am\nts to ! same z if a fifte5? ,"p ( ! :ole ,height 0 tak5 away2 ! ,answ] is #c ,miles27 %ews t ! ,atmosph]e is #c ,miles high] at "o ,"t ?an at ano!r1 ov] c]ta9 ,places2 indicat$ by ! ,b>omet] at ^? ,places4 ,su* an ,accumulation ( ,air1 aris+ only f ,pressure or specific ,gravity 9 "o ,"p ( ! ,atmosph]e1 & n 9 ano!r2 by its ,t5d5cy to an ,equilibrium2 & :5 to ?is ,t5d5cy is add$ its ela/ic ,=ce2--mu/ be productive ( w9ds1 desc5d+ ,torr5ts1 ,inundations ( ,air1 or ,/orms1 ne> ! ,surface ( ! ,e>?3 & ne>ly su* a ,diff]5ce 9 ! ,b>omet] has be5 kn[n to happ5 9 a few ,h\rs4 ,su* ,accumulation1 h[ev]1 is n prop]ly ! ,tide ( ,air4 #bia4 ,at ! ,new & ,full ,moon1 ! unit$ ,attractions ( ! ,moon & ,sun raise ! ,spr+ ,tides 9 ! ,ocean to ! av]age ,height ( #aj ,feet & a half4#ic ,& 9 ! ,moon's ,qu>t]s1 ! ,moon draw+ "o ,way1 :ile ! ,sun draws ano!r1 viz4 at a "r ,angle1 made by ,l9es f ! ,sun & ,moon to ! ,e>?'s ,c5t]2 ! av]age ,height ( ! ,neap ,tides 9 ! ,ocean w be #f ,feet #g ,in*es4 ,! same ,attraction :i* raises ,wat] #aj ,feet & a half1 w raise ,air1 ^: ,d5sity is #hjj ,times less1 to almo/ "o ?ird ( t to :i* ! :ole ,pressure ( ! ,atmosph]e c raise ,fluids3#id ,n[ x has be5 be=e se51 t ! ,pressure ( ! ,atmosph]e rais$ ! ,air #de ,miles3 s t ! ,air is rais$ by ! unit$ ,actions ( ! ,moon & ,sun1 at ! ,new & ,full ,moon1 to "o-?ird ,"p ( #de2 i4e4 to #ae ,miles4 ,& = ! same ,reason1 ! ,air is rais$ at ! ,moon's ,qu>t]s to #aj ,miles3#ie ! ,diff]5ce betwe5 :i* is #e ,miles4 ,!re is consequ5tly a real ,tide ( ,air five ,miles high] at ea* ,new & ,full ,moon1 ?an at h] ,qu>t]s3 :i* ,tide rolls ) incr$ible ,velocity along ! ,v]ge or highe/ ,limit ( ! ,atmosph]e2 & is g5]ally productive ( ,w9d bel[4 #bib4 ,! ,ela/icity ( ! ,air mu/ likewise be br\ght into ! ,acc\nt1 z contribut+ greatly to its ,motion3 ! ,spr+ ( ,air always increas+ z ! ,pressure encreases4 ,consid]able ,*anges mu/ !re=e ensue 9 ! inf]ior ,p>ts ( ! ,atmosph]e4 ,= z ! ,effect ( ! ,moon's ,attraction is to dim9i% ! ,weight ( ! ,atmosph]e 7?o' its ,quantity be increas$7 by elevat+ ! ,column ( ,air 9 ! ,l9e ( h] ,m]idian2 ! ,r>efaction ( ! ,air is !re=e encreas$1 fir/ at ! ,top ( ! ,atmosph]e2 aft]w>ds x gradually desc5ds to ! ,bottom1 or ,surface ( ! ,e>?3 s t ! incumb5t ,weight be+ dim9i%$1 ! ,air b5ea? w be greatly exp&$4 ,at :atev] ,height !re=e any ,quantity ( ,vap\r or sup]ior ,cl\d re/$1 :ile ! ,moon 0 9 h] ,qu>t]2 x w\d gradually desc5d at ! ,approa* ( ! next ,new or ,full3 at :i* ,times x w\d rema9 susp5d$ at a ,height1 :]e an ,expansion took ,place equival5t to ! =m] ,expansion1 at ! ,moon's ,qu>t]3 &1 if ! ,height dur+ ! ,moon's ,qu>t] 0 only equal to t ( common ,cl\ds2 su* ,vap\r w\d1 at ! ,new & ,full ,moon1 desc5d 9 ,mi/1 ,ra91 ,sn[1 or ,w9d4 #bic4 ,little ,reliance is to be plac$1 9 ^! ,nor!rn ,climates1 on ! aggregate ,weight 7or ela/ic ,p[]7 ( ! ,air1 indicat$ by ! ,height ( ! ,b>omet]1 ne> ! ,times ( ! ,new & ,full ,moons3 ?o'1 9 g5]al1 x w desc5d ab\t ^? ,times4 ,sid5ote3 ,prop] ,days = ,asc5t4 ,^! ,?+s be+ s2 x w\d be improvid5t to und]take an arial ,excursion1 ei!r ?ree ,days be=e1 or ?ree ,days aft] ! ,day1 ei!r ( ! ,new1 or ,full ,moon3 ! ,asc5t %\d be =borne e o!r ,week2 at lea/ till ! ,art is a little m advanc$4 ,! two rema9+ alt]nate ,weeks 9 ea* ,mon?1 viz4 :5 ! ,moon is 9 ! ,qu>t]s1 & ! ,tide ( ,air fl[+ ?r\' ! ,atmosph]e1 is *eck$1 c\nt]balanc$1 & equaliz$1 by ! lat]al ,attractions ( ! ,moon & ,sun1 act+ at "r ,angles1 i4e4 on diff]5t ,p>ts ( ! ,air1 p5d5t on ! ,e>?'s ,surface2--m settl$ & regul> ,wea!r may be naturally expect$2 & p>ticul>ly fre] f ! ,extremes ( ,w9d & ,cold4 ,moreov]1 z ! ,almanack1 & ,ephm]is#if may be always consult$2 ! ,day fix$ on %\d n be m>k$ ) ,conjunctions ( ! ,planets4#ig ,! ,inequality ( _! unit$ ,attractions greatly d]anges ! ,equilibrium ( ! upp] ,p>ts ( ! ,atmosph]e2 produc+ sudd5 ,squalls & ,gu/s ( ,w9d3 :i*1 ?o' ( %ort ,cont9uance1 p]haps a few ,h\rs1 are inauspici\s to ! successful ,inflation & ,asc5t ( a ,balloon1 dur+ ! ,infancy ( ! ,sci5ce4 7,see ,section #baa47 ,,*apt] ,,liii4 ,,on ,,! ,,means ,,( ,,su/a9+ ,a ,,balloon ,,above ,,! ,,surface ,,( ,,! ,,wat]1 ,,by ,a ,,tempor>y ,,loss ,,( ,,balla/3 ,,& ,,( ,,recov]+ ,,! ,,balla/4 ,sect4 #bid4 ,art4 #a4 ,! two ,inconv5i5cies aris+ f a ,dis*>ge ( ,balla/1 :ile ! ,balloon is "u ! ,pressure ( a m$iocanal ,column ( ,air1 are1 #a4 ,fir/1 le/ ! ,balloon %\d rise too high2 = by op5+ ! ,valve 9 ord] to desc5d2 ,gass escapes3 :i* is an actual ,loss3 & ! ,balloon is r5d]$ incapable ( support+ its ,burd5 at ! same ,height1 z be=e4 #b4 ,! pres5t ,impossibility ( resum+ ! ,balla/1 9 ord] to desc5d1 or *eck ! ,elevation1 on approa*+ ei!r ,%ore1 or at any o!r ,"t4 #bid4 #b4 ,^! ,inconv5i5cies are to be rem$i$ by ! foll[+ ,me?ods4 ,if ,s& be ! ,balla/ fix$ on2 put z mu* ( x into a ,bladd] by ,means ( a ,t9 ,funnel1 z1 :5 less ?an half bl[n1 x w conta91 )\t s9k+ bel[ ! ,surface ( fre% ,wat]4 ,prep>e ! int5d$ ,weight ( ,balla/1 9 ,bladd]s1 aft] ! same ,mann]4 ,also to ea* ,bladd] ) ,balla/1 tye ano!r ,bladd] )\t ,balla/1 half bl[n4 ,tye fa/ ea* ,set ( ,bladd]s1 s prep>$1 ) a lea!rn ,?ong2 ! ,ends ( :i* may be left a few ,in*es to sp>e4 ,! ,grapple may rema9 9 ! ,c>4 #bid4 #c4 ,:5 ! ,balloon beg9s to desc5d ov] ,wat]2 l[] out ! ,cable1 by ,degrees4 ,tye a ,pair ( ,bladd]s1 "o ( :i* conta9s ,balla/1 v tight1 r\nd ! ,end ( ! ,cable4 ,!n a second ,pair1 at su* a ,di/ance t ! int]m$iate ,"p ( ! ,cable1 w float4 ,repeat ?is ,process1 till ! prop] ,effect is obta9$2 or ! :ole ,balla/ is dis*>g$4 #bid4 #d4 ,! ,c> & ,balloon may be haul$ or w\nd d[n to ! ,surface ( ! ,wat]3 & ! ,balla/ resum$1 z ! ,balloon approa*es ! ,%ore4 #bid4 #e4 ,if x be f\nd necess>y1 ! ,balla/ may be dis*>g$ by cutt+ ! ?ongs1 gradually3 or ! cable1 at once4 #bid4 #f4 ,if ! ,w9d be contr>y1 & ! ,wea!r mod]ate2 ! ,tide1 or ,/ream may1 by ,calculation & ,=esight1 be made to s]ve ! ,purpose ( ! ,aironaut1 9 t[+ ! ,balla/ :i* floats on its ,surface3 & ?us *eck+1 or g5tly draw+ ! ,balloon aft] x4 #bid4 #g4 ,9 su* ,cases1 ! ,aironaut w\d d well 9 apply+ 8 propulsive ,ma*9]y4 ,a ,,g5]al ,,obs]vation4 #bid4 #h4 ,to prev5t ! c> ( ! ,balloon f be+ drawn out ( ! ,p]p5dicul>1 a ,circum/ance n infrequ5t2 x is necess>y to h "s ,contrivance1 by :i* ! ,cable %all run ?r\' a moveable ,pulley1 on a ,swivel1 9 ! ,c5t] above ! ,c>2 & t ! ,aironaut %all be able in/antly1 by a ,screw1 or o!rways1 to fa/5 ! ,pulley & ,cable s tight1 t ! ,/ress %all rema9 on ! ,c5t] above ! ,c>1 h[ev] =cibly ! ,cable may be /ret*$4 ,,*apt] ,,liiii4 ,,ano!r ,,me?od ,,( ,,su/a9+ ,a ,,balloon ,,ov] ,,wat]1 ,,)\t ,,loss ,,( ,,gass1 ,,or ,,( ,,balla/4 ,section #bie4 ,let ! ,balla/ consi/ ( t ,k9d ( ,rope 7w\nd on a ,reel7 t is ei!r by ,nature or ,art1 specifically light] ?an fre% ,wat]3 z a holl[ cyl9drical ,rope ( ,silk1 9 :i* ,corks are ?ru/3 ! ,silk to be dipp$ into ela/ic ,v>ni%1 to prev5t ! ,absorption ( ,wat] into ! ,pores3 or a common ,rope well v>ni%$2 or cov]$ ov] ) a cyl9dric ,case ( v>ni%$ ,silk1 might answ] ! same ,int5tion1 if ,corks or ,bladd]s 7 ty$ at prop] ,di/ances3 9 :i* ,case1 ! ,rope might1 at ! fir/ ,asc5t ( ! ,balloon1 hang f ! ,c5t] above ! ,c>1 at its full ,ext5t1 suppose a ,mile or a ,mile & half 9 ,l5g?1 )\t ! ,encumbrance ( a ,reel4 ,if ,bladd]s are us$2 ^? t hang ne> ! ,c> %\d n be m ?an half bl[n4 ,by ! above ,exp$i5t2 z soon z ! ,balloon began to decl9e1 f ,evaporation ( ,gass1 or ,depression ( ! ,atmosph]e1 & ! l[e/ ,"p ( ! ,rope t\*$ ! ,wat]2 ! ,balloon w\d cont9ue to levitate1 9 ,proportion to ! ,quantity ( ,rope su/a9$ on ! ,surface ( ! ,wat]4 ,! ,aironaut w\d move less swift inde$1 b m conv5i5tly2 z he w\d n be oblig$ to rise above ! ,w9d3 b be able to l[]1 & raise himself at ,pleasure3 fir/1 by pull+ up a ,"p ( ! ,rope into ! ,c>2 & hav+ !re made x fa/2 ,secondly1 by cutt+ away1 z he saw ,occasion1 ! loose ,end1 & ,folds ( ! ,rope s drawn into ! ,c> ) him4 ,,*apt] ,,lv4 ,,on ,,! ,,necessity ,,( ,,asc]ta9+ ,,! ,,prop] ,,modes ,,( ,,direction1 ,,by ,,diff]5t ,,& ,,frequ5t ,,exp]im5ts4 ,sid5ote3 ,on ! ,necessity ( frequ5t ,exp]im5ts1 9 diff]5t ,modes ( ,direction4 ,section #bif4 ,! ,necessity ( mak+ frequ5t ,exp]im5ts1 9 ord] to prove h[ f> ! ,balloon is capable ( ,direction1 by diff]5t ,comb9ations ( ! me*anical ,p[]s1 is s app>5t2 t no ,balloon %\d rise a second ,"t1 )\t ! ,application ( ,ma*9]y to t ,end4 ,ea* ,c&idate = ,fame1 z ,proprietor ( a ,balloon = public ,exhibition1 ought to vie 9 8 ,pret5sions to a ,sup]iority ( ,man\vres4 ,_! respective ,p]=mances w\d appe> 9 ! public ,pap]s2 & ,decisions be made to ! ,advantage ( ! ,art4 ,= x is probable1 t by su* ,comp>ison *iefly2--! comp>ison ( exp]im5tal ,blund]s & ,mi/akes1 & n by an ,union ( ,!ory & ,practice1 cem5t$ by lib]al ,patronage1 ! ,balloon c arrive to any ,degree ( ,p]fection1 9 a ,c\ntry1 :i* is ! ,sc5e ( p]petual ,cont5tion3 :]e ! ,sum ( ,life seems devot$ b to p>ty2 & :]e ! preci\s ,"t ( ! great is sunk 9 ,luxury1 & _! exalt$ ,tal5ts lo/ 9 ! ,labyr9? ( ,politics4 ,sid5ote3 ,precautions to secure a ,l&+4 #big4 ,to /rive aga9/ ! ,/ream is prov]bially impossible3 & x w\d be lit]ally s1 to attempt by any ,k9d ( ,ma*9]y to =ce ! l>ge ,surface ( a ,balloon1 ) any ,degree ( ,velocity1 aga9/ a ,/ream ( air4 7,section #bja47 ,%ips1 :i* h ! ,aid ( an ,elem5t #hjj ,times d5s] ?an ! air1 are oblig$ to wait 9 ,port1 till ! ,w9d is fav\rable4 ,b nei!r is ?is consid]$ z an ,argum5t aga9/ m>itime ,navigation3 nor does ! ,p]fection ( ! ,balloon require its ,asc5t 9 a ,/orm3 ?o' ! ,pref]5ce due to ! ,balloon1 on su* ,occasion1 w\d be decisive 9 its ,fav\r3 z ! latt] w\d pres5tly surm\nt ! ,w9d1 & lie to1 9 ! calm ,air above x4 ,sect4 #bih4 ,art4 #a4 ,by ,w+s1 or "s propulsive ,ma*9]y1 act+ =cibly 9 a ,direction requir$1 & ) ,ease to ! ,op]ator2 two useful ,man\vres may be attempt$1 & w frequ5tly be f\nd successful4 ,sid5ote3 ,fir/ ,man\vre3 to secure ! ,l&+ 9 w9dy ,wea!r4 #bih4 ,art4 #b4 ,fir/1 ,to ret>d ! ,c\rse ( ! ,balloon dur+ its ,desc5t2 9 su* a ,mann]1 z to prev5t ! ,w9d f damag+ ! ,ma*9e1 or snapp+ ! ,cable3 & ?us to l& ) ,safety1 & at ! smalle/ ,di/ance beyond ! ,place assign$4 ,sid5ote3 ,prep>atory ,app>atus3 & ,signal-,rope4 #bih4 #c4 ,a silk51 or o!r light ,rope is to be provid$3 & to run ?r\' a snat* ,block fa/5$ to a rudd]1 or to ! c>1 z 9 ,crosbie's ,balloon4#ih ,:i* ,rope alone w\d less5 imm$iate & un=ese5 ,dang]1 by us+ ! ,balloon z a ,sail1 if x actually alight$ on ! ,wat]4 #bih4 ,art4 #d4 ,! same ,rope be+ a ,mile1 or a ,mile & ,half 9 ,l5g?2 ! ,:ole1 or a ,"p ( x1 might be suff]$ to run (f ! ,:eel1 &1 fall+ on ! ,surface bel[1 9 mi/y ,wea!r1 w\d s]ve z a ,signal to det]m9e :e!r ! ,aironaut 0 ov] ,l&1 or ,wat]4 ,also by w9d+ up 8 ,:eel1 he might1 if ! ,wea!r 0 mod]ate1 br+ himself d[n to ! ,grapple1 :i* might be s contriv$ z to run d[n ! ,rope1 & rema9 at ! ,bottom1 by ,means ( a ,knot1 or o!r ,*eck4 ,he might also loose 8 ,grapple1 & rise aga93 or :5 d[n2 pull ! ,valve-,cord1 & l&4 #bih4 #e4 ,) a second %ort ,cable1 snat* ,block & ,grapple1 he w\d be able to moor ! ,balloon1 f :i*1 he might1 by procur+ ! ,c\ntry ,p to load ! ,c> ) fre% ,balla/ equal 9 ,weight to himself2--get out1 & ev5 leave ! ,balloon 9 _! ,c>e4 ,! ,precaution ( kn[+ :e!r he 0 ov] a fre% ,wat]-,lake1 7= he might he> ! ,sea7 might be useful 9 mi/y & l[ cl\dy ,wea!r by ,day1 or dur+ ! ,night2 )\t exp5d+ ,gass 9 ! exploratory ,desc5t4 #bih4 #f4 ,to facilitate ! l&+1 ! ,signal-,rope may be us$ to ! greate/ ,advantage1 p>ticul>ly 9 w9dy ,wea!r2 by l[]+ out a ,"p1 or ! ,:ole1 :e!r a ,mile1 or ,mile & half1 s t ! ,grapple may take ,effect on ! ,gr\nd1 at ! ,di/ance ( its ,l5g? by ,e/imation1 %ort ( ! ,place :]e ! ,balloon is int5d$ to l&4 ,z soon z ! ,grapple holds2 x is 9 ! ,option ( ! ,aironaut1 to tye ,p>cels ( 8 ,balla/ loosely r\nd ! ,cable1 to run d[nw>ds along ) x4 7,= :i* ,purpose1 ,iron-,r+s ) ,spr+-,swivels1 :i* op5 by ,pressure ( ! ,f+]s1 & %ut ( !mselves1 might answ] bett] ?an ! lea!rn ,?ongs1 z ! =m] might be put1 9 an ,in/ant1 r\nd ! ,cable1 & w\d run d[n quick]47 ,^! ,p>cels ( ,balla/ are to be s5t d[n1 9 ,succession1 till ! ,balloon has acquir$ su* ,degrees ( false levity1 z w be suffici5t to c\nt]act t ,t5d5cy :i* ! ,w9d w h to depress ! ,c> ( ! ,balloon =cibly on ! ,surface1 s long z x is connect$ ) ! ,grapple on ! ,gr\nd4 #bih4 #g4 ,:5 ?is ,po9t is effect$1 ! ,balloon w rema9 susp5d$ 9 ! ,air2 & be+ act$ ^u by ! ,w9d1 w be press$ into a ,direction approa*+ to an horizontal ,l9e1 9 ,proportion to ! encreas+ ,p[] ( ! ,w9d4 ,& "h ! ,necessity ( hav+ ! ,cable fa/5$ to a ,c5t] above ! ,c>1 9 ord] to reta9 its ,p]p5dicul>ity1 is mo/ evid5t4 ,! ,aironaut1 9 ?is ,situation1 may v5ture to w9d up ! ,cable gradually1 & desc5d1 to ! ,grapple4 #bih4 #h4 ,secondly3 ,:5 ! diff]5t ,curr5ts ( ,air1 h be5 tri$ by ,desc5t & ,asc5t ( ! ,pione]-,balloon1#ii & f\nd to be all unfav\rable2 ! ,aironaut is to rise /ill high]1 into a ,calm1 pursue 8 ,c\rse horizontally 9 ! blue s]5e1 by propulsive ,ma*9]y3 e/imat+ ! ,velocity1 by ! evid5t ,resi/ance ( ! half ,mile :ite ,flag describ$ 9 ,section #ab1 #ac4 & #ab1 #ae4 hang+ at a prop] ,di/ance bel[1 & ( t :i* hangs loosely at ! ,side ( ! ,c>1 to %ew a ,*ange 9 ! ,direction ( ! ,w9d1 7!n made by a ,resi/ance ( ! ,air73 or he may judge o ! ,velocity & ,direction1 by ! ,flight ( a ,fea!r1 repeat$ly let loose at c]ta9 ,int]vals ( ,"t4 ,,*apt] ,,lvi4 ,,new ,,mode ,,( ,,asc5t1 ,,to ,,det]m9e ,,! ,,in/ant ,,! ,,balloon ,,is ,,arriv$ ,,at ,,any ,,giv5 ,,height3 ,,to ,,measure ,,! ,,heights3 ,,& ,,to ,,e/imate ,,! ,,d5sities ,,( ,,! ,,air ,,at ,,! ,,giv5 ,,heights4 ,,also1 ,a ,,me?od ,,( ,,asc5d+ ,,to ,a ,,fix$ ,,b>ometric ,,height3 ,,!re ,,to ,,rema9 ,,susp5d$ ,,9 ,,equilibrio4 ,section #bii4 ,previ\s to ! ,asc5t1 provide a ,cord1 :i* %all h suffici5t ,/r5g? to support twice its own ,weight1 :5 s great a ,quantity ( x is coil$ toge!r1 z1 if ext5d$1 w\d measure half a ,mile or a ,mile4 ,weigh ! :ole ,coil1 or any ,numb] ( ,y>ds1 s z to obta9 ! :ole ,weight4 ,m>k ! :ole ,l5g? ( ! ,cord1 ) diff]5t col\r$ ,wor/$1 or o!rways1 at ! ,di/ance ( e eight ,y>ds3 z a s\nd+ ,l9e4 ,note ! ,m>ks 9 a ,pocket-,book4 ,^! ,?+s be+ done2 give ! ,balloon1 by inflation1 a ,p[] ( ,levity at lea/ equal to ! kn[n ,weight ( ! ,cord3 :i* may be easily obta9$ by ?r[+ into ! ,c>1 already balla/$ & prep>$1 a ,weight equal to ! ,aironaut1 toge!r ) t ( ! ,cord4 ,! ,cord mu/ also1 previ\s to ! ,asc5t1 be roll$ ^u a ,reel1 7made fa/ 9 ! ,gr\nd7 ^: ,diamet] %\d be two ,feet3 ea* ,turn ( ! ,:eel may be call$ two ,y>ds4 ,a ,b>omet] ) an atta*$ ,!rmomet] fix$ 9 ! same ,frame1 also a second or deta*$ ,!rmomet] plac$ at ! ,di/ance ( a ,y>d f ! ,frame1 %\d rema9 ^u ! ,gr\nd dur+ ! ,inflation4 ,! same ,app>atus ( ,b>omet] ) atta*$ & deta*$ ,!rmomet]1 %\d be susp5d$ 9 ! ,c>4 ,! ,in/ant ! ,balloon asc5ds1 an ,obs]v] bel[ is to note 9 a ,book ! ,po9t at :i* ! ,quicksilv] /&s 9 ea* ( ! ?ree ,tubes ( ! l[] ,app>atus1 also ! ,"t ( ,asc5t3 ! ,aironaut ! same4 ,! ,rope is1 previ\s to ! ,asc5t1 to be ty$ to a ,c5t] above ! ,c>3 & z soon z ! ,balloon has elevat$ ! ,c> #ajj ,y>ds2 ! ,obs]vations1 z be=e1 are to be set d[n bel[1 & by ! ,aironaut3 & repeat$ at ! ,height ( ea* #ajj ,y>ds3 a ,drum to beat2 dur+ ! ,"t ea* ,obs]vation bel[ is not+ d[n2 & ! ,balloon n suff]$ to rise1 till ! ,drum has ceas$4 ,by su* repeat$ ,notice1 & ,sil5ce2 ! ,aironaut w "k ! exact ,height1 at :i* ! ,balloon is *eck$ 9 its ,elevation3 & ! exact ,"t dur+ :i* its ,elevation is imp$$4 ,?is ,process is to cont9ue1 till ! ,rope is rais$ to its full ,l5g?4 ,at :i* ,in/ant a d\ble-b>rel ,gun is to be fir$3 ! exact ,"t not$ bel[3 & ! ,"t ( he>+ ! ,s\nd not$ above4 ,^! ,notes are to be comp>$ at ! ,aironaut's arrival on ,e>?4 #cjj4 ,= su* nice ,exp]im5ts ! ,aironaut %\d asc5d half an ,h\r be=e sunrise1 or ,sunset3 & ! ,day *os5 by ! =ego+ ,rules4 ,! ,air mu/ be q calm3 b x is n necess>y t x %\d be free f ,cl\ds or ,mi/4 ,:5 ! ,rope is at its full ,ext5t1 ! ,op]ator bel[ is to %ort5 x1 by w9d+ d[n ! ,balloon1 #ajj ,y>ds3 ! ,signals bel[1 be+ repeat$1 till ! ,balloon is arriv$ )9 #ajj ,y>ds ( ! ,gr\nd4 ,sid5ote3 ,to e/imate ! ,d5sities at diff]5t ,heights4 #cja4 ,:ile "o ,obs]v] bel[ is writ+ d[n ! ,obs]vation to be made ! ,in/ant ! ,balloon has ris5 exactly #ajj ,y>ds2 ano!r ,op]ator is to weigh1 by ,h&1 ) ,spr+ ,/eel-,y>ds1 ! ,=ce ( ,levity already acquir$1 :i* is to be not$ d[n by a ?ird ,by/&]4 ,?is ,process is to be repeat$ at e #ajj ,y>ds4 ,! ,levity1 x is true1 w encrease z ! ,balloon rises1 7probably 9 a geometric ,progression27#ajj yet ! ,cord1 by ris+ ) ! ,balloon1 w greatly *eck x3 if1 h[ev]1 x prove insuffici5t = t ,purpose1 &1 le/ ! ,cord %\d be 9 ,dang] ( break+2 ! ,bottom ( ! ,balloon mu/ be op5$1 or ! upp] ,valve drawn4 ,if ! ,cord1 ,rope1 or ,balanc]1 be suffici5tly /rong2 !re w be no ,necessity = ! ,aironaut to ?r[ out ,balla/ occasionally2 nor = ! ,obs]vations 9 ! =m] ,"p ( ?is ,section3 ! ,d5sities w likewise be m easily det]m9$1 by ! ,weights2 :i* %ew ! ,encrease ( ,levity & ,expansion ( ! ,balloon1 at ea* ( ! giv5 ,heights3 ,all[ance be+ made = ! ,weight ( ! ,balance ,rope1 rais$ by ! ,balloon4 ,sid5ote3 ,me?od ( asc5d+ to a fix$ b>ometric ,height3 !re to rema9 susp5d$ 9 ,equilibrio4 #cjb4 ,! ,aironaut1 may1 at any ,height1 m>k$ by look+ at ! ,b>omet]1 :5 at #bd ,in*es = ,example1 or z soon z he f9ds 8 ,balloon suffici5tly exp&$1 pull up ! ,rope ov] a ,pulley2 or1 w9d x ^u a ,reel ( two ,feet ,diamet]1 )9 ! ,c>2 & cont9ue to d s2 till he f9ds t ! ,b>omet] beg9s to rise1 7:i* is a ,sign t ! ,balloon desc5ds71 by ! additional ,weight ( ! ,balanc] j br\ght into ! ,c>3 on :i*1 by preconc]t$ ,agreem5t1 he may ?r[ out a :ite ,flag1 prep>$ to hang a ,y>d bel[ ! ,c>4 ,on ,sight ( ! ,flag1 ! ,p]son at ! ,reel bel[ is to cut ! ,rope3 :i* ,rope1 or a ,"p ( x1 is to be drawn into ! ,c>4 ,! ,balloon w rise no high]2 b rema9 9 ,equilibrio 9 ! ,air1 at t ,height4 ,,*apt] ,,lvii4 ,,on ,,balloons4 ,,_! ,,defects ,,& ,,f>!r ,,improvem5ts4 ,section #cjc4 ,^! ,defects are be/ kn[n f ! ,hi/ory3 a ,detail ( :i* is giv5 to ! ,_w 9 an ent]ta9+1 elegant1 & sci5tific ,mann]1 by a celebrat$ ,writ] on o!r ,subjects1 ,mons4 ,faujas de ,sa9t ,fond1 9 two ,volumes1 #abmo4 = ! two la/ ,ye>s1 illu/rat$ ) ,engrav+s by ! be/ ,ma/]s4 ,& he promises a ,cont9uation1 or annual ,regi/] ( ,exp]im5ts & ,improvem5ts4 ,! ,title ( ! ,book is1 8,description des ,exp]i5ces de la ,ma*9e aro/atique1 c4 c40 #cjd4 ,mr4 ,cavallo has fav\r$ ! ,briti% ,nation ) a cursory ?o' cle> ,acc\nt ( ! same1 9 8 8,hi/ory ( ,airo/ation30 a ,cont9uation ( :i* x 7 to be wi%$ he w\d likewise publi% annually4 #cje4 ,x might contribute greatly to ! ,improvem5t ( ! ,art2 if ,mr4 ,faujas w\d give ,engrav+s on a l>ge ,scale1 ( ! diff]5t ,ma*9]y1 already us$ or inv5t$ to direct ! ,balloon1 ) _! ,proportions3 p>ticul>ly ! m\l9et ( ,blan*>d3 z well z t lately tri$ by ,messrs4 ,auban & ,vallet2 ^: ,ma*9]y is /ill m di/+ui%$ & effectual4 #cjf4 ,! ,titles & ,sizes ( all useful ,books writt5 on ! ,subject1 also ! ,places :]e !y are to be _h1 might likewise be ins]t$1 at ! ,end ( ea* annual ,volume4 #cjg4 ,! pr9cipal ,defects ( ! ,briti% ,balloons are1 9 #a4 ,! ,con/ruction4 #b4 ,production ( ,gass4 #c4 ,mode ( ,direction1 & #d4 ,security ( l&+4 ,fir/1 ,defects ( ! ,con/ruction are bo? 9 ! ,=m1 & ,composition4 ,! ,=m ought to be t ( a "r#aja ,cyl9d]1#ajb by :i* ! ,capacity is d\bl$ )\t encreas+ ! ,resi/ance3 end+ above & bel[1 ea* 9 a ,hemisph]e4 ,a cyl9drical ,trunk1 #b ,feet 9 ,diamet]1 be+ add$ to convey ! ,gass into ! ,balloon2 & suff] x to escape1 :5 too mu* exp&$ 9 ! e!rial ,regions4 ,x %\d also be furni%$ ) a ,valve1 at ! ,bottom1 ( equal ,diamet] ) ! ,trunk3 keep+ itself ,air-tight2 & op5+ outw>ds by a giv5 ,resi/ance1 7z t ( t5 ,p\nds ,troy17 f ! inside ,gass4 ,!re mu/ be an upp] ,valve z usual3 occasionally to promote a swift ,desc5t4 #cjh4 ,! ,=m w likewise cont9ue to be defective1 till an int]ior ,balloon = common ,air is adopt$1 accord+ to ! ,plan laid d[n by ! +5i\s ,mons4 ,meuni]1 lately appo9t$ by ! ,fr5* ,academy ( ,sci5ces at ,p>is1 "o ( ! ,commission]s = ! ,improvem5t ( ,airo/ation4 ,! ,use ( :i* int]ior ,balloon by ,compression ( ! surr\nd+ ,gass 9 ! ext]nal ,balloon1 prev5ts1 x is said1 ! ,loss ( ,balla/ & ( ,gass3 two v consid]able ,advantages4 ,= ! actual ,sum total ( ,gass n be+ dim9i%$2 ! ,balloon w cont9ue long] 9 ! ,air1 be=e an ,escape ( ,gass1 ?r\' ! ,pores ( ! ,silk1 makes x desc5d4 ,!re w1 on ! same ,acc\nt1 be less ,occasion to take 9 me] ,balla/1 = ! ,purpose ( ?r[+ x ov]bo>d1 to prev5t ! ,desc5t4 ,!re=e an equal ,weight ( ,articles necess>y to rema9 9 ! ,c>1 may be sub/itut$ 9 ,place ( ! ,balla/4 #cji4 ,art4 #a4 ,&1 s9ce x is next to impossible1 ! ,atmosph]e %\d cont9ue = #bd ,h\rs toge!r1 ( ! same ,d5sity1 ,weight1 & ,temp]ature2 or1 9 %ort1 )\t ,motion2--! ,aironaut w h a ,p[] ( seek+1 at diff]5t ,heights1 = t ,curr5t ( ,air1 or ,w9d1 :i* suits him be/3 or1 9 a v few ,m9utes1 to rise above all ,curr5ts2 become /ation>y1 & lie to 9 ! s]5e1 wait+ = a ,w9d3 :i*1 z be=e m5tion$1 he may readily f9d1 by l[]+ out a ,mile ( ,tw9e1 & 8 :ite ,flag3 att5d+ to x1 ) a small p]spective ,glass1 or ,magnifi]4 #cji4 #b4 ,ano!r mo/ mat]ial ,advantage is to be able1 9 a high ,w9d1 to *use ! ,spot on :i* he proposes to alight3 or wait = a fav\rable ,opportunity to desc5d4 ,sid5ote3 ,to asc]ta9 ! ,height ( ! ,balloon by a ,quadrant4 #caj4 ,to compute ! ,height & ,di/ance ( ! ,balloon1 by ,means ( a :ite ,flag1 or o!r visible ,object1 susp5d$ f ! ,c>1 at a c]ta9 ,di/ance bel[ x4 ,let ! ,obs]v] take ! ,altitude ( ! ,c> ) a ,quadrant3 & also ! ,altitude ( ! ,object or ,flag4 ,!n by a ,case 9 pla9 ,trigonometry2 if ! ,altitude ( ! ,c> be by ! ,quadrant #ei ,,hac1 ! ,altitude ( ! ,object #ee ,,hao1 & ! ,l5g? ( ! ,l9e ve]$ out be #bjj ,y>ds1 or o!rwise ,,co4 ,illu/ration ,!n ! ,complem5t ( ,,hao ,,aoh #ce2 & ! ,complem5t ( ! ,angle ,,hac ,,a* #ca2 & ! ,supplem5t ( ,,oac ,,aco ,,aoc #ade4 ,!n1 ,,cao #d 3 ,,co #bjj 33 ,,aoc #ade 3 ,,ac2 & ,radius 3 ,,ac 33 ,,cah #ei 3 ,,* #adji ,y>ds1 ! ,height ( ! ,balloon tak5 at ! ,"t4 ,next1 ,radius 3 ,,ac 33 ,,a* #ca 3 ,,ah #hdf ,y>ds1 :i* is ! horizontal ,di/ance ( ! ,place on ! ,e>? f ! ,obs]v]1 ov] :i* ! ,balloon 0 !n susp5d$4 ,?is ,me?od f9ds ! ,height tru] ?an ! ,b>omet]1 & ) few] ,circum/ances ( ,confusion4 ,& if ! ,balloon ,art c\d be p]fect$1 s z to make !m /ation>y at any ,height2 ?is ,circum/ance w\d af=d excell5t ,opportunities ( prov+ ! ,heights by ! ,b>omet]3 besides :i*1 ! ,di/ance also has be5 obta9$3 a ,po9t n be=e attempt$4#ajc ,,*apt] ,,lviii4 ,,( ,,! ,,air-,,bottle ,,balloon4 ,section #caa4 ,till ! ,p>ticul>s ( ,meuni]'s ,inv5tion are made public1#ajd an additional ,air-tight ,balloon1 or ,air ,bottle1 at lea/ #ae ,feet 9 ,diamet]1 ( a globul> ,=m1 app5d$ bel[ ! ,c>1 & furni%$ ) a ,cond5s]1 to be work$ by pull+ upw>ds1 or1 z ! ,bell[s ( an ,organ1 by ! alt]nate ,motion ( ! ,feet ( ! ,aironaut1 /&+ upright 9 ! ,c>1 may be us$ in/ead ( ! int]ior ,balloon2 to keep ! great ,balloon at a giv5 ,height3 & consequ5tly prev5t ! ,aironaut f ris+ too high3 to at*ieve :i* ,purpose1 dur+ ! fir/ ,asc5t2 a ,rope or ,balanc] may be us$1 a ,mile & half long1 fa/5$ to ! ,c>1 & ris+ ) ! ,balloon1 7to *eck its ,p[] ( ,asc5t17 till an ,equilibrium is produc$3 at :i* ,in/ant1 on ,sight ( ! :ite ,flag f ! ,c>1 ! ,balance-,rope is to be cut1 by ! ,op]ator bel[4 7,section #cjb47 ,if ! ,aironaut p]ceives by ! ,rise ( ! ,b>omet]1 t ! ,balloon desc5ds2 he may ?r[ out a little ,balla/1 7p]haps a ,p\nd or two71 & !n w9d up 8 ,balanc]1 or suff] x to rema9 at any ,l5g?1 at 8 ,option4 #cab4 ,by keep+ ! ,balloon at a giv5 ,height only2 no ,gass is exp5d$ 9 prev5t+ ! necess>y ,t5d5cy ( ,balloons to a p]petual ,elevation3 also1 dur+ ! self ,desc5t ( ! ,balloon2 by op5+ ! ,air-,bottle1 ! ,aironaut w sup]s$e ! ,necessity ( ?r[+ out ,balla/1 = a ,re-asc5t4 #cac4 ,! ,air-,bottle-,balloon %\d be cov]$ by a /rong light ,net1 ( a ,dim5sion r less ?an ! ,bottle1 :i* w h9d] x f bur/+3 ! ,resi/5ce ( ! cond5s$ ,air )91 be+ !n *iefly on ! ,net1 & b little on ! ,bottle4 ,! ,net may be made ( ,silk & ,cotton ,?read2 le/ ! ,me%es1 by ! ,pressure ( ! ,knots1 %\d eat into ! ,bottle4 ,,*apt] ,,lix4 ,,sup]iority ,,( ,,! ,,air-,,bottle ,,to ,,an ,,int]ior ,,balloon4 ,section #cad4 ,! ,air-,bottle c be att5d$ ) no ,sort ( ,dang]4 ,=1 if x bur/2 ! only ,effect is to raise ! ,balloon3 :i* is made to desc5d1 at ,pleasure1 by op5+ ei!r ! l[] or upp] ,valve4 ,:]eas an int]ior ,balloon cond5s$ ) common ,air1 presses aga9/ ! surr\nd+ ext]ior ,gass3 & ! ,gass1 aga9/ ! inside ( ! great ,balloon1 :5 ! latt] is 9 an elevat$ & r>efi$ ,atmosph]e2 :i* ,atmosph]e1 9 ,proportion to its ,height1 makes less ,resi/ance to ! ,outside ( ! great ,balloon3 & !reby encreases its ,t5d5cy to a ,rupture4 ,by ! ,application ( ! ,air-,bottle1 :i* w be to a ,balloon1 :at an ,air-,bladd]1 or ,swim is to a ,fi%2 a concomitant ,advantage is d]ivable4 ,= ! common ,balloon & ,air-,bottle1 :i* may be call$ a d\ble balloon1 w1 9 _! pres5t imp]fect ,/ate1 be able to rema9 a ,day1 or p]haps a ,c\ple ( ,days 9 ! ,air3 !re be+ no ,loss ( ,gass3 unless by ,evaporation1 ?r\' ! ,pores ( ! ,silk4 ,& ?is ,advantage ( a d\ble ,balloon may be effect$ ) little exp5ce 7except t ( a complete ,net7 to ! diff]5t ,proprietors1 :o may make alt]nate ,voyages1 ) ! ,balloons ?us unit$3 "o be+ inflat$ ) ,gass2 ! o!r occasionally ) ?ree or m ,atmosph]es ( common ,air cond5s$4 ,,*apt] ,,lx4 ,,h9ts ,,= ,,! ,,direction ,,( ,,! ,,balloon4 ,sect4 #cae4 ,art4 #a4 ,9 ! ,london ,*ronicle1 f ! #bj? to ! #bb;d ( ,augu/1 #aghe1 is a ,lett] f ,bury1 conta9+ an ,acc\nt ( ,mr4 ,poole's ,balloon1 ) ! foll[+ ,circum/ance1 viz4 8,x 0 f\nd necess>y1 be=e ! ,balloon 0 lib]at$1 to cut away ! ,w+s1 int5d$ to act z ,sails1 :i* _h be5 con/ruct$ by an +5i\s ,pi$montese1 patroniz$ by "l or=d1 & :i* x 0 suppos$1 w\d h contribut$ to facilitate ! ,direction ( ! ,balloon1 b 7 f\nd greatly to ret>d ! ,cel]ity ( its ,motion40 ,n[ if any ,cr$it c be giv5 to ,newspap] ,acc\nts1 7t ( ! ,beccles ,balloon be+ an entire ,fable17 x is to be lam5t$ t ! ,w+s 7 cut away = ! ,reason assign$3 z x seems ! only "o t c\ld prop]ly be (f]$ = apply+ !m4 #cae4 #b4 ,balloons already rise l a ,rocket1 & press =w>d almo/ ) ! ,cel]ity ( ! ,w9d3 x is !re=e evid5t1 t ^! ,cel]ities mu/ be greatly ret>d$1 9 ord] to facilitate ! ,direction3 & consequ5tly t ! ,w+s bid fair to h answ]$ ! ,int5tion ( _! +5i\s ,projector4 ,& :y precipitately cut !m away1 be=e ! ,balloon 0 left to ! ,pleasure ( ! ,w9ds8 s9ce no regul> or safe ,man\vres ought to h be5 attempt$1 till t ,"t4 ,!re appe>s to h be5 mu* ! same ,reason = reject+ ! ,pi$montese ,w+s1 t !re 0 = condemn+ ! use ( a ,p>a%ute1 to :i* a ,dog be+ app5d$ 0 kill$ 9 ! ,desc5t3 because ! ,p>a%ute 0 n let loose at a suffici5t ,height1 nor 0 x prop]ly di/5d$4 #cae4 #c4 ,x seems1 t z ! ,w+s _h greatly imp$$ ! ,balloon2 a c]ta9 ,addition to !m might h ne>ly /opp$ x 9 ! ,air4 ,= ! ,balloon hav+ once acquir$ an uni=m ,motion1 by encreas+ ! ,surface ( ! resi/+ ,body1 or ,w+s1 ! ,balloon maybe ret>d$ to a c]ta9 ,po9t4 ,b ! ,resi/5ce encreas+ w\d raise ! resi/+#aje ,body above its ,p[] ( ,action1 & !re=e1 9 ,fact1 less5 x2 by :i* ,means ! ,balloon w\d cont9ue to be propell$ 9 ! ,direction ( ! ,w9d1 ) a ,=ce equal to t ,dim9ution4 ,suppose1 = ,in/ance1 t1 in/ead ( ! half ,mile ,flag1 :i* evid5tly *eck$ ! progressive ,motion ( ! ,balloon 7,section #gj7 a l>g] squ>e ,surface1 ( v>ni%$ ,silk1 or a triangul> ,latte5 ,sail 7l ! ( ,le ,roi#ajf7 0 sub/itut$1 & kept /ret*$1 by a holl[ ,cane1 or ,y>d4#ajg #cae4 #d4 ,also1 t by ,means ( a ,fan or small ,o>1 act+ z a ,rudd]1 to be fold$ & tak5 back into ! ,c> at ,pleasure1 ! ,balloon 0 compell$ to move ) a giv5 ,side =emo/2 t ! ,sail 0 let d[n bel[ ! ,c>1 by /rong silk5 ,cords fa/5$ to ea* ,angle2 & la/ly1 t lead5 ,weights1 7ea* weigh+ an ,ounce ,av]dupoise :5 widely p]=at$1 & put ?r\' ! ,ends ( ea* ,cord be=e x is fa/5$ to ! ,c>71 be let d[n to ea* ,angle2 occasionally encreas+ ! ,weights 7or ,sail7 9 ,proportion to ! ,w9d2 :i* relative ,weights 7or ,sail7 w be/ be det]m9$ by repeat$ ,exp]im5ts2 w n su* an ,app>atus or ,anemomet]-,sail1 act+ z a ,vis ,in]ti ne>ly at "r ,angles aga9/ ! ,=ce ( ! ,w9d1 *eck ! ,balloon2 till ! encreas+ ,resi/5ce rais+ ! ,sail upw>ds t[>ds ! ,horizon dim9i%es its ,p[] ( ,action8 ,) ?is ,sail !re=e1 :i* requires little ,att5tion2 & ) ! ,assi/ance ( ,w+s mov$ by ,lev]s1 press$ alt]nately d[nw>ds z ! ,bell[s ( an ,organ1 by ! ,feet ( ! ,aironaut & m]e ,weight ( 8 ,body1 /&+ upright ne> ! ,c5t] ( ! ,c>2 ! ,balloon may probably be1 9 "s ,respect1 subject to ,direction1 & move obliquely aga9/ ! ,w9d1 or ) ,=ce 9 a ,calm4 ,! ,balloon & ,anemmet]-,sail1 l ! ,e>? & ,moon w turn on _! common ,c5t] ( ,gravity4 #cae4 #e4 ,x is possible to erect a light holl[ ,ma/ ?r\' ! ,c>1 & ?r\' ! ,balloon1 by ,means ( a cyl9drical ,tube ( v>ni%$ ,silk1 ext5d+ f ,top to ,bottom1 9 ord] to su/a9 ! ,balloon 9 an upright ,situation1 & make x keep ,pace ) ! ,c>1 :5 ! latt] is propell$ by ! ,w+s4 ,! ,ma/ %\d be cov]$ ) s(t ,cotton1 to less5 ! ,r\ghness ( ! ,friction4 ,x may also conta9 )9 x1 ano!r sl5d]] holl[ ,ma/1 aft] ! ,mann] ( a ,cane ,fi%-,rod2 ei!r to be l[]$ out1 & plac$ horizontally across or bel[ ! ,c>1 to s]ve z a ,gu>d = ! ,bottom ( ! ,anemmet]-,sail2 or to be let d[n to any ,dep? occasionally3 & o!r ,sails connect$1 by ! usual wood5 ,r+s1 & kept tight by ,cords runn+ ?r\' ,blocks fa/5$ to any ,"p ( ! equatorial ,hoop1 z us$ at fir/1 by ! gallant ,admiral ( ! ,air blan*>d1 & aft]w>ds too precipitately reject$2 s9ce1 9 ,case ( a ,rupture ( ,gass ?r\' ! upp] ,hemisph]e ( ! ,balloon2 ! equatorial ,hoop pres]ves ! ,p>a%ute complete3 & = ,want ( :i* ,hoop1 "y ,arnold _h c]ta9ly lo/ 8 ,life1 if ! ,wat] ( ! ,?ames _h n broke 8 ,fall4 ,dur+ ! ,desc5t ( ! ,balloon1 ! ,sails are to be tak5 91 & ! l[] ,ma/ project$ into its ,socket4 #cae4 #f4 ,diff]5t ,trials may be repeat$ly made3 ! ,effects ( :i*1 :e!r evid5tly useful or app>5tly o!rwise1 be+ c>efully record$ & regul>ly publi%$ 9 ,detail1 may af=d ,data = ! ,prosecution ( fur!r ,discov]ies1 & lay ! ,f\ndation = a rational ,sup]/ructure ( airo/atic ,navigation4 ,sid5ote3 ,on ! ,mann] 9 :i* ! ,w9d1 ,anemmet]1 & propulsive ,ma*9]y w probably op]ate on ! ,balloon4 ,sect4 #caf4 ,art4 #a4 ,by add+ ,weights1 & encreas+ ! ,surface ( ,anemmet]-,sails2 ! ,vis ,in]ti w become s p[]ful 9 ! ,direction ( ! resi/+ ,m$ium ( ! ,air2 t ! ,w9d 9 ! opposite ,direction w =ce ! ,balloon out ( its ,v]tical1 & incl9e x to ! ,horizon4 ,! ,c> w be a ,fulcrum ,axis or ,c5t] ( ,motion3 on an imag9>y ,po9t ( :i*1 z on a ,pivot1 ! ,balloon & ,sails w turn opposite ,ways1 balanc+ ea* o!r 9 e ,situation4 #caf4 #b4 ,! ,balloon mu/ !re=e be br\ght back into ! ,v]tical by a c\nt] ,ex]tion ( ! ,w+s3 to :i* ! ,vis ,in]ti mu/ always be made to be> a j ,proportion4 ,! ,decl9ation ( ! ,balloon is ! only ,inconv5i5ce =ese5 to result f an ,anemmet] too l>ge1 or too heavily lad53 & x is in/antly rem$i$ by slack+ ! ,sail4 ,"o ,?+ /ill rema9s to be m5tion$4 #cag4 ,balloons durably ,air-tight1 & t]m9at+ 9 a ,hemisph]e above1 7,section #cjg72 ought to h _! ,dim5sions su*1 t !re %\d be no ,occasion = m ?an _! upp] ,hemisph]e to be inflat$4 ,"u :i* ,=m1 !y may ) ,ease & ,safety be pit*$ z ,t5ts on ! ,gr\nd2 by ,cords fa/5$ at equal ,di/ances to ! equatorial ,hoop2 & on ,occasion by ! ,aironaut himself1 :ile 9 ! ,c>3 :o may be provid$ ) ,iron ,r+ ,/akes b>b$1 & fa/5$ or ready to be fa/5$ to ea* ,balloon-,cord3 &1 z soon z ! ,balloon is moor$ by ! ,an*or1 ,grapple1 & snat* ,block1 7,section #bih1 #c7 ) a light ,axe drive d[n ! ,/akes r\nd ! ,c>1 & regulate !m :5 he alights f x1 on ! ,gr\nd4 ,,*apt] ,,lxi4 ,,h9t ,,= ,a ,,vane-,,sail ,,to ,,prev5t ,,! ,,balloon ,,f ,,turn+ ,,r\nd1 ,,:ile ,,! ,,w9d ,,cont9ues ,,/eady4 ,sid5ote3 ,h9t = a ,vane-,sail4 ,section #cah4 ,to ! ,block-,pulley 9 ! equatorial ,hoop1 hoi/ a ,sail1 ^: ,%ape is z foll[s4 ,f ! equatorial ,hoop1 let fall a ,p]p5dicul>3 & f ! l[e/ circul> ,po9t 9 ! ,circumf]5ce ( ! ,balloon1 draw a ,tang5t1 or horizontal ,l9e1 till x meet ! =m]3 ^! ,l9es1 toge!r ) t ,"p ( ! ,circumf]5ce int]cept$ betwe5 !m1 9 ! ,po9ts :]e !y t\* ! ,circle1 =ms a ,space1 :i* is ! ,%ape s\ght4 ,! ,sail may be kept /eady by a holl[ ,cane or ,b[sprit ?ru/ out f ! ,c>1 & made fa/ ) ! usual ,tackl+4 #cai4 ,h9t = an ,umbrella-,p5dulum or ,valve-,sw+1 to project ! ,balloon 9 a ,calm 9 ! e!real ,regions1 above ! ,/ation ( ,cl\ds2 :]e ! ,resi/5ce f ! ,air is mu* less ?an at ! ,surface ( ! ,e>?4 ,sid5ote3 ,h9t = a ,valve-,sw+ to project ! ,balloon 9 a calm & elevat$ ,atmosph]e4 ,let ! ,c> ( ! ,balloon be p]=at$ s z to admit a light ,gordon ,ma/1 or ,pole #ah or #bj ,feet long1 p]p5dicul>ly ?r\' x4 7#cae1 #c47 ,at ! ,di/ance ( five ,feet f ! upp] ,end ( ! ,pole1 a light holl[ cyl9dric ,tube ( ,iron1 "o ,foot long1 z a ,bolt1 %\d be put ?r\' x1 at "r ,angles3 s z to play smoo?ly 9 two ,iron ,b5ds1 fix$ 9 ! ,c>2 "o ,b5d s f> moveable1 z to rise ) a ,h+e to admit ! ,end ( ! ,bolt2 ! o!r ,"p ( ! ,b5d to be p]=at$3 ?r\' :i* a holl[ ,/aple is to be fa/5$1 ) a spr+ ,cott]el *a9$3 ?is ,app>atus w prev5t ! ,pole f turn+ r\nd4 ,two light ,frames ( ,wood1 ( a p>allelogrammic ,=m1 ea* twelve ,feet by six1 & cov]$ ) v>ni%$ ,silk1 are to be hook$1 "o on ea* ( ! opposite ,sides ( ! ,pole1 f its l[] ,end upw>ds2 ! ,frames to be moveable 9 su* a ,mann]1 t on press+ ! ,pole "o ,way on ! ,axis or ,bolt1 ! ,frames %all lie close2 b on recov]+ ! ,pressure1 ! ,frames %all exp& & op51 s z to =m an obtuse ,angle ) ea* o!r1 or to lie almo/ 9 ! same ,plane1 :5 ! ,recov]y is made briskly1 & ) a ,degree ( ,/r5g?4 ,a ,h&le ( ,wood1 ! same ,size ) ! ,bolt1 may be fa/5$ ?r\' ! ,sub/ance ( ! ,pole ne> its upp] ,end4 ,! ,op]ator is to /& 9 ! ,c>1 & "w ! ,pole backw>ds & =w>ds1 :i* w give a progressive ,motion to ! ,balloon 9 a ,calm4 ,?is ,me?od may possibly prove m effectual ?an ! ,umbrella-,:eels1 on an horizontal ,axis1 ( ,mons4 ,c>ra2#ajh z ! ,umbrella-,p5dulum is easily unrigg$1 remov$1 & br\ght into ! ,c>1 9 ,case ( a ,:irlw9d2 by ,means ( a circul> ,rope fa/5$ to ! ,axis or ,bolt1 "o ,end be+ 9 ! ,c>1 & ! o!r put ?r\' ! ,ap]ture at ! ,bottom1 & br\ght up f ! ,outside aga9 into ! ,c>4 ,! ,umbrella-,p5dulum may be made to turn r\nd horizontally on ! ,bolt2 ! ,ends ( ! ,bolt be+ fa/5$ "u a circul> h+$ ,socket1 or ,groove1 ( ,iron4 ,,*apt] ,,lxii4 ,,defects1 ,,9 ,,! ,,composition ,,= ,,balloons1 ,,rem$i$4 ,,also ,,on ,,! ,,co*uc-,,v>ni%4 ,section #cbj4 ,balloons are defective 9 ! ,composition = ! ,v>ni%2 :i*1 till lately1 0 incapable ( r5d]+ ! ,balloon completely & durably ,air-tight4 #cba4 ,x 0 sometime ago report$ at ,p>is1 t ,mr4 ,dut\rny de ,villi]e _h und]tak5 to con/ruct a ,balloon s truly imprmeable1 t he w\d w>rant ! ,duration ( x1 = sev]al ,weeks 9 ! ,air4 ,& x is s9ce kn[n t ?is ,desid]atum ( ! ,art has be5 effect$1 9 ! ,composition = ! celebrat$ ,balloon ( ,messrs4 ,auban & ,vallet1 fir/ made subject to ,direction4 #cbb4 ,mr4 ,b]ni>d1 a ,fr5* ,*ymi/1 has made curi\s ?o' unsuccessful ,exp]im5ts1 9 ord] to melt ! co*uc or ela/ic ,bottle2 z may be se5 9 ! #ag? ,volume ( ! 8,j\rnal de ,physique40 ,mr4 ,faujas & o!rs made simil> ,trials4 #cbc4 ,! ,writ]1 unacqua9t$ ) :at _h !n be5 done 9 ?is ,matt]1 c\d n help rem>k+ ! /rik+ ,prop]ties ( ! ,co*uc 9 its pres5t ,=m1 to answ] e ,int5tion ( ! be/ ,v>ni%1 if its ,price 0 l[]2--viz4 compact1 pliant1 unadhesive1 & unalt]able by ,wea!r2--if x c\d be dissolv$1 & aft]w>ds made to recov] its pres5t unadhesive ,=m3 an ,art 9 :i* ! ,ea/ & ,we/-,indians are /ill our ,ma/]s4 ,he has1 h[ev]1 aft] exp5sive ,trials & ,comb9ations1 be5 able to r$uce x into a limpid ,liquor4 ,z x may prove a useful ,+r$i5t = ,air-tight ,v>ni%2 ! ,secret he n[ discov]s to ! ,_w3 & x is m]ely ?is4 #cbd4 8,take any ,quantity ( ! ,co*uc1 z two ,ounces ,av]dupois3 cut x into small ,bits1 ) a ,pair ( ,sciss>s4 ,put a /rong ,iron-,ladle 7su* z ,plumb]s or ,glazi]s melt _! ,lead 97 ov] a common ,pit-,coal or o!r ,fire4 ,! ,fire mu/ be g5tle1 gl[+1 & )\t ,smoke4 ,:5 ! ,ladle is hot1 mu* bel[ a r$ ,heat2 put a s+le ,bit into ! ,ladle4 ,if black ,smoke issues1 x w pres5tly flame1 & disappe>3 or x w evaporate )\t ,flame3 ! ,ladle is !n too hot4 ,:5 ! ,ladle is less hot1 put 9 a second ,bit1 :i* w produce a :ite ,smoke4 ,?is :ite ,smoke w cont9ue dur+ ! ,op]ation1 & evaporate ! ,co*uc3 !re=e no ,"t is to be lo/3 b little ,bits are to be put 91 a few at a ,"t1 till ! :ole are melt$4 ,x %\d be cont9ually & g5tly /irr$ ) an ,iron or ,brass ,spoon4 ,! ,in/ant ! ,smoke *anges f :ite to black1 take (f ! ,ladle2 or ! :ole w break out into a viol5t ,flame1 & be spoil$ or lo/4 7,c>e mu/ be tak5 t no ,wat] be add$3 a few ,drops only ( :i*1 w\d--on ,acc\nt ( its sup]ior specific ,gravity1 = ! ,co*uc swims 9 ,wat]--make x boil ov] furi\sly1 ) great ,noise47 ,at ?is ,p]iod ( ! ,process2 two ,p\nds1 or "o ,qu>t ( ! be/ dry+-oil1 7or ev5 ( raw ,l9se$-,oil1 :i*1 toge!r ) a few ,drops ( ,neat's-,foot-,oil1 mu/ h /ood a ,mon?1 or n s long1 on a ,lump ( ,quick-,lime1 to make x m or less dry+7--be+ p\r$ (f ! ,lime-,lees2 is to be put into ! melt$ ,co*uc1 & /irr$ till hot3 & ! :ole p\r$ into a glaz$ ,vessel1 ?r\' a co>se ,gauze1 or f9e ,sieve4 ,:5 settl$ & cle>1 :i* w be 9 a few ,m9utes2 x is fit = ,use1 ei!r hot or cold4 ,! ,silk %\d be /ret*$ all ,ways horizontally1 by ,p9s or ,t5t]-,hooks1 on ,frames2 :i* ,frames1 ! great] !y are 9 ,l5g?1 ! bett]3 & ! ,v>ni% p\r$ on cold1 9 hot ,wea!r2 & hot1 9 cold ,wea!r4 ,x is p]haps be/1 always to lay x on1 :5 cold4 ,! ,art ( lay+ x on prop]ly1 consi/s 9 mak+ no inte/9e ,motion 9 ! ,v>ni%1 :i* w\d create m9ute ,bubbles4 ,!re=e ,bru%es ( e ,k9d are improp]4 ,ea* ,bubble breaks 9 dry+1 & =ms a small ,hole1 ?r\' :i* ! ,air w transpire4 ,,*apt] ,,lxiii4 ,,on ,,v>ni%es1 ,,cont9u$4 ,section #cbe4 ,to ^?1 :o are unacqua9t$ ) ! ,pr9ciples ( ,*emi/ry1 or ! ,books :i* tea* x2 & yet are desir\s to make ,exp]im5ts1 :i* may ?r[ fre% ,light on ?is curi\s & useful ,art1 :5 appli$ to ,v>ni%es = ,umbrellas or ,balloons2 ! foll[+ deta*$ ,notes are recomm5d$3 :i* 7 communicat$ to ! ,au?or by diff]5t ,arti/s2 ea* em95t 9 8 ,pr(ession4 #cbf4 ,to make copal ,v>ni%4 ,procure "s blui% ,flemi% alcal9e ,a%es1 7an ,ounce suppose73 p\nd !m v f9e1 & lay !m be=e ! ,fire1 till !y become hot & dry4 ,put !m1 :ile hot & dry1 into ,oil ( ,turp5t9e1 7a ,p9t or ,p\nd = ,in/ance73 or1 into ! same ,quantity ( ,spirits ( ,w9e4 ,= by ,means ( ! ,alcaly1#aji all ! ,wat] invisibly conta9$ 9 ! ,oil or ,spirits w be absorb$1 & leave ! ,oil or ,spirits1 alcohol1 t is1 q pure1 & highly rectifi$3 :i* ,process is call$ alcaliz+ ! ,turp5t9e1 or ,spirits4 ,put ! ,turp5t9e or ,spirits s alcaliz$1 into a ,copp] ,vessel1 ) half an ,ounce ( yell[ copal f9ely p\nd$ & sift$4 ,/ir x1 & ! ,copal w soon melt4 ,n4 ,b4 ,if y alcalize ! ,_s ( ,turp5t9e1 :5 ! ,copal is dissolv+1 add a little ,_s ( ,w9e3 & if y alcalize ! ,_s ( ,w9e1 :5 ! ,copal is dissolv+1 add a little ,_s ( ,turp5t9e4 ,! s$im5t ( ! ,v>ni% w dry on ! ,silk1 9 a few ,h\rs4 ,! ?ick] ! ,v>ni%1 ! soon] x dries4 ,sid5ote3 ,to make ?9 ,v>ni%4 #cbg4 ,article #a4 ,to make an excell5t ?9 ,v>ni%4 ,to "o ,qu>t ( cold raw ,l9se$-,oil p\r$ (f f ! ,lees made by a ,lump ( unslack$ ,lime on :i* ! ,oil has /ood1 t5 or eight ,days1 at ! lea/1 9 ord] to communicate a dry+ ,quality3 7or on br[n ,umb] burnt & p\nd$1 :i* w h ! l ,effect37--add half an ,ounce ( ,li?>ge4 ,boil !m = half an ,h\r4 ,!n add half an ,ounce ( ! ,copal ,v>ni%4 #cbg4 #b4 ,:ile ! ,+r$i5ts are on ! ,fire1 9 a ,copp] ,vessel2 put 9 "o ,ounce ( ,*io ,turp5t9e1 or common ,rez93 & a few ,drops ( neat's-foot-oil3 & /ir ! :ole ) a ,knife1 or any clean ,?+4 ,:5 cold1 x is ready = ,use4 #cbg4 #c4 ,! ,neat's-,foot-,oil prev5ts ! ,v>ni% f be+ /icky1 or adhsive3 & may be put into ! ,l9se$-,oil1 at ! same ,"t ) ! ,lime1 or burnt ,umb]4 #cbg4 #d4 ,to make ! above ,v>ni% transp>5t1 or :ite2 use ,ma/ic & ,copal3 to make x br[n1 use ,se$ or ,%ell-,lac1 & br[n] /ill1 use p\nd$ burnt ,umb]4 #cbg4 #e4 ,rez91 or ,*io ,turp5t9e may be add$1 till ! ,v>ni% has obta9$ ! desir$ ,?ickness4 #cbg4 #f4 ,x mu/ likewise be obs]v$1 t ,li?>ge rots ! ,silk3 !re=e ,trials mu/ be made )\t ! ,use ( ,li?>ge4 #cbg4 #g4 ,! long] ! raw ,l9se$-,oil rema9s on ! unslack$ ,lime1 or ,umb]1 ! soon] w ! ,oil dry1 aft] x is us$4 ,if "s ,mon?s2 s mu* ! bett]4 ,su* ,v>ni% w set1 i4e4 w n run1 b keep its ,place on ! ,silk1 9 f\r ,h\rs4 ,! ,silk may !n be turn$1 & v>ni%$ on ! o!r ,side4 #cbh4 on gum ma/ic1 s&>ac1 se$-lac1 %ell-lac1 & copal4 #cbh4 #a4 ,gum ,ma/ic dissolves1 )\t p\nd+1 by add+ a few ,drops ( ,oil ( ,vitriol3 s d ,gum ,s&>ac1 & ,gum ,copal1 :5 f9ely p\nd$ & sift$4 #cbh4 #b4 ,gum ,s&>ac1 & ,gum ,ma/ic are great ,dri]s ( !mselves3 & may be sub/itut$ = ,li?>ge4 #cbh4 #c4 ,! ,ma/ic dissolv$ 9 ! ,oil ( ,vitriol1 gives a sweet ,smell to ! ,v>ni%4 #cbh4 #d4 ,s&>ac w soon gr[ dusk 9 ! ,fire3 x melts into a transp>5t ,liquor4 #cbh4 #e4 ,s&>ac1 ,se$-,lac1 & ,%ell-,lac1 mu/ be f9ely p\nd$ & sift$1 be=e !y are us$4 #cbi4 ,! ,au?or hav+ exam9$ diff]5t ,k9ds ( v>ni%$ ,silks1 9 diff]5t ,places1 does1 f _! ,excell5ce1 recomm5d ^? made by ,fawkn]1 ,umbrella-,mak]1 ,alport-,/reet1 ,man*e/]2 a ,p]son :olly unkn[n to him1 b f ! ,m]it ( ! ,"w3 :i* consi/s n only 9 ! ,v>ni% itself2 b 9 ! peculi> ,me?od ( apply+ x1 :i* ! ,au?or is n at ,lib]ty to make public4 ,fawkn] c w>rant 8 ,silk ,air-tight2 s(t & unadhesive2 durable1 & unalt]able by t ,excess ( ,heat & ,cold1 to :i* ! ,balloon is1 at ! same ,"t1 subject2 viz4 int]nally1 to ! hot depr$at+ & cau/ic ,fumes1 ris+ ) ! ,gass3 & ext]nally1 to ! ,sun1 ,wet1 ,fro/1 & ,dr\ght4 ,,*apt] ,,lxiv4 ,,h9ts ,,on ,,improvem5t ,,( ,,! ,,ma*9]y4 ,section #ccj4 ,9 ord] to make ,improvem5ts ( ! ,balloon /ill m rapid & g5]al2 ! ,society = ! ,enc\ragem5t ( ,arts1 :o h giv5 no p>ticul> ,enc\ragem5t1 9 ,imitation ( t at ,lyons1 to ! mu*-wi%$-= ,art ( direct+ ! ,balloon2--might (f] a ,premium = diff]5t ,inv5tions ( a propulsive ,ma*9]y1 ! ,models ( :i* are to be made at ! ,exp5ce ( ! ,society1 )9 a c]ta9 limit$ ,sum3 &1 )\t condemn+ :at _c be kn[n unless by repeat$ ,trials1--give ,enc\ragem5t = su* ,trials3 ! ,models to rema9 ) ! ,society = public ,exhibition4 #cca4 ,also1 ,figures & ,explanations ( su* ,ma*9]y z h be5 tri$1 viz4 ! ,fly or ,m\l9et ( ,blan*>d2 & ( ^? :i* h n succe$$ = ,want ( ,trial2 might be s5t by ! ,inv5tors1 9 ord] to p]petuate ! ,inv5tion1 ei!r to ! ,society ( ,arts2 or to ! ,editors ( cr$itable ,magaz9es1 :o w\d be glad ( su* +5i\s ,acquisitions1 z x w\d be a ,means ( procur+ ,pur*as]s1 & circulate ! ,k ( ?is gigantic ,infant ,sci5ce4 ,improvem5t w\d !n g on apace1 & 9 a ,*a93 ea* ,lab\r] =g+ & f9i%+ 8 respective ,l9k4 ,:]eas at pres5t e "o is oblig$ to f9d 8 own ,mat]ials1 s9k ! ,f\ndation1 raise & f9i% ! ,build+4 ,& h5ce s little ,"w is done1 wor?y ! ,inspection ( a skilful ,ar*itect4 ,,*apt] ,,lxv4 ,,on ,,! ,,utility ,,( ,,balloons3 ,,an ,,introductory ,,*apt]4 ,sect4 #ccb4 ,art4 #a4 ,x seems a fav\rite ,"q1 among ^? :o take a ,pleasure 9 object+ to e ,?+ !y nei!r d nor w und]/&1 to ask1 8,( :at ,use c ^! ,balloons be made80 & )\t wait+ = an ,answ]1 to say--8!y pick ! ,pockets ( ! ,public1 risque ! ,lives ( ! ,incauti\s1 enc\rage ,mobb+ & ,%>p]s1 & t]rify all ! ,_w40 ,^! trite ,reason+s are all v true1 b little to ! ,purpose3 ! ,effects above describ$ be+ m]ely ^? aris+ f ,novelty4 ,if1 says "o 9 an inf]ior ,/ation2 8!y c\d conv]t ,balloons into common ,/age ,waggons2 ,goods might be c>ri$ ) ! great] ,exp$ition30 or1 8into ,/age ,coa*es10 says ano!r3 or1 8into ,mail ,coa*es0 says ,palm]2 8x w\d be c]ta9ly v clev]1 z ,i h ! ,pat5t30--8or into com=table ,c>riages to /ep 9 out ( ! w9d[1 at a ,mom5t's ,notice2 t w\d be some?+10 cries a ,nobleman3 8x w\d save "o a ,c\ple ( ,sets ( ,horses1 & w\d eat ,no?+3 "o might ride "o's own ,balloon ,mat*es1 f "o's ,w9d[ to ,newm>ket1 & f ,newm>ket to t[n2 dress = ,c\rt z we d1 & make ,no?+ ( x40 ,su* are ! diff]5t ,ideas annex$ by diff]5t ,ranks ( ,m51 to ! ,^w utility :5 appli$ to ,balloons4 #ccb4 #b4 ,= once let ! feeble ,voice ( a ,fr5* ,philosoph] be he>d1 ! ,abbe ,b]?olon3 :o may p]haps ass]t t all ?is is n impossible4 ,a ,s]ies ( ,exp]im5ts only c det]m9e3 & let ! foll[+ ,rem>ks s]ve z an ,introduction to 8 ,op9ions4 #ccb4 #c4 ,x is c]ta9 t ! ,progress already made 9 ! ,improvem5t ( ,balloons1 s9ce _! ,inv5tion only ?ree ,ye>s ago1 is f> sup]ior to ! ,acquirem5ts 9 e o!r ,art4 ,! ,anti5ts knew1 t excit$ ,amb] attract$ ,/raws1 & c]ta9 o!r light ,sub/ances3 b m$ical ,electricity1 & a ,pres]vative f ,light5+1 7 not)/&+ res]v$ = ! ,mod]ns4 ,!y likewise att5d$ to "s /rik+ ,effects ( ! natural ,load/one3 b 7 totally unacqua9t$ ) ! artificial ,magnet1 & ! amaz+ ,p[]s conf]rable by x 9 ! ,disord]s ( ! ,imag9ation3 nor did !y "k ! ,pol>ity ( its ,ne$le1 or ,application ( x 9 ! ,compass4 ,!y _h n comb9$ ,nitre & ,sulphur ) ,*>coal3 mu* less _h !y *ang$ ! ,mode ( ,w> into ,sci5ce1 by e/abli%+ ,f\nd]ies = ,cannon1 & ! ,/udy ( ,tactics4 ,yet "s ,nations ) a ,k ( ! ,mod]ns1 z ! ,*9ese1 h n improv$1 ev5 9 ! ,con/ruction ( _! ,vessels1 accord+ to ! ,european ,mann]2 cont9u+ /ill 9 practical ,ignorance4 ,nor h o!r ,indians improv$ 9 ,proportion to ! ,opportunities ( ,in/ruction 9 sev]al ,arts4 ,^? ( ,am]ica1 = ,example1 :o cont9ue to hunt1 fi%1 & scalp3 neglect+ ! ,pl\gh1 & o!r ,arts ( ,prop]ty & ,peace4 #ccb4 #d4 ,& ?us x has be5 ) ! ,briti% ,nation on ! ,subject ( ,airo/ation4 ,cav5di%1 ,prie/ley1 & o!rs1 _h produc$ inflammable ,air1 weigh$1 & f\nd x light] ?an common ,air3 & all t _h se5 a bright ,fire might conclude1 if !y reason$ at all1 t hot ,air 0 light] ?an cold4 ,yet if ,montgolfi] _h n made1 on a l>ge scale ! ,application ( hot ,air1 9 a ,bag op5 at ! ,bottom1 & prop]ly pois$2 ,*>les & ,rob]ts w\d probably n h ?\ght ( apply+ ! ,gass ( ,cav5di%3 & ,mank9d w\d n yet h so>$ into ! e!rial ,regions4 #ccb4 #e4 ,9 ?is ! ,fr5* are /ill be=e ! ,engli%1 & w cont9ue s to be1 )\t a laudable & unlook$-= ,emulation 9 ! latt]4 ,t ! =m] admire ,lib]ty1 ,montesquieu's 8,_s ( ,laws0 may det]m9e2 b !y are n addict$ to ,politics4 ,_! ,nobility are end[$ ) a lib]al & ent]priz+ ,_s4 ,!y jo9 & patronize ,m5 ( ,g5ius & ,tal5ts 9 ! ,cultivation ( ! ,arts1 & ,improvem5t ( e ,k9d ( exp]im5tal ,k4 ,_! ,pleasure consi/s 9 a national ,ambition to excel4 ,!y h ,leisure1 & are sob]4 ,half t ,"t :i* ,m5 ( ,=tune 9 ,france d$icate to ,ta/e1 ,inv5tion1 & ,ref9em5t2 ,britons sp5d among ! ,bea/s & ,birds3 ! o!r half1 at ! ,bottle1 & 9 political ,cabals4 ,pres5t ,pr(it is almo/ ! sole ,motive = ,excell5ce 9 ,great-,brita93 & ,exp]im5ts#aaj n made ) t ,view1 are seldom repeat$2 are ov]look$ & =gott54 ,,*apt] ,,lxvi4 ,,on ,,! ,,utility ,,( ,,balloons4 ,section #ccc4 ,! ,balloon op5s a new & unlimit$ ,field = ,philosophical ,discov]ies4 #ccd4 ,! _m curi\s & int]e/+ ,conjectures :i* ,mons4 de ,luc 7be=e ! ,inv5tion ( ,balloons7 ?r[s out1 9 ! ,c\rse ( #d l>ge ,volumes1 on ! ,subject & ,qualities ( ! ,atmosph]e2 may n[ be det]m9$ by actual ,trial4 #cce4 ,! ,abbe ,b]?olon wrote 9 #aghd3 & has p>ticul>ly m5tion$ ! foll[+ ,po9ts1 z capable ( ample ,inve/igation1 &4 ,discussion4 ,sect4 #ccf4 ,art4 #a4 ,! ,temp]ature ( ! ,air at diff]5t ,heights4 ,:i* w det]m9e :e!r ! ,atmosph]e be practically ,navigable1 at all ,times & ,places4 #ccf4 #b4 ,! dissolv5t ,p[] ( ! ,air by ,means ( an ,atmomet] = ,evaporation4 ,probably ! ,height may be det]m9$1 to :i* ,cl\ds commonly asc5d 9 ord] to f9d ! prop] horizontal ,level1 9 :i* ,balloons c move ) ! greate/ ,ease1 ,safety1 & ,exp$ition4 #ccf4 #c4 ,v>iations ( ! ,b>omet]4 ,?is w asc]ta9 ! exact ,height1 )\t ,m5suration4 #ccf4 #d4 ,! d5sities at diff]5t ,heights4 ,a pr9cipal ,object 9 de ,luc's ab/ruse & sci5tific ,rese>*es3 n only useful b necess>y to det]m9e ! ,laws ( ,refraction2 )\t :i*1 ,a/ronomy1 & consequ5tly navigation1 mu/ rema9 defective4 #ccf4 #e4 ,! diff]5t ,effects ( ,ta/es & ,odors1 at diff]5t ,heights3 ,exp]im5ts on ,plants & ,animals3 also ( s\nd4#aaa ,^! may produce new & salut>y ,effects on ! human ,body3 & det]m9e h[ f> a ,*ange f hot1 putrid1 & impure1 to cool pure ,air1 impregnat$ ) ! invigorat+ arial ,acid1 may contribute1 )\t ! ,aid ( ,drugs1 to ! ,recov]y ( ! ,sick1 & ,invalid3 or promote ,longevity4 #ccf4 #f4 ,! ,direction & ,velocity ( ! ,w9d4 ,! diff]5t ,curr5ts & _! diff]5t ,heights1 ! ,limitation ( ea* ,/ratum ( ,w9d1 toge!r ) _! diff]5t ,temp]atures at ! same ,"t1 w po9t out ! prop] ,pa?s = ! ,balloon to move 91 at all ,times1 & possibly )\t ! ,necessity ( accurate ,direction3 ! ,mode ( ,asc5t & ,desc5t be+ already kn[n1 & prop] ,in/ructions giv5 = a secure ,l&+4 #ccf4 #g4 ,electricity ( ! ,air1 meteors4 ,?is may lead to ! ,bir? ,place ( ,light5+1 & ,me?ods h[ to avoid its ,effects 9 ! ,air4 ,?o' x be already kn[n1 t little ,dang] is to be appreh5d$1 on ,acc\nt ( ! mutual ,repell5cy betwe5 ! electric ,fluid1 inflammable ,gass1 & oil$ ,silk4 ,! ,irides1 ! ,coronaes1 ,haloes1 & o!r ,ph5om5a ( ,col\rs3 ! ,g5]ation & ,solution ( :i* may be inve/igat$ on ! ,spot4 #ccf4 #h4 ,geography may become a new ,sci5ce4 #ccf4 #i4 ,use ( ! ,balloon = ,signals 9 ! calm ,air1 above ,mole/ation2 above ,w9ds /ill bl[+ bel[3 to discov] ! ,positions ( an ,army1 or ,navy4#aab #ccf4 #aj4 ,to ?r[ pr9cipal ,m5 into a ,t[n3 & convey o!rs out ( x4 #ccf4 #aa4 ,) ! ,montgolfi] ,balloon1 to try ,exp]im5ts on ,light1 & ,fire3 to transport great ,weights3 raise !m out ( ! ,wat]3 draw up ,piles1 raise ,trees1 ,vessels1 c4 #ccf4 #ab4 ,! ,p>a%ute to secure a ,man f too precipitate a ,fall1 is to be #e ,y>ds 9 ,diamet]1 :5 ext5d$3 ! ,man1--weigh+ #adj ,p\nds1 & ! ,p>a%ute weigh+ #aj ,p\nds1 ) a ,surface ( #aej squ>e ,feet1--w\d1 9 t ,case1 feel no great] ,%ock ?an if he _h fall5 f ! ,height ( six ,feet4 #ccf4 #ac4 ,compass & its ,v>iations3 also ! diff]5t ,bran*es 9 ,a/ronomy4 ,8 ,h9ts on ! ,direction ( ! ,ma*9e are +5i\s4 #ccg4 #a4 ,:eels furni%$ ) ,w+s4 #ccg4 #b4 ,imitations ( ! ,=m & ,motions ( ,fi%4#aac #ccg4 #c4 ,vessels to cond5se ,air1 z ! ,bladd]s ( ,fi%4 #ccg4 #d4 ,w9d-,guns1 ,w9d-,f\nta9s4 #ccg4 #e4 ,elopile & ,vap\r ,/eam4 #ccg4 #f4 ,contr>y ,curr5ts at diff]5t ,heights3 ,pro( (4 #ccg4 #g4 ,new ,h9ts = ,balloons to be rais$ by ,/eam4 #ccg4 #h4 ,mons4 ,g\an's ,inv5tion to g ?ree hundr$ miles a day 9 a calm4 #cch4 ,! g5]al ,use to :i* ,balloons seem capable ( be+ appli$1 ) ! ,assi/ance ( propulsive ,ma*9]y1 9 ! ,calm :i* exi/s above ! ,level ( a contr>y ,w9d2 is t ( a common ,vehicle1 n subject to ! ,inconv5i5ce ( ,roads & ,inns1 betwe5 di/ant ,places & ,c\ntries1 = ,pass5g]s1 prop]ly accommodat$ 9 a ,boat-%ap$ cov]$ ,c>1 furni%$ ) ,provisions1 & occasional ,sib]ian ,cloa?+3 ! ,c> to be surr\nd$ )1 & re/+ on ,bladd]s1 "o f\r? bl[n1 & hav+ ea* a few ,drops ( ,wat] )91 to keep !m moi/ & ela/ic2--to prev5t an accid5tal ,%ock 9 alight+ on ,l&2 & f s9k+1 if on ,wat]4 ,su* a ,conveyance 7! ,balloon be+ once made ,air-tight1 & furni%$ ) an ,air-,bottle to asc5d & desc5d )\t ,loss ( ,gass7 is ready at all ,seasons & ,times3 bo? ,night & ,day3 =1 z ! ,aironauts w enjoy cont9ual ,sun%9e )\t a ,cl\d1 f 8 ,ris+ to 8 ,sett+3 s1 dur+ ! ,night1 ! ,light ( ! />s1 always int]cept$ 9 its ,passage to ! ,e>? by ,cl\ds or ?ick ,vap\rs1 w be greatly augm5t$1 :5 above bo?3 besides ! probable ,increase ( ,light reflect$ f ! upp] ,fields ( :ite ,cl\ds %one on cont9ually by ! diff]5t ,planets & ,con/ellations3 all :i* w af=d an ,illum9ation equal1 if n great]1 ?an t ( a cl\dless fro/y ,night1 :5 ! ,gr\nd is cov]$ ) ,sn[4 ,& su* ,light w be suffici5t to read or write by3 also to exam9e ! ,b>omet]1#aad 9 ord] to "k ! ,height & ,level ( ! ,balloon above ! ,surface ( ! ,e>?2 & ! compass = ,direction4 ,if ,aironauts propose to asc5d by ,night1 & 9 ! ,moon's ,qu>t]s2 obs]v+ likewise ! ,precautions already giv52 x may be prop] also to consult & take ) !m ! ,ephm]is1 9 ord] to "k ! ,"t :5 ! ,moon rises1 & also :5 %e is at ! highe/1 i4e4 9 ! ,s\?1 or has rema9$ ab\t half h] ,"t above ! ,horizon4 ,! pla9e/ ,po9ts1 on :i* n only ! ,success ( an ,excursion1 b ! ,lives ( ,aironauts may dep5d1 are too frequ5tly neglect$1 z unimportant & trivial4 ,,*apt] ,,lxvii4 ,,! ,,process ,,( ,,inflation4 ,sid5ote3 ,process ( ,inflation on ! ,day ( ,asc5t1 viz4 on ,?ursday ! #h? ,sept4 #aghe4 ,sect4 #cci4 ,art4 #a4 ,?ree cyl9dric wood5 ,vessels 7 sunk m ?an half _! ,dep? into ! ,gr\nd3 two ( !m1 ea*1 #e ,feet ,diamet]1 & #e ,feet high3 ! ?ird1 #h ,feet 9 ,diamet]1 & #h ,feet high4 ,an oblong ,hole1 #d ,in*es by #c1 0 made 9 ea* ,vessel3 & ea* ,hole 0 furni%$ ) a solid wood5 ,plug 7made tap]+7 #f ,in*es 9 ,l5g?3 ?r\' ^! ! ,vitriol 0 p\r$4 ,besides :i*1 !re 0 an oblong ,op5+ 9 ea* ,vessel1 l>ge en\gh to admit a ,workman1 to di/ribute ! ,iron equally ov] ! ,bottom1 & to p\r 9 ,buckets ( ,wat]3 :i* ,op5+s 7 well /opp$1 z soon z ! ,iron & ,wat] 7 p\r$ 94 ,z ! vitriolic ,acid is corrosive1 burn+ ! ,sk9 or ,cloa?s2 ! foll[+ ,precautions 7 tak54 ,an occasional moveable ,tub 0 provid$1 #c ,feet high1 & #c wide3 9 ! ,c5t] ( ^: ,bottom 0 an oblong ,ap]ture1 equal to t 9 ea* ( ! ,vessels3 a correspond+ ,t9 ,tube1 #f ,in*es long1 & n>r[+ to ! ,bottom1 0 nail$ by its ,bord] on ! ,inside ( ! occasional ,tub2 s z to g easily into any ( ! oblong ,holes4 ,a ,bottle ( ,vitriol be+ br\ght 9 its ,basket by two ,m51 & made to re/ on ! ,top ( "o ( ! f]m5t+ ,vessels2 a ?ird ,assi/ant held ! occasional ,tub 9 8 ,h&s1 ) ! ,plug-,/aff fa/5$ 9 ! ,ap]ture ( ! ,t9 ,tube2 & ! ,in/ant a f\r? ,p]son op5$ ! ,hole 9 ! f]m5t+ ,vessel2 ! ,assi/ant plac$ ! ,t9 ,tube 9 ! ,hole1 keep+ ! ,plug tight1 to prev5t ! ,escape ( ,gass4 ,! ,bottle ( ,vitriol 0 !n imm$iately p\r$ into ! occasional ,tub3 & ! ,bottle be+ remov$1 ! ,plug-,/aff 0 tak5 out1 & ! ,vitriol suff]$ to run into ! f]m5t+ ,vessel3 ! ,assi/ant wat*+ = ! ,in/ant :5 ! ,vitriol 0 run out1 9 ord] to =ce 9 ! ,plug-,/aff aga91 & prev5t ! ,escape ( ,gass3 aft] :i*1 ! ,tub 0 r9c$ ) a few ,qu>ts ( ,wat]1 let also into ! ,vessel4 ,! same ,tub 0 !n remov$3 ! oblong ,hole 9 ! f]m5t+ ,vessel in/antly cov]$2 &1 by driv+ d[n ! solid wood5 ,plug1 cont9u$ ,air-tight2 by ,means ( moi/ ,clay1 & a little ,wat]1 kept purposely on ! ,tops ( ea* ,vessel1 to discov] by ! ,bubbles1 :e!r ,gass escap$4 ,sid5ote3 #bj ,hundr$ ,weight ( ,iron-,turn+s4 ,9 ^! ,vessels1 e>ly on ! ,morn+ ( ! ,inflation1 7 di/ribut$ #bj ,hundr$ ,weight1 at #abjlb4 ,av]dupoise to ! ,hundr$1 consi/+ ( ca/ ,iron-,fil+s1 & ( a ,mixture ( ,cannon-,bor+s4 ,! ,bor+s 7 bright & fre% :5 ?r[n into ! ,wat]3 & any ,bits ( ,wood t swam1 7 skimm$ (f4 ,ru/y ,iron emits ,gass1 t is heavi] ?an common ,air1 & !re=e is improp]4 ,sid5ote3 #af ,bottles ( ,vitriol4 ,at ! same ,"t1 #af ,bottles ( conc5trat$ vitriolic ,acid1 or z x is improp]ly call$ ,oil ( ,vitriol1 7 br\ght 9 _! ,packages ne> ! ,place1 to be ready = ,use3 ea* ,bottle at an ,av]age conta9+ #aab ,p\nds ,av]dupoise1 ( ,vitriol3 ea* full ,bottle & ,package toge!r weigh+ f #acf to #adh ,p\nds4 ,sid5ote3 #d ,p9ts ( ,wat] to a ,p\nd ,av]dupoise ( ,acid4 #cci4 #b4 ,to ! ,iron 9 ea* ,vessel1 0 !n p\r$ a ,quantity ( ,wat]1 :i* 0 measur$ 9 ! ,proportion ( ab\t #d to #a3 i4e4 #d ,p9ts ( ,wat] to "o ,p\nd1 ( ! vitriolic ,acid4 ,! ,height ( ,wat] & ,iron 9 ea* ,vessel1 be+ !n gag$1 0 ab\t #ad ,in*es4 ,9 a ,l9e ) ! two small] ,vessels1 & betwe5 !m1 0 fix$ ano!r wood5 ,vessel or ,ci/]n1 fill$ ) ,wat]4 ,sid5ote3 ,improvem5ts sugge/$4 7,n4 ,b4 ,fre% ,wat] ought to h fl[$ cont9ually into x1 & to h run ov] ! ,top ( ! ,ci/]n3 = ! same ,quantity be+ once saturat$1 c no long] absorb ! alcal9e & fix$ ,air to be sep>at$ f ! ,gass be=e ! latt] ent]s ! ,balloon47 ,9 ! ,ci/]n 0 fix$ a ,/age1 consi/+ ( #d long ,feet1 7rea*+ to ! ,bottom ( ! ,ci/]n17 nail$ at _! upp] ,ends to ! ,inside ( an inv]t$ ,tub or ,funnel1 s plac$ ov] ! ,c5t] ( ! ,ci/]n1 t #c ,in*es ( ! l[] ,"p ( ! ,rim ( ! ,funnel 7 "u ! ,surface ( ! ,ci/]n-,wat]3 ! ,funnel 0 cyl9dric1 #c ,feet across1 & #b ,feet high4 ,an ,op5 0 cut1 #a ,foot ,diamet]1 9 ! ,bottom ( ! inv]t$ ,funnel3 on ! ,circumf]5ce ( :i* 0 nail$ a ,t9-,cyl9d] or common ,conductor1 #b ,feet high3 & at a c]ta9 ,angle1 z mo/ conv5i5t1 0 sold]$ a cyl9dric ,arm1 ( equal ,diamet]1 & #a ,foot long2 hav+ a ,lip1 ,r+ or ,rim1 on its outw>d circul> ,edge4 ,r\nd ?is ,rim 0 fa/5$ a v>ni%$ ,l95 ,tube1 ( equal ,diamet] ) ! ,cyl9d]4 ,at a small ,di/ance1 ab\t a ,y>d f ! ,ci/]n1 /ood a sl5d] ,/illage1 #c ,feet high2 on :i* 0 support$ a deta*$ ,t9-,cyl9d] or ,connect]1 #a ,foot long & #a ,foot ,diamet]1 made ) a ,rim at ea* ,end3 9 ! ,c5t] ( ^: l[] ,side 0 sold]$1 at "r ,angles1 ano!r ,t9-,cyl9d] or ,evacuatory1 #f ,in*es long & #f wide3 its ,use is to let out any ,wat]1 t ! ,heat ( ! ,mixture might cause to boil & rise up out ( ! f]m5t+ ,vessels3 & ?us be evacuat$1 )\t ent]+ ! ,balloon3 or1 if cond5s$ 9 ! ,balloon1 might run out by ! same ,orifice4 ,! opposite ,end ( ! v>ni%$ ,l95 ,tube 0 fa/5$ r\nd "o ,end ( ! deta*$ ,cyl9d] on ! ,/illage3 & r\nd ! o!r1 0 ty$ ! ,neck or ,bottom-,op5+ ( ! ,balloon4 ,ea* ( ! #b small] f]m5t+ ,vessels 0 furni%$ ) a cyl9dric ,t9-,tube2 ea* ,tube #d ,in*es & a half ,diamet]1 nail$ on ! ,outside ( a circul> ,op5+ 9 ! ,top or ,head ( ea* ,vessel2 communicat+ by additional rectangul> ,b5ds "u ! ,funnel & ,wat] 9 ! ,ci/]n3 ! great f]m5t+ ,vessel _h #b ,tubes1 ea* #d ,in*es & a half ,diamet]2 communicat+ ) ! ,funnel4 ,sid5ote3 ,improvem5ts sugge/$4 #cdj4 ,! ,process w\d h be5 m complete1 if ! f]m5t+ ,vessels _h be5 sunk till _! ,tops 7 ev5 ) ! ,gr\nd3 & plai/]$ r\nd _! ,outsides ) s(t moi/ ,clay1 six ,in*es ?ick1 to keep !m ,air-tight4 ,also1 if ! common ,conductor _h be5 only #a ,foot high3 its horizontal or rectangul> ,arm only #f ,in*es long3 ! ,l95 ,trunk b #c ,feet1 jo9+ ! ,connect] on ! ,/illage #a ,foot high1 to communicate ) ! ,neck ( ! ,balloon2 :i* ,neck %\d be #c ,y>ds 9 ,l5g?1 & its circul> ,op5+ #a ,foot1 at lea/ 9 ,diamet]4 ,,*apt] ,,lxviii4 ,sid5ote3 ,inflation began ab\t ,x4 9 ! ,morn+4 ,section #cda4 ,! ,process ( inflat+ ! ,balloon began ab\t ,x4 9 ! ,morn+1 by p\r+ #d ,bottles ( ,vitriol1 imm$iately "o aft] ! o!r1 into ! occasional ,tub1 prop]ly plac$ ov] "o ( ! small] f]m5t+ ,vessels3 ! ,tub be+ in/antly r9c$ ) a few ,qu>ts ( ,wat]1 :i* 0 suff]$ to fall into ! same ,vessel4 ,! oblong ,hole 0 left purposely op5 = a ,m9ute1 till ! /rong ,smell ( ! ,gass 0 p]ceiv$ above ! ,orifice3 i4e4 till ! ,gass _h press$ out all ! common ,air t rema9$ float+ ov] ! ,surface ( ! ,mixture 9 ! f]m5t+ ,vessel3 :i* ,smell be+ pla9ly p]ceiv$1 ! solid ,plug 0 imm$iately driv5 d[n4 ,& pres5tly ! ,gass 0 kn[n to press =w>d ) an ela/ic ,=ce ?r\' ! ,t9 ,conductor1 by ! ,motion x communicat$ to ! ,surface ( ! ,wat] 9 ! ,ci/]n3 !nce upw>ds ?r\' ! common ,conductor3 at its ,dep>ture f bo? ( :i* ?r\' ! ,l95 ,trunk1 & ,neck into ! ,balloon1 ! ,gass makes a guggl+ obtuse ,s\nd by quick ,int]vals accord+ to ! ,quantity ( ,gass protrud$4 ,& z ! ,int]vals encreas$1 a ,judgm5t 0 =m$1 t ! ,op]ation began to be less vigor\s3 & consequ5tly t x became necess>y1 ei!r to r5ew x by an ,addition ( m ,vitriol & ,wat] 9 ! same ,vessel1 or to set ! o!r small ,vessel 9 ,f]m5tation1 ! latt] ( :i* ,mr4 ,lun>di pref]r$3 ?is happ5$ ab\t half an ,h\r aft] ! ,vitriol 0 p\r$ into ! fir/ ,vessel4 #cdb4 ,aft] ! second half ,h\r1 eight ,bottles 7 p\r$1 by f\r at a ,"t1 into ! great ,vessel4 ,& at "o o',clock1 ! ,balloon1 )\t any f>!r ,tr\ble 0 beautifully inflat$4 ,no ,iron ,rods 7 us$ to /ir up ! ,bor+s or ,fil+s at ! ,bottom ( ! ,vessels3 ! ,vitriol be+ f\nd s heavy z to p5etrate !m z fa/ z ! ,iron1 contigu\s to ! ,vitriol1 _h p>t$ ) its ,gass4 ,at ea* ( ! two =m] ,inflations1 a simil> ,accid5t happ5$ :i* may be imput$ to ! same ,cause4 #cdc4 ,dur+ ! fir/ ,inflation1 ! solid oblong wood5 ,plug fell into "o ( ! f]m5t+ ,vessels3 ! hot ,vap\r1 =cibly issu+ f ! ,orifice1 0 cond5s$ 9 ! ,=m ( a :ite ,smoke2 :i* be+ mi/ak5 by ! ,company1 a ,cry 0 imm$iately he>d ( ,fire1 ,fire3 on :i* ! ,workm5 retreat$4 ,mr4 ,lun>di incauti\sly ?ru/ 8 ,arm into ! ,orifice to extract ! ,plug3 at ! same ,"t be+ mu* burnt1 & fail+ 9 ! ,attempt2 ! ,gass cont9u$ to escape1 till a new ,plug 0 prep>$4 #cdd4 ,dur+ ! second ,inflation1 "o ( ! ,plugs be+ driv5 too =cibly2 x 0 ) ,difficulty extricat$1 by ! ,/rokes ( a ,hamm] aga9/ ! ,sides ( x1 :i* t5d$ at ! same ,"t to displace ! ,bo>ds =m+ ! ,top or ,head ( ! ,vessel3 &1 a little aft]w>ds1 occasion$ x to bur/1 unexpect$ly inw>ds1#aae r5d]+ ! ,vessel useless = ! ,purpose ( ,inflation4 ,obs]vation4 ,!re=e in/ead ( ! solid oblong wood5 ,plug1 a circul> ,hole1 #d ,in*es ,diamet] %\d be drill$ 9 ea* ,vessel3 & a correspond+ solid wood5 ,plug #h ,in*es long1 #e ,diamet] at ! upp] ,"p1 & tap]+ to ne> #c at ! ,bottom1 %\d be prep>$ by ! ,turn]4 ,9 ! upp] ,"p ( ! ,solid %\d be turn$ an inside ,screw1 to :i* an outside ,screw ( ! circul> ,plug-,/aff1 made ( ,oak1 ,a%1 or o!r heavy ,wood1 #d ,feet long1 & #d ,in*es ,diamet]1 %\d be adapt$3 ! ,worm ( ! ,screw to be #e ,in*es long4 ,a wood5 ,peg ( ,a%1 ab\t a ,qu>t] ( an ,in* ,diamet]1 may be put ?r\' a ,hole ne> ! ,top ( ! ,/aff1 z a ,h&le4 ,a ,lev] ( su* a ,l5g? & ,weight w probably answ] e ,int5tion1 z no sudd5 ,bl[s w be requir$ to fa/5 or extract x4 ,! occasional ,tub1 ,tube1 ,plug1 & ,/aff1 %\d be fa%ion$ aft] ?is ,model4 #cde4 ,! ,price ( ! ,iron & ,vitriol = ,inflation4 #bjjjlb4 ( ,iron ,fil+s or ,bor+s#aaf deliv]$ on ! ,spot1 at #fs4 a ,hundr$1 4 #f #j #j #af ,bottles ( ,vitriol1 at an ,av]age #chs4 a ,bottle #cj #h #j ,concomitant ,exp5ces1 #c #ab #j -------------- 4 ,total #dj #j #j ,obs]vation #a4 ,a great ,sav+ might be made by conduct+ ! ,process 9 a diff]5t ,mann]4 ,! ,au?or mak+ two ,j\rnies to ,man*e/]1 purposely to obs]ve ! ,process by ,mr4 ,sadl]2 f\nd t 8 ,balloon 0 inflat$ 9 two ,h\rs ea* ,"t2 by ,means only ( ! two small] id5tical f]m5t+ ,vessels :i* ,mr4 ,lun>di aft]w>ds pur*as$2 b ! ,levity procur$ by ! =m]1 ?o' he also exp5d$ #af ,bottles1 0 by no ,means s great z t ga9$ ) ! ,assi/ance ( ! great ,vessel4 ,x has likewise be5 rem>k$ by ! ,au?or1 :o has made sev]al ,exp]im5ts to ?is ,end1 t ! ,vessels always cont9u$ 9 ,f]m5tation & ,ebullition1 ) a quick ,pulsation1 = at lea/ #bd1 & commonly dur+ #dh ,h\rs1 aft] ! ,inflation 0 complet$4 ,&1 t n m ?an ! ,dep? ( half an ,in* ( ,fil+s _h be5 calc9$ dur+ ! ,op]ation3 ! re/ be+ p]fectly bright1 & unt\*$ by ! ,acid4 ,obs]vation4 #b4 ,if !re=e "o ,in* 9 ,dep? ( ,fil+s1 be spread ov] ! ,bottom ( ea* ( ! small] ,vessels only2 ! prop] ,quantity ( ,wat] p\r$ 92 & n m ?an two ,bottles ( ,acid us$ at once1 9 ea* ,vessel2 also1 z soon z ! ,f]m5tation beg9s to decl9e2 o!r two ,bottles1 & a proportionable ,supply ( ,wat] be add$2 if suff]$ to "w d\ble1 triple1 or quadruple ! ,"t2--! ,inflation w be z great1 if n great]1 = ,in/ance1 9 six ,h\rs ) eight ,bottles1 & two small ,tubs1 z x w\d 9 ?ree ,h\rs1 ) #af ,bottles1 9 ! same ,vessels4 ,! small conduct+ ,t9 ,tubes ought in/ead ( f\r & a half1 to be n9e ,in*es ,diamet]3 by :i* ,means !re w be no viol5t ,pressure ( ,gass to endang] ! ,bur/+ ( ! ,vessels3 p>ticul>ly if ! ,gass is n suff]$ to desc5d2 b1 on ! contr>y1 accord+ to ,in/ructions already giv51 ei!r to rise1 or move1 9 an horizontal ,direction1 pa/ ! ,evcuatory1 into ! ,balloon4 #cdf4 ,! ,workm5 may beg9 ! ,op]ation at twelve at ,night1 or at six 9 ! ,morn+3 & ! ,"t previ\sly fix$ = ! ,exhibition1 may be eight or t5 ,h\rs aft] ! ,op]ation has comm5c$4 ,! ,necessity ( a ,curr5t ( fre% ,wat]1 ?r\' a ,pipe ( at lea/ half ,in* ,bore1 ! l>g] ! bett]1 to supply ! ov]fl[+ ,ci/]n1 _c be too mu* insi/$ on3 z ! ,levity ( ! ,gass almo/ :olly dep5ds ^u s trivial a ,circum/ance1 z t ( hav+ a pl5tiful ,supply ( cold fre% & s(t ,wat]4 #cdg4 ,obs]vation #c4 ,suppos+ ! ,balloon air-tight1 ne> half ! ,exp5ce is ?us sav$ 9 ! ,inflation4 ,besides ! great] ,probability ( calm ,wea!r = ! ,inflation1 if complet$ be=e ,x4 9 ! ,morn+1 m ,"t is giv5 to rem$y ,accid5ts1 & rectify ,mi/akes3 ! ,w>m? ( ! ,air likewise encreases4 ,b above all2 if an upp] ,curr5t c>ry ! ,balloon to ,sea1 ! ,aironaut may1 7z be=e m5tion$7 drop into ! ,sea-,breeze1 :i* w waft him safe back till ,,iv4 9 ! ,aft]noon1 or ev5 lat]4 ,,*apt] ,,lxix4 ,,m5suration ,,( ,,heights4 ,sid5ote3 ,rules = calculat+ ,heights by ,means ( ! ,b>omet] & ,!rmomet]s4 ,section #cdh4 ,rules = calculat+ ! ,height ( ,m\nta9s1 :5 appli$ to ^? elevat$ ,/ations 9 ! ,atmosph]e atta9able only by ,means ( ! ,balloon1 w h5ce=w>d become m useful1 & be m frequ5tly practis$3 z ! ,lives ( ,aironauts may dep5d on a ,k ( _! ,height above ! ,e>?2 :i*1 n be+ det]m9able by ,sight1 9 all ,wea!rs1 or at all ,times1 mu/ be ref]r$ to ! ,b>omet] & ,!rmomet]s1 !y c>ry up ) !m4 ,de ,luc1 ,horseley1 ,maskelyne1 ,%uckburgh1 & ,roy1 h ea* writt5 ably on ! ,subject1 9 ! ,transactions3 ?o' few h ei!r ,leisure or ,incl9ation to foll[ !m4 ,sir ,george ,%uckburgh has made successful ,attempts to smoo? ! ,way1 by ,examples & ,tables1 yet is /ill too concise = actual ,le>n]s1 & ! ,g5]ality ( ^? :o w h ,_s en\gh to g be=e ! ,calculators 9 explor+ ! ,atmosph]e2 b _c d$icate suffici5t ,leisure to ov]take !m 9 _! ,/udies4 ,ea* may !re=e assi/ ! o!r4 #cdi4 ,:oev] is at ! ,tr\ble ( comp>+ ! ,obs]vations made by ,%uckburgh1 ) ! ,directions "h giv51 w f9d t ! latt] conta9s ! ,ess5tials ( ! =m]1 ) ?is mat]ial ,diff]5ce1 t ! ,inve/igation moves "h by ,/eps1 :i* are all po9t$ out to ! ,le>n]2 & n by ,/rides4 ,ea* ,/ep is self evid5t3 &1 by c>ry+ ,conviction to ! ,m9d1 is j :at ! ,m9d itself w\d make use (1 9 ! ,atta9m5t ( any di/ant ,tru?4 ,to d e ,ju/ice to ,sir ,george1 ! ,m]it ( ^: ,p]=mance wants no ,eulogium2 8 ?ree ,precepts are copi$2 ?o' r z a ,memor&um = ^? :o und]/& ! ,me?ods2 ?an z pla9 ,directions = su* z are yet to le>n !m4 ,x w be f\nd likewise1 t ! fir/1 second1 & f\r? ,tables are greatly enl>g$3 be+ calculat$ = ^? extreme ,temp]atures1 & ,heights1 :i* ! ,balloon only c attempt to rea*3 & ! f\r? ,table1 = great] ,dispat* 9 comput+ ! ,expansion ( ! ,air4 ,! ,f\ndation & ,con/ruction ( ea* ,table1 is also me?odically trac$ & elucidat$4 ,,*apt] ,,lxx4 ,,me?ods ,,to ,,asc]ta9 ,,! ,,true ,,height4 ,section #cej4 ,me?ods to be pursu$ on tak+ & comp>+ ,heights1 9 ord] to asc]ta9 ! true ,height ( any ,/ation 9 ! ,atmosph]e1 by ! ,b>omet] & ,!rmomet]s4 ,= ?is ,purpose x is necess>y1 #a/1 to provide a ,b>omet]1 7^: ,bulb or ,ci/]n is l>ge en\gh to conta9 all ! ,quicksilv] 9 ! ,tube27--into ! ,frame ( :i*1 a ,!rmomet]1 on ,f>5heit's ,scale1 is to be fix$ or atta*$4 ,! ,use ( ! atta*$ ,!rmomet] is to po9t out ! ,temp]ature ( ! ,b>omet]4 #b;d4 ,a second or deta*$ ,!rmomet] is also to be provid$4#aag ,?is is to be hung 9 ! ,%ade at ! ,di/ance ( a ,y>d 7or two7 f ! o!r3--to %ew ! g5]al ,temp]ature ( ! ,air at ! same ,"t & ,place3 & may be call$ ! ,air ,!rmomet]4 ,a prop] ,p]son1 on ! ,gr\nd1 hav+ a good ,wat*1 ) ,p5 ,ink & ,pap] at ,h&1 is to att5d ! ,in/rum5ts bel[ e t5 ,m9utes1 7or at any o!r preconc]t$ ,int]vals ( ,"t17 putt+ d[n1 #a/4 ,! ,"t ( ea* ,obs]vation4 #b;d4 ,! ,po9t at :i* ! ,quicksilv] /&s 9 ! ,b>omet]4 #c;d4 ,! ,degree ( ,temp]ature ( ! atta*$ ,!rmomet]4 #d?1 & la/ly1 ! ,degree ( ,temp]ature ( ! deta*$ or ,air-,!rmomet]4 ,?is ,employm5t is to be c>efully att5d$ to2 dur+ ! ,"t1 t simil> ,obs]vations1 by preconc]t$ ,agreem5t1 are mak+1 ) ?ree o!r simil> ,in/rum5ts1 on ! ,top ( ! ,m\nta91 or any elevat$ ,/ation 9 ! ,atmosph]e1 by ,means ( ! ,balloon2 & to be writt5 ) a r$ ,lead ,p5cil1 9 a ,pat5t ,asses ,sk9 ,pocket ,book4 ,sid5ote3 ,! ,in/rum5ts to be comp>$ on ,return f ! ,m\nta91 or upp] ,/ation4 ,ea* s+le ,obs]vation1 made ) "o ,set ( ,in/rum5ts bel[1 is to be comp>$ ) ea* s+le correspond+ ,obs]vation1 made ) ! o!r ,set above4 ,& two ,obs]vations are said to correspond1 :5 bo? are made ne>ly at ! same ,"t1 ! "o bel[1 & ! o!r above4 #cea4 ,take ,%uckburgh's fir/ ,example1 7,ph4 ,tr4 = #aggg1 #b;d ,"p1 ,page #egg47 viz4 8,let ! ,po9t at :i* ! ,quicksilv] /&s 9 ! ,b>omet]1 on ! ,gr\nd1 be #bi ,in*es #d t5?s3 ! atta*$ ,!rmomet] #ej ,degrees ( ,temp]ature1 & ! ,air ,!rmomet]1 or g5]al ,temp]ature ( ! ,air #de3 at ! same ,"t1 t at ! ,top ( ! ,m\nta91 or o!r elevat$ ,/ation 9 ! ,atmosph]e1 ! ,b>omet] /&s at #be ,in*es #ai ,t5?s1 ! atta*$ ,!rmomet] at #df1 & ! ,air ,!rmomet] at #ci & 3 requir$ ! upp] ,height 9 ,engli% ,feet40 ,sid5ote3 ,rules = ! ,"w3 & ,practice ( ! fir/ ,example4 #ceb4 ,! ,"w is divid$ into ?ree ,/ages4 ,! ,end propos$ 9 ?is fir/ ,/age is to br+ ! cold] ,b>omet]1 to ! same ,expansion or ,temp]ature ) ! o!r4 #cec4 #a/4 ,/ep4 ,fir/1 write d[n ! ,obs]vation made on ! ,gr\nd1 or at ! ,bottom ( ! ,m\nta91 ?us3 ,bel[4 ,b>omet]1 #bi ,in*es #d ,t5?s4 atta*$ ,!rmomet]1 #ej ,degrees4 ,air ,!rmomet]1 #de4 #ced4 #b;d4 ,/ep4 ,secondly1 write d[n ! ,obs]vation made at ! ,top ( ! ,m\nta91 or upp] ,/ation 9 ! ,atmosph]e1 ?us3 ,above4 ,b>omet]1 #be ,in*es1 4#ai ,t5?s4 atta*$ ,!rmomet]1 #df4 ,air ,!rmomet]1 #bi4 #cee4 #c;d ,/ep4 ,subtract ! cold] atta*$ ,!rmomet]1 f ! o!r atta*$ ,!rmomet]1 ?us3 #df cold] f #ej w>m]1 & !re rema9s #d w>m]1 viz4 ! ,numb] ( ,degrees ( ,temp]ature to :i* ! cold] ,b>omet] mu/ be exp&$1 be=e x becomes equal 9 ,temp]ature to ! w>m] ,b>omet]3 ea* ,b>omet] be+ always suppos$ equal 9 ,temp]ature ) its atta*$ ,!rmomet]4 #cef4 #d? ,/ep4 ,give ! cold] ,b>omet] ! same ,temp]ature ) ! w>m]3 or1 :i* am\nts to ! same1 give ! cold] ,b>omet] t ,expansion :i* is communicat$ by ! ,addition ( #d ,degrees ( ,temp]ature4 ,bo? ,b>omet]s w !n h ! same ,temp]ature1 or ,expansion1 viz4 an ,expansion equal to ! w>m] ,b>omet]4 ,?is is to be done by ref]r+ to ! fir/ ,table1 = ! ,application ( :i* !re are sep>ate ,in/ructions3 see ! ,explanation ( ! fir/ ,table4#aah ,,*apt] ,,lxxi4 ,,use ,,& ,,practice ,,( ,,! ,,fir/ ,,table1 ,,9 ,,! ,,fir/ ,,example4 ,! use4 ,section #ceg4 ,to f9d ! ,expansion ( ,quicksilv]1 & ( ! b>ometric ,tube 9 :i* x is conta9$3 or1 9 o!r ,words1 to f9d ! ,po9t to :i* ! ,quicksilv] w rise 9 ! ,tube1 79 ,p>ts ( an ,in*7 ) a giv5 additional ,temp]ature1 on ,f>5heit's ,scale4 ,! ,"q 9 ! fir/ ,example is1 7,ph4 ,tr4 = #aggg1 ,page #egh27 ,to f9d ! ,expansion t arises1 ) ! ,addition ( #d ,degrees ( ,heat1 on ! cold] ,b>omet] re/+ at ,in*es #be 4#ai ,t5?s1 9 ord] to give x an ,expansion equal to t ( ano!r ,b>omet]1 #d ,degrees w>m] ?an ! =m]3 ! ,temp]ature ( ea* ,b>omet]1 be+ indicat$ by its respective atta*$ ,!rmomet]4 ,n4 ,b4 ,dur+ ! ,application ( ! fir/ ,table1 ! ,inve/igation moves =w>d two ,/eps only1 viz4 ! #d? & #e?4 ,! #d? ,/ep1 appli$ 9 ! fir/ ,example4 #ceh4 ,! ,ord] to be obs]v$ 9 f9d+ ! ,expansion ( ! ,quicksilv]1 ) #d ,degrees on ,in*es #be 4#ai ,t5?s ( ! ,b>omet]4 #a/4 ,f9d ! ,expansion1 ,) #d on #be ,in*es only4 ,!n 9 ord] to obta9 ) #d on 4#ai1 beg9 #b;d4 ,) #d on #a ,in* above #be ,in*es1 i4e4 on ! #bf? ,in*4 #c;d4 ,) #d on 4#a1 i4e4 "o ,t5? ( an ,in* above #be ,in*es3 & la/ly1 #d?4 ,) #d on 4#ai1 ,t5?s above #be ,in*es4 ,! practice4 #cei4 #a/4 ,9 ! fir/ ,table1 ) #d ,degrees on ! left ,h& v]tical ,column1 & ) #be ,in*es1 along ! upp] ,range2 at ! ,po9t ( ,meet+1 is ! ,answ] 4#jajaaai viz4 ! ,expansion1 or ,rise ( ! ,quicksilv] /&+ at #be ,in*es1 & receiv+ an additional ,heat ( #d3 ! ,answ] 4#jaja be+ ! ,expression = ! t5 ?\s& "o hundr$? ,"p ( an ,in*1 7viz4 9 ,height1 by ,expansion47 #cfj4 ,add ?is ,numb]1 4#jaja1 ,"p ( an ,in*1 or ,rise by ,expansion1 to ! ,b>omet] re/+ at ,in*es #be1 4#ai ,t5?s1 ,units "u ,units1 c4 ?us3 4#jaja4 #cfa4 #b;d4 ,n[1 9 ord] to obta9 ! ,expansion ) #d ,degrees1 on 4#ai ,t5?s i4e4 ! n9e hundr$ & t5? ,"p ( an ,in* ( ,quicksilv] 9 ! ,tube 7above #be ,in*es17 x mu/ be consid]$1 :]e x ought to be f\nd 9 ! fir/ ,table4 ,t5?s ( #a ,in*1 above #be ,in*es1 x mu/ be obs]v$1 are at "s int]m$iate ,po9t betwe5 #be & #bf ,in*es2 t is1 above #be1 yet n s high z #bf1 or m ?an #be1 yet less ?an #bf4 ,!re=e1 to f9d ! ,expansion ) #d ,degrees1 on #a ,in* above #be1 i4e4 on ! #bf? ,in*2 look 9 ! ,table1 fir/1 ) #d ,degrees on #be ,in*es3 !n ) #d ,degrees on #bf ,in*es4 ,! respective ,numb]s are 4#jaja & 4#jaje4 ,& by tak+ ! ,expansion ) #d on #be ,in*es1 f ! ,expansion1 ) #d on #bf ,in*es1 ?us2 ,expansion 4#jaja on #be ,in*es1 4#jaje on #bf ,in*es1 ---------- ,! ,rema9d] 4#jjjd is ! ,expansion ) #d on #a ,in*1 above #be1 i4e4 on ! #bf? ,in*4 #cfb4 #c;d4 ,to f9d ! ,expansion1 ) #d on 4#a above #be ,in*es2 add a ,cyph] & decimal ,po9t to ! =m] ,answ]1 :i* !n becomes 4#jjjjd1 viz4 ! ,expansion1 ) #d on "o ,t5?1 above #be ,in*es4 #cfc4 #d?4 ,la/ly1 to obta9 ! ,expansion ) #d1 on 4#ai1 above #be ,in*es1 say3 ,if "o ,t5? ( an ,in*1 above #be ,in*es1 gives ?is ,expansion viz4 4#jjjjd1 :at ,expansion w n9ete5 ,t5?s above #be1 give8 answ] 4#ai ,t5?s m2 ?us3 ,if 4#a 3 4#jjjjd 33 4#ai8 4#ai ------------ #jjjcf #jjjd ------------ 4#jjjgf2 !n1 9 ord] to h z _m decimal ,places 9 ! ,product z are conta9$ bo? 9 ! ,multiplic& & ,multipli]1 add a ,cyph] & ,po9t to ! left1 & ! ,product becomes 4#jjjjjgf :i*1 be+ divid$ by 4#a1 gives a ,cyph] less4 viz4 ! ,expansion ) #d on 4#ai above #be ,in*es4 ,,! ,,fir/ ,,table3 %ew+ ! expansion ) ,,heat on in*es ( ! ,,b>omet]4 ---------------------------------------- --------------------------- degrees ( ! ,,!rmomet]1 f #a to #dj1 on f>5heit's scale4 ---------------------------------------- ---------------- #i #aj #aa #ab #ac #ad #ae #af ---------------------------------------- ---------------- #a 4#jjjia 4#jjajb 4#jjaab 4#jjabb 4#jjacb 4#jjadb 4#jjaeb 4#jjafb #b 4#jjahb 4#jjbjd 4#jjbbd 4#jjbdd 4#jjbfd 4#jjbhd 4#jjcjd 4#jjcbd #c 4#jjbgc 4#jjcjf 4#jjccf 4#jjcff 4#jjcif 4#jjdbf 4#jjdef 4#jjdhf #d 4#jjcfd 4#jjdjh 4#jjddh 4#jjdhh 4#jjebh 4#jjefh 4#jjfjh 4#jjfdh #e 4#jjdee 4#jjeaj 4#jjefj 4#jjfaj 4#jjffj 4#jjgaj 4#jjgfj 4#jjhaj #f 4#jjedf 4#jjfab 4#jjfgb 4#jjgcb 4#jjgib 4#jjheb 4#jjiab 4#jjigb #g 4#jjfcg 4#jjgad 4#jjghd 4#jjhed 4#jjibd 4#jjiid 4#jajfd 4#jaacd #h 4#jjgbh 4#jjhaf 4#jjhif 4#jjigf 4#jajef 4#jaacf 4#jabaf 4#jabif #i 4#jjhai 4#jjiah 4#jajjh 4#jajih 4#jaahh 4#jabgh 4#jacfh 4#jadeh #aj 4#jjiaj 4#jajbj 4#jaabj 4#jabbj 4#jacbj 4#jadbj 4#jaebj 4#jafbj #aa 4#jajja 4#jaabb 4#jabcb 4#jacdb 4#jadeb 4#jaefb 4#jafgb 4#jaghb #ab 4#jajib 4#jabbd 4#jacdd 4#jadfd 4#jaehd 4#jagjd 4#jahbd 4#jaidd #ac 4#jaahc 4#jacbf 4#jadef 4#jaehf 4#jagaf 4#jahdf 4#jaigf 4#jbajf #ad 4#jabgd 4#jadbh 4#jaefh 4#jagjh 4#jahdh 4#jaihh 4#jbabh 4#jbbfh #ae 4#jacfe 4#jaecj 4#jafhj 4#jahcj 4#jaihj 4#jbacj 4#jbbhj 4#jbdcj #af 4#jadef 4#jafcb 4#jagib 4#jaieb 4#jbaab 4#jbbgb 4#jbdcb 4#jbeib #ag 4#jaedg 4#jagcd 4#jaijd 4#jbjgd 4#jbbdd 4#jbdad 4#jbehd 4#jbged #ah 4#jafch 4#jahcf 4#jbjaf 4#jbaif 4#jbcgf 4#jbeef 4#jbgcf 4#jbiaf #ai 4#jagbi 4#jaich 4#jbabh 4#jbcah 4#jbejh 4#jbfih 4#jbhhh 4#jcjgh #bj 4#jahbj 4#jbjdj 4#jbbdj 4#jbddj 4#jbfdj 4#jbhdj 4#jcjdj 4#jcbdj #ba 4#jaiaa 4#jbadb 4#jbceb 4#jbefb 4#jbggb 4#jbihb 4#jcaib 4#jcdjb #bb 4#jbjjb 4#jbbdd 4#jbdfd 4#jbfhd 4#jbijd 4#jcabd 4#jccdd 4#jcefd #bc 4#jbjic 4#jbcdf 4#jbegf 4#jbhjf 4#jcjcf 4#jcbff 4#jcdif 4#jcgbf #bd 4#jbahd 4#jbddh 4#jbfhh 4#jbibh 4#jcafh 4#jcdjh 4#jcfdh 4#jchhh #be 4#jbbge 4#jbeej 4#jbhjj 4#jcjej 4#jccjj 4#jceej 4#jchjj 4#jdjej #bf 4#jbcff 4#jbfeb 4#jbiab 4#jcagb 4#jcdcb 4#jcfib 4#jcieb 4#jdbab #bg 4#jbdeg 4#jbged 4#jcjbd 4#jcbid 4#jcefd 4#jchcd 4#jdajd 4#jdcgd #bh 4#jbedh 4#jbhef 4#jcacf 4#jcdaf 4#jcfif 4#jcigf 4#jdbef 4#jdecf #bi 4#jbfci 4#jbieh 4#jcbdh 4#jcech 4#jchbh 4#jdaah 4#jddjh 4#jdfih #cj 4#jbgcj 4#jcjfj 4#jccfj 4#jcffj 4#jcifj 4#jdbfj 4#jdefj 4#jdhfj #ca 4#jbhba 4#jcafb 4#jcdgb 4#jcghb 4#jdjib 4#jddjb 4#jdgab 4#jejbb #cb 4#jbiab 4#jcbfd 4#jcehd 4#jcijd 4#jdbbd 4#jdedd 4#jdhfd 4#jeahd #cc 4#jcjjc 4#jccff 4#jcfif 4#jdjbf 4#jdcef 4#jdfhf 4#jejaf 4#jecdf #cd 4#jcjid 4#jcdfh 4#jchjh 4#jdadh 4#jddhh 4#jdhbh 4#jeafh 4#jeejh #ce 4#jcahe 4#jcegj 4#jcibj 4#jdbgj 4#jdfbj 4#jdigj 4#jecbj 4#jefgj #cf 4#jcbgf 4#jcfgb 4#jdjcb 4#jdcib 4#jdgeb 4#jeaab 4#jedgb 4#jehcb #cg 4#jccfg 4#jcggd 4#jdadd 4#jdead 4#jdhhd 4#jebed 4#jefbd 4#jeiid #ch 4#jcdeh 4#jchgf 4#jdbef 4#jdfcf 4#jejaf 4#jecif 4#jeggf 4#jfaef #ci 4#jcedi 4#jcigh 4#jdcfh 4#jdgeh 4#jeadh 4#jeech 4#jeibh 4#jfcah #dj 4#jcfdj 4#jdjhj 4#jddhj 4#jdhhj 4#jebhj 4#jefhj 4#jfjhj 4#jfdhj ---------------------------------------- ------------------- ,,! ,,fir/ ,,table ,,cont9u$3 %ew+ ! expansion ) ,,heat on in*es ( ! ,,b>omet]4 ---------------------------------------- --------------------------- degrees ( ! ,,!rmomet]1 f #a to #dj1 on f>5heit's scale4 ---------------------------------------- ---------------- #ag #ah #ai #bj #ba #bb #bc #bd ---------------------------------------- ---------------- #a 4#jjagb 4#jjahb 4#jjaib 4#jjbjc 4#jjbac 4#jjbbc 4#jjbcc 4#jjbdc #b 4#jjcdd 4#jjcfd 4#jjchd 4#jjdjf 4#jjdbf 4#jjddf 4#jjdff 4#jjdhf #c 4#jjeaf 4#jjedf 4#jjegf 4#jjfji 4#jjfci 4#jjffi 4#jjfii 4#jjgbi #d 4#jjfhh 4#jjgbh 4#jjgfh 4#jjhab 4#jjheb 4#jjhib 4#jjicb 4#jjigb #e 4#jjhfj 4#jjiaj 4#jjifj 4#jajae 4#jajfe 4#jaaae 4#jaafe 4#jabae #f 4#jajcb 4#jajib 4#jaaeb 4#jabah 4#jabgh 4#jacch 4#jacih 4#jadeh #g 4#jabjd 4#jabgd 4#jacdd 4#jadba 4#jadia 4#jaefa 4#jafca 4#jagja #h 4#jacgf 4#jadef 4#jaecf 4#jafbd 4#jagjd 4#jaghd 4#jahfd 4#jaidd #i 4#jaedh 4#jafch 4#jagbh 4#jahbg 4#jaiag 4#jbjjg 4#jbjig 4#jbahg #aj 4#jagbj 4#jahbj 4#jaibj 4#jbjcj 4#jbacj 4#jbbcj 4#jbccj 4#jbdcj #aa 4#jahib 4#jbjjb 4#jbaab 4#jbbcc 4#jbcdc 4#jbdec 4#jbefc 4#jbfgc #ab 4#jbjfd 4#jbahd 4#jbcjd 4#jbdcf 4#jbeef 4#jbfgf 4#jbgif 4#jbiaf #ac 4#jbbcf 4#jbcff 4#jbdif 4#jbfci 4#jbgfi 4#jbhii 4#jcjbi 4#jcaei #ad 4#jbdjh 4#jbedh 4#jbfhh 4#jbhdb 4#jbihb 4#jcabb 4#jcbfb 4#jcdjb #ae 4#jbehj 4#jbgcj 4#jbhhj 4#jcjde 4#jcaie 4#jccde 4#jcdie 4#jcfde #af 4#jbgeb 4#jbiab 4#jcjgb 4#jcbdh 4#jcdjh 4#jcefh 4#jcgbh 4#jchhh #ag 4#jbibd 4#jcjid 4#jcbfd 4#jcdea 4#jcfba 4#jcgia 4#jcifa 4#jdaca #ah 4#jcjif 4#jcbgf 4#jcdef 4#jcfed 4#jchcd 4#jdjad 4#jdaid 4#jdcgd #ai 4#jcbfh 4#jcdeh 4#jcfdh 4#jcheg 4#jdjdg 4#jdbcg 4#jddbg 4#jdfag #bj 4#jcddj 4#jcfdj 4#jchdj 4#jdjfj 4#jdbfj 4#jddfj 4#jdffj 4#jdhfj #ba 4#jcfab 4#jchbb 4#jdjcb 4#jdbfc 4#jddgc 4#jdfhc 4#jdhic 4#jeajc #bb 4#jcghd 4#jdjjd 4#jdbbd 4#jddff 4#jdfhf 4#jdijf 4#jeabf 4#jecdf #bc 4#jcief 4#jdahf 4#jddaf 4#jdffi 4#jdhii 4#jeabi 4#jecei 4#jeehi #bd 4#jdabh 4#jdcfh 4#jdfjh 4#jdhgb 4#jeaab 4#jeceb 4#jeeib 4#jehcb #be 4#jdcjj 4#jdeej 4#jdhjj 4#jejge 4#jecbe 4#jeege 4#jehbe 4#jfjge #bf 4#jddgb 4#jdgcb 4#jdiib 4#jebgh 4#jeech 4#jegih 4#jfjeh 4#jfcah #bg 4#jdfdd 4#jdiad 4#jeahd 4#jedha 4#jegea 4#jfjba 4#jfbia 4#jfefa #bh 4#jdhaf 4#jejif 4#jecgf 4#jefhd 4#jeifd 4#jfbdd 4#jfebd 4#jfhjd #bi 4#jdihh 4#jebgh 4#jeefh 4#jehhg 4#jfagg 4#jfdfg 4#jfgeg 4#jgjdg #cj 4#jeafj 4#jedfj 4#jegfj 4#jfjij 4#jfcij 4#jffij 4#jfiij 4#jgbij #ca 4#jeccb 4#jefdb 4#jeieb 4#jfbic 4#jffjc 4#jfiac 4#jgbbc 4#jgecc #cb 4#jeejd 4#jehbd 4#jfadd 4#jfdif 4#jfhaf 4#jgaci 4#jgdef 4#jgggf #cc 4#jefgf 4#jfjjf 4#jfccf 4#jffii 4#jgjbi 4#jgcei 4#jgfhi 4#jhjai #cd 4#jehdh 4#jfahh 4#jfebh 4#jfijb 4#jgbdb 4#jgehb 4#jgibb 4#jhbfb #ce 4#jfjbj 4#jfcej 4#jfgbj 4#jgaje 4#jgdee 4#jghje 4#jhaee 4#jheje #cf 4#jfaib 4#jfecd 4#jfiab 4#jgcjh 4#jgffh 4#jhjbh 4#jhchh 4#jhgdh #cg 4#jfcfd 4#jfgaf 4#jgajd 4#jgeaa 4#jghha 4#jhbea 4#jhfba 4#jhiia #ch 4#jfecf 4#jfhib 4#jgbif 4#jggad 4#jhjid 4#jhdgd 4#jhhed 4#jibcd #ci 4#jfgjh 4#jgjgh 4#jgdhh 4#jgiag 4#jhcjg 4#jhfig 4#jijhg 4#jidgg #dj 4#jfhhj 4#jgbfj 4#jgfhj 4#jhabj 4#jhebj 4#jhibj 4#jicbj 4#jigbj ---------------------------------------- ------------------- ,,! ,,fir/ ,,table ,,conclud$3 %ew+ ! expansion ) ,,heat on in*es ( ! ,,b>omet]4 ---------------------------------------- --------------------------- degrees ( ! ,,!rmomet]1 f #a to #dj1 on f>5heit's scale4 ---------------------------------------- ---------------- #be #bf #bg #bh #bi #cj #ca #cb ---------------------------------------- ---------------- #a 4#jjbec 4#jjbfc 4#jjbgd 4#jjbhd 4#jjbid 4#jjcjd 4#jjcad 4#jjcbd #b 4#jjejf 4#jjebf 4#jjedh 4#jjefh 4#jjehh 4#jjfjh 4#jjfbh 4#jjfdh #c 4#jjgei 4#jjghi 4#jjhbb 4#jjheb 4#jjhhb 4#jjiab 4#jjidb 4#jjigb #d 4#jajab 4#jajeb 4#jajif 4#jaacf 4#jaagf 4#jabaf 4#jabef 4#jabif #e 4#jabfe 4#jacae 4#jacgj 4#jadbj 4#jadgj 4#jaebj 4#jaegj 4#jafbj #f 4#jaeah 4#jaegh 4#jafdd 4#jagjd 4#jagfd 4#jahbd 4#jahhd 4#jaidd #g 4#jagga 4#jahda 4#jaiah 4#jaihh 4#jbjeh 4#jbabh 4#jbaih 4#jbbfh #h 4#jbjbd 4#jbajd 4#jbaib 4#jbbgb 4#jbceb 4#jbdcb 4#jbeab 4#jbei8 #i 4#jbbgg 4#jbcfg 4#jbdff 4#jbeef 4#jbfdf 4#jbgcf 4#jbhbf 4#jbiaf #aj 4#jbecj 4#jbfcj 4#jbgdj 4#jbhdj 4#jbidj 4#jcjdj 4#jcadj 4#jcbdj #aa 4#jbghc 4#jbhic 4#jcjad 4#jcabd 4#jcbcd 4#jccdd 4#jcded 4#jcefd #ab 4#jcjcf 4#jcaef 4#jcbhh 4#jcdjh 4#jcebh 4#jcfdh 4#jcgfh 4#jchhh #ac 4#jcbhi 4#jcdai 4#jcefb 4#jcfib 4#jchbb 4#jcieb 4#jdjhb 4#jdbab #ad 4#jcedb 4#jcfhb 4#jchcf 4#jcigf 4#jdaaf 4#jdbef 4#jdcif 4#jdecf #ae 4#jcgie 4#jcide 4#jdaaj 4#jdbfj 4#jddaj 4#jdefj 4#jdgaj 4#jdhfj #af 4#jdjdh 4#jdbjh 4#jdchd 4#jdedd 4#jdgjd 4#jdhfd 4#jejbd 4#jeahd #ag 4#jdcja 4#jddga 4#jdfeh 4#jdhbh 4#jdiih 4#jeafh 4#jecch 4#jeejh #ah 4#jdeed 4#jdgcd 4#jdicb 4#jeaab 4#jebib 4#jedgb 4#jefeb 4#jehcb #ai 4#jdhjg 4#jdiig 4#jebjf 4#jecif 4#jeehf 4#jeggf 4#jeiff 4#jfaef #bj 4#jejfj 4#jebfj 4#jedhj 4#jefhj 4#jehhj 4#jfjhj 4#jfbhj 4#jfdhj #ba 4#jecac 4#jeebc 4#jeged 4#jeifd 4#jfagd 4#jfchd 4#jfeid 4#jfhjd #bb 4#jeeff 4#jeghf 4#jfjbh 4#jfbdh 4#jfdfh 4#jffhh 4#jfijh 4#jgabh #bc 4#jehai 4#jfjdi 4#jfcjb 4#jfecb 4#jfgfb 4#jfiib 4#jgbbb 4#jgdeb #bd 4#jfjgb 4#jfcab 4#jfegf 4#jfhaf 4#jgjef 4#jgbif 4#jgecf 4#jgggf #be 4#jfcbe 4#jfege 4#jfhej 4#jgajj 4#jgcej 4#jgfjj 4#jghej 4#jhajj #bf 4#jfegh 4#jfhch 4#jgabd 4#jgchd 4#jgfdd 4#jgijd 4#jhafd 4#jhdbd #bg 4#jfhca 4#jgaja 4#jgcih 4#jgffh 4#jgich 4#jhbjh 4#jhdgh 4#jhgdh #bh 4#jgjhd 4#jgcfd 4#jgfgb 4#jgieb 4#jhbcb 4#jheab 4#jhgi 4#jijgb #bi 4#jgccg 4#jgfbg 4#jgidf 4#jhbcf 4#jhebf 4#jhhaf 4#jiajf 4#jicif #cj 4#jgeij 4#jghij 4#jhbbj 4#jhebj 4#jhhbj 4#jiabj 4#jidbj 4#jigbj #ca 4#jghdc 4#jhaec 4#jhdid 4#jhhjd 4#jiaad 4#jidbd 4#jigcd 4#ajjdd #cb 4#jhjif 4#jhdaf 4#jhgfh 4#jijhh 4#jidjh 4#jigbh 4#ajjdh 4#ajcfh #cc 4#jhcdi 4#jhfgi 4#jijdb 4#jicgb 4#jigjb 4#ajjcb 4#ajcfb 4#ajfib #cd 4#jhfjb 4#jhidb 4#jicaf 4#jifef 4#jiiif 4#ajccf 4#ajfgf 4#aajaf #ce 4#jhhee 4#jibje 4#jieij 4#jiidj 4#ajbij 4#ajfdj 4#ajiij 4#aacdj #cf 4#jiajh 4#jidfh 4#jihfd 4#ajbbd 4#ajehd 4#ajidd 4#aacad 4#aaffd #cg 4#jicfa 4#jigca 4#ajach 4#ajejh 4#ajhgh 4#aabdh 4#aafah 4#aaihh #ch 4#jifad 4#jiiid 4#ajdab 4#ajgib 4#aaagb 4#aaeeb 4#aaicb 4#abcab #ci 4#jihfg 4#ajbeg 4#ajfhf 4#aajgf 4#aadff 4#aahff 4#abbdf 4#abfcf #dj 4#ajabj 4#ajebj 4#ajifj 4#aacfj 4#aagfj 4#abafj 4#abefj 4#abifj ---------------------------------------- ------------------- ,! #e? ,/ep1 appli$ 9 ! fir/ ,example4 #cfd4 ,add ?is1 to ! =m] ,expansion1 ?us3 ,in*es #be4ai ,t5?s ) #d on #be 4#jaja ,expansion ) #d on 4#ai 4#jjjjjgf ,expansion ---------------------------- ,! ,answ] is #be4bjjajgf1 viz4 ! ,po9t at :i* ! ,quicksilv] w\d /&1 9 ! colde/ ,b>omet]1 :5 equally exp&$1 i4e4 ( ! same ,temp]ature ) ! w>m]4 ,reject all b ! fir/ ,decimal z too m9ute3 ?is is se5 by a ,l9e drawn betwe5 ! fir/ & second ,decimal4 ,practice w %ew h[ f> to proce$1 )\t comput+ ! decimal ,p>ts ( an ,in*1 to m ?an #d ,places2 b x is always m exact1 to foll[ m9utely ! above ,rules4 ,,*apt] ,,lxxii4 ,section #cfe4 ,hav+ !re=e und]/ood ! ,f\ndation1 ,con/ruction1 & ,use ( ! fir/ ,table2 9 ! pres5t ,case1 hav+ also add$ ! decimal ,p>ts ( an ,in* j f\nd1 = ! ,expansion1--to ! ,in*es & ,t5?s1 express+ ! cold] ,b>omet]2 :i* w !n h ! same ,expansion1 or ,temp]ature ) ! w>m]1 ?us2 ,in*es4 #be4ai cold] ,b>omet]3 4#jaja ,expansion on ! same1 9 ,p>ts ( an ,in* ) #d ( ,temp]ature1 7reject+ all b ! fir/ ,decimal z too ---------------- m9ute17 #be4bjja add$2 ?is ,sum w express ! ,po9t at :i* ! ,quicksilv] 9 ! cold] ,b>omet] w\d /&1 :5 equally exp&$1 i4e4 9 ! same ,temp]ature1 ) ! w>m]4 #cff4 #f? ,/ep4 ,place bo? ,b>omet]s1 n[ ( equal ,temp]ature ) ! w>m]1 toge!r1 fir/1 ! upp] ,b>omet]2 & "u x ! l[]1 ?us3 ,in*es #be4 #b ,t5?s4 #bi4 #d ,,end ,,( ,,! ,,fir/ ,,/age4 99 99 99 99 99 #cfg4 ,! ,ends propos$ 9 ! second ,/age ( ! ,"w1 7! cold] ,b>omet] be+ n[ br\ght to ! same ,expansion or ,temp]ature ) ! w>m]17 are two3 ,fir/1 to f9d1 7by ! ,application ( ! second ,table7 ! ,heights1 9 ,feet & ,t5?s1 9 ! ,atmosph]e1 correspond+ to ! ,po9ts at :i* ! ,quicksilv] /&s 9 bo? ,b>omet]s1 :i* h n[ ! same ,temp]ature1 viz4 t ( ! w>m] equal to #ej3 on a ,supposition t !y 7 bo? expos$ to ! ,temp]ature ( #ca4bd1 on ,f>5heit's ,scale1 :i* is ab\t ! ,/&>d or freez+ ,po9t1 = :i* sole ,purpose ! #b;d ,table is calculat$4 ,n4 ,b4 ,! ,second ,/age includes two ,/eps only1 viz4 ! #g? & #h?4 #cfh4 #g? ,/ep4 ,! ,b>omet]s be+ plac$ 9 "o ,view1 z be=e direct$1 ?us3 ,upp] ,b>omet]1 ,in*es #be 4#b ,t5?s4 ,l[] ,b>omet]1 ,in*es #bi 4#d2 f9d1 ) ! ,temp]ature ( #ca4bd1 ! correspond+ ,heights 9 ! ,atmosph]e4 ,?is is to be done by ref]r+ to ! #b;d ,table1 = ! ,application ( :i* !re are sep>ate ,in/ructions3 ,see ! ,explanation ( ! second ,table4#abj ,,*apt] ,,lxxiii4 ,,use ,,& ,,practice ,,( ,,! ,,second ,,table ,,9 ,,! ,,fir/ ,,example4 ,! use4 ,section #cfi4 ,to f9d ! ,heights1 9 ,feet & ,t5?s1 9 ! ,atmosph]e1 correspond+ to ! ,po9ts at :i* ! ,quicksilv] /&s 9 bo? ,b>omet]s1 :i* h n[ ! same ,temp]ature1 viz4 t ( ! w>m] ,b>omet]1 on a ,supposition t !y 7 bo? expos$ to ! ,/&>d-,temp]ature ( #ca4bd1 on ,f>5heit's ,scale4 ,! practice4 ,! #g? ,/ep appli$ 9 ! fir/ ,example4 #cgj4 ,look at ! fir/ ,column1 9 ! second ,table1 = #be4b1 & ! ,answ] is #fbbe4j 9 ! second ,column2 & = #bi4d1 & ! ,answ] is #bbjh4b4 ,! ,answ]s are ! ,heights1 9 ,feet & ,t5?s1 9 ! ,atmosph]e1 at :i* ! ,quicksilv] /&s 9 bo? ,b>omet]s1 ) ! ,temp]ature ( #ca4bd3 correspond+ to _! respective ,po9ts1 = :i* sole ,purpose ?is ,table is calculat$4 #cga4 #h? ,/ep4 ,hav+ plac$ ! ,b>omet]s & _! correspond+ ,heights 9 ! ,atmosph]e1 %ewn by ! second ,table1 at "o ,view3 subtract ! less] f ! :ole ,height1 & !re w rema91 secondly2 7see ,section #cfg7 ! great] ,height1 viz4 ! ,height correspond+ to ! ,b>omet] 9 ! elevat$ ,/ation1 above ! ,height correspond+ to ! ,b>omet]1 on ! ,gr\nd1 7bo? be+ at ! ,temp]ature ( #ca4bd7 ?us3 ,feet4 ,in*es #be4b correspond to #fbbe4j ,in*es #bi4d correspond to #bbjh4b2 subtract3 ------------ & ! ,rema9d] is #djaf4h viz4 a ,numb] 9 ,feet & ,t5?s correspond+ to ! ,height ( ! upp] above ! l[] ,b>omet]1 bo? be+ 9 ! ,temp]ature ( #ca4cd4 7,see ,page #bie47 ,,! ,,second ,,table4 ,! #a/ ,column %ews ! ,quicksilv] 9 ! b>ometric ,tube /&+ at ea* ,in* f #a to #aj1 & at ea* ,t5? f #aj to #cb ,in*es4 ,! #b;d ,column %ews ! ,height ( ! b>ometric ,tube1 above ! imag9>y ,level at #cb ,in*es1--) ! ,temp]ature ( #ca4bd2--;9 ,feet & ,t5?s1 answ]+ to ,in*es & ,t5?s ( ! ,b>omet] 9 ! fir/ ,column4 ,! #c;d ,column %ews ! ,height 9 ,feet & ,t5?s1 answ]+ to a ,t5? ( an ,in* on ! ,b>omet]1 be+ ! diff]5ce betwe5 ea* two adjo9+ ,heights 9 ! #b;d ,column4 ------------------------- ,in*4 ,feet4 ,diff]5ce4 #a #ijcji4j #ahjfa4h #b #gbbdg4b #ajefe4d #c #fafha4h #gdif4d #d #edahe4d #ehad4f #e #dhcgj4h #dgej4i #f #dcfai4i #djaf4h #g #cifjc4a #cdgi4e #h #cfabc4f #cjfi4b #i #ccjed4d #bgde4d #aj4j #cjcji4j #bei4f 4#a #cjjdi4d #bef4d 4#b #bigic4j #bed4c 4#c #biech4g #bea4h 4#d #bibhf4i #bdi4c 4#e #bijcg4f #bdg4j 4#f #bhgij4f #bdd4g 4#g #bhede4i #bdb4d 4#h #bhcjc4e #bdj4b 4#i #bhjfc4c #bcg4i #aa4j #bghbe4d #bce4h 4#a #bgehi4f #bcc4g 4#b #bgcee4i #bca4f 4#c #bgabd4c #bbi4f 4#d #bfhid4g #bbg4f 4#e #bfffg4a #bbe4f 4#f #bfdda4e #bbc4g 4#g #bfbag4h #bba4g 4#h #beiif4a #bbj4j 4#i #beggf4a #bah4j #ab4j #beeeh4a #baf4c #ab4a #becda4h #bad4d 4#b #beabg4d #bab4g 4#c #bdiad4g #baa4j 4#d #bdgjc4g #bji4c 4#e #bddid4d #bjg4g 4#f #bdbhf4g #bjf4j 4#g #bdjhj4g #bjd4c 4#h #bchgf4d #bjb4h 4#i #bcfgc4f #bja4b #ac4j #bcdgb4d #aii4g 4#a #bcbgb4g #aih4b 4#b #bcjgd4e #aif4f 4#c #bbhgg4i #aie4b 4#d #bbfhb4g #aic4g 4#e #bbdhi4j #aib4d 4#f #bbbif4f #aia4j 4#g #bbaje4f #ahi4d 4#h #baiaf4b #ahh4a 4#i #bagbh4a #ahf4h #ad4j #baeda4c #ahe4e 4#a #bacee4h #ahd4a 4#b #baaga4g #ahb4i 4#c #bjihh4h #aha4f 4#d #bjhjg4b #ahj4c 4#e #bjfbf4i #agi4j 4#f #bjddg4i #agh4j 4#g #bjbfi4i #agf4g 4#h #bjjic4b #age4d 4#i #aiiag4h #agd4c #ae4j #aigdc4e #agc4a #ae4a #aiegj4d #agb4j 4#b #aicih4d #agj4i 4#c #aibbg4e #afi4h 4#d #aijeg4g #afh4f 4#e #ahhhi4a #afg4f 4#f #ahgba4e #aff4e 4#g #aheee4j #afe4d 4#h #ahchi4f #afd4a 4#i #ahbbe4e #afc4g #af4j #ahjfa4h #afb4d 4#a #aghii4d #afa4c 4#b #aggch4a #afj4d 4#c #agegg4g #aei4c 4#d #agdah4d #aeh4d 4#e #agbfj4j #aeg4e 4#f #agajb4e #aef4e 4#g #afidf4j #aee4f 4#h #afgij4d #aed4f 4#i #affce4h #aec4g #ag4j #afdhb4a #aeb4i 4#a #afcbi4b #aea4i 4#b #afagg4c #aea4a 4#c #afjbf4b #aej4b 4#d #aehgf4j #adi4c 4#e #aegbf4g #adh4e 4#f #aeegh4b #adg4f 4#g #aedcj4f #adf4h 4#h #aebhc4h #adf4j 4#i #aeacg4h #ade4b #ah4j #adiib4f #add4c #ah4a #adhdh4c #adc4f 4#b #adgjd4g #adb4h 4#c #adefa4i #adb4j 4#d #addai4i #ada4b 4#e #adbgh4g #adj4e 4#f #adach4b #aci4g 4#g #aciih4e #aci4j 4#h #achei4e #ach4b 4#i #acgba4c #acg4e #ai4j #acehc4h #acf4h 4#a #acddg4j #acf4a 4#b #accaj4i #ace4c 4#c #acage4f #acd4e 4#d #acjda4a #acd4b 4#e #abijf4i #acc4c 4#f #abggc4f #acb4f 4#g #abfda4j #aca4i 4#h #abeji4a #aca4c 4#i #abcgg4h #acj4f #bj4j #abbdg4b #acj4j 4#a #abaag4b #abi4c 4#b #aaihg4i #abh4g 4#c #aahei4b #abh4j 4#d #aagca4b #abg4d 4#e #aafjc4h #abf4h 4#f #aadgg4j #abf4b 4#g #aacej4h #abe4f 4#h #aabbe4b #abe4j 4#i #aaajj4b #abd4d #ba4j #ajige4h #abc4g 4#a #ajheb4a #abc4c 4#b #ajgbh4h #abb4f 4#c #ajfjf4b #abb4j 4#d #ajdhd4b #aba4e 4#e #ajcfb4g #abj4i 4#f #ajbda4h #abj4d 4#g #ajaba4d #aai4h 4#h #ajjja4f #aai4b 4#i #ihhb4d #aah4h #bb4j #igfc4f #aah4a #bb4a #ifde4e #aag4g 4#b #iebg4h #aag4a 4#c #idaj4g #aaf4f 4#d #ibid4a #aaf4j 4#e #iagh4a #aae4f 4#f #ijfb4e #aae4a 4#g #hidg4d #aad4e 4#h #hhcb4i #aad4j 4#i #hgah4i #aac4f #bc4j #hfje4c #aac4j 4#a #hdib4c #aab4f 4#b #hcgi4g #aab4a 4#c #hbfg4f #aaa4f 4#d #haef4j #aaa4a 4#e #hjdd4i #aaj4f 4#f #gicd4c #aaj4b 4#g #ghbd4a #aji4g 4#h #ggad4d #aji4c 4#i #gfje4a #ajh4h #bd4j #gdif4c #ajh4c 4#a #gchh4j #ajg4i 4#b #gbhj4a #ajg4e 4#c #gagb4f #ajg4j 4#d #gjfe4f #ajf4f 4#e #fiei4j #ajf4a 4#f #fheb4i #aje4g 4#g #fgdg4b #aje4c 4#h #ffda4i #ajd4i 4#i #fecg4j #ajd4d #be4j #fdcb4f #ajd4j 4#a #fcbh4f #ajc4f 4#b #fbbe4j #ajc4b 4#c #faba4h #ajb4h 4#d #fjai4j #ajb4d 4#e #eiaf4f #ajb4j 4#f #ehad4f #aja4f 4#g #egac4j #aja4b 4#h #efaa4h #ajj4h 4#i #eeaa4j #ajj4f #bf4j #edaj4d #ii4h 4#a #ecaj4f #ii4g 4#b #ebaj4i #ii4c 4#c #eaaa4f #ih4h 4#d #ejab4h #ih4f 4#e #diad4b #ih4a 4#f #dhaf4a #ig4h 4#g #dgah4c #ig4d 4#h #dfbj4i #ig4j 4#i #debc4i #if4g #bg4j #ddbg4b #if4d 4#a #dccj4h #ie4i 4#b #dbcd4i #ie4g 4#c #daci4b #ie4b 4#d #djdd4j #ie4j 4#e #cidi4j #id4e 4#f #ched4e #id4c 4#g #cgfj4b #ic4i 4#h #cfff4c #ic4f 4#i #cegb4g #ic4b #bh4j #cdgi4e #ib4i 4#a #cchf4f #ib4f 4#b #cbid4j #ib4b 4#c #cbja4h #ia4i 4#d #caji4i #ia4f 4#e #cjah4c #ia4c 4#f #bibg4j #ij4i 4#g #bhcf4a #ij4g 4#h #bgde4d #ij4c 4#i #bfee4a #ij4j #bi4j #befe4a #hi4g 4#a #bdge4d #hi4d 4#b #bchf4j #hi4a 4#c #bbif4i #hh4g 4#d #bbjh4b #hh4e 4#e #baai4g #hh4b 4#f #bjca4e #hg4i 4#g #aidc4f #hg4f 4#h #ahef4j #hg4c 4#i #agfh4g #hg4j #cj4j #afha4g #hf4g 4#a #aeie4j #hf4d 4#b #aejh4f #hf4b 4#c #adbb4d #he4h 4#d #abcf4f #he4f 4#e #abea4j #he4c 4#f #aafe4g #he4j 4#g #ajhj4g #hd4g 4#h #iif4j #hd4e 4#i #iaa4e #hd4b #ca4j #hbg4c #hc4i 4#a #gdc4d #hc4g 4#b #fei4g #hc4d 4#c #egf4c #hc4a 4#d #dic4b #hb4h #ca4e #daj4d #hb4f 4#f #cbg4h #hb4d 4#g #bde4d #hb4j 4#h #afc4d #ha4h 4#i #ha4f #ha4f #cb4j #jj4j ------------------------- #cgb4 ,n[ apply ! ?ird ,table1 or ,table = ,t5?s1 if necess>y2 includ+ two m ,/eps1 viz4 ! #i? & #aj?3 :i*1 be+ useless1 9 ! fir/ ,example1 are1 = ! pres5t1 omitt$4 #cgc4 ,an ,explanation ( ! ?ird ,table1 or ,table = ,t5?s1 is1 h[ev]1 = ! ,sake ( ,ord]1 "h subjo9$4#abb 7,see ,page #bih47 ,,! ,,?ird ,,table1 ,,or ,,table ,,= ,,t5?s3 ,s]v+ to compleat ! #b;d ,table1 on ,expansion ( ! ,b>omet]1 ) ! ,temp]ature ( #ca4bd4 #a4 ,! upp] horizontal ,figures %ew ! ,numb] ( ,p>ts into :i* ! ,t5? ( an ,in* has be5 divid$4 #b4 ,! ,figures 9 ! left v]tical ,column express ! ,height 9 feet1 7above ! imag9>y ,level1 at #cb ,in*es ( ! ,b>omet]17 or ,expansion correspond+ to a s+le ,t5? ( an ,in* ( ,quicksilv]4 #c4 ,! feet 9 ! ,place ( ,meet+ are call$ t5?s3 ?us1 #ij ,feet are #i ,t5?s ( #ajj ,feet4 ---------------------------------------- -------------------- ,feet4 ,p>ts into :i* ! ,t5? ( an ,in* is divid$4 ---------------------------------------- ------------ #ha #h #af #bd #cb #dj #di #eg #fe #gc #hb #h #af #be #cc #da #di #eg #ff #gd #hc #h #ag #be #cc #da #ej #eh #ff #ge #hd #h #ag #be #cd #db #ej #ei #fg #gf #he #h #ag #be #cd #db #ea #ei #fh #gf #hf #i #ag #bf #cd #dc #eb #fj #fi #gg #hg #i #ag #bf #ce #dc #eb #fa #gj #gh #hh #i #ah #bf #ce #dd #ec #fb #gj #gi #hi #i #ah #bg #cf #dd #ec #fb #ga #hj #ij #i #ah #bg #cf #de #ed #fc #gb #ha #ia #i #ah #bg #cf #de #ee #fd #gc #hb #ib #i #ah #bh #cg #df #ee #fd #gd #hc #ic #i #ai #bh #cg #df #ef #fe #gd #hd #id #i #ai #bh #ch #dg #ef #ff #ge #he #ie #i #ai #bh #ch #dg #eg #ff #gf #he #if #aj #ai #bi #ch #dh #eh #fg #gg #hf #ig #aj #ai #bi #ci #dh #eh #fh #gh #hg #ih #aj #bj #bi #ci #di #ei #fi #gh #hh #ii #aj #bj #cj #dj #di #ei #fi #gi #hi #ajj #aj #bj #cj #dj #ej #fj #gj #hj #ij #aja #aj #bj #cj #dj #ej #fa #ga #ha #ia #ajb #aj #bj #ca #da #ea #fa #ga #hb #ib #ajc #aj #ba #ca #da #ea #fb #gb #hb #ic #ajd #aj #ba #ca #db #eb #fb #gc #hc #id #aje #aj #ba #ca #db #eb #fc #gc #hd #id #ajf #aa #ba #cb #db #ec #fd #gd #he #ie #ajg #aa #ba #cb #dc #ec #fd #ge #hf #if #ajh #aa #bb #cb #dc #ed #fe #gf #hf #ig #aji #aa #bb #cc #dd #ed #fe #gf #hg #ih #aaj #aa #bb #cc #dd #ee #ff #gg #hh #ii #aaa #aa #bb #cc #dd #ee #fg #gh #hi #ajj #aab #aa #bb #cd #de #ef #fg #gh #ij #aja #aac #aa #bc #cd #de #ef #fh #gi #ij #ajb #aad #aa #bc #cd #df #eg #fh #hj #ia #ajc #aae #aa #bc #cd #df #eg #fi #hj #ib #ajc #aaf #ab #bc #ce #df #eh #gj #ha #ic #ajd #aag #ab #bc #ce #dg #eh #gj #hb #id #aje #aah #ab #bd #ce #dg #ei #ga #hc #id #ajf #aai #ab #bd #cf #dh #ei #ga #hc #ie #ajg #abj #ab #bd #cf #dh #fj #gb #hd #if #ajh #aba #ab #bd #cf #dh #fj #gc #he #ig #aji #abb #ab #bd #cg #di #fa #gc #he #ih #aaj #abc #ab #be #cg #di #fa #gd #hf #ih #aaa #abd #ab #be #cg #ej #fb #gd #hg #ii #aab #abe #ab #be #cg #ej #fb #ge #hg #ajj #aab #abf #ac #be #ch #ej #fc #gf #hh #aja #aac #abg #ac #be #ch #ea #fc #gf #hi #ajb #aad #abh #ac #bf #ch #ea #fd #gg #ij #ajb #aac #abi #ac #bf #ci #eb #fd #gg #ij #ajc #aaf #acj #ac #bf #ci #eb #fe #gh #ia #ajd #aag ---------------------------------------- ------------ ,,end ,,( ,,! ,,second ,,/age4 #cgd4 ,! ,ends propos$ 9 ! ?ird & la/ ,/age ( ! ,"w1 are1 fir/1 to add ! g5]al ,temp]atures ( ! ,air1 or deta*$ ,air-,!rmomet]s1 at ea* ,place ( ,obs]vation above & bel[1 into "o ,sum4 ,secondly1 to divide t ,sum3 ea* ,moiety ( :i* is call$ ! mean ,temp]ature ( ! ,air4 ,?irdly1 to apply t ,moiety to ea* ,b>omet]1 7bo? ( :i* h be5 already br\ght to ! ,/&>d-,temp]ature ( #ca4 #bd27 9 ord] to prove :e!r ! ,moiety 7or ,quantity ( ,heat assign$ to ea* ,b>omet] by ! g5]al ,temp]ature ( ! ,air7 exce$$1 fell %ort (1 or equall$ ! ,/&>d-,temp]ature ( ! ,b>omet]s1 by ! #b;d ,table4 ,& f\r?ly1 f ! ,moiety or mean ,temp]ature ( ! ,air1 to f9d ! true ,height ( ! upp] ,b>omet]3 :i* ,temp]ature resolves itself into ?ree ,cases4 #cge4 #a/4 ,if ! ,moiety or mean ,temp]ature ( ! ,air is great] ?an ! ,/&>d ,temp]ature1 viz4 t to :i* ! ,b>omet]s are n[ br\ght2 f9d ! ,expansion ( ,air correspond+ to su* ,excess ( ,temp]ature by ! f\r? ,table1 :i* ,height by ,expansion1 be+ add$ to ! ,height already f\nd 9 ! #b;d ,table1 %ews ! true ,height1 viz4 ( ! upp] ,b>omet]4 ,n4 ,b4 ,! #c;d & la/ ,/age includes two ,/eps only1 viz1 #aa? & #ab?4 #cgf4 #aa? ,/ep4 ,! deta*$ ,air-,!rmomet] above 0 -- -- #ci ,degrees4 ,! deta*$ ,air-,!rmomet] bel[ 0 -- -- #de #a/4 ,add !m1 = ! :ole ,heat4 -- -- -- #b7hd ,degrees4 #b;d4 ,= mean ,temp]ature ( ! ,air-,!rmomet]s1 or a ,moiety ( ! ,heat1 divide by #b4 -- #db #c;d4 ,d$uct ! ,/&>d-,temp]ature ( -- -- -- #ca f ei!r ,moiety1 & ! ,rema9d] ------ -- -- -- #aa is ! #aa ,degrees ( ,heat1 m ?an ! ,/&>d#abc = ea* ,b>omet]4 ,= #db1 & #db1 equal to #hd1 0 ! :ole ,height ( ! ,air at bo? ,places ( ,obs]vation 9 ! upp] & l[] ,/ations2 ( :i* :ole ,height ! deta*$ or ,air-,!rmomet] above receiv$ #ci1 & ! deta*$ or ,air-,!rmomet] bel[1 receiv$ #de4 #cgg4 #ab? ,/ep4 ,f9d ! ,height correspond+ to ! ,expansion ( ,air1 ) ,excess ( ,heat or ,temp]ature above ! ,/&>d-,temp]ature ( ! ,b>omet]s3 & add x 7z 9 ! fir/ ,example7 to ! ,height ( ! upp] ,b>omet]1 correspond+ to ! ,/&>d-,temp]ature already f\nd 9 ! second ,table1 & ! ,sum is ! true ,height ( ! upp] ,b>omet]4 ,?is is to be done by ref]r+ to ! #d? ,table1 %ew+ ,expansion ( ,air ) ,heat2 = ! ,application ( :i* !re are sep>ate ,in/ructions3 see ! ,explanation ( ! #d? ,table4#abd #cgh4 ,! ,expansion ( ,air1 9 ! fir/ ,example1 is f\nd by ! #d? ,table to be ,feet #ajg4c ,t5?s high] ?an ! #djaf4h1 viz4 ! ,rema9d] f ! #b;d ,table 7,section #cga72 :i* ,numb]s add$ give #dabd4a ,feet3 viz4 ! true ,height ( ! upp] ,/ation requir$4 ,,*apt] ,,lxxiiii4 ,,use ,,& ,,practice ,,( ,,! ,,f\r? ,,table1 ,,9 ,,! ,,fir/ ,,example4 ,! use4 ,section #cgi4 ,to %ew 9 ,feet1 & ,t5?s1 :at is ! ,expansion ( ,air on ea* ?\s& ,feet1 f #ajjj to #ijjj ,feet1 ) ea* ,degree ( ,temp]ature f #a to #ajj ,degrees1 on ,f>5heit's ,scale4 ,! practice4 ,! #ab? ,/ep appli$ 9 ! fir/ ,example4 #chj4 ,= ! ,expansion ( ,air ) #aa ,degrees ( ,heat on #djaf4h ,feet1 look 9 ! f\r? ,table1 ) #aa 9 ! left ,h& v]tical ,column ( ,temp]ature1 & 7fir/7 on #djjj ,feet1 along ! upp] ,l9e3 ! ,place ( ,meet+ gives ! ,expansion ( ! ,air1 ) #aa ,degrees on #djjj ,feet3 viz4 #ajf4ib4abf ,next2 look ) #aa ,degrees1 & 7z !re is a ,cyph] only 9 ! ,place ( ,hundr$s7 on #aj1 7viz4 ( ! #af ,feet7 call ! #aj1 a #ajjj2 ! ,place ( ,meet+1 or ,answ] is #bf4gc3 ,?irdly2 ) #aa1 on #f1 7viz4 ( ! #af17 call+ x #fjjj2 ! ,answ] is #afj4ch3 ,f\r?ly2 ) #aa1 on #h1 7viz4 ! 4#h17 & ! ,answ] is #bac4hd4 #cha4 ,hav+ add$ ! respective ,expansions toge!r1 ?us2 ) #aa1 on #djaf4h ,feet4 ,t5?s4 #djjj #ajf4ib #ajf4ib #aj #bf4gc 4#bfgc ) #aa #f #afj4ch 4#afjch on 4#h #bac4hd 4#jbachd -------------------- ,expansion #ajg4cfijfd2 7,see ,page #cjf47 ,,! ,,f\r? ,,table1 %ew+ ! expansion ) ,,heat1 f #a to #ajj degrees1 on ea* ,,?\s& ,,feet 9 ! atmosph]e1 f #ajjj to #ijjj feet4 ---------------------------------------- ------------------------------- degrees ( ! ,,!rmomet]1 f #a to #ej1 on f>5heit's scale4 ---------------------------------------- ------------------- #ajjj #bjjj #cjjj #djjj #ejjj #fjjj #gjjj #hjjj #ijjj ---------------------------------------- ------------------- #a #b4dc #d4hf #g4bi #i4gb #ab4ae #ad4eh #ag4ja #ai4dd #ba4hg #b #d4hf #i4gb #ad4eh #ai4dd #bd4cj #bi4af #cd4jb #ch4hh #dc4gd #c #g4bi #ad4eh #ba4hg #bi4af #cf4de #dc4gd #ea4jc #eh4cb #fe4fa #d #i4gb #ai4dd #bi4af #ch4hh #dh4fj #eh4cb #fh4jd #gg4gf #hg4dh #e #ab4ae #bd4cj #cf4de #dh4fj #fj4ge #gb4ij #he4je #ig4bj #aji4ce #f #ad4eh #bi4af #dc4gd #eh4cb #gb4ij #hg4di #ajb4jf #aaf4fd #aca4bb #g #ag4ja #cd4jb #ea4jc #fh4jd #he4je #ajb4jf #aai4jg #acf4jh #aec4ji #h #ai4dd #ch4hh #eh4cb #gg4gf #ig4bj #aaf4fd #acf4jh #aee4eb #agd4if #i #ba4hg #dc4gd #fe4fa #hg4dh #aji4ce #aca4bb #aec4ji #agd4if #aif4hc #aj #bd4cj #dh4fj #gb4ij #ig4bj #aba4ej #ade4hj #agj4aj #aid4dj #bah4gj #aa #bf4gc #ec4df #hj4aiajf4ib #acc4fe #afj4ch #ahg4aa #bac4hd #bdj4eg #ab #bi4af #eh4cb #hg4dhaaf4fd #ade4hj #agd4if #bjd4ab #bcc4bh #bfb4dd #ac #ca4ei #fc4ah #id4ggabf4cf #aeg4ie #ahi4ed #bba4ac #beb4gb #bhd4ca #ad #cd4jb #fh4jdajb4jfacf4jh #agj4aj #bjd4ab #bch4ad #bgb4af #cjf4ah #ae #cf4de #gb4ijaji4ceade4hj #ahb4be #bah4gj #bee4ae #bia4fj #cbh4je #af #ch4hh #gg4gfaaf4fdaee4eb #aid4dj #bcc4bh #bgb4af #caa4jd #cdi4ib #ag #da4ca #hb4fbabc4icafe4bd #bjf4ee #bdg4hf #bhi4ag #ccj4dh #cga4gi #ah #dc4gd #hg4dhaca4bbagd4if #bah4gj #bfb4dd #cjf4ah #cdi4ib #cic4ff #ai #df4ag #ib4cdach4eaahd4fh #bcj4he #bgg4jb #cbc4ai #cfi4cf #dae4ec #bj #dh4fj #ig4bjade4hjaid4dj #bdc4jj #bia4fj #cdj4bj #chh4hj #dcg4dj #ba #ea4jcajb4jfaec4jibjd4ab #bee4ae #cjf4ah #ceg4ba #djh4bd #dei4bg #bb #ec4dfajf4ibafj4chbac4hd #bfg4cj #cbj4gf #cgd4bb #dbg4fh #dha4ad #bc #ee4hiaaa4ghafg4fgbbc4ef #bgi4de #cce4cd #cia4bc #ddg4ab #ejc4ja #bd #eh4cbaaf4fdagd4ifbcc4bh #bia4fj #cdi4ib #djh4bd #dff4ef #ebd4hh #be #fj4geaba4ejahb4bebdc4jj #cjc4ge #cfd4ej #dbe4be #dhf4jj #edf4ge #bf #fc4ahabf4cfahi4edbeb4gb #cae4ij #cgi4jh #ddb4bf #eje4dd #efh4fb #bg #fe4faaca4bbaif4hcbfb4dd #cbh4je #cic4ff #dei4bg #ebd4hh #eij4di #bh #fh4jdacf4jhbjd4abbgb4af #cdj4bj #djh4bd #dgf4bh #edd4cb #fab4cf #bi #gj4dgadj4idbaa4dabha4hh #ceb4ce #dbb4hb #dic4bi #efc4gf #fcd4bc #cj #gb4ijade4hjbah4gjbia4fj #cfd4ej #dcg4dj #eaj4cj #ehc4bj #fef4aj #ca #ge4ccaej4ffbbe4iicja4cb #cgf4fe #dea4ih #ebg4ca #fjb4fd #fgg4ig #cb #gg4gfaee4ebbcc4bhcaa4jd #chh4hj #dff4ef #edd4cb #fbb4jh #fii4hd #cc #hj4aiafj4chbdj4egcbj4gf #djj4ie #dha4ad #efa4cc #fda4eb #gba4ga #cd #hb4fbafe4bdbdg4hfccj4dh #dac4aj #die4gb #egh4cd #ffj4if #gdc4eh #ce #he4jeagj4ajbee4aecdj4bj #dbe4be #eaj4cj #eie4ce #fhj4dj #gfe4de #cf #hg4dhagd4ifbfb4ddcdi4ib #dcg4dj #ebd4hh #fab4cf #fii4hd #ghg4cb #cg #hi4iaagi4hbbfi4gccei4fd #ddi4ee #eci4df #fbi4cg #gai4bh #hji4ai #ch #ib4cdahd4fhbgg4jbcfi4cf #dfa4gj #eed4jd #fdf4ch #gch4gb #hca4jf #ci #id4ggahi4edbhd4cacgi4jh #dgc4he #efh4fb #ffc4ci #geh4af #heb4ic #dj #ig4bjaid4djbia4fjchh4hj #dhf4jj #ehc4bj #fhj4dj #ggg4fj #hgd4hj #da #ii4fcaii4bfbih4hicih4eb #dih4ae #eig4gh #fig4da #gig4jd #hif4fg #dbajb4jfbjd4abcjf4ahdjh4bd #eaj4cj #fab4cf #gad4db #haf4dh #iah4ed #dcajd4dibjh4ihcac4dgdag4if #ebb4de #fbf4id #gca4dc #hce4ib #idj4da #ddajf4ibbac4hdcbj4gfdbg4fh #ecd4fj #fda4eb #gdh4dd #hee4cf #ifb4bh #deaji4cebah4gjcbh4jedcg4dj #edf4ge #fef4aj #gfe4de #hgd4hj #ihd4ae #dfaaa4ghbbc4efcce4cdddg4ab #eeh4ij #fgj4fh #ghb4df #hid4bdajjf4jb #dgaad4babbh4dbcdb4fcdef4hd #ega4je #fhe4bf #gii4dg #iac4fhajbg4hi #dhaaf4fdbcc4bhcdi4ibdff4ef #ehc4bj #fii4hd #haf4dh #icc4abajdi4gf #diaai4jgbch4adceg4badgf4bh #eie4ce #gad4db #hcc4di #ieb4efajga4fc #ejaba4ejbdc4jjcfd4ejdhf4jj #fjg4ej #gbi4jj #hej4e #igb4jjajic4e #eaabc4icbdg4hfcga4gidie4gb #fai4fe #gdc4eh #hfg4ea #iia4ddaaae4cg #ebabf4cfbeb4gbcgi4jheje4dd #fca4hj #geh4af #hhd4ebajaj4hhaacg4bd #ecabh4gibeg4ehchf4cgeae4af #fdc4ie #ggb4gd #ija4ecajcj4cbaaei4aa #edaca4bbbfb4ddcic4ffebd4hh #fef4aj #ghg4cb #iah4edajdi4gfaahj4ih #eeacc4febfg4cjdjj4ieecd4fj #ffh4be #hja4ij #ice4eeajfi4bjabjb4he #efacf4jhbgb4afdjh4bdedd4cb #fhj4dj #haf4dh #ieb4efajhh4fdabbd4gb #egach4eabgg4jbdae4eceed4jd #fib4ee #hca4jf #ifi4egaajh4jhabdf4ei #ehadj4idbha4hhdbb4hbefc4gf #gjd4gj #hde4fd #ihf4ehaabg4ebabfh4df #eiadc4cgbhf4gddcj4aaegc4dh #gaf4he #hfj4bbajjc4eiaadf4ifabij4cc #fjade4hjbia4fjdcg4djehc4bj #gbi4jj #hgd4hjajbj4fjaaff4djacab4bj #faadh4bcbif4dfddd4fieib4ib #gda4ae #hhi4chajcg4faaahe4hdaccd4jg #fbaej4ffcja4cbdea4ihfjb4fd #gdc4cj #ijc4ifajed4fbabje4bhacee4id #fcaec4jicjf4ahdei4bgfab4cf #gee4de #iah4edajga4fcabbd4gbacgg4ha #fdaee4ebcaa4jddff4effbb4jh #gfg4fj #icc4abajhh4fdabdd4afacii4fh #feaeg4iecae4ijdgc4hefca4hj #ggi4ge #idg4gjaaje4feabfc4fjadba4ee #ffafj4chcbj4gfdha4adfda4eb #gia4ij #ifb4bhaabb4ffabhc4jdaddc4db #fgafb4hacbe4fbdhh4dcfea4bd #had4je #igf4hfaaci4fgacjb4dhadfe4bi #fhafe4bdccj4dhdie4gbffj4if #hbf4bj #iia4ddaaef4fhacba4ibadhg4af #fiafg4fgcce4cdejc4jafgj4fh #hch4ceajjf4jbaagc4fiacda4cfaeji4jc #gjagj4ajcdj4bjeaj4cjfhj4dj #hej4ejajbj4fjaaij4gjacfj4hjaecj4ij #gaagb4eccde4jfeag4eifij4ab #hfb4feajce4ahabjg4gaachj4bdaeeb4gg #gbagd4ifcdi4ibebd4hhfii4hd #hgd4hjajdi4gfabbd4gbacii4fhaegd4fd #gcagg4ciced4ghecb4aggji4ef #hhf4ieajfd4cdabda4gcadai4abaeif4ea #gdagi4hbcei4fdeci4dfgai4bh #hii4ajajgh4ibabeh4gdadch4efafah4ch #geahb4becfd4ejedf4gegbi4jj #iaa4beajic4ejabge4geadeh4jjafdj4be #gfahd4fhcfi4cfeed4jdgch4gb #ibc4djaajh4jhabib4gfadgg4ddaffb4ab #ggahg4aacgd4bbefa4ccgdh4dd #ice4eeaabb4ffacji4ggadif4hhafhc4ii #ghahi4edcgi4jhefh4fbgeh4af #idg4gjaacg4bdacbf4ghaeaf4cbagje4hf #giaia4igchc4idege4iagfg4hh #iei4heaaea4hbacdc4giaece4gfagbg4gc #hjaid4djchh4hjehc4bjggg4fj #igb4jjaaff4djacfj4hjaeee4bjagdi4fj #haaif4hccic4ffeij4dighg4cb #ihd4aeaahj4ihacgg4haaegd4fdagga4dg #hbaii4bfcih4ebeig4ghgig4jd #iif4cjaaie4efacid4hbaeid4jhagic4cd #hcbja4fidjc4chfje4jghjf4gfajjh4deabaj4a dadaa4hcafac4ebahae4ba #hdbjd4abdjh4bdfab4cfhaf4dhajbj4fjabbd4g badbh4hdafcb4ifahcg4jh #hebjf4eedac4ajfai4fehbf4bjajcb4geabci4c jadde4heafeb4djaheh4ie #hfbjh4ihdag4iffbf4idhce4ibajdd4ijabec4h hadfb4hfafga4hdahhj4hb #hgbaa4dadbb4hbfcd4bchde4fdajeg4jeabfh4d fadgi4hgafia4bhaijb4fi #hhbac4hddbg4fhfda4ebhee4cfajfi4bjabhc4j dadif4hhagaj4gbaibd4ef #hibaf4bgdcb4edfdh4hahfe4jhajha4ceabig4f baeac4hiagcj4afaidf4dc #ijbah4gjdcg4djfef4ajhgd4hjajic4ejacab4b jaecj4ijagdi4fjaifh4cj #iabba4acddb4bfffc4cihhd4ebaaje4feacbf4g haedg4iaagfi4jdaiij4ag #ibbbc4efddg4abfgj4fhhid4bdaaag4hjacda4c faefd4ibaghh4dhbjab4jd #icbbe4iidea4ihfgg4igijc4ifaabi4ieacee4i daeha4icahjg4ibbjcc4ia #idbbh4dbdef4hdfhe4bfiac4fhaadb4ajacgj4e baeih4idahbg4cfbjee4gh #iebcj4hedfa4gjfib4eeibc4djaaed4beache4a jafae4ieahdf4hjbjgg4fe #ifbcc4bhdff4effii4hdicc4abaaff4djacii4f hafcb4ifahff4bdbjii4eb #igbce4gadga4dbgjg4acidb4hdaagh4eeadad4b fafdi4igahhe4fhbaba4ci #ihbch4addgf4bhgad4dbieb4efaaij4gjadbh4h dafff4ihaije4abbadc4bf #iibdj4egdha4adgba4gaifb4bhabab4headdc4d bafhc4iiaibd4efbafe4ac #ajjbdc4jjdhf4jjgbi4jjigb4jjabae4jjadeh4 jjagja4jjaidd4jjbahg4jj ---------------------------------------- ---------------------- #chb4 ,! decimal ,po9ts 9 ! ,answ] mu/ be *ang$1 ?us3 #a4 ,= ! ,place ( ,?\s&s 9 ! ,"q1 7viz4 #djjj17 ! ,answ] mu/ rema91 viz4 #ajf4ib1 z 9 ! ,table1 :i* is calculat$ = ! ,place ( ,?\s&s4 #b4 ,= ! ,place ( ,hundr$s1 9 ! ,"q1 7viz4 :i* 9 ! pres5t ,case 0 a ,cyph]27 if !re _h be5 a ,figure or ,figures 9 ! ,place ( hundr$s2 !n ! decimal ,po9t 9 ! ,answ] mu/ h be5 remov$ ov] "o ,figure or ,place to ! left4 #c4 ,= ! ,place ( ,t5s1 9 ! ,"q1 7viz4 #aj ,feet17 ! decimal ,po9t 9 ! ,answ]1 mu/ be remov$ ov] two ,figures1 or ,places1 to ! left4 #d4 ,= ! ,place ( ,units1 9 ! ,"q1 7viz4 #f7 ! decimal ,po9t 9 ! ,answ]1 mu/ be remov$ ov] ?ree ,figures1 or ,places1 to ! left4 #e4 ,= ! ,place ( a ,decimal1 9 ! ,"q1 7viz4 4#h7 ! decimal ,po9t1 9 ! ,answ]1 mu/ be remov$ ov] f\r ,figures1 or ,places to ! left1 by add+ a ,cyph]3 & = ! ,place ( ea* fur!r ,decimal 9 ! ,"q2--"o ,place m 9 ! ,answ]1 by ! fur!r occasional ,addition ( a ,cyph]1 ?us3 on ,feet #djjj1 ! ,ans4 #ajf4ib is /ill #ajf4ib #aj #bf4gc becomes 4#bfgc #f #afj4ch 4#afjch 4#h #bac4hd 4#jbachd -------------------- #ajg4cfijfd #chc4 ,:i* ,sum1 by reject+ all b ! fir/ ,decimal1 9 ! ,answ]1 is ,feet #ajg4c ,t5?s equal to ! ,expansion ( ,air1 ) #aa ( ,heat1 on #djaf4h ,feet1 ! ,height ( ! upp] ,b>omet]1 ) ! ,temp]ature ( #ca4bd1 accord+ to ! #b;d ,table4 ,,end ,,( ,,! ,,la/ ,,/age4 99 99 99 99 99 ,sid5ote3 ,rule copi$4 #chd4 ,! rule und]nea?1 consi/+ ( #c ,precepts only1 is laid d[n by ,sir ,george ,%uckburgh1 9 ! ,transactions = #aggg1 ,page #egd1 9 ord] to asc]ta9 ! ,height ( ,m\nta9s1 c4 7,see ,section #cdi74abg ,sid5ote3 #a/4 ,/ep1 9 ,section #cec4 #che4 ,recapitulation = ea* ,/ep ( ! ,"w1 9 ! fir/ ,example2 ref]r+ to ! ,sections4 ,sid5ote3 #b;d4 ,/ep1 9 ,section #ced4 ,bel[4 ,b>omet]1 ,in*es #bi1 4#d ,t5?s4 ,atta*$ ,!rmomet]1 #ej ,degrees1 ,air-,!rmomet] #de4 ,sid5ote3 #c;d4 ,/ep1 9 ,section #cee4 ,above4 ,b>omet]1 ,in*es #be1 4#ai ,t5?s4 ,atta*$ ,!rmomet] #df1 ,air ,!rmomet]1 #bi4 ,f #ej subtract #df ---- & !re rema9s #d ,degrees ( ,temp]ature to be add$ to ! cold] ,b>omet]4 ,sid5ote3 #d? ,/ep1 9 ,section #cef4 ,by ,means ( ! fir/ ,table1 f9d ! ,expansion ( ! cold] ,b>omet]1 ) ,degrees ( ,heat1 viz4 #d on ,in*es #be1 4#ai1 gradually1 ?us3 ,sid5ote3 #e? ,/ep1 9 ,section #cfd4 ) #d on #be4 4#jaja ) #d on 4#ai 4#jjjjjgf -------------------------------- #be4b ,sid5ote3 #f? ,/ep1 9 ,section #cff4 ,upp] ,b>omet]1 ,in*es #be1 4#b ,t5?s4 ,l[] ,b>omet]1 #bi1 4#d ,end ( ! fir/ ,/age4 ,sid5ote3 #g? ,/ep1 9 ,section #cfh4 ,by ,means ( ! #b;d ,table1 f9d ! correspond+ ,heights 9 ! ,air1 at #ca4 #bd4 ,sid5ote3 #h? ,/ep1 9 ,section #cga4 #be1 4#b ,answ] #fbbe4j #bi1 4#d #bbjh4j ------------ ,! ,rema9d] is #djaf4h ,height 9 ,feet1 c4 ,sid5ote3 #i? & #aj? ,/eps1 9 ,section #cgc4 ,! #c;d ,table1 or ,table = ,heights 9 ! ,atmosph]e correspond+ to ! ,t5? ( an ,in* on ! ,b>omet]1 includ+ ! #i? & #aj? ,/eps1 is useless 9 ?is fir/ ,example4 ,end ( ! ,second ,/age4 ,sid5ote3 #aa? ,/ep1 9 ,section #cgf4 ,deta*$ ,air-,!rmomet]1 above1 #bi ,ditto bel[1 #de ------ ,:ole ,heat #b7hd ,half ,heat or mean ,temp]ature #dc ,d$uct ,/&>d #ca ------ ,moiety above ,/&>d #aa ,sid5ote3 #ab? /ep1 9 ,section #cgg4 ,by ,means ( ! #d? ,table1 f9d ! ,expansion ( ,air1 ) #aa on #dajf4h ,feet viz4 #ajg4c :i* add$ to ! same ,height gives #dabd4a = ! true ,height1 9 ,engli% ,feet1 ( ! ,m\nta91 or upp] ,/ation1 s\ght4 ,end ( ! la/ ,/age4 ,,*apt] ,,lxxv4 ,,practice ,,( ,,! ,,second ,,example3 ,) a di/9ct ,view ( ! ,"w4 7,ph4 ,tr4 = #aggg1 ,page #egi47 ,section #chf4 ,! ,po9t at :i* ! ,quicksilv] /ood 9 ! ,tube ( ! ,b>omet] on ! ,m\nta91 or 9 ! ,c> ( ! ,balloon1 be+ ,in*es #bd4agh ,t5?s2 its atta*$ ,!rmomet]1 ,degrees #eg4b ,t5?s1 & its ,air-,!rmomet] #ef2 :ile ! ,b>omet] on ! ,gr\nd /ood at ,in*es #bh1 4#acah ,t5?s2 its atta*$ ,!rmomet]1 ,degrees #fa1 4#h ,t5?s1 & its ,air-,!rmomet] #fc1 4#i2 :at is ! ,height ( ! upp] ,/ation8 ,sid5ote3 #a/4 ,/ep4 #chg4 #a/4 ,/ep4 ,set d[n ! ,obs]vation on ! ,gr\nd1 ?us3 ,bel[1 ,b>omet]1 ,in*es #bh1 4#acah ,t5?s1 ,atta*$ ,!rmomet]1 ,degrees #fa1 4#h ,t5?s4 ,air-,!rmomet]1 #fc1 4#i4 ,sid5ote3 #b;d4 ,/ep4 #chh4 #b;d4 ,/ep4 ,set d[n ! ,obs]vation1 on ! ,m\nta91 or 9 ! ,c>1 ?us3 ,above1 ,b>omet]1 ,in*es #bd1 4#agh ,t5?s4 ,atta*$ ,!rmomet]1 ,degrees #eg1 4#b ,t5?s4 ,air-,!rmom4 #ef4 ,sid5ote3 #c;d4 ,/ep4 #chi4 #c;d4 ,/ep4 ,f ! w>m] atta*$ ,!rmomet]1 subtract ! cold]1 ?us3 #fa1 4#h #eg1 4#b -------------- #d1 4#f #cij4 #d?4 ,/ep4 ,give ! cold] ,b>omet] ! same ,expansion1 viz4 #d1 4#f ) ! w>m]1 by ! fir/ ,table4 ,,*apt] ,,lxxvi4 ,,practice ,,( ,,! ,,fir/ ,,table ,,9 ,,! ,,second ,,example4 #d? ,/ep appli$ 9 ! #b;d ,example4 ,sid5ote3 #d? ,/ep appli$4 ,section #cia4 ,! ,ord] to be obs]v$ 9 f9d+ ! ,expansion ) #d4f1 i4e4 ) #d ,degrees1 4#f ,t5?s ( ,heat1 on #bd4agh1 i4e4 #bd ,in*es1 4#agh ,t5?s ( ! colde/ ,b>omet]4 ,f9d ! ,expansion requir$1 ?us3 ,case ! #a/4 #a/4 ,"p4 ,) #d on #bd ,in*es4 #b;d4 ,"p4 ,) #d on 4#agh ,t5?s ( an ,in* above #bd ,in*es4 ,case ! #b;d4 #a/4 ,"p4 ,) 4#f ,t5?s ( a ,degree1 on #bd ,in*es4 #b;d4 ,"p4 ,) 4#f ,t5?s ( a ,degree1 on 4#agh ,t5?s above #bd ,in*es4 specifically1 ?us3 #a/4 ,"p ( ,case ! #a/4 ,to f9d ! ,expansion1 ,) #d on #bd ,in*es4 #b;d4 ,"p ( ,case ! #a/4 ,) #d1 on 4#agh ,t5?s ( an ,in* above #bd ,in*es2 beg9 ?us3 ,) #d1 on #bd ,in*es3 !n1 ,) #d1 on #be3 !n1 ,) #d1 on #a ,in* above #bd1 i4e4 on ! #be? ,in*3 !n1 ,) #d1 on 4#a ,t5? above #bd3 !n1 ,) #d1 on 4#agh ,t5?s above #bd4 #a/ ,"p ( ,case ! #b;d4 ,to f9d ! ,expansion1 ,) 4#f above #d on #bd2 beg9 ?us3 ,) #d on #bd ,in*es3 !n1 ,) #e on #bd3 !n1 ,) #a above #d1 on #bd1 i4e4 ! #e?3 !n1 ,) 4#a ,t5? above #d1 on #bd3 !n ,) 4#f ,t5?s above #d1 on #bd4 #b;d ,"p ( ,case ! #b;d4 ,to f9d ! ,expansion1 ,) 4#f ,t5?s above #d ( ,heat on 4#agh ,t5?s above #bd ,in*es3 to be done ?us3 ,! expansion ) #d1 on 4#agh ,t5?s above #bd ,in*es1 be+ once f\nd2 divide x by #d3 & ! ,quoti5t is ! ,expansion ) #a above #d1 on 4#agh ,t5?s ( an ,in* above #bd ,in*es4 ,!n = ! ,expansion ) 4#a ,t5? above #d1 on 4#agh ,t5?s above #bd ,in*es2 add a ,cyph] & decimal ,po9t to ! left ( ! same ,quoti5t4 ,!n = ! ,expansion ) 4#f2 multiply t ,sum into 4#f1 & add a ,cyph] & decimal ,po9t4 ,! ,answ] is ! "p ( an ,in*1 to :i* 4#f ,t5?s ( a ,degree above #d ( ,heat1 on 4#agh ,t5?s ( an ,in* above #bd ,in*es1 raises ! ,b>omet]4 ,x is true1 ! "p is s m9ute z to be reject$3 yet ! ,mode ( ,proce$+1 9 ord] to inve/igate ! ,expansion ) ,precision1 is prop] to be reta9$4 #cib4 practice ( ! fir/ ,"p ( ,case ! #a/4 ,= ! ,expansion ) #d1 on #bd ,in*es2 look1 9 ! fir/ ,table1 7,sect4 #cfc7 & 9 ! left v]tical ,column1 ) #d ,degrees ( ! ,!rmomet]2 & along ! upp] horizontal ,l9e1 on #bd ,in*es ( ,quicksilv] 9 ! ,tube ( ! ,b>omet]3 ! ,po9t ( ,meet+ gives ! ,expansion 4#jjig2abh :i*1 prep>atory to ,addition1 is to be plac$ "u ! #bd1 4#agh ?us1 4#jjig practice ( ! #b;d ,"p ( ,case ! fir/4 #cic4 ,9 ord] to obta9 ! ,expansion1 ) #d1 ( ,heat on 4#agh ,t5?s ( an ,in* above #bd ,in*es ( ! ,b>omet]2 let x be consid]$ :]e x ought to be f\nd 9 ! ,table3 =1 ,t5?s ( #a ,in* above #bd ,in*es1 are at "s int]m$iate ,po9t betwe5 #bd & #be2 t is1 above #bd1 yet n s high z #be3 or m ?an #bd1 yet less ?an #be4 ,look !re=e 9 ! ,table1 ) #d ,degrees ( ,heat1 on #bd ,in*es2 !n ) #d on #be ,in*es3 & ! respective ,numb]s are 4#jjig & 4#jaja4 ,& by tak+ ! ,expansion ) #d on #bd ,in*es1 f #d on #be2 ! ,rema9d] w be ! ,expansion ) #d on #a ,in* above #bd ,in*es1 viz4 on ! #be? ,in*1 ?us3 #be 4#jaja f2 ,) #d on #bd 4#jjig subtract3 ---------- 4#jjjd3 ,?is !re=e is ! ,expansion ) #d1 on #a ,in* above #bd ,in*es4 ,!n ) #d1 on 4#a ,t5? ( an ,in* above #bd ,in*es4 ,! ,answ] is ! same z ! =m]1 viz4 4#jjjd1 ) ! ,addition ( a ,cyph] & decimal ,po9t to ! left1 ?us2 4#jjjd becomes 4#jjjjd1 viz4 ! ,expansion ) #d1 on 4#a ,t5? ( an ,in* above #bd ,in*es4 ,!n = ! ,expansion ) #d1 on 4#agh ,t5?s1 say1 ,if ! ,expansion ) #d1 on 4#a ,t5? above #bd ,in*es gives 4#jjjjd ,"p ( an ,in*1 :at w ! ,expansion ) #d1 on 4#agh give8 ,?us2 4#a 3 4#jjjjd 33 4#agh8 ,multiply ! two la/ ,t]ms1 ?us3 4#jjjjd 4#agh ------------ #jjjcb #jjjbh #jjjjd -------------- #jjjjgab3 &1 z 9 ,multiplication ( ,decimals1 ! ,product mu/ h z _m decimal ,places1 z are 9 ! ,factors2 a ,cyph] mu/ be add$ to ! left ,h&1 ?us3 4#jjjjjgab3 b hav+ divid$ t ,product by ! fir/ ,t]m 4#a1 viz4 a ,decimal1 ! ,answ] is a ,cyph] less2 viz4 4#jjjjgab4 ,?is ,answ] is ! ,expansion ) #d1 on 4#agh ,t5?s ( an ,in* above #bd ,in*es3 prep>e x = ,addition1 z ! =m]1 #bd4agh 4#jjig 4#jjjjgab practice ( ! fir/ ,"p ( ,case ! #b;d4 #cid4 ,= ! ,expansion ( 4#f ,t5?s ( a ,degree ( ,heat1 7m ?an ! #d ,degrees7 on #bd ,in*es ( ! colde/ ,b>omet]2 x %\d be consid]$ :]e su* ,t5?s c lie 9 ! ,table4 ,n[ 4#f ,t5?s ( #a ,degree1 7m ?an ! #d7 are at "s int]m$iate ,po9t ( ! ,!rmomet] betwe5 #a & #b ,degrees3 above #a2 yet n s high z #b3 or m ?an #a2 yet less ?an #b4 ,!re=e 4#f ,t5?s ( #a ,degree above #d ,degrees1 are some:]e betwe5 ! #d? & #e? ,degree3 above #d2 yet n s high z #e3 or m ?an #d2 yet less ?an #e4 ,look 9 ! ,table 7,section #cfc72 fir/ ) #d ,degrees ( ,heat1 on #bd ,in*es1 & !n ) #e ,degrees ( ,heat on #bd ,in*es2 & ! respective ,numb]s are 4#jjig & 4#jaba3 & by tak+ ! ,expansion ) #d ,degrees on #bd ,in*es1 f ! ,expansion ) #e ,degrees on ! same #bd ,in*es2 ! ,rema9d] w be ! ,expansion ) #a ,degree above #d on #bd ,in*es3 viz4 ) #e 4#jaba on #bd ,in*es1 z 9 :ole #d 4#jjig ,numb]s4 ---------- ,rema9d]1 4#jjbd ,?is !re=e is ! ,expansion ) #a ,degree ( ,heat1 above #d1 viz4 ) ! #e? ,degree1 on #bd ,in*es ( ! ,b>omet]4 ,!n say1 if #a ,degree ( ! ,!rmomet] 7above #d1 viz4 ! #e? ,degree7 gives by ,expansion1 a c]ta9 additional ,height1 or ,"p ( an ,in*1 viz4 4#jjbd1 on #bd ,in*es ( ! ,b>omet]2 :at ,height w #f ,degrees give8 ,answ] #f ,times m4 ,multiply ! #b;d & #c;d ,t]ms1 & divide by ! fir/1 ?us2 #a 3 4#jjbd 33 #f8 #f ---------- 4#jadd is ! ,expansion1 or ,height1 9 ,p>ts ( an ,in*1 = #f ,degrees4 ,& f>!r1 to proportion = ! ,decimal2 say z 4#a ,t5? ( a ,degree gives a c]ta9 ,t5? ( ! =m] 4#jjbd1 9 additional ,height1 viz4 4#jjjbd2 :at ,height w 4#f ,t5?s give8 ,answ]1 4#jjadd4 ,prep>e ?is ,height = ,addition to ! ,numb]s already f\nd4 practice ( ! #b;d ,"p ( ,case ! #b;d4 #cie4 ,to f9d ! ,expansion ( 4#f above #d on 4#agh above #bd ,in*es4 ,! ,expansion ) #d on 4#agh is already f\nd to be 4#jjjjgab3 divide x by #d1 & ! ,answ] is 4#jjjjagh1 viz4 ! ,expansion ) #a on 4#agh above #bd ,in*es3 ,&1 = ! ,expansion ) 4#a ,t5?2 ! ,answ]1 ) ! ,addition ( a ,cyph] & decimal ,po9t to ! left1 becomes 4#jjjjjagh4 ,la/ly1 = ! ,expansion ) 4#f1 say1 ,if 4#a 3 4#jjjjjagh 33 4#f8 ,multiply ! #b;d & #c;d ,t]ms1 & divide by fir/3 4#jjjjjagh 4#f -------------------- 4#jjjjjajfh4 ,! ,answ] is a ,decimal less1 viz4 4#jjjjajfh2 i4e4 ! ,decimal ( an ,in*1 to :i* 4#f ,t5?s ( a ,degree above #d ,degrees ( ,heat1 on 4#agh ,t5?s ( an ,in* above #bd ,in*es1 raises ! ,b>omet]3 :i*1 aft] all1 is s inconsid]able1 t x may be fairly reject$4 ,yet ! ,rules by :i* ^! ,d$uctions are made1 may be useful 9 o!r ,cases4 ,prep>e = ,addition1 z be=e4 ,! ,decimals1 9 ! ,answ]s1 may be omitt$1 :5 !y exce$ f\r ,places4 ,sid5ote3 #e? ,/ep4 #cif4 #e? ,/ep4 ,to proce$ ) ! second ,example4 ,place ! diff]5t ,expansions n[ f\nd1 above ea* o!r1 ,units1 ,t5s1 c4 "u ,units1 ,t5s1 c4 prep>atory to ,addition1 ?us2 ,= ! ,expansion ) #d1 4#f on #bd1 4#agh3 #a/4 ) #d1 on #bd1 4#jjig #b;d4 ) 4#f on #bd1 4#jjadd #c;d4 ) #d1 on 4#agh 4#jjjjgab #d?4 ) 4#f on 4#agh 4#jjjjajfh ------------------ ,! ,expansions ) #d14f add$ 4#jaabbahh ,to ! ,sum add ! ,height ( ! cold] ,b>omet] #bd4agh ---------------------- #bd4ahib ,! ,answ] is ,height ( ! cold] ,b>omet]1 n[ equal 9 ,temp]ature to ! w>m]3 7reject+ all b ! f\r fir/ ,decimals47 ,sid5ote3 #f? ,/ep4 #cig4 #f? ,/ep4 ,place ! ,b>omet]s n[ ( ! same ,temp]ature1 i4e4 equal to ! w>m]1 9 "o ,view1 ?us3 #a/4 ! upp] ,b>omet]1 #bd4ahib #b;d4 ! l[] ,b>omet]1 #bh4acbh ,,end ,,( ,,! ,,fir/ ,,/age4 ,! #g? ,/ep appli$ 9 ! second ,example4 ,sid5ote3 #g? ,/ep4 #cih4 ,f9d ! ,height1 9 ,feet1 9 ! #b;d ,column ( ! #b;d ,table1 correspond+ to ,in*es & ,t5?s ( ! upp] b>ometric ,tube1 9 ! #a/4 ,column ( ! same ,table1 ?us3 7,sect4 #cga47 ,! ,b>omet] /&+ at #bd4ahib2 x mu/ be consid]$ :]e1 9 ! #b;d ,column ( ! #b;d ,table1 a ,height correspond+ to su* ,in*es & ,t5?s c lie3 & ! ,answ] is1 some:]e above #bd ,in*es 4#a ,t5?1 b n s high z #bd ,in*es 4#b ,t5?s3 #bd ,in*es 4#ahib ,t5?s1 be+ m ?an #bd ,in*es 4#a ,t5?1 b less ?an #bd ,in*es 4#b ,t5?s4 ,fir/ !n1 look 9 ! #a/ ,column = ,in*es #bd1 4#a ,t5?2 & ! correspond+ ,height 9 ,feet is #gchh4j3 b ! ,height = #bd1 4#b1 9 ! #b;d ,column1 b5ea? ! =m] ,numb]1 is only #gbhj4a4 ,sid5ote3 #h? ,/ep4 #cii4 #h? ,/ep4 ,subtract ! latt] f ! =m] & ! ,rema9d] is #ajg4i1 ! same z 9 ! #c;d ,column3 viz4 ! ,height1 9 ,feet & ,t5?s1 correspond+ to "o ,t5? only1 namely1 ! i/ ,t5? above ,in*es #bd1 4#a ,t5?3 ) ! ,temp]ature ( #ca4bd ( ,f>5heit1 = :i* sole ,purpose ! #b;d ,table is calculat$4 ,a new ,"q !n arises1 viz4 :at are ! ,heights 9 ,feet & ,t5?s1 correspond+ to ! rema9+ ,t5?s or ,decimals ( an ,in* above ,in*es #bd1 4#a ,t5?1 viz4 4#jh 4#jji 4#jjjb8 :i* is to be resolv$1 by ,application ( ! #c;d ,table1 or ,table = ,t5?s1 :i* see1 7,section #cgc47 ,sid5ote3 #i? ,/ep4 #djj4 #i? ,/ep appli$ 9 ! #b;d4 ,example4 ,fir/ = ! upp] ,b>omet]4 ,look 9 ! ,table = ,t5?s1 9 ! left v]tical ,column ) #ajg1 7reject+ ! 4#i1 z too m9ute27 & along ! horizontal ,l9e at ! top1 ) #h3 & f9d ! ,answ] gradually1 ?us3 #a/4 ,) #ajg1 & #h1 7z a :ole ,numb]17 answ]+ to 4#jh3 :i*1 9 ! ,place ( ,meet+1 gives #hf ,feet4 #b;d4 ,) #ajg1 & #i1 7z a :ole ,numb]17 answ]+ to 4#jji3 :i*1 9 ! ,place ( ,meet+1 gives #ig4 #c;d4 ,) #ajg1 & #b1 7z a :ole ,numb]17 answ]+ to #jjjb3 :i*1 9 ! ,place ( ,meet+1 gives #ba4 ,place !m 9 ,view1 & add1 & br+ !m back aga9 into ,decimals1 ?us3 ,) #ajg & #h1 answ]+ to 4#jh giv+ #hf4 ,feet & #i1 to 4#jji #i4g & #b1 to 4#jjjb 4#ba ---------- #ie4ia 7,next3 ) ! #i1 if requir$2 :i* 0 be=e reject$37 b !re be+ no 4#i ,t5?s 9 ! left ,v]tical1 call x #ij1 & all[ = x 9 ea* ,answ] by mov+ ! decimal ,po9t two ,places to ! left1 ?us3 ) #ij1 & #h1 answ]+ to 4#jh giv+ #gb 4#gb & #i1 to 4#jji #ha 4#jha & #b1 to 4#jjjb #ah 4#jjah -------- ,to 4#hjjbh ,add ! =m] ,sum #ie4i ---------- ,total #if4g7 ,:i* #ie4i is ! ,height 9 ,feet & ,t5?s correspond+ to 4#jhib ,decimals ( an ,in* above ,in*es #bd 4#a ,t5?3 & #bd 4#a gave ,feet #gchh4j 9 ,height2 !re=e an additional ,height1 ( s _m ,t5?s ( an ,in* ( ,quicksilv] 9 ! ,tube ( ! ,b>omet]1 mu/ give 9 ,feet1 a less ,height ( ! ,b>omet] elevat$ above ! imag9>y ,level indicat$ at #cb ,in*es4 ,sid5ote3 #aj?4 ,/ep4 #dja4 #aj?4 ,/ep4 ,subtract ! ,height 9 ,feet1 correspond+ to ! ,expansion on 4#jhib ,t5?s ( an ,in*1 7less ?an ,in*es #bd4b ,t5?s1 ( ! upp] b>ometric ,tube17 f ! ,height1 9 ,feet1 correspond+ to ! ,expansion on ,in*es #bd4a ,t5? ( ! same b>ometric ,tube1 cont9u+ at ! ,/&>d ,heat1#abi viz4 #gchh4j #ie4i ------------ ,! ,rema9d] #gbib4a gives ! real1 viz4 ! less ,height ( ! upp] ,b>omet]1 at #bd4ahib ) ! ,/&>d ,temp]ature4 ,repeat ! same ,process1 viz4 ! #i?4 & #aj?4 ,/eps1 = ! l[] ,b>omet]1 ?us3 ,= ! l[] ,b>omet] 9 ! #b;d4 ,example4 ,fir/1 ,f9d ! ,height1 9 ,feet1 ( ! l[] ,b>omet]1 /&+ at ,in*es #bh4acah ,t5?s1 9 ! #b;d4 ,column ( ! #b;d4 ,table1 correspond+ to ,in*es & ,t5?s ( ! ,quicksilv] 9 ! b>ometric ,tube1 9 ! fir/ ,column ( ! same ,table1 ?us3 ,! l[] ,b>omet] /&+ at #bh4acah2 x mu/ be consid]$1 :]e 9 ! #b;d4 ,column ( ! #b;d4 ,table1 a ,height correspond+ to su* ,in*es & ,t5?s c lye3 & ! ,answ] is1 some:]e above #bh ,in*es1 4#a ,t5?1 b n s high z #bh ,in*es 4#b ,t5?s3 #bh4acah ,t5?s be+ m ?an #bh ,in*es 4#a ,t5?1 yet less ?an #bh ,in*es 4#b ,t5?s4 ,fir/1 !n1 look1 9 ! fir/ ,column = #bh4a1 & ! correspond+ ,height1 9 ,feet1 is #cchf4f3 b ! ,height = #bh4b1 is only #cbid4j3 ------------ subtract+ ! less f ! great]2 ! ,rema9d] is #ib4f1 ! same z 9 ! #c;d4 ,column1 viz4 ! ,height1 9 ,feet & ,t5?s1 correspond+ to "o ,t5? only above #bh4a4 ,hav+ !re=e f\nd t ,feet #ib4f ,t5?s1 are ! ,height1 correspond+ to "o ,t5? only above ,in*es #bh4a ,t5?1 ( ! l[] ,b>omet]1 ) ! ,temp]ature ( freez+2 = :i* sole ,purpose1 ! #b;d ,table is calculat$2--a new ,"q arises1 viz4 :at are ! ,heights1 9 ,feet & ,t5?s1 correspond+ to ! rema9+ ,decimals above #bh4a1 viz4 4#jc 4#jja 4#jjjh2 to be resolv$ by ,application ( ! ?ird ,table1 or ,table = ,t5?s1 :i* see1 79 ,section #cgc47 ,look 9 ! #c;d4 ,table1 ) #ib1 7omitt+ ! 4#f z too m9ute7 & ) #c answ]+ to 4#jc1 :i* gives #bh ,feet #bh4 #a to 4#jja1 #i 4#i #h to 4#jjjh1 #gd 4#gd ------------ #bi4fd ,:i* #bi4f is ! ,height 9 ,feet & ,t5?s correspond+ to 4#jcah ,t5?s above ,in*es #bh4a ,t5?3 & ,in*es #bh4a ,t5? gave ,feet #cchf4f ,t5?s 9 ,height3 !re=e an additional ,height ( s _m ,t5?s or ,decimals ( an ,in* ( ,quicksilv] 9 ! ,tube ( ! ,b>omet]1 mu/ give 9 ,feet1 a less ,height ( ! l[] ,b>omet]1 elevat$ above ! imag9>y ,level indicat$ by ! ,quicksilv] re/+ 9 ! ,tube at #cb ,in*es4#acj #djb4 ,!re=e subtract ! ,height1 9 ,feet1 correspond+ to ! ,expansion on 4#jcah ,t5?s ( an ,in* 7less ?an ,in*es #bh4b ,t5?s ( ! l[] b>ometric ,tube17 f ! ,height1 9 ,feet1 correspond+ to ! ,expansion on #bh4a ,t5? ( ! same ,b>omet]1 viz4 #cchf4f #bi4f ------------ & ! ,rema9d] - #cceg4j1 gives ! real ,height 9 ,feet ( ! l[] ,b>omet]1 at #bh4acah :5 above ! imag9>y ,level1 & ) ! ,temp]ature ( freez+ by ! second ,table4 #djc4 ,!n1 by tak+ ! ,numb] ( ,feet & ,t5?s above ! imag9>y ,level1 7indicat$ by ! ,quicksilv]1 9 bo? ,tubes1 re/+ at #cb ,in*es7 answ]+ to ! ,expansion on ,in*es & ,t5?s ( ! l[] ,tube1 f ! ,numb] ( ,feet1 c4 by ! =m] ,process1 answ]+ to t ( ! upp] ,tube2 viz4 upp] #gbib4a l[] #cceg4j ------------ ! rema9+ ,feet #cice4a ,t5? is ! ,height1 by :i* ! ,/ation ( ! upp] ,b>omet] exce$s ! ,/ation ( ! l[]2 bo? be+ at ! ,temp]ature ( #ca4bd on ,f>5heit's ,scale4 ,see ,section #cga4 ,,end ,,( ,,! ,,second ,,/age 99 99 99 99 99 ,sid5ote3 #aa? ,/ep4 ,section #djd4 #aa? ,/ep4 7,see ! ,practice 9 ! #a/ ,example1 ,sect4 #cgf47 ,air-,!rmom4 above 0 #ef4 ,air-,!rmom4 bel[ 0 #fc4i ---------- ,:ole ,heat #aai4i7j add+ a ,cyph]7 ,half ,heat #ei4ie ,/&>d-,heat #ca4bd :i* d$uct2 & !re ------------ rema9s ea* ,moiety1 #bh4ga above ! ,/&>d-,heat4 ,sid5ote3 #ab? ,/ep4 #dje4 #ab? ,/ep4 7,see ! ,practice 9 ! fir/ ,example1 ,section #cgg47 ,by ! f\r? ,table1 f9d ! ,expansion ( ,air1 ) #bh4ga1 7m ?an ! ,/&>d-,temp]ature7 on ,feet #cice1 4#a ,t5?1 gradually1 ?us3 #djf4 ,fir/ ) #bh on ,feet #cjjj #bjd4aaca #ijj z #ijjj #fab4c #cj #cjjj #bjd4a #e #ejjj #cdj4a 4#a #ajjj #fh4j ,note3 #a/4 ,! decimal ,po9t 9 ! ,answ] correspond+ to ! ,place ( ,?\s&s1 9 ! ,"q1 is to rema91 z tak5 f ! ,table calculat$ = ?\s& ,feet1 ?us3 #bjd4a4 #b;d4 ,= ,hundr$s 9 ! ,"q1 remove ! decimal ,po9t "o ,place 9 ! ,answ]1 ?us3 #fab4c becomes #fa4bc3 #c;d4 ,= ,t5s1 two ,places1 ?us3 #bjd4a becomes #b4jda3 #d?4 ,= ,units1 ?ree ,places1 ?us3 #cdj4a becomes 4#cdja3 #e?4 ,& = ea* ,decimal1 a ,place m1 by add+ ,cyph]s to ! left1 if want$1 ?us3 #fh4j becomes 4#jjfhj4 #djg4 ,place ! pla9 & decimat$ ,answ]s1 9 "o ,view1 & add ! latt] toge!r1 ?us3 #bjd4a ! same #bjd4a #fab4c becomes #fa4bc #bjd4a #b4jda #cdj4a 4#cdja #fh4j 4#jjfhj ------------------ viz4 ,expansion ( ,air ) #bfg4gagi #bh on #cice4a #djh4 ,second1 ) 4#ga on ,feet #cjjj #eag4e #ijj z #ijjj #aeeb4g #cj #cjjj #eag4e #e #ejjj #hfb4f 4#a #ajjj #agb4e ,9 ord] to decimate ^! ,answ]s1 x mu/ be obs]v$ t ! ,expansion 0 n ) #ga ,degrees1 b ) 4#ga ,t5?s ( a ,degree ( ,heat2 !re=e ! decimal ,po9t correspond+ to #cjjj ,feet 9 ! ,"q1 mu/ 9 ! ,answ] be remov$ two ,places to ! left1 ?us3 #eag4e becomes #e4age3 = ! #ajj1 ?ree ,places3 = #a4eebg ! #aj1 f\r ,places3 & s 4#jeage on4 4#jjhfbf 4#jjjagbe -------------------- #f4ghhbdhe ,! ,expansion ) 4#ga be+ f\nd1 viz4 ,feet #f4g ,t5?s2 add x to ! ,expansion on #bh ,feet already f\nd1 viz4 #bfg4g ---------- #bgd4d ,answ]4 ,:i* ,height 9 ,feet & ,t5?s1 correspond+ to ! ,expansion ( ,air ) #bh4ga ,t5?s ( a ,degree ( ,heat m ?an ! ,/&>d #ca4bd1 be+ add$ to ! ,height 9 ,feet & ,t5?s1 correspond+ to ! ,expansion on ,in*es ( ! ,quicksilv] 9 ! upp] ,b>omet]1 ) ! ,/&>d-,heat1 already f\nd1 viz4 #cice4a gives ! real ,height ( ! ,m\nta91 #bgd4d ------------ or upp] ,/ation1 s\ght4 #dbji4e ,,end ,,( ,,! ,,?ird ,,/age4 99 99 99 99 99 ,! second ,example briefly /at$3 ref]r+ to ! ,sections4 ,sid5ote3 ,section1 #cia4 #dji4 ,bel[3 ,b>omet] #bh4acah4 ,atta*$ ,!rmomet] #fa4h2 ,air ditto #fc4i4 ,above3 ,b>om4 #bd4agh4 ,atta*$ ,!rmomet] #eg4b2 ,air ditto #ef4 ,degrees ( ,heat1 viz4 #d4f to be add$ to ! cold] ,b>omet] at ,in*es #bd4agh ,t5?s1 by ! fir/ ,table1 viz4 4#jaab ,p>ts ( an ,in* ( ! ,quicksilv] 9 ! ,b>omet]1 rais$ by #d4f ( ,heat4 -------------- ,! ,sum #bd4ahib is ! po9t1 9 ,in*es & ,t5?s ( an ,in*1 at :i* ! upp] ,b>omet] n[ re/s1 be+ ( equal ,heat ) ! l[]4 ,end ( ! fir/ ,/age4 ,sid5ote3 ,section1 #cii4 ,by ! #b;d4 ,table1 f9d ! ,height1 9 ,feet & ,t5?s1 correspond+ to ! said po9t :5 at ! ,/&>d-,heat2 gradually1 ?us3 ! ,height correspond+ to ,feet #bd4a is #gchh4j3 !n ) ! ,diff]5ce #ajg4i1 7reject+ ! 4#i74 ,sid5ote3 ,section1 #djj4 ,f9d ! ,height by ! #c;d4 ,table correspond+ to 4#jh #hf4j 4#jji #i4g ,feet #ie4i ,t5?s4 4#jjjb 4#b ,:i* ,height subtract f #gchh4j #ie4i ------------ ,& !re rema9s1 9 ,feet1 #gbib4a ,! ,height correspond+ to ,in*es #bd4ahib ,t5?s ( ! upp] ,b>omet]1 ) ! ,/&>d ,temp]ature ( #ca4bd2 = :i* sole ,purpose ! #b;d4 ,table is calculat$4 ,repeat ! la/ ,process ) ! l[] ,b>omet]1 re/+ at #bh4acah1 gradually1 ?us3 ,sid5ote3 ,section1 #dja4 ,by ! #b;d4 ,table1 f9d ! ,height correspond+ to #bh4a1 :i* is #cchf4fa2 !n ) ! ,diff]5ce #ib4f 7reject+ ! 4#f7 f9d ! correspond+ ,height1 by ! #c;d4 ,table = ! rema9+ ,t5?s or ,decimals ( an ,in*1 above #bh4a1 viz4 4#jc #bh4j 4#jja 4#i ,feet #bi4f ,t5?s4 4#jjjh 4#g ,sid5ote3 ,section #djb4 ,:i* ,height subtract f #cchf4f #bi4f ------------ ,& !re rema9s1 #cceg4j viz4 ! ,height 9 ,feet correspond+ to ,in*es #bh4acah ,t5?s ( ! l[] ,b>omet]1 ) ! ,/&>d ,temp]ature ( #ca4bd1 = :i* sole ,purpose ! #b;d4 ,table is calculat$4 ,sid5ote3 ,section #djc4 ,subtract ! ,height 9 ,feet1 correspond+ to ,in*es ( ,quicksilv] 9 ! upp] ,b>omet]1 viz4 #gbib4a f ditto 9 l[] ,b>omet]1 viz4 #cceg4j & !re rema9s ! ,height 9 ,feet ------------ ( ! upp] ,b>omet] at ! ,/&>d-,temp]ature viz4 #cice4a ( #ca4bd4 ,end ( ! second ,/age4 ,sid5ote3 ,section1 #djd4 ,on :i* ,numb] ( ,feet1 viz4 #cice4a1 by ! #d? ,table1 f9d ! ,height1 ) #bh4ga ( ,heat3 ,) #bh4 on ,feet #cice4a #bfg4g & ,) 4#ga on ! same #f4g ---------- ,sum #bgd4d3 :i* ,height1 m ?an ! ,/&>d-,heat1 be+ add$ to #cice4a ! ,height1 ) ! ,/&>d1 ------------ gives ! true ,height1 viz4 #dbji4e4 ,end ( ! ?ird ,/age4 ,,*apt] ,,lxxvii4 ,,practice ,,( ,,! ,,?ird ,,example1 ,,ref]r+ ,,to ,,! ,,sections4#acb ,section #daj4 ,bel[3 ,b>om4 ,in*es #cj1 4#jafh3 ,atta*$ ,!rm4 #fj4f2 ,air-ditto1 #fj4b3 ,above3 ,b>om4 - - ,in*es #bi1 4#ebah3 ,atta*$ ,!rm4 #ef4f2 ,air-ditto1 #eg4 ,subtract ! cold] ---------- f ! w>m]1 & !re rema9s #d ( ,heat to be add$ to ! cold] ,b>omet]2 to give x an equal ,temp]ature3 :i* is to be done by ! #a/ ,table1 ?us3 ,sid5ote3 ,section1 #cef4 ,to f9d ! ,expansion ) #d ( ,heat1 on ! cold] ,b>omet]2 7:i*1 z be=e1 is ! upp] ,b>omet]7 /&+ at ,in*es #bi1 4#ebah ,t5?s4 ,fir/1 ) #d on #bi ,in*es 4#jaag3 #b;d1 ) #d on 4#ebah ,t5?s above #bi ,in*es3 ,9 ord] to obta9 :i*1 beg9 ) #d on #bi 4#jaag !n ) #d on #cj 4#jaba ,subtract = ! ,expansion ) ---------- #d on #a ,in* above #bi1 & !re rema9s 4#jjjd4 ,sid5ote3 ,section #cfb4 ,!n = ! ,expansion ) #d on 4#a ,t5? ( an ,in* above #bi ,in*es2 add a ,cyph] & decimal ,po9t1 viz4 4#jjjjd3 ,sid5ote3 ,section #cfc4 ,!n = ! ,expansion on 4#eabh1 multiply ! two la/ ,t]ms1 & divide ---------- ! ,product by ! fir/ ,t]m 4#a3 ! ,answ] is 4#jjjbjhgb ,add ! ,expansion ) #d on #bi ,in*es1 j f\nd1 4#jaag to ! ,in*es ( ! cold] ,b>omet]1 viz4 #bi4ebah -------------- ,answ]2 ,in*es #bi4eccg ,t5?s ( ! cold] ,b>omet]1 are n[ exp&$ equally ) ! w>m]3 7reject+ ! ,decimals z 9 ,section #cie47 ,place ! ,b>omet]s1 ?us3 ,upp] ,b>omet]1 #bi4eccg ,l[] ,b>omet]1 #cj4jafh ,end ( ! fir/ ,/age4 ,sid5ote3 ,section #cga4 #daa4 ,by ! #b;d ,table1 & 9 ! #b;d ,column1 f9d ! ,height ( ea* ,b>omet]1 ) ! ,/&>d-,heat1 9 ,feet & ,t5?s1 correspond+ to ! ,in*es & ne>e/ ,t5? above & bel[ ! ,po9t requir$3 & ,fir/ ( ! upp]1 at #bi4eccg3 ,! ,in*es & ne>e/ ,t5? is above ,feet4 #bi4e1 corresp4 to #baai4g ,diff]5ce & bel[ #bi4f1 cor4 to #bjca4e betwe5 4#e & 4#f ------------ above #bi ,in*es4 #hh4b ,sid5ote3 ,section #cgc4 #dab4 ,by ! #c;d ,table1 ) ! ,diff]5ce #hh ,feet1 f9d ! ,expansion on ! rema9+ ,decimals1 above #bi4e1 viz4 on 4#jccg1 ?us3 on #jc #bf decimat$ #bf4 #jjc #bf #b4f #jjjg #fb 4#fb ---------- ,feet #bi4bb ,f ! ,height correspond+ to #bi4e viz4 ,feet #baai4g ,t5?s1 subtract ! #bi4bb1 i4e4 ,height cor4 to 4#jcch & !re ------------------ -------------- rema9s #bjij4dh1 ! ,height cor4 to #bi4ecch ) ,expansion ( ! ,/&>d-,heat4 #dac4 ,repeat ! #d la/ ,/eps = ! l[] ,b>omet]1 at #cj4jafh4 #a/4 ,! ,in*es & ne>e/ ,t5? is above #cj4 corresp4 to ,feet #afha4g ,diff]5ce ( & bel[ #cj4a cor4 #aeie4j 4#a above #cj ------------ ,in*es4 #hf4g #b;d4 ,!n ) #hf ,feet1 f9d ! ,expansion on ! rema9+ ,decimals1 above #cj1 viz4 4#jafh1 ?us3 on #ja #i #i4 #jjf #eb #e4b #jjjh #fi 4#fi ---------- ,feet #ad4hi #dad4 7#c;d47 ,f ! ,height correspond+ to #cj ,in*es1 viz4 ,feet #afha4g ,t5?s1 subtract ! ,height #ad4hi corresp4 to 4#jafh1 -------------- & !re rema9s #afff4ha1 ! ,height corresp4 to #cj4jafh1 ) ,expansion ( ! ,/&>d-,heat4 #d?4 ,f ! upp] ,height1 at #bjij4dh ,subtract ! l[] ,height1 at #afff4ha -------------- ,& !re rema9s ! ,height #dbc4fg 9 ,feet & ,t5?s ( ! upp] ,b>omet]1 ) ! ,/&>d ,temp]ature4 ,end ( ! second ,/age4 ,sid5ote3 ,section #cgd4 #dae4 ,deta*$ ,!rm4 above #eg ,deta*$ ditto1 bel[ #fj4b -------------- ,:ole ,heat #aag4b ,half ,heat #eh4f7j add+ a ,cyph]7 ,/&>d ,heat #ca4bd ------------ :i* be+ d$uct$1 leaves #bg4cf1 viz4 ,degrees ( ,heat m ?an ! ,/&>d1 = ea* ,b>omet]4 ,sid5ote3 ,section #chj4 #daf4 ,by ! #d? ,table1 f9d ! ,expansion ( ,air1 ) #bg4cf1 on ,feet #dbc4fg ,t5?s4 ,sid5ote3 ,section #djf4 ,fir/1 ) #bg1 on #dbc4fg1 ?us3 viz4 on #djj z #djjj #bfb4d decimat$ #bf4bd #bj z #bjjj #aca4b #a4cab #c z #cjjj #aif4h 4#aifh 4#f z #fjjj #cic4f 4#jcicf 4#jg z #gjjj #dei4b 4#jjdeib ------------------ ,expansion #bg4fibgeb ,sid5ote3 ,section #djg4 ,second1 ) 4#cf on ! same1 ?us3 on #djj z #djjj #cdi4i decimat$ 4#cdii #bj z #bjjj #agd4i 4#jagdi #c z #cjjj #bfb4d 4#jjbfbd 4#f z #fjjj #ebd4h 4#jjjebdh 4#jg z #gjjj #fab4c 4#jjjjfabc ------------------ ,expansion 4#cgjejjjc ,add ! =m] #bg4fibgeb ---------------------- ,height 9 ,feet #bh4jfcbebjc #dag4 ,:i* ,height = ,expansion ( ,air1 ) m ?an ! ,/&>d ,heat1 be+ add$#acc to ! ,height1 = ,expansion ( ! ,b>omet]1 ) ! ,/&>d-,heat1 gives ! true ,height ( ! upp] ,b>omet]1 at ! giv5 ,heat4 ,= ,expansion ( ,air above ,/&>d ,heat1 ,height 9 ,feet #bh4j ,= ,expansion ( ,b>omet]1 ) ,/&>d3 ,height 9 ,feet #dbc4f ---------- #dah4 ,true ,height ( ! upp] ,b>omet] #dea4f ,l[] ,b>omet] #a ,foot above ! ,wat] #a4j ,height ( ! ,top ( ! ,cross above ! ,gall]y #ej4j ---------- ,height ( ! ,top ( ! ,cross above ! ,tyb] #ejb4f ,height ( ! same1 measur$ ! same ,day geometrically1 0 ,feet #ejb4i ,end ( ! la/ ,/age4 ,,*apt] ,,lxxviii4 ,,practice ,,( ,,! ,,f\r? ,,example1#acd ,,= ,,measur+ ,,small ,,heights4 ,sid5ote3 ,by ?is ,example1 small ,heights are easily measur$4 ,section #dai4 ,atta*$ ,!rm4 bel[1 #ga4j ,atta*$ ,!rm4 above1 #gj 4#e ---------- ,subtract1 & !re rema9s 4#e ,t5?s ( a ,degree ( ,heat to be add$ to ! cold] ,b>omet] 7:i* 9 ! pres5t ,case is ! upp]1 b might possibly h be5 o!rwise7 by ! #a/ ,table4 ,fir/1 ) #j4e on #bi ,in*es4 ,to obta9 :i*1 beg9 ) #a4j on #bi ,in*es 4#jjb3 ) #j4a above #a1 on #bi 4#jjjb3 !n ) #j4e above #a1 on #bi 4#jja4 ,prep>e x = ,addition to ! cold] ,b>omet]4 cold] ,b>omet] #bi4ihe ,expansion ) 4#e above #a1 on #bi 4#jja ------------ #bi4ihf ,secondly1 ) 4#e ,t5?s above #a1 on 4#ihe ,t5?s above #bi ,in*es4 ,to obta9 :i*1 7hav+ already f\nd ! ,height f ,expansion ) 4#e above #a1 on #bi ,in*es1 to be 4#jja27 s9ce ! ,expansion on 4#ihe ,t5?s above #bi ,in*es1 is some:]e above #bi1 yet bel[ #cj ,in*es2 f9d ! ,expansion ) 4#e above #a1 on #cj ,in*es1 ?us3 fir/1 ) #a1 on #cj 4#jjc #b;d4 ) #j4a above #a1 on #cj 4#jjjc #c;d4 ) #j4e above #a1 on #cj 4#jjae ,subtract ! ,expansion ) 4#e ,t5?s above #a1 on #bi ,in*es1 f ! ,expansion ) 4#e ,t5?s above #a1 on #cj ,in*es3 viz4 on #cj 4#jjae on #bi 4#jja ---------- ,! ,answ] is 4#jjje1 ! ,height f ,expansion1 ) 4#e ,t5?s above #a1 on #a ,in* above #bi1 i4e4 on ! #cj? ,in*3 ,!n1 if #a ,in* above #bi gives 4#jjje2 4#a gives 4#jjjje3 & #ihe -------------- multipli$ #jjjbe z :ole #jjjdj ,numb]s1 #jjjde ---------------- give 4#jjjdibe add ! =m] ,numb] #bi4ihf &1 = ! ?ree rema9+ ,decimals1 may be sub/itut$ #a ,decimal 9 ! f\r? ,place #a -------------- cold] ,b>omet] ( equal ,heat #bi4ihfe ) ! w>m] #dbj4 ,:5 ! ,quicksilv] 9 ea* ,b>omet] indicates ! same ,numb] ( ,in*es1 diff]+ b "o or two ,t5?s at ! mo/2 7:i* w frequ5tly be ! ,case1 9 levell+ flat ,c\ntries1 or measur+ small ,heights2--in/ead ( ! usual ,me?od1 7to f9d ! ,height ( ea* ,b>omet] sep>ately1 ) ! ,/&>d-,heat1 by ! #b;d ,column ( ! #b;d ,table1 z 9 ,section #daa27--;x w be m conv5i5t1 #a/4 ,to subtract ! l[] ,b>omet] f ! upp]4 ,!n1 #b;dly4 ,by ! #c;d ,column ( ! same ,table1 f9d ! diff]5ce1 7viz4 ( "o or two ,t5?s at ! mo/7 bel[ ! ,in*es & ne>e/ ,t5? ( ! l[] ,b>omet]4 ,& la/ly1 ) t diff]5ce1 f9d by ! #c;d ,table1 ! ,height at ! ,/&>d-,heat1 correspond+ to ! rema9+ ,decimals above ! upp] ,b>omet]4 #dba47a/47 ,f ! l[] ,b>om4 viz4 #cj4jhb ,subtract ! upp] #bi4ihfe -------------- ,rema9+ ,decimals above ! upp] 4#jiee #b;d4 ,f9d1 by ! #b;d ,table1 ! ,height correspond+ to ! ,in*es1 & ne>e/ ,t5? above & bel[ ! ,po9t at :i* ! ,quicksilv] re/s 9 ! l[] ,b>omet]4 ,! ,in*es & ne>e/ ,t5? is above #cj ,in*es1 correspond4 to ,feet #afha4g & bel[ #cj4a1 correspond+ to #aeie4j ------------ #hf4g :i* is ! diff]5ce ( 4#a bel[ #cj4a4 ,la/ly4 ,f9d1 by ! #c;d ,table1 ) ! diff]5ce1 viz4 #hf ,feet1 on ! rema9+ ,decimals1 = ! ,height1 9 ,feet1 correspond+ to ! ,/&>d-,heat4 viz4 4#ji #gg #gg4 ,feet4 4#jje #dc #d4c 4#jjje #dc 4#dc ---------- ,answ]1 ,height 9 ,feet #ha4gc correspond+ to 4#jiee above ,in*es #bi4ihfe ,t5?s ( an ,in*1 ( ,quicksilv] 9 ! upp] ,b>omet] ?us br\ght to ! ,/&>d-,heat4 #dbb4 ,prep>e = ,expansion ( ,air f ,excess above ,/&>d-,heat1 on ! same ,numb] ( ,feet3 ,deta*$ ,!rmom4 above #gf4 ,deta*$ ,!rmom4 bel[ #fh4j -------- ,:ole ,heat #add4j ,half ,heat #gb4j7j add+ a ,cyph]7 ,/&>d-,heat #ca4bd ---------- :i* d$uct1 & !re rema9s #dj4gf3 ) :i*1 by ! #d? ,table1 f9d ! ,expansion ( ,air on ,feet #ha4gc3 ,fir/1 ) #dj1 on #ha4gc1 ?us3 on #hj4 z #hjjj - #ggg4f #g4ggf #a4 z #ajjj - #ig4b 4#jigb 4#g z #gjjj - #fhj4d 4#jfhjd 4#jc z #cjjj - #bia4f 4#jjbiaf ---------------- #g4iddaef ,second1 ) 4#gf on #ha4gc1 ?us3 on #hj4 z #hjjj - #adgg4d 4#adggd #a4 z #ajjj - #ahd4f 4#jjahdf 4#g z #gjjj - #abib4g 4#jjabibg 4#jc z #cjjj - #eed4j 4#jjjjeed ---------------- ,expansion 4#aejicda add ! =m] ,expansion #g4iddaef ------------------ ,sum ( ! ,expansions1 viz4 ,height 9 ,feet #h4jiejija f ,excess ( ,heat above ,/&>d1 ) #dj4gf on #ha4gc1 add$ to ! ,height at ! ,/&>d-,heat1 9 ,feet #ha4gc gives1 9 ,feet & ,t5?s1 ! true ------------ ,height ( ! ,t>peian ,rock #hi4hb4 ,,*apt] ,,lxxix4 ,a ,,calculation ,,to ,,asc]ta9 ,,! ,,height ,,( ,,! ,,balloon ,,on ,,! ,,day ,,( ,,asc5t3 ,,"o ,,b>omet] ,,& ,,"o ,,!rmomet] ,,only1 ,,be+ ,,tak5 ,,up ,,into ,,! ,,c>4 ,section #dbc4 ,! ,"q is /at$ f ,section #cf3 & ! ,mode ( ,op]ation tak5 f ! ,recapitulation ( ! second ,example1 ,section #dji4 ,obs]vation be=e ! ,asc5t3 ,bel[3 ,b>omet] #bi4h2 atta*$ ,!rmomet] #j2 deta*$ ,!rmomet] #fe4 ,above3 ,b>omet] #bc #bc or #bc4be2ace atta*$ ,!rmom4 #j2 deta*$ ,!rmom4 #fe4 ,!re be+ no atta*$ ,!rmomet]s2 ! fir/ ,table is useless3 ! ,b>omet] bel[ is !re=e suppos$ to be ( ! same ,temp]ature z :5 above2 ! deta*$ ,!rmomet] rema9+ at ! same ,degree1 viz4 #fe4 ,/ate ! ,b>omet]1 ?us3 :5 bel[1 at #bi4h :5 above1 at #bc4be4 ,end ( ! fir/ ,/age4 #dbd4 ,f9d ! ,height 7at ! ,/&>d-,heat7 correspond+ to ! ,in*es & ne>e/ ,t5? above & bel[ #bc4be3 i4e4 above #bc4b1 & bel[ #bc4c3 by ! #b;d ,table4 ,n[ #bc4b corresponds to #hcgi4g3 & ! ,diff]5ce ( 4#a above1 i4e4 to #bc4c1 is 9 ,feet #aab4a3 by ! #c;d ,column ( ! same ,table4 ,) ?is ,diff]5ce1 consult ! #c;d ,table3 i4e4 ) #aab1 7omitt+ ! 4#a z too m9ute7 on ! rema9+ ,decimals above #bc4b1 viz4 on #je1 z on #e1 or 2 & ! ,answ] is #ef ,feet3 :i* ,numb] be+ subtract$ f #hcgi4g1 ! ,rema9d] #hcbc4g1 is ! ,height 9 ,feet ( ! ,b>omet] 9 ! ,c>1 at ! ,/&>d-,heat4 ,repeat ! la/ ,process = ! ,b>omet] on ! ,gr\nd4 ,n[ #bi4h1 by ! #b;d ,table1 corresponds to #ahef4j2 & !re be+ no ,p>ts or ,decimals m m9ute ?an a ,t5?1 viz4 4#h1 !re is no ,occasion = ! #c;d ,table4 ,subtract ! ,b>omet] 9 ! ,c>1 f ! same :5 on ! ,gr\nd2 &1 by ! #b;d ,table1 upp] ,b>om4 #bc4be1 corresp4 to #hcbc4g1 & ! l[] ,b>om4 #bi4h1 to #ahef4j3 ! ,rema9d] is ! ,height 9 ,feet ------------ ( ! ,b>omet] 9 ! ,c> viz4 #fdfg4g1 ) ! ,/&>d-,heat4 ,end ( ! second ,/age4 #dbe4 ,deta*$ ,!rm4 above1 at #fe ,deta*$ ,!rm4 :5 bel[1 at #fe ------ ,:ole ,heat #acj ,half ,heat #fe47jj add+ ,cyph]s7 ,/&>d-,heat #ca4bd ---------- :i* d$uct1 & !re rema9s #cc4gf ,degrees m ?an ! ,/&>d-,heat1 = ea* ,b>omet]4 ,!n = ! ,expansion ( ,air1 ) su* ,heat m ?an ! ,/&>d1 consult ! #d? ,table3 viz4 ) #cc4gf on ,in*es #fdfg4g1 ! ,height ( ! ,b>omet] 9 ! ,c> ) ! ,/&>d-,heat1 ?us3 #dbf4 ,fir/1 ) #cc1 on #fdfg4g on #fjjj z #fjjj #dha4a1 decimat$ #dha4a #djj z #djjj #cbj4g #cb4jg #fj z #fjjj #dha4a #d4haa #g z #gjjj #efa4c 4#efac 4#jg z #gjjj #efa4c 4#jefac ------------------ ,expansion #eah4eihdc #dbg4 ,second1 ) 4#gf on #fdfg4g3 on1 z be=e1 #fjjj #aajh4 decim4 #aa4jh #djjj #gch4g 4#gchg #fjjj #aajh4 4#aajh #gjjj #abib4g 4#jabibg #gjjj #abib4g 4#jjabibg -------------------- ,expansion #aa4idcgaig ,add ! =m] #eah4eihdc ------------------------ ,total ,expansion #ecj4eedbaig viz4 ,height by ,expansion 9 ,feet1 ) m ?an ! ,/&>d-,heat1 add to ,height 9 ,feet at ! ,/&>d-,heat #fdfg4g ------------ #dbh4 ,! true ,height1 9 ,feet & ,t5?s1 ( ! ,b>omet] 9 ! ,c> #fiih4b ,feet 9 a ,y>d #c7 ------------ ,y>ds 9 a ,mile #agfj7 #bccb4b ,feet4 #agfj 7#a ,mile4 ------------ ,y>ds 9 a ,qu>t] ( a ,mile #ddj 7 #egb 7#a ,qr4 #ddj ------ #cb ,y>ds4 ,! ,height ( ! ,balloon #a ,mile1 #a ,qu>t]1 #cb ,y>ds1 & #b ,feet4 ,end ( ! la/ ,/age1 & ( ! ,m5suration ( ,heights4 ,n4 ,b4 ,a !rmometric slid+ ,rule1 = ! ,expansion ( ,quicksilv]1 & ( ,air1 may possibly1 f ! =ego+ ,tables1 be s contriv$ & adapt$ to ! ,b>omet]1 z to tell ! ,height by ,inspection1 :ile 9 ! ,c> ( ! ,balloon4 ,,*apt] ,,lxxx4 ,,h9ts1 ,,on ,,! ,,*eape/ ,,me?od ,,( ,,inflat+ ,,balloons1 ,,) ,,descriptions ,,( ,,diff]5t ,,models ,,= ,a ,,gass-,,/eam-,,eng9e4 ,section #dbi4 ,! ,exp5ce att5d+ ! ,inflation ( ,balloons is a solid ,objection to _! frequ5t ,use4 ,a ,*eck is !reby giv5 to e ,improvem5t t might o!rwise be expect$ f a ,repetition ( ,exp]im5ts4 ,x is1 9 %ort1 ! *ief ,difficulty "u :i* ! aironautic art at pres5t lab\rs4 ,?is ,difficulty1 h[ev]1 if once ov]come1 7& ( :i* !re is little ,d\bt7 w probably br+ ^? extraord9>y ,ma*9es1 into g5]al ,e/imation4 ,:at n[ co/s fifty ,p\nds1 may !n be done = five3 abat+ ! ,exp5ce ( ! prep>atory ,eng9e4 ,mons4 ,lavoisi]1 by ! ,application ( ,/eam to ,iron ,fil+s enclos$ 9 a ,copp] ,retort1 has g5]at$ inflammable ,air1 or light ,gass3#acf & ,dr4 ,prie/ley1 by conv]t+ a ,gun-,b>rel into a ,/eam-,eng9e1 has produc$ a ,gass #ac ,times light] ?an common ,air2#acg :]eas by ! pres5t exp5sive ,me?od1 ) ,metal & ,acid1 ! ,gass = ,inflation is seldom m ?an six ,times light]4 ,:at has hi!rto be5 at*iev$ on a small ,scale1 is "h meant to be ext5d$4 ,z no ,p>ticul>s are made public1 or at lea/1 h yet come to ! ,au?or's ,k1 relative to ! ,con/ruction ( su* a ,gass-,/eam-,eng9e1 z may1 ) ,safety & ,effect1 be appli$ to ! ,inflation ( ,balloons2 ! foll[+ ,descriptions ( diff]5t ,models may des]ve "s ,notice3--may possibly excite ! ,att5tion ( ! +5i\s2 & put !m on contriv+ easi] ,means to obta9 ! same ,end4 ,i4 #dcj4 ,let !re be an ,iron ,hot-he>?1 "o ,y>d squ>e1 & two ,in*es ?ick4 ,let x be set on a ,common ,brick ,/ove1 built z ne> ! ,gr\nd z possible1 7or ev5 bel[ x7 9 ! op5 ,air4 ,its ,*imney to consi/ ( malleable ,iron1 flat at ! ,top1 & /rong en\gh to support a ,tea-,kettle or ,boil] to produce ,/eam3 & ext5d+ at lea/ "o ,y>d f ! ,end ( ! ,he>? horizontally1 be=e x turns up4 ,x may rise ?ree or f\r ,y>ds high1 slant+ f>!r f ! ,he>?3 ! ,=m a holl[ ,cyl9d]3 ) a ,turn-,cap at ! ,top1 two ,feet long1 set on at "r ,angles2 = ! ,managem5t ( ! ,smoke4 ,suppos+ !n ! ,fire-,place to face ! ,we/2 ! ,*imney may project ,ea/w>d4 ,! ,nor? ,side is to be appropriat$ to ! ,iron-,bor+s or ,turn+s2 & on ! ,s\? ,side is to be deposit$ ! ,dross or ,calx4 ,a ,muffle or ,m\ld ( malleable ,iron is to be screw$ & lut$ ov] ! hot ,he>?4 ,! f\r ,sides ( ! ,muffle next ! ,he>? are to h horizontal ,lips or ,rims project+ half an ,in*3 & ,screws are to be driv51 ?r\' ,holes drill$ at prop] ,di/ances1 into ! ,he>?4 ,! ,sides are to rise upright a ,c\ple ( ,in*es3 clos+1 z !y rise1 9 ! ,=m ( a holl[ ,cyl9d]1 "o ,foot 9 ,diamet]1 & p]haps a ,y>d above ! ,he>?3 :i* is n[ conv]t$ into a ,gass-,/eam-,eng9e4 ,x is propos$ to /rew ov] ! ,hot-he>? a ?9 ,lay] ( ,bor+s1 "o ,t5? ( an ,in* ?ick2 to :i* ,lay] :5 r$ hot1 ! boil+ ,/eam is to be appli$4 ,! extricat$ ,gass is to be convey$ f ! ,top ( ! ,cyl9d]1 by ,means ( an ext5d$ ,trunk ( ,t91 & v>ni%$ ,l951 into a ,tub ( cold ,wat] kept cont9ually fl[+ ov]1 into :i* a few ,lumps ( quick ,lime are ?r[n3 & f !nce ! ,gass is to rise into ! ,balloon4 #dca4 ,! ,iron1 :e!r ,fil+s or ,turn+s1 prop] = ,inflation1 mu/ be bright2 :olly free f ,*ips1 ,bits ( ,wood1 & all het]og5e\s ,p>ticles3 b p>ticul>ly ,,ru/1 & ,,grease3 less ?an a cubic ,in* ( ! latt]1 w\d spoil a ,ton ( ! brighte/1 & o!rwise ! be/ prep>$ ,mat]ials4 7,section #cci47 ,a ,day or two only1 be=e a ,balloon is inflat$2 ! prop] ,quantity ( bright ,iron %\d be heat$ r$ hot 9 ,*>coal1 & suff]$ to g cold4 ,= ,want ( ?is simple ,prep>ation ( ! ,iron1 ! ,gass has prov$ defective 9 ,po9t ( ,,levity3 al?o' ! ,balloon appe>$ fully inflat$4 ,?is ,mis=tune happ5$ at ,birm+ham1 & o!r ,places4 #dcb4 ,! ,desid]atum is1 quickly to apply1 & remove ! ,bor+s1 keep+ ! ,ma*9e ne>ly ,air-tight4 ,=1 x is n[ well kn[n1 t ! ,gass w explode1 if "o-?ird ,"p ( common ,air be introduc$3 or1 if less2 x may unite ) ! ,gass1 & detract f its ,levity4 #dcc4 ,! foll[+ ,p>ticul>s may likewise be consid]$ z an ,improvem5t4 ,,ii4 #a4 ,to lay a ,plate ( ,iron1 ,brass1 or ,copp]1 ov] ! ,he>?2 :i*1 if made ( ca/ ,iron1 w be apt to crack1 9 ,contact ) ! ,/eam2 & w also unite ) & concrete ! ,iron ,turn+s or ,gun-,bor+s into a solid ,mass1 t w\d be sep>at$ ) ,difficulty4 #b4 ,to make ! ,dross-,pit 9 ! ,=m ( a holl[ ,w$ge1 n>r[ at ! ,top3 screw+ & lut+ x to ! ,s\? ,side ( ! ,he>?4 ,x %\d hold ! ,dross aris+ f a ,ton ( ,bor+s2 :i* w be suffici5t = ! ,inflation ( a ,balloon1 to c>ry "o ,p]son4 #c4 ,on ! ,nor? ,side is to be erect$ a ,plat=m ( ,brick1 a ,y>d squ>e1 floor$ ) a ,plate ( ,iron3 ! inside ,surface to be ev5 ) ! ,bottom ( ! ,he>?4 #d4 ,! ,ton ( ,bor+s is to be plac$ on ! ,floor1 & cov]$ ) ano!r ,muffle1 secur$ & lut$ to ! ,side ( ! ,he>?3 hav+ a ,communication ( two ,in*es high1 & "o ,y>d wide1 ) ! ,bottom ( ! ,he>?3 z ! ,dross-,pit has4 #e4 ,a ,brass or ,copp] ,rake is to rema9 )9 ! two ,muffles3 to press =w>d ! ,bor+s1 spread !m ov] ! ,he>?2 /ir !m frequ5tly2--by turn+ ! ,in/rum5t1 scrape !m into ! ,dross-,pit2 & apply fre% f ! ,deposit4 #f4 ,to p]=m ^! manual ,op]ations )9 ! ,ma*9e kept ,air-tight2 x w be necess>y1 at ! ext]ior ,end ( ! ,muffle1 to fa/5 a /rong lea!rn ,case1 made v wide & pliant1 & two ,y>ds long3 into :i* ! ,end ( ! ,rake-,h&le is to be ins]t$4 ,,iii4 #dcd4 ,! ,mode ( ,op]ation4 ,! ,bor+s be+ spread on ! ,he>?1 & r$ hot2 ! ,/eam ,pipe is to be op5$1 & in/antly %ut4 ,! ,gass be+ sudd5ly extricat$2 ! ,pipe is to be op5$1 & %ut aga9 z be=e3 ! ,bor+s pu%$ into ! ,dross-,pit1 & a fre% ,supply spread4 ,?is ,process to be r5ew$1 till ! ,inflation is complet$4 ,if x be ?\ght necess>y to prev5t ! ,/eam f communicat+ ) ! :ole ,dept ( ,bor+s1 & s evolve too mu* ,gass2 a little ,brass ,door ) ,h+es ( ! same1 might be made to hang f ! ,top ( ! ,communication betwe5 ! two ,muffles3 :i* ,door op5+ inw>ds1 & hang+ v]tically1 w\d by ! ,pressure ( ! ,gass1 /op up ! ,op53 & yet1 if made /rong1 n prev5t ! ,op]ations ( ! ,rake1 at prop] ,times4 ,,iiii4 #dce4 ,! ,ma*9e w\d be less complex1 ) "o l>ge ,muffle1 some:at long] ,nor? & ,s\? ?an ! ,he>?2 furni%$ ) lea!rn ,case & ,rake4 ,put 9 ! ,bor+s at "o ,end3 keep ! ,/eam-,pipe always op52 ) a ,h& at ! ,rake2 pu%+ away ! ,dross1 & press+ =w>ds fre% ,bor+s4 ,v4 #dcf4 ,fur!r3 x has s9ce occurr$1 t a ,ma*9e 9 ! ,=m ( a gun-b>rel1 ext5d$ 9 all its ,dim5sions1 w probably answ] e ,int5tion4 ,& ( ?is ,k9d are ! holl[ cyl9drical ,tubes1 ( diff]5t ,l5g?s1 & ab\t a ,foot 9 ,diamet]1#ach :i* are ca/1 = ! ,conveyance ( ,/eam1 f ! ,boil] ( a ,/eam-,eng9e4 ,su* a "o1 7previ\sly l9$ ) a ,cyl9d] ( ,copp]1 or malleable ,iron1 to prev5t ! ,adhesion ( ! ,bor+s1 :5 r$uc$ to a ,calx by ! ,admission ( ,/eam27 might be plac$ horizontally ov] a ,/ove1 7) or )\t a ,*imney7 & surr\nd$ ) r$ hot ,coals4 ,! ,ton ( ,bor+s might be deposit$ at "o ,end ( ! ,tube2 &1 by ,means ( ! ,air-tight flexible lea!rn ,case1 be press$ ) a ,rake1 gradually into ! ,fire1 & beyond x :5 calc9$4 ,c>e mu/ be tak5 to make ! ,app>atus ne>ly ,air-tight4 ,! ,/eam %\d pass into ! ,tube1 f bel[3 & ! ,gass be conduct$ t[>ds ! ,balloon ?r\' ano!r ,iron ,cyl9d]1 ne>ly equal 9 ,diamet] & at "r ,angles ) ! fir/2 ly+ also 9 an horizontal ,direction2 along ! ,gr\nd4 ,! ,tubes might be =g$ or ca/1 s z to =m b "o rectangul> ,piece4 ,! fur!r ,end ( ! second ,tube %\d communicate ) a ?ird1 made ( ,t91 & b5t d[nw>ds ab\t a ,foot2 !nce at "r ,angles1 = six ,in*es3 !n to rise up1 also at "r ,angles1 ! ,l5g? ( six ,in*es m4 ,! ,t9 ,tube is to desc5d into a ,ci/]n ( cold ,wat]1 made to fl[ ov] cont9ually1 by a fre% ,supply2 & into :i*1 a few ,lumps ( ,quicklime %\d be ?r[n4 ,! ,gass1 :i* w press upw>ds ?r\' ! ,wat]1 is to be receiv$ into an inv]t$ ,funnel1 & !nce 7z 9 ,section #cci1 ,art4 #b47 convey$ to ! ,balloon4 ,,vi4 #dcg4 ,! foll[+ ,alt]ations w\d sup]s$e ! ,use ( ! ,rake1 & lea!rn ,cases3 ! latt] ( :i*1 by any accid5tal ,crack or ,flaw 9 ! ,lea!r1 might admit a suffici5t ,quantity ( common ,air to produce an ,explosion4 ,! cyl9dric ,=m ( ! ,copp]1 or malleable ,iron 7to be us$ z a ,l9+ = ! ,tube7 is to be *ang$1 into t ( a half ,cyl9d]1 or inv]t$ ,muffle3 & to be p]=at$ ) small ,holes4 ,?is ,muffle is to be ne>ly fill$ ) a ,ton ( ,iron ,bor+s3 7! ,ends to be made up1 to prev5t ! ,bor+s f fall+ out into ! ,tube27 ! ,muffle itself is to be support$ by a ,cradle#aci ( ! same ,=m1 made ( /rong ,copp] ,wire1#adj l ! op5 ,iron-,wire-,f5d]s3 & ! :ole is to be ?ru/ into ! ,tube4 ,! ,l5g? ( ! ,muffle dep5ds on ! ,quantity ( ,bor+s t are int5d$ to be us$4 ,! ,ends ( ! ,tube %\d n be made s /rong z ! ,tube itself3 t1 if an ,explosion happ5s1 !y may give way fir/1 & prev5t a ,rupture ( ! ,tube3 n t any ,dang] is to be appreh5d$1 t su* an ,ev5t w take ,place1 s long z ! ,/eam-,pipe is att5d$ to1 by a prop] ,p]son3 ! above ,caution be+ only giv51 to prev5t a ,possibility ( ,rupture4 ,ea* ,end %\d be ca/1 or =g$ ) a holl[ ,h&le2 & %\d screw into ! ,tube4 ,! ,l5g? ( ! ,tube %\d be su*1 t ! ,p]son :o att5ds ! ,/eam-,pipe1 %\d feel no ,inconv5i5ce f ! ,heat ( ! ,fire4 ,n9e ,feet w\d !re=e be a prop] ,l5g?3 ! conduct+ ,tube ! same4 ,)9 six ,in*es f ea* ,end ( ! ,tube :i* holds ! ,bor+s1 a ,hole1 half an ,in* 9 ,diamet] %\d be drill$ across ! ,middle ( ! ,tube1 9 an horizontal ,direction4 ,into ^!1 an ,iron ,axis is to be fitt$1 7s z to take out occasionally7 & pass ?r\' ! ,tube3 ea* ,end ( ! ,axis is to project outw>ds a ,c\ple ( ,in*es1 & to be made squ>e1 = ! ,socket ( a /rong ,iron ,w9* or ,h&le4 ,ea* ,axis to be furni%$ ) a /rong ,*a91 ( equal ,l5g? ) ! ,tube2 "o ,end ( :i* ,*a9 is to be rivet$1 or o!rwise fix$1 to ! ,middle ( ! ,axis2 & ! o!r1 to be fa/5$ occasionally to "o ,extremity ( ! ,cradle & ,muffle3 ! second ,axis & ,*a9 9 l ,mann]1 to ! o!r ,extremity4 ,! ,muffle is to be plac$ 9 ! ,cradle3 bo? are !n to be ?ru/ into ! ,tube1 & fa/5$ to ! ,*a9 at ! f>!r ,axis3 9 :i* ,position ! ,muffle may be fill$ ) ,bor+s1 & gradually drawn into ! ,tube2 till ! same ,end has rea*$ ! ,c5t] ( ! ,fire4 ,! ne>] ,end is !n to be hook$ by ! ne>] ,*a91 already wrapp$ r\nd ! ne>] ,axis3 & ! light ,iron ,caps to be screw$ on ea* ,end ( ! ,tube4 #dch4 ,! ,boil] = ,/eam may be fix$ on any ,"p ( ! ,tube ne> ! ,fire1 & ne> ! opposite ,axis2 s t "o ,p]son may att5d bo? ! ,/eam-,pipe1 & ,axis4 ,! ,/eam to be convey$ ?r\' a small ,orifice made 9 ! ,bottom ( ! ,tube1 betwe5 ! same ,axis & ! ,fire4 #dci4 ,z soon z ! ,mat]ials1 above ! ,c5t] ( ! ,fire1 are suppos$ to be r$ hot1 ! ,/eam-,pipe is to be op5$ = a ,mom5t & %ut aga94 ,! extricat$ ,gass w be in/antly he>d1 ru%+ ?r\' ! ,vessel ( cold ,wat]2 & z in/antly se5 to swell ! v>ni%$ ,l95-,trunk z x passes into ! ,balloon4 ,! ,/eam-,pipe is to be regulat$ by ^! infallible ,signals3 & ! ,process cont9u$1 till t ,quantity ( ,bor+s1 t 0 9 ! ,c5t] ( ! ,fire1 & consequ5tly r$ hot1 is suppos$ to be calc9$4 ,at :i* ,"t1 ! ,h&les are to be appli$ to ! ,axis1 & ! ,cradle & ,muffle drawn #e or #f ,in*es =w>d into ! ,fire4 ,:5 drawn too f>2 ,rec\rse mu/ be _h to ! second ,axis4 #ddj4 ,if great ,exp$ition is requir$1 two or ?ree ,conductors f ! same ,tube may be us$3 &1 at ! ,di/ance ( six or sev5 ,feet f ! ,fire1 ,t9-,conductors may be add$2 tak+ ,c>e t !y are made1 appli$1 & cont9u$ ,air-tight4 ,,! ,,end4 ,an alphabetical index ( ! cont5ts3 ,ref]r+ to ! sections & notes1 b n to ! ,pages4 ,a4 ,section4 ,absorption ( ,wat] by ,air1 ,exp]im5t to prove !1 #bdg ,accumulation ( ,air1 m$iocanal1 #bei1 #bfj ,arial ,sc5es describ$1 #ci1 #dg1 #ea1 #ef ,air gives =m to ,?+s1 #ec - g5tle1 its ,effect on ! ,surface ( ! ,balloon1 #bja - calm1 its ,effect on ! ,surface ( ! ,balloon1 #bjb - pure1 cool1 deflogui/icat$1 p]petually desc5d+1 #beb - desc5d+ ,torr5ts (1 on ,etna & ,t5]iffe1 #bfe - ,reception & ,disp]sion (1 :at1 #bhj ,air ,bottle ,balloon1 its ,use1 #caa - - - pref]r$ to an int]ior ,balloon1 #cad ,aironaut ,employm5ts ( !1 9 ! ,balloon1 #bi - - ,attitude ( !1 9 ! ,balloon1 #cb1 #cc - - lo/ ov] a ,c\ntry well-kn[n :5 bel[1 #agg - - to try diff]5t ,heights1 to f9d a favorable ,w9d1 #cji - - to wait1 9 ! ,calm above ! ,cl\ds1 = a ,w9d1 #cji ,airo/at1 a small "o fir/ lib]at$1 #h ,altitude app>5t1 f ! ,balloon :5 /ation>y1 #di - - b>ometric1 #di1 b4 ,an*or & ,cable1 #ac ,apogay ,w9ds1 :at1 #bda ,app>5t ,height proportion$ to ! b>ometric ,height1 #di ,appe>ance ( a ,pla9 bel[1 ! ,size ( a mod]ate ,c>pet1 :at1 #agi1 #ahi ,appe>ance ( a ,pla9 bel[1 ! ,size ( a ,h&k]*ief1 :at1 #aha1 #ahg ,appe>ances at diff]5t ,altitudes1 f ! ,balloon1 #bac ,articles1 ,weight & ,numb] (1 #bf ,asc5t1 to *eck & promote1 #ad - - ,prep>ations =1 #bb - - ( ! ,balloon at #dj ,m9utes pa/ ,i4 o'clock1 #bh - - ) tw5ty ,p\nds ( ,levity1 #bh - - ( ,balloons1 ,causes to limit !1 #bgi - - prop] ,times =1 #bhe - - new ,mode (1 to det]m9e ! ,height1 #bii ,atmosph]e gross1 :5 se5 ?r\'1 f bel[1 #ee - - ,depression ( !1 #bcb - - ,/ate (1 favorable to ! ,direction ( ,balloons1 #bfh - - ,conjectures conc]n+ ! ,w>m? ( ! sup]ior1 #bge - - probably respirable at great ,altitudes1 #bgg - - ,height (1 #bij - - ,weight (1 9 ,engl&1 #bij ,att5tion to ! ,balloon necess>y1 #ce ,aurora ,borealis1 ,conjectures conc]n+ ,appe>ance (1 #bgd ,b4 ,balla/ ( :at x consi/$1 #bg - - :5 to be fir/ ?r[n out1 #ba - - 9 ,h&1 ready to ?r[ out1 #ia - - ?r[n d[n1 #fg1 #ie - - ?r[n ov] ne>ly #cb ,p\nds1 #ajc - - p\r$ d[n at once #bj ,p\nds1 #ahc ,balloon go+ to ,sea1 #ge1 #hg1 #ij - - 9 a quiesc5t ,b$ ( ,air1 #ge - - ( r[+ x to any ,po9t1 9 a ,calm1 #ge - - drawn aside out ( ! ,p]p5dicul>1 #ajc - - %runk to its =m] ,%ape1 #abc - - alt]nately ris+ & fall+1 #abe1 #ach - - 9 ! ,air five ,h\rs & a ,qu>t]1 #bjg - - su/a9$ above ,wat]1 h[1 #bid1 #bie - - be/ ,=m (1 #cjg - - ,d\ble1 :at1 #cad ,balloons _! ,defects1 & fur!r ,improvem5ts1 #cjc - - ,air-tight ,v>ni% =1 #cbj1 #cbe ,b>omet]1 & ,!rmomet]1 :5 /ation>y1 #cf - - ,fluctuation ( ! ,quicksilv] 9 !1 #cg - - ,m5suration ( ,heights by !1 #cej ,beautiful pref]r$ to ! ,sublime1 9 ,prospects1 #db - - ,appe>ance1 #dc ,bladd]s necess>y1 #bf - - began to crackle1 #aaf ,bottles ( ,air ?r[n d[n1 ,caution1 #gd1 #gg1 #hd ,brea? n affect$1 nor visible1 dur+ ! ,excursion1 #abf ,breeze ,sea-1 #hh1 #ib1 #beg ,c4 ,cable1 & ,an*or or ,grapple1 #ac - - to be fa/5$ to a ,c5t] above ! ,c>1 #big ,calculations ( ! ,di/ance se5 f ! ,balloon1 #eb1 a4 - - ( ! ,height ( ,m\nta9s1 #aga1 a4 ,calm above1 & ,w9d bel[1 at ! same ,"t1 #afh ,canal artificial1 ,duke ( ,bridgewat]'s1 ,appe>ance (1 #aff ,cannon fir/ dis*>g$ at ,,ix4 o'clock1 #g - - ! second ,"t1 at ,,xii41 #aa - - ! ?ird ,"t1 at #dj ,m9utes & a half pa/ ,i41 #fd - - ! la/ ,"t1 at #aj ,m9utes & a half pa/ ,,ii41 #fb ,c> & ,hoops1 _! ,dim5sions1 #ce ,caution to keep ! ,circle cle> dur+ ! ,inflation1 #bc - - aga9/ ! ,dropp+ ( ,wat] out ( ! ,balloon1 #ca - - on ,l&+1 #ih - - n to op5 ! upp] ,valve1 #abb ,*>ts ,balloon1 fir/ sugge/$1 #afh ,*ill9ess fir/ p]ceiv$1 #ib2 aga91 #aji - - felt ne> moi/ ,places1 #bhc ,circul>ity ( ,prospect1 #gi1 #bba ,circum/ance1 ea* to be record$1 #d ,circum/ances app>5tly sup]flu\s1 m5tion$ & repeat$1 :y1 #e ,cl\ds1 an upp] ,ti] se5 to move 9 a safe ,direction1 #g1 #df - - ,p]spective ( !1 #ea - - appe>+ 9 rapid ,motion1 #afc - - ,view ( !1 tak5 f above !m1 #acj1 #aga - - ,col\r+ ( !1 #agb - - highe/ visible1 #bac ,co*uc-,v>ni%1 #cbj ,cold1 its ,effects on ! ,balloon1 #id ,col\r ( ! ,riv]s1 r$1 #dd - - ( ! ,city ( ,*e/]1 blue1 #de - - ( ,?und]-,cl\ds1 #ed - - ( upp] ,cl\ds1 #eg1 #agb1 ,col\rs1 prim>y1 ( ,objects b5ea?1 #abi ,columns ( ,air1 depress+1 obs]v$ by ! ,anci5ts1 #bci ,compass1 ! prop]e/ ,k9d (1 #ch1 a4 ,conclusions1 useful1 #aei ,conjunction ( ! ,planets prec$+ a ,hurricane1 #baa ,contemplation ( ! ,prospect1 #aac ,c\rse ( ! ,balloon trac$1 to %ew ! ,mann] 9 :i* x 0 affect$ 9 pass+ ov] ,wat]1 #gh ,curls & ,/reams ( ,air1 ,smoke & ,vap\r1 #bej1 b4 ,curr5ts ( ,air1 horizontal1 #bj - - f above1 to be gu>d$ aga9/1 #ba ,curr5ts "u1 ( ,air1 #hg - - ( ,air1 bl[+ to & f great ,t[ns1 #bej - - ( ,air1 contr>y1 at diff]5t ,heights1 at ! same ,"t1 #bfg - - ! ,balloon ris+ ?r\' diff]5t1 #ajf ,d4 ,defects 9 ! ,composition = ,balloons1 rem$i$1 #cbj ,depress+ ,torr5ts ( ,air1 #bed ,depression ( ! ,atmosph]e1 #bcb - - ov] moi/ ,places 9 fair ,wea!r1 #bdc - - ( ! ,atmosph]e prov$ f ,hi/ory1 #bec - - nocturnal1 ( ! ,atmosph]e1 #bfg - - corroborat+ ,pro(s ( a1 #bfh ,dep? bel[1 conveys no ,idea ( ,di/ance1 #aeg ,dep?s1 ,m5suration (1 ) ,b>omet]s1 c4 #cdh1 #cfh1 a1 a4 ,desc5t ( ! ,balloon1 to ret>d !1 #ae - - ,signs ( !1 #ag1 #aei1 #aha - - at fir/ rapid1 ) a ru%+ ,noise1 #if1 #ig - - ,pro( ( g5tle1 #ajj - - ,*ange 9 visible ,objects1 dur+ !1 #ahb - - ( ,balloons ov] ,wat]1 enquir$ into1 #bbi1 #bcj - - - - - - ,means to prev5t1 #bid1 #bie ,description ( ! ,asc5t1 #dg ,diamet] ( ! ,prospects above & bel[1 #eb1 #gi ,dim9ution ( ,objects1 excessive1 :5 se5 f ! ,balloon1 #bbc - - - - ,laws respect+ !1 #bbd ,direction ( ! ,balloon1 ,h9ts = !4 #cae ,di/ance se5 f ! ,balloon1 ,calculations ( !4 #eb1 a4 - - ( ! ,balloon f ,*e/]1 at ! ,report ( ! #d? ,cannon1 #fd - - ,idea (1 f ,exp]i5ce1 #aeh - - :at is ! greate/1 to be se5 f ! ,summits ( ! highe/ ,m\nta9s1 #aga1 a4 - - at :i* an ,object c be di/+ui%$ by a good ,eye1 #age1 a4 - - ( ! ,balloon-,c\rse1 #aia - - at :i*1 ! ,balloon 0 se51 #bbg - - & ,height ( a ,balloon1 f\nd by a ,quadrant1 #caj ,dove turn$ out ( ! ,c>1 #fa ,e4 ,e>? remov$ f ,sight1 #agj ,e*o none above1 #ci ,eknfiai ,w9ds1 :at1 #bda - - a dry ,w9d1 #bfg ,electricity ( ! ,air1 #fe ,elliptic ,solid1 ! ,=m ( ! ,balloon an1 #afj ,employm5ts ( ! ,aironaut1 #cb ,eng9es ,/eam1 ,models (1 = ,inflation1 describ$1 #dbi ,equatorial ,hoop1 its ,use1 #afa1 #cae ,evaporation ( ,/eam1 #bdi ,expansion ( ! ,balloon1 by :at ,man\vre1 #acb ,exp]im5t to prove :e!r ! sup]ior ,atmosph]e be hazy1 ?o' ! ,sun cont9ue %9+1 #dg1 a4 ,exp]im5ts necess>y1 9 ord] to improve ! ,modes ( ,direction1 #bif ,examples 9 ! ,m5suration ( ,heights ) ,b>omet]s4 ,see ,table4 ,example #a/1 ,practice ( !1 #cea - - - ,recapitulation ( !1 #che - - #b;d1 ,practice ( !1 #chf - - - ,recapitulation ( !1 #dji - - #c;d1 ,practice ( !1 #daj - - #d?1 ,practice ( !1 to det]m9e small ,heights1 #dai - - #e?1 ,practice ( !1 to det]m9e ! ,height ( ! ,balloon1 #dbc ,f4 ,fi% ,dodon-,globe1 a ,model = ,balloons1 #cgg ,flag :ite1 hung out a ,qu>t] ( a ,mile 9 ,l5g?1 #d - - hung out half a ,mile1 9 all1 #ff - ?r[n d[n at a ,mile high1 #ei - ,desc5t ( !1 #fj - :ite1 its ,effect on ! ,balloon1 #gj - - ,progress ( ! ,balloon m>k$ by !4 #ia - - imp$+ ! ,balloon1 #ajc - - ! rema9+ "o unfold$1 #aje - - %ew$ a ,*ange 9 ! ,direction ( ! ,w9d1 #aje ,flights ) ! ,balloon1 = ?ree ,h\rs long]1 #aic ,fly+-,coa*1 #adi ,foot ,roman1 ! ,measure ( a1 #di1 b4 ,=m ( ! ,balloon at its greate/ ,altitude1 #ad - - - ! same at ea* ,desc5t1 #aei ,g4 ,gass n (f5sive dur+ ! ,voyage1 :y1 #cd - procur$ by ,means ( ,acid1 #cch ,gass procur$ by ,means ( ,/eam1 #dbi ,geography ,balloon1 fir/ sugge/$1 #afg ,globe-,fi%1 a ,model = ,balloons1 #cgg ,grapple or ,an*or1 #ac ,gums ,copal1 ,s&>ac1 ,ma/ic1 c41 #cbf ,h4 ,heat ( ! ,sun1 greate/1 :ile 9 ! ,c>1 #ei ,height app>5t1 proportion$ to ! b>ometric ,height1 #di - - ( ! ,balloon1 :5 /ation>y1 at ! fir/ ,asc5t1 viz4 #bccb ,y>ds1 #eb1 a4 - - 9 ! ,balloon1 conveys no ,appreh5sion ( fall+1 #aef - - ( pr9cipal ,m\nta9s1 not$1 #aga - - ( a ,m\nta91 se5 at a ,di/ance1 calculat$1 #aga1 a1 a4 - - to :i* ,balloons w probably asc5d1 #bgh - - fix$1 ,me?od ( asc5d+ to any1 #bii - - ( ! ,balloon1 to asc]ta9 by a ,quadrant1 #caj - - prep>atory ,in/rum5ts to obs]ve !1 #cej - - ( ! ,balloon measur$1 #dbe ,heights to measure1 ,d5sities to e/imate1 #bii - - ( ! ,atmosph]e1 :ile !y encrease 9 an ari?metical ,progression1 ! ,d5sities are said to encrease 9 geometrical ,progression3 ! ,mean+ ( su* ,t]ms1 #cja1 a4 ,hemisph]e upp] only1 ( a ,balloon to be inflat$1 #cae ,hoop equatorial1 its ,use1 #afa1 #cae ,horizontal ,motion1 ,signs (1 deceitful1 #ah ,h\rs prop] = ! ,asc5t ( ,balloons ov] ,wat]1 #bed1 #bee1 #bfa ,hygromet] ,horse-,hair1 ! be/ ,k9d1 #bag ,i4 ,illu/ration ( ! ,sc5]y1 #gb ,improvem5t dur+ ! ,process ( ,inflation1 #bd ,improvem5ts h[ to be made 9 ! propulsive ,ma*9]y1 #cai1 #ccj - - 9 ! ,process ( ,inflation by ,acid1 sugge/$1 #cci - - sugge/$ 9 ! ,process by ,/eam1 #dbi ,incorrectness ( ,maps1 #ha ,inflation began at ,x4 o'clock1 ) a small ,balloon1 #h - - ,degree (1 to be limit$1 #bgh1 #cag - - ,process (1 #cci - - by ,means ( ,acid1 ,exp5ce sav$ 9 !1 #cdg - - by ,means ( ,/eam1 ,exp5ce sav$ 9 !1 #dbi ,inflation by ,means ( ,/eam1 ,model & ,mode (1 #dbi - - by ,/eam1 pref]r$ to ! ,process by ,acid1 #dbi ,in=mation d]iv$ f ! ,%ape ( ! ,balloon1 #aei1 #afj ,inv5tory ( ! ,voyage1 #ab ,iris #a/1 r\nd ! ,%ad[ ( ! ,balloon1 #ef - #b;d1 #gc - #c;d1 #acf ,iron bright & fre%1 prop] = inflation1 #dca ,l4 ,l&+1 ,man\vres dur+ !1 #ih - - fir/1 ne> ,frod%am 9 ,*e%ire1 #ajj - - second1 ne> ,w>r+ton 9 ,lanca%ire1 #ahh - - ,precautions to secure a safe1 #big - - 9 w9dy ,wea!r1 ,precautions to secure a safe1 #bih - - improv$ ,mode (1 #cag ,latitudes v>iable1 light ,airs play+ 9 ,eddies1 common 9 !1 #bda ,level ( ! l[e/ ,/ratum ( ,cl\ds 9 fair ,wea!r1 #ic - all ,inequalities ( ,surface r$uc$ to ! same1 #aaa ,light ( a r$ ,col\r1 ,conjectures conc]n+ !1 #bbb ,m4 ,ma*9]y propulsive1 to be us$ 9 ! ,calm1 above ,w9ds1 #cai ,magnitude ( ,objects1 ,laws respect+ !1 #bbd ,man\vres se5 at a great ,di/ance1 #adj ,map consult$1 #agd ,ma/1 a light holl[1 #cae ,me&]s ( ! ,riv] encreas$ to ! ,view1 #ha ,m5suration ( ,heights & ,dep?s by ,b>omet]s1 #cdh ,me?ods to asc]ta9 ! true ,height1 #cej ,me?od1 ! *eape/ to inflate by ,/eam in/ead ( ,acid1 #dbi ,mi/akes to be notic$1 to prev5t ,repetition1 #b ,motion encreas$1 progressive n p]ceiv$1 #afe ,motion ( ,air1 call$ ,reception & ,disp]sion ( ,air1 :at1 #bhj ,m\nta9s1 ,names & ,heights ( pr9cipal1 #aga1 a4 - - _! ,use1 #bfe ,m\? ( ! ,balloon1 clos$1 #ajb ,n4 ,neck ( ! ,balloon1 h[ to place x1 #ca - - fir/ ty$1 #abe - - ris5 ne> eight ,feet upw>ds1 #aai - - an ,attempt to rea* x1 #aba - - held ,air-tight 9 ! ,h&1 #abe ,notes made dur+ ! ,voyage1 #cf ,o4 ,objects dim9i%+ z ! ,balloon arises1 ,description (1 #aji ,objects1 all t]re/rial1 disappe>+1 #afc ,ord] pres]v$ dur+ ! ,inflation1 #bc ,p4 ,p>a%ute or ,umbrella1 #ae - ! ,balloon =m$ a va/1 #ahd ,p]spective new1 #ci1 #bbi ,place :]e ! ,balloon alight$1 #ajj1 #ahg ,po9ts1 ! pla9e/ g5]ally mo/ ess5tial1 frequ5tly ov]look$1 #d1 #cch ,prep>ations = ,asc5t1 #bb ,prospects mo/ beautiful1 at :at ,height1 #ic - bel[ not$1 #abh ,pulley or ,reel1 #ac ,r4 ,ra9 w>m 9 ,w9t]1 acc\nt$ = f ! ,!ory ( ,accumulation1 #bgj ,reception & ,disp]sion ( ,air1 #bhj ,reel or ,pulley1 its ,defects rem$i$1 #da1 a4 ,respiration easy dur+ ! ,excursion1 #aad ,resi/5ce ( ! ,air1 z ! ,squ>e ( ! ,velocity ( ! fall+ ,body1 #ae1 a4 ,ris+1 ,signs (1 #af1 #cj ,riv]s1 no ,appe>ance ( ,wat] 9 !1 #aaj ,rule1 g5]al = measur+ ,heights1 copi$1 #chd ,ru/y ,iron1 improp] = ,inflation1 #cih ,s4 ,sail1 ?ree se5 9 ! ,liv]pool ,*annel1 #ajh - triangul> ,latte51 purposely to ret>d ! ,balloon1 #cae - ,anemmet]1 :at1 #cae - ,weights to be add$ to !1 #caf - ,vane-1 :at1 #cah ,sc5es arial1 describ$4 ,see ,sublime4 ,sea-,breeze discov]$1 #hh - - its ,duration1 #bef - - its ,ext5t1 #beg ,s5sation ( ris+ describ$1 #cj ,s5sations accompany+ ! ,balloon1 #ada1 #aed ,%ad[ ( ! ,balloon trac$ on ! ,cl\ds1 #ef1 #gc1 #acf ,%ad[s1 _! ,l5g?1 at ,noon1 calculat$1 #hd - - - - - at half pa/ ,,iii4 calculat$1 #ajj - - encreas$1 seem$ to raise ! ,objects1 #abg ,%ape ( ! ,balloon alt]$1 #aah ,sign ( ,desc5t1 #aha ,signs to be obs]v$ 9 ! ,managem5t ( ,balloons1 #ad1 #ae1 #ag1 #bj ,situation novel1 peculi> to ! ,balloon1 #bba ,s\nd ( ! ,gass ?r\' ! upp] ,valve1 #acd - 9 ! ,air1 an uncommon1 #afb ,s\nds imm$iately "u ! ,balloon1 _! ,effects1 #age1 a4 ,spirits rais$ by ! ,purity ( ! ,air1 #aee ,spunges ( ,air1 #bdg ,squalls ( ,w9d1 ! ,day prec$+ ! ,asc5t1 #f ,/ation>y1 ! ,balloon1 #cf1 #abb ,/eam1 ,mode ( ,inflation by ,means (1 #dbi ,/orms ( ,collection & ,disp]sion1 #bcb1 #bfc ,sublime & beautiful ,sc5es1 #c1 #ci1 #dg1 #dh1 #di1 #ea1 #ga1 #hd1 #aab ,sun1 :5 hotte/1 #ei ,sympa?y ( ! ,spectators1 #df ,t4 ,table ! #a/4 ,see ,m5suration4 - - = ,expansion ) ,heat1 f #a to #dj ,degrees1 on ,in*es ( ! ,b>omet]1 f #i to #cb ,in*es1 #cfc - ! #bnd1 %ew+ ! ,v>iations ( ! ,b>omet]1 at ea* ,in* & ,t5? ( ! ,quicksilv]1 f #a to #cb ,in*es1 ! ,air be+ at ! freez+ ,po9t1 #cga - ! #c;d1 = easy ,calculations1 f ! #b;d ,table1 #cgc - ! #d?1 %ew+ ! ,expansion ) ,heat1 f #a to #ajj ,degrees1 on any ,numb] ( ,feet 9 ! ,air1 #cha ,ta/es n alt]$1 on ,acc\nt ( ! ,height1 #fe ,!rmomet] w>m] above ?an bel[1 #abf ,!rmomet]s comp>$1 #ab1 c4 ,?und]-,cl\ds describ$1 #eb - - "u ! ,balloon1 #agb ,tide ( ,air 9 ! ,atmosph]e1 #bia ,tides highe/1 #bhh1 #bhi ,"t1 not$1 #g1 #h1 #aa1 #bb1 #bh1 #cf1 #fb1 #fc1 #fh1 #gc1 #gg1 #he1 #ajj1 #aja1 #abd1 #afb1 #agd1 #ahf1 #bjc1 #bjf - ( ,asc5t1 #bh ,"t1 9 :i* ! ,excursion 0 p]=m$1 viz4 two ,h\rs & a ,qu>t]1 #aia - ,noon1 a dang]\s "o1 = ,balloons to pass an ,arm ( ! ,sea1 #bef - ! be/1 po9t$ out1 #bef - ,noon & full ,tide1 improp]3 ,midnight & l[ ,wat]1 prop] ,h\rs = ,asc5t1 ov] ,wat]1 #bhg ,torr5ts ( ,air m$iocanal1 depress+1 #beg1 #beh1 #bei - - - - - accumulat+1 #bfj ,transp>5cy circul>1 ( ,vap\r1 #bbb ,tw9e cut1 le/ x %\ld prove a ,conductor ( ,electricity betwe5 ! ,balloon & ,e>?1 #ajc ,u4 ,useful ,conclusions1 #aei ,utility ( ,balloons1 #ccb1 #ccc ,utility g5]al1 ( ,balloons1 #cch ,v4 ,valve upp]1 emits ! lighte/ ,gass1 #abd - fir/ tri$1 #acc - -,sw+1 or ,umbrella-,p5dulum1 z propulsive ,ma*9]y1 communicates a progressive ,motion to ! ,balloon1 #cai ,vane-,sail1 #cah ,vap\r1 ,obs]vation ( ! r$di%1 #cc - :ite1 beautiful ,effects (1 #ga - - began to be accumulat$ at a c]ta9 ,height1 #hj ,vap\rs1 _! ,transp>5cy1 #bbb ,v>ni%es1 #cbj1 #cbe ,velocity ( ! ,balloon1 #aib ,vessels1 ! f\r & ! ,riv] ,wev] disappe>$1 #aaj ,view circul>1 f ! ,balloon at its greate/ ,elevation1 #ee - ( ! ,balloon ov] ,helsbye-,crag1#gg - ( ! ,cl\ds1 f above !m1 #aga - f ! ,balloon ( ! ,c\ntry betwe5 ,*e/] & ,rixton-,moss1 #aib ,vis ,in]ti1 #gj1 #caf ,w4 ,w>m? ( ! sup]ior ,atmosph]e1 #bge - ( ! ,air above ,pla9s & cultivat$ ,c\ntries1 #bgf - ( ! ,air ov] ! ,sea1 at c]ta9 ,times & ,seasons1 #bgf - desc5d+ f above1 #bhd ,wat] p\r$ d[n1 to obs]ve ! ,effects ( ,air ^u x1 #gd - ,balloon influ5c$ on its ,approa* to1 #gf1 #gh - ,balloon above ! ,influ5ce (1 #aca - ! ,desc5t ( ,balloons ov]1 #bbi - ! ,causes ( _! ,desc5t ov]1 #bcj - ,absorption (1 by ,air1 #bdg - a curi\s ,ph5om5on se5 on its ,surface1 #bdi1 #bej1 b4 - ,means to prev5t ! ,desc5t ( ,balloons ov]1 & )9 its ,influ5ce1 #bid1 #bie ,waves ( ,air1 #ba - ( ! ,sea1 ! ,da%+ (1 he>d2 ! ,sea be+ invisible1 #hj ,wea!r1 ab\t ! ,"t ( ! ,excursion1 #baa ,weigh+ dur+ ! ,inflation avoid$1 h[1 #bd ,weight ( ,provisions & ,articles1 #bd - ( ! ,balloon1 & its ,app>atus1 #be ,w9d he>d bel[1 #hf ,w9ds1 ! ,eknfiai & ,apogay1 :at1 #bda - ! ,directions 9 :i* !y bl[1 #bec1 a4 - ! ,eknfiai productive ( ,cold1 #bec1 a4 - ,l&- & ,sea-1 #bec1 a4 - contr>y1 at diff]5t ,heights1 _! ,use to waft ,balloons to a giv5 ,po9t1 #bfh ,w+s1 _! ,use1 fir/ to ret>d1 second to direct1 #cae ,w9t]-,dress1 prep>atory1 #bf1 #cch - -,prospect f ! ,balloon1 #afi ,,footnotes3 #a 1 1 4 ,hom]'s ,iliad1 ,book #ag1 ,l9e #fdf4 #b ,phil4 ,trans4 ,vol4 ,,lxvii1 = #aggg1 ,"p ,,ii1 ,page #eac1 conta9+ ,sir ,g4 ,%uckburgh's ,rules = ! ,m5suration ( ,heights ) ! ,b>omet]4 ,also ,vol4 ,,lxviii1 = #aggh1 ,"p ,,ii1 ,page #fha3 #c ,& ,page #fhh4 #d ,x 7 to be wi%$ t ! ,divisions ( ! ,!rmomet] by ,f>5heit 7 become g5]al ?r\gh\t ,europe1 9 pref]5ce to ^? by ,reaumur yet reta9$ abroad2 :i* ,divisions ( ,reaumur are n suffici5tly m9ute to m>k ! lea/ s5sible ,*ange 9 ! ,temp]ature1 are subject to frequ5t ,mi/akes1 & ! ,inconv5i5ce ( add+ 9 ! ,notation1 ! ,words above or bel[ ! ,cyph]1 z]o1 or ,po9t ( ,congelation3 besides _! be+ 9 ,conv]sation n easily comp>$ ) ^? ( ,f>5heit2 ea* ,degree ( ! latt] hav+ to t ( ! =m] ne>ly ! ,proportion ( #ah to #aa3 s9ce ,f>5heit f ! freez+ ,po9t upw>ds to boil+ ,wat] has #babcbahj1 & ,reaumur to ! same ,height1 #aaj ,divisions3 ,mr4 ,saussure says z #d to #i2 9 :i* !re is an evid5t ,ov]sight3 see 8 curi\s & philosophic ,inve/igation ( ! ,atmosph]e 9 8,essais fur ,l',hygrometrie40 #dto4 ,a ,neu*atel1 #aghc4 ,frequ5t ,m5tion be+ made ( ! ,!rmomet] graduat$ accord+ to ,f>5heit's ,scale1 9 diff]5t ,p>ts ( ! foll[+ ,acc\nt2 x may n be amiss to %ew ! correspond+ ,po9ts accord+ to ,reaumur1 tak5 f 8,!rmometre univ]sel de ,comp>aison1 extrait du ,j\rnal de ,physique de ,m4 ,l',abb ,rozi]40 ,f>5heit1 ,reaumur4 #ed #ac #d-i?s above ! ,cyph]4 #ee #ad ditto1 ne>ly4 #eg #ae #b-i?s ditto1 ne>ly4 #ei #af #d-i?s ditto1 ne>ly4 #fj #ag #a-i? ditto4 #fe #bj #a-i? ditto1 ne>ly4 #e ,! ,/r5g? ( ! ,rope1 or ,cable1 if its ,l5g? does n exce$ #aj or #ab ,y>ds1 ought to be su* z to support a weight1 great] ?an ! ,weight ( ! ,balloon & x's ,app5dages1 = ! ,resi/ance made by ! ,grapple aga9/ ! ,balloon act$ on by ! ,w9d is imm$iate3 ,! ,rope ought !re=e to be made ( ,indian-,gut1 z mo/ ela/ic1 or ,silk1 z lighte/4 ,b if ! ,rope be half a ,mile1 or a ,mile long2 ! ,resi/ance is gradual3 ! ,balloon desc5d+ = "s ,m9utes2 & hav+ an op5 ,space to move 9 ?r\gh ! ,air3 ! ,rope or ,cable act+ z a ,radius1 & ! ,levity ( ! ,balloon & ,opposition ( ! circumambi5t ,air prev5t+ x f fall+ ) any ,viol5ce4 ,! %ort] ,cable may be us$ at ! ,height ( #aj ,y>ds2 9 aid ( ! long]1 to prev5t x f ris+2 or to moor x1 by w9d+ ! ,reel1 & haul+ d[n ! ,balloon close to ! ,gr\nd4 #f ,! ,resi/ance be+ z ! ,squ>e ( ! ,velocity2 !re=e if ! ,velocity be increas$ #c ,times1 ! ,resi/ance w be z #cci1 i4e4 w be increas$ #i ,times4 #g ,p\nds ,av]dupois4 ,weight ( ! ,aironaut #afj ,provisions & ,articles calculat$ at #bj ,s&-,balla/ prep>$ 9 ,bags #dd ,levity = ,asc5t #aj ------ ,sum total1 #bcd #h ,anci5t ,w>riors among ! ,arabs1 ,spani>ds1 ,romans1 ,gauls1 & ,g]mans1 be+ frequ5tly oblig$ to pass deep ,riv]s1 nev] und]took a ,campaign )\t !m4 ,= ! above ,anecdote1 & _m curi\s ,exp]im5ts on ,air1 see ,sam4 ,reyh]i1 ,diss]tatio de ,are1 t]tium edita4 ,kili4 #afgc4 #i ,equal ,"t ) a ,regulator correct$ by an ,obs]vation4 #aj ,be+ a ,dial-,compass1 ! ,dipp+ ( ! ,ne$le 0 frequ5tly *eck$ by ! ,glass at ! ,top4 ,a ,m>9]'s ,compass is ! be/4 #aa ,sid5ote3 ,! ,defect ( ! ,reel rem$i$ ,! ,loop %\d h be5 furni%$ ) a ,swivel3 or ! ,la? or ,reel %\d h be5 a ,k9d ( ,pulley1 a ,foot 9 ,diamet]1 & two ,in*es wide4 ,! ,hook ( :i* hav+ also a ,swivel might h be5 held 9 ! ,h&3 & ?us ! ,tw9e w\d h run (f 9 a %ort ,"t ) ! greate/ ,read9ess2 ! ,swivel con=m+ to ! circul> ,motion ( ! ,balloon4 #ab ,slate 7accord+ to ,cron/$t7 is ! ,:et/one ( f9e ,p>ticles1 compos$ ( ,glimm]1 ,qu>tz2 &1 9 "s ,species1 ( a m>tial argillace\s ,e>?1 ,see 8,essay on ,m9]alogy0 by ,m5des ,da ,co/a1 ,sect4 #bfd4 #ac ,sid5ote3 ,me?od ( discov]+ ,haze r\nd ! ,sun1 9 bright ,wea!r4 ,to "k :e!r ! ,air is hazy1 ?o' ! ,sun cont9ues %9+4 ,! ,me?od tak5 = t ,purpose 0 by plac+ ! ,h& s z to cov] 8 ,disk or ,body1 & !n obs]ve ! ,glory blaz+ r\nd him2 :i* may1 9 g5]al1 be se5 to issue 9 great ,abundance1 9 ,rays ( a gold5 ,col\r3 occasion$ by a ,haz9ess or ,vap\r :i* p]vades ! l[] ,regions ( ! ,air1 mo/ frequ5tly 9 ! hotte/ & calme/ ,wea!r1 & 9 ! hotte/ ,climates4 ,! ,accumulation ( ^! ,vap\rs1 be=e !y are =m$ into ,cl\ds1 are (t5 s great z to int]cept ! ,sun's ,rays1 or dye !m ! ,col\r ( ,blood3 an ,appe>ance frequ5t 9 ,virg9ia1 & also ?r\gh\t ! torrid ,zone4 ,9 ! ,campania ( ,rome1 = ,in/ance1 ! ,italians h a peculi> ,"n = su* ,k9d ( ,wea!r1 :5 ! ,sun is nei!r visible nor invisible3 ,il ,sole si v$e1 e' non si v$e4 ,by ,degrees ! ,h& is to be remov$ s z j to h a ,glance ( ! ,sun's ,limb4 ,& x frequ5tly happ5s t ! ,air is exce$+ly hazy2 ?o' n a ,cl\d appe>s above ! ,horizon4 #ad ,esse 9 ,imag9ibus qupropt] ,causa videtur ,c]n5di1 neque posse s9e 8 ,res ulla vid]i4 ,lucretius de ,r]um ,natura4 ,l4 #d4 ,v4 #bch4 #ae ,not)/&+ :at has be5 said2 ?is1 to ! great & to ! sordid ,vulg>1 w\d /ill appe> a solit>y1 helpless1 & deplorable ,situation4 ,b su* are n captivat$ ) ! gold5 ,l9es ( ,epictetus1 7,*ap4 #ac4 ,l9e #c4 see ,mrs4 ,c>t]'s ,translation47 8 -- 1 1 1 0 ,nor are !y practically influ5c$ by ! bett] ,words ( a mu* f9] ,writ]3 8,! ,e>? is full10 c4 c4 ,& 8,if ,i take ! ,w+s ( ! ,morn+10 c4 c4 #af ,!re be+1 at fir/1 no ,cl\ds1 z usual1 to occupy ! ,place ( ! l[e/ ,/ratum4 #ag ,x has be5 said t ! app>5t ,height f ! ,balloon to ! ,gr\nd 0 #g ,miles1 viz4 #d to ! ,summit ( ! ,cl\ds1 & #c bel[3 & ! b>ometric ,height 0 ab\t a ,mile & half1 viz4 #bccb ,y>ds1 a ,calculation ( :i* w be giv54 ,if !n we divide t ,height or ,di/ance into #b su* ,p>ts1 t ! great] %all be to ! less z #d to #c2 we obta9 ! ,l5g? ( ea* ,"p2 i4e4 ! b>ometric ,height f ! ,balloon to ! ,summit ( ! ,cl\ds1 & !nce to ! ,e>?2 :i* is done ?us3 ,suppose ! :ole ,di/ance to be any ,l9e1 z ,a4 ,b4 to be divid$ 9 ,c4 ,!n1 z #g is ! :ole ,l9e1 & #d ! great] ,"p2 say1 z ! :ole #g is to ! great] ,"p #d1 s is ! :ole ,di/ance to a f\r? ,t]m proportional1 :i* w be equal to ! great] ,di/ance s\ght3 ,:ole ,di/ance 9 ,y>ds4 ,great] ,di/ance 9 ,y>ds4 ,?us #g1 3 #d 33 #bccb 3 #accb ,ans4 #d ---------- #g 7 #icbh #bccb ! :ole4 #accb #accb be+ ! great] ,di/ance f\nd2 take ! great] f ! :ole1 & !n w rema9 ! less] ,di/ance want$1 viz4 #iii3 ! #accb ! great] ,di/ance1 & #iii ! less] ,di/ance3 & add+ ! ,fractions #a to ! #iii2 we h #accb ,y>ds = ! great] ,di/ance1 or ,height ( ! ,balloon above ! ,summit ( ! sup]ior ,cl\ds3 & #ajjj ,y>ds = ! less ,di/ance1 or ,height f ! ,e>? to ! ,summit ( ! sup]ior ,cl\ds4 ,note4 ,! ,l9e ,a4 ,b4 "h select$ is ! fam\s ,measure ( 7half7 a ma!matical ,rh9l& & ,roman ,foot1 accord+ to ,snellius4 7,see ,geographia ,g5]alis ( ,v>5ius1 publi%$ by ,newton4 ,lib4 #a4 ,cap4 #b4 ,de v>iis ,m5suris47 #ah ,,problem4 ,to f9d ! circul> ,b\nd>y ( ! cele/ial ,prospect ov] ! ,tops ( ! sup]ior ,cl\ds1 f ! ,balloon at ! ,height ( ne> a ,mile & half above ! ,surface ( ! ,e>?1 viz4 #bccb ,y>ds4 ,! ,height f ! ,e>? to ! upp] ,surface or ,floor ( ,cl\ds be+ #ajjj ,y>ds2 & ! ,height above ! ,floor to ! ,balloon be+ #accb ,y>ds4 ,on ! ,curvature ( ! ,e>? & ,cl\ds1 & ,elevation ( ! ,eye above _! circul> ,horizon4 ,rule4 ,to ! ,e>?'s ,diamet]1 equal to #gidj geographical ,miles1 add ! ,height ( ! ,eye above its ,surface3 multiply ! ,sum by t ,height3 !n ! squ>e ,root ( ! ,product gives ! ,di/ance at :i* an ,object on ! ,surface ( ! ,e>? c be se5 by an ,eye s elevat$4 ,note ! ,diamet] ( ! ,e>?1 9 ,feet1 is #dagihaag1 accord+ to ,newton4 7,see ,practical ,navigator1 by ,j4 ,moore1 #g? ,ed4 ,page #bea47 ,,fir/4 ,d\ble #ajjj ,y>ds1 ! ,height f ! ,e>? to ! ,cl\ds = an ,addition to ! ,diamet] ( ! ,e>?1 ^: ,surface is n[ consid]$1 z ext5d$ to ! conc5tric ,floor ( ,cl\d4 #ajjj #ajjj -------- #bjjj ,,second4 #acicbgjb77 ,diamet] ( ! ,e>? 9 ,y>ds4 #bjjj ,addition to ! ,diamet]4 ---------------- #acicdgjb ,sum1 to :i* add #accb ! ,height ( ! ,eye or ( ! ---------------- ,balloon above ! ,floor ( ,cl\d4 #acicfjcd ,sum1 :i* multiply into #accb ! ,height ( ! ,eye above ! ---------------- ,floor4 #bghgbjfh #dahjhajb #dahjhajb #acicfjcd ,extract ! ---------------------- ,squ>e 4 4 4 4 4 #agfj7 ,y>ds 9 a ,mile4 ,root #ahefbgigbhh 7#acfbde 7#gg ,miles4 #a #abcbj ---- -------------- #bc7 #he #acjde #fi #abcbj ------ -------------- #bff7 #affb ,y>ds #ddj7 #gbe 7#a ,qu>t] ( a ,mile4 #aeif #ddj -------- ------ #bgbb7 #ffgi #bhe ,y>ds4 #eddd ---------- ,ans4 #gg ,miles1 #a ,qu4 #bhe ,y>ds4 #bgbdd7 #abcegb #ajhigf ------------ #bgbdhe7 #adeifhh #acfbdbe -------------- #igbfc ,sid5ote3 ,circul> ,b\nd>y ( ! t]re/rial ,prospect f ! ,balloon on a cle> ,day4 ,,problem4 ,to f9d ! circul> ,b\nd>y ( ! t]re/rial ,prospect1 on a cle> ,day1 f ! ,balloon at ! ,height ( ne> a ,mile & half1 viz4 #bccb ,y>ds3 ! ,e>?'s ,diamet] be+ equal to #acicbgje ,y>ds1 add #bccb ! ,height ( ! ,eye or ---------------- ,balloon4 #acicejcg ! ,sum1 multiply into #bccb ! ,height ( ! ,eye1 c4 ---------------- #bghgjjgd #dahjeaaa #dahjeaaa #bghgjjgd ---------------------- ,extract ! 4 4 4 4 4 #agfj7 ,y>ds 9 a ,mile4 squ>e ,root #cbdifejfbhd 7#ahjbfg 7#ajb1 #a #agfj say #ajb ,miles1 ,ans4 ---- -------- #bh7 #bbd #dbfg #bbd #cebj ------ -------- #cfjb7 #ifej #gdg ,y>ds1 ,rema9d]4 #gbjd -------- #cfjdf7 #bddffb #bafbgf ------------ #cfjebg7 #bhchfhd #bebcfhi -------------- #cadiie ,rema9d]4 #ai ,see 8 8,m9ute ,philosoph]40 #bj ,ulla 9 8 voyage to ,s\?-,am]ica relates1 t 9 pass+ ov] ! ,des]ts1 rides are frequ5tly se5 by ,travell]s r\nd _! own ,heads z ! ,c5t] ( ! ,iris2 & visible only to !mselves4 ,b :at ,analogy ! ,balloon ,iris be>s to !m1 ,"t & future ,exp]im5ts may discov]4 ,see 8 8,voyage to ,s\? ,am]ica1 ,vol4 #a4 ,pa4 #ddb40 #ba ,z ,s\nd travels #aadb ,feet 9 a ,second1 x mu/ h mov$ 9 #cj ,seconds -------- ,feet 9 a ,y>d #c 7#cdbfj ,feet ,y>ds 9 a ,mile #agfj 7#aadbj7 #f ,miles #ajefj ---------- ,y>ds 9 a ,qu>t] ( a ,mile #ddj7hfj7 #a ,qu>t] #ddj ---------- ,answ] #f ,miles1 #a ,qu>t]1 & #dbj ,y>ds4 #bb ,equal to #bjhe ,y>ds2 or #a ,mile1 #cbe ,y>ds4 #bc ,long's ,a/ronomy4 ,pages #bbg1 #bbi4 #bd ,also call$ ! ,hor%am ,/one1 f a ,place s nam$1 9 ,surrey1 :]e great ,quantities are f\nd4 #be ,,problem4 ,to f9d ! ,l5g? ( ! ,%ad[ f a ,p]son ( middle ,/ature1 7five ,feet & a half ,high7 viz4 at ,,xii o',clock1 on ! #h? ,day ( ,septemb]1 #aghe1 at ,*e/]1 ^: ,nor? ,latitude is #ec #ab2 7& #c #aa ,we/ ,longitude f ,london47 ,,fir/1 ,to f9d ! ,sun's ,altitude at ,,xii4 ,f #ij4 #jj ,subtract ,! ,latitude #ec4 #ab -------------- ,! ,rema94 #cf4 #dh is ! ,complem5t ( ,latitude1 to :i* add 7f ! ,tables7 ,sun's ,n4 ,decl4 #e4 #bi -------------- ,! ,rema94 #db4 #ag is ! ,sun's ,altitude 7viz4 at ,,xii47 ,,second1 ,= ! ,%ad[ say1 ,z ! ,s9e ( ! ,sun's ,altitude #db #ag ,to ! ,p]son's ,height1 viz4 #ff ,in*es1 ,s is ! ,co-,s9e ( ! ,sun's ,altitude1 ,to ! ,l5g? ( ! ,%ad[4 ,= ! ,s9e ( ! ,sun's ,altitude #db #ag 9 ! ,table ( artificial ,s9es1 is ! ,log>i?m #i4hbghh1 :i*1 subtract$ f ! ari?metic ,complem5t1 viz4 #i4iiiii 7suppos+ ! la/ ,figure a #aj7 becomes1 4#agbab ,!n = ! ,p]son's ,height1 viz4 #ff ,in*es3 9 ! ,table ( ,log>i?ms is ! correspond+ ,numb]1 #a4habed ,& = ! ,co-,s9e 7_h by subtract+ ! ,altitude #db4ag f #ij4jj7 viz4 #dg4dc3 among ! artificial ,s9es is ! ,log>i?m1 #i4hfiac ---------------- ,! above ,sums add$1 are #aa4hfjgi :i* log>i?mic ,numb] 7d$uct+ ! ,initial #a z useless7 viz4 #a4hfjgi1 9 ! ,table ( ,log>i?ms1 corresponds to #gb4eg1 equal to #gb ,in*es1 = ! ,l5g? ( ! ,%ad[ at ,,xii4 ,r$uc+ !n ! ,numb]s #ff & #gb1 to ! l[e/ ,d5om9ation1 ?us #f7 ! ,proportion :i* ! ,l5g? ( ! ,%ad[ be>s to ! ,height ( ! ,object is !reby obta9$3 t is #bf ,if ! ,l5g? ( ! ,%ad[ be divid$ into #ab ,p>ts1 ! ,height ( ! ,object w\ld be #aa ( ^? ,p>ts4 ,see ,moore's ,practical ,navigator4 ,see ,page #ih #cd4 ,,problem4 ,an easy ,way to f9d ! ,proportion :i* ! ,l5g? ( ! ,%ad[ be>s to ! ,height ( an ,object is1 ,,at ,,any ,,"t ,,:5 ,,! ,,sun ,,%9es1 to fix a ,plummet ,l9e & frame upright 9 ! ,gr\nd2 measure ! ,l5g? ( its ,%ad[1 & comp>e x ) ! ,height ( ! frame4 #bg ,equal to #c ,qu>t]s ( a ,mile & #aba ,y>ds4 #bh i4e4 ,:5 ! ,b>omet] bel[ is at #cj ,in*es1 & ,!rmomet] bel[ at #fj viz4 ab\t #ajjj ,y>ds high 9 f9e ,wea!r1 & #ejj 9 *angeable4 #bi ,be+ #ajhc ,y>ds1 i4e4 half a ,mile1 & #bjc ,y>ds4 #cj ,x 0 ,high ,wat] at ,*e/] & ,frod%am-,bridge1 at #ch ,m9utes pa/ ,i4 #ca ,articles p>t$ )1 to *eck ! fir/ ,desc5t at ,bellair1 ne> ,frod%am3 & to asc5d ! second ,"t4 ,to *eck ! fir/ ,desc5t4 ,p\nds4 ,ounces4 ,balla/1 at twice3 #bd #j ,to cle> ,trees & ,h$ges1 & re-asc5d3 ,b>omet] & ,frame1 #j #ab ,basket ) ,tunn+ ,di% & ,bottles 7except ! ,flask ) ,br&y & ,wat]7 #d #aj ,half ,mile ( ,tw9e on ! ,reel #a #j ,speak+ ,trumpet #j #h ,wooll5 ,gloves #j #a -------------- #ca #j #bd #j -------------- ,rema9s = ,re-asc5t #g #j #cb ,! ,sun's ,azimu? f ! ,nor? ,po9t ,we/w>d1 be+ #aah4bf3 its ,supplem5t to #ahj is #fa4cd ,s\? we/]ly3 i4e4 ,s\? ,we/ by ,we/1 half ,we/ ne>ly4 #cc ,! ,l5g? ( ! ,%ad[s be+ m ?an d\ble ! ,height ( ! ,objects3 see #cd4 #cd ,to f9d ! ,l5g? ( ! ,%ad[ at half pa/ ,,iii4 7,see ,section #hd1 ,note a47 ,lat4 ( ,*e/]1 #ec #ab ,giv5 ,sun's ,dec4 #e #bi ,to f9d ,sun's ,alt4 ,h\r ,,iii1 #cj,m4 #eb #cj ,?is is ! ,case ( an oblique sph]ic ,triangle1 :]e9 are two ,sides & "o ,angle betwe5 !m giv51 to f9d ! ,sun's ,azimu?1 & ! ,sun's ,co-,alt4 ,side #hd4 #ca ,sum ( ,sides #aba4 #ai ,side #cf4 #dh ,diff4 ( ,sides #dg4 #dc 7#c ,h\r7 ,angle conta9$ #eb4 #cj ,half ditto #bf4 #ae #fc4 #de ,half ,sum ( ,sides #fj4 #ci ,co4 #bi4 #bb ,half ,diff]5ce ditto #bc4 #ea #ff4 #i ,,! ,,fir/ ,,prep>ative ,,proportion4 ,z ,s9e ( ,sum ( ,sides #fj4 #ci #j4jeiff ,co-,ar4 ,to ,s9e ( ,diff]5ce ( ,sides #bc4 #ea #i4fjfge ,s ,co-,tang5t conta9$ ,angle #fc4 #de #aj4cjgjc ------------ ---------------- ,to ,t4 ( ,diff4 ( ! o!r two ,angles #dc4 #ae #i4igcdd ,,second ,,prep>ative ,,proportion4 ,z ,co-,s9e ,sum ( ,sides #bi4 #ba #j4cjifh ,co-,ar4 ,to ,co-,s9e ,diff4 #ff4 #i #i4ifabc ,s ,co-,tang5t conta9$ ,angle #fc4 #de #aj4cjgjc ---------------- ,to ,t4 ,sum ( o!r ,angles #ge4 #aa #aj4eggid ,half ,diff4 be=e f\nd #dc4 #ae ------------ ,sum1 is great] ,angle #aah4 #bf ,sun's ,azim4 ,diff4 is less] ,angle #ca4 #ef ,s's "r ,asc4 ,!n by fir/ ,axiom 9 ,trigonometry1 to "k ! ,sun's ,altitude say1 ,z ,s9e ,sun's "r ,asc4 #ca4 #ef #j4bgfei ,to ,s9e ,co-,lat4 #cf4 #dh #i4gggdd ,s ,s9e ( ! conta9$ ,angle #eb4 #cj #i4hiidg -------------- ,to ,co-,s9e ( ! ,sun's ,alt4 #fc4 #eg #i4iecej f #ij4 ------------ ,sun's ,alt4 #bf4 #c ,hav+ ,sun's ,alt4 to f9d ! ,%ad[1 ,z ,s9e ,sun's ,alt4 #bf4 #c #j4cegch ,co-,ar4 ,to ,p]son's ,height1 #ff ,in*es1 #a4haied ,s ,co-,s9e ( ! ,sun's ,alt4 #fc4 #eg #i4iecej -------- ,to ,l5g? ( ,%ad[1 #ace ,in*es1 #b4acjdb ,!n #f7 - - or 1 i4e4 z #bb to #de3 suppos+ ! ,l5g? ( ! ,%ad[ divid$ into #de ,p>ts2 ! ,height ( ! ,object w\d be #bb ( ^? ,p>ts2 or n q half ! ,l5g? ( ! ,%ad[1 at half pa/ ,,iii4 ,see ,section #hd1 ,note #bf4 #ce ,see 8,prie/ley on ,electricity40 #cf 4 #cg ,sid5ote3 ,an ,acc\nt ( ! ,brea? be+ visible at ,sea1 :5 ! ,!rmomet] 0 at #fa4 ,! ,brea? is said to become visible at ,sea or ,l& at any ,temp]ature ( ! ,!rmomet] n exce$+ #fj3 ?o'1 9 ,latitude #da1 & ,we/w>d ( ! ,azores ,isl&s1 be+ 9 ,sight ( ! ,peak ( /4 george1 7:i* probably equals1 if n exce$s1 ! ,height ( ,t5]iffe7 ! ,obs]v] has se5 8 own ,brea?1 & t ( ! ,sailors on ,deck1 :5 ! ,!rmomet] 9 ! ,%ade 0 at #fa3 ! ,air 79 ,janu>y7 be+ !n rem>kably damp4 #ch ,?is ,ass]tion may seem to contradict :at 0 said 9 ,section #dd3 ,:5--8e ,?+1 t c\d be se5 at all1 0 se5 di/9ct30 b x only proves t ! ,balloon _h atta9$ a great] ,altitude dur+ ! ,re-asc5t1 & t ! %ad[s 7 mu* l5g!n$1 z ! ,ev5+ advanc$4 #ci ,angelica ,kauffman4 #dj ,x consi/s ( a ,frame1 made by plac+ two /rong ,po/s1 moveable at ,pleasure1 ea* n9e or t5 ,feet high1 upright 9 ! ,gr\nd1 at ! ,di/ance ( two ,y>ds3 ! ,po/s be+ well secur$ by broad ,p$e/als1 to keep !m firm3 a /rong horizontal ,iron ,axis goes ?r\' ! ,top ( ! ,po/s2 & ?r\' ! ,c5t]s ( f\r ,arms or ,lev]s at _! ,junction4 ,betwe5 ! f\r correspond+ ,ends ( ea* two ,arms1 7:i* ,arms are also /r5g!n$ by ,beams f "o to ! o!r71 are fix$ f\r ,seats or ,boxes1 well secur$1 ea* hold+ ?ree or f\r ,p]sons1 & mov+ on ,iron ,pivots1 ne> ! ,top ( ! ,boxes1 s z always to pres]ve ! v]tical ,equilibrium4 #da ,sid5ote3 ,recomm5d$ to ,invalids4 ,:y n recomm5d ! ,use ( t ,ma*9e to ,invalids8 :o w\d f9d ,refre%m5t 9 ! op5 ,air3 z its ,rotation communicates a g5tle ,motion to ! ,sy/em1#db )\t ! lea/ ,fatigue2 r encreas+ ! ,animal ,spirits4 #db ,p>ticul>ly ! ,/oma* & ,diaphragm4 ,see 8,b]doe's ,enquiry40 #dc ,talis ,ar qualis ,spiritus4 ,see 8,heal?'s ,improvem5t10 by ,dr4 ,m(fet1 ,*apt] #c1 ,( ,air1 ,page #gi4 #dd ,or ,solid ( lea/ resi/ance1 see ,*amb]s's ,diction>y1 ) ! ,supplem5t4 #de ,x w be f\nd1 t1 on comp>+ ! two ,calculations 9 ,section #eb1 ,note 7a71 correct$2 ! circul> ,di/ance f ! ,eye1 above ! ,cl\ds1 0 #ajb ,miles1 #a ,qu>t]1 #cbj ,y>ds3 :ile t above ! ,e>?1 se5 f ! same elevat$ ,situation1 7suppos+ ! ,day to h be5 cle> = su* a ,view17 0 #ajb ,miles1 #a ,qu>t]1 #cjg ,y>ds3 ^: ,diff]5ce is only #ac ,y>ds3 t is1 ! ,di/ance above ! ,cl\ds to ! nebul\s ,horizon1 0 r m ext5sive1 ?an t above ! ,e>? to ! t]re/rial ,horizon4 ,x may n1 to "s ,read]s1 be deem$ ei!r un5t]ta9+1 or =eign to ! ,subject2 if ! ,di/ance ( ! ,prospect f ! ,balloon at its greate/ b>ometric ,altitude1 viz4 #bccb ,y>ds1 or a ,mile & ,half )9 #cc ,y>ds1 be comp>$ ) ! ,di/ance :i* may be se5 f ! ,summit ( ! pr9cipal ,m\nta9s 9 diff]5t ,p>ts ( ! ,globe4 #a4 ,cotopzy1 a ,m\nta9 9 ! ,prov9ce ( ,quito1 9 ,am]ica1 & "u ! equ9octial ,l9e1 is said by ,ulla 7,vol4 #a4 ,page #dbb7 to be #cabf ,toizes or ,fa?om1 i4e4 #fbeb ,y>ds1 or #c ,miles & a ,half & #ib ,y>ds 9 ,height4 #b4 ,:ite ,m\nta91 call$ by ! ,fr5* ,m\nt ,blanc1 ne> ,g5eva1 is consid]$ by ,sir ,g4 ,%uckburgh 7,phil4 ,trans4 ,vol4 #fg1 ,"p #b;d1 ,page #eih1 = ! ,ye> #aggg7 z ! highe/ ,l& 9 ,europe1 ,asia1 or ,africa 7kn[n to ,europeans7 & calculat$ by him at #ebbj ,y>ds1 or #c ,miles )9 #fj ,y>ds above ! ,level ( ! ,m$it]ranean ,sea4 ,mons4 ,b\rit j return$ f 8 la/ ,t\r1 see 8 8,description de ,glaci]es0 9 #aggc1 makes ! ,:ite ,m\nta9 b #eajb ,y>ds 9 ,height1 7:i* is #cj ,y>ds l[] ?an ,t5]iffe7 includ+ ! #daj ,y>ds = ! ,level ( ! ,lake ( ,g5eva above ! ,m$it]ranean4 #c4 ,! ,peak ( ,t5]iffe 9 ! ,can>y ,isl&s1 :i*1 9 approa*+ t[>ds x1 ,au?ors agree1 may be se5 at ! ,di/ance ( #abj ,miles at ,sea1 if ! ,wea!r is cle>2 7,mod]n ,hi/ory1 ,vol4 #ad?1 ,page #dea27 &1 9 return+ f x1 is discov]able at ! ,di/ance ( #aej ,miles1 accord+ to ,glas's ,hi/ory ( ! ,can>ies 7,page #bcd72--;has be5 e/imat$ by ,dr4 ,heb]d5 9 ,madeira 7,guide to ! ,lakes1 ,page #ahg7 at #eacb ,y>ds1 or #c ,miles )9 #adh ,y>ds4 ,glas rem>ks f>!r1 t 9 sail+ f ,t5]iffe1 ! ,peak1 at ! ,di/ance ( #aej ,miles is v little d>k] ?an ! azure ,sky1 on ,acc\nt ( ! great ,quantity ( ,vap\r int]cept$ betwe5 ! ,eye & ! ,m\nta93 & n because x ceas$ to be an ,object too small = ! ,sight2 or 0 9 ,fact1 bel[ ! ,horizon1 & only rais$ by ,refraction ( ! ,vap\r4 ,) ,respect to ! ,peak ( ,/4 ,george1 situat$ 9 ! ,isl& call$ ,pico1 "o ( ! ,azres2 ! ,writ] ( ?is ,acc\nt ass]ts1 f ! ,m\? ( an able & exp]i5c$ ,(fic] 9 8 ,maje/y's ,navy1 :o1 dur+ ! la/ ,w>1 cruiz$ "s ,weeks (f ^? ,isl&s2 t ! latt] has frequ5tly obs]v$ ! ,peak1 at ! ,di/ance ( #abj ,miles1 & c\d !n di/+ui% a ?ird ,"p ( its ,height d[n ! ,m\nta94 ,section #abf1 ,note 7a71 see also #df bel[4 #d4 ,etna is #chgg ,y>ds above ! ,m$it]ranean3 7accord+ to ,brydone's ,t\r ?r\' ,sicily & ,malta1 ,vol4 #a4 ,page #baa7 or #b ,miles & #ceg ,y>ds4 #e4 ,blue ,ridge1 ! highe/ ,m\nta9 9 ! ,isl& ( ,jamaica1 is1 accord+ to ,dr4 ,cl>k1 :o measur$ x 9 ,novemb] la/1 #cjhj ,y>ds1 or #a ,mile & ?ree ,qu>t]s1 above ! ,level ( ! ,ocean4 ,! di/ance to be se5 is consid]$ z t]m9at+ ! ,radius ( a ,circle1 ^: ,c5t] is ! eye ( ! ,obs]v]1 on ea* ,m\nta94 ,height ( ! ,m\nta9s4 di/ance to be se5 f !m 9 ,miles4 ,cotopzy #c ,miles & a ,half & #ib ,y>ds1 7= ! ,process1 #afg & #dje see ,section #eb1 ,note 7a774 ,y>ds4 ,:ite ,m\nta9 #c ,miles )9 #aec & #ac #fj ,y>ds4 ,y>ds4 ,peak ( ,t5]iffe #c ,miles )9 #aeb )9 #gb #adh ,y>ds4 ,y>ds4 ,m\nt ,etna #b ,miles & #ceg #acb & #abg ,y>ds4 ,y>ds4 ,blue ,ridge #a ,mile & #c ,qu>t]s4 #aag & #cj ,y>ds4 ,balloon #a ,mile & half )9 #ajb & #cjg #cc ,y>ds4 ,y>ds4 ,z x is well kn[n t ,objects ( ! greate/ ,magnitude appe> b z blue air at ev5 a less ,di/ance ?an #ajj ,miles2 to :i* add ! ,difficulty ( ,j\rnies1 & ,asc5t to ! ,summit ( ^! a/oni%+ ,m\nds ( ,e>?2 & all ?is = ! ,sake1 n ( a complete d[n prospect1 subject to a p]petual ,v>iety1 b m]ely an imp]fect ,side-,view3 ! pleasure & ease ( atta9+ /ill m /up5d\s ,heights at any ,place & ,"t1 by ,means ( ! balloon1 are /rik+ly 9 ,favor ( t ,inv5tion4 ,&1 not)/&+ ! confess$ ,m]it ( ,dr4 ,black's ,project ) ! ,f>cim9lis ( a ,calf1 & ,mr4 ,cavallo's ,soap ,bubbles ) inflammable ,air2 7see 8 ,hi/ory ( ,a]o/ation1 ,page #cd27 if ! ,emp]or _h be5 alive :o (f]$ a ,rew>d = ! ,inv5tion ( a ,,new ,,pleasure2 ! fir/ ,prize _h be5 due to ! ,bro!rs ,montgolfi]1 & a second to ! ,bro!rs ,rob]ts4 #df ,z !re=e x may be suppos$ t ! ,peak ( ,/4 ,george1 9 rec$+ f x1 w\d vani% at ! ,di/ance ( #aej ,miles2 its ,height may easily be asc]ta9$ geometrically ?us3 ,illu/ration ,see ! ,figure annex$4 ,let ,m be ! ,summit ( ! ,m\nta93 & let ! ,l9e ,m ,t drawn to ! ,circumf]5ce ( ! ,circle at ,t1 be ! evanesc5t ,di/ance ( ! ,m\nta9 9 ! ,horizon1 viz4 #aej ,miles4 ,jo9 ,t ,c1 viz4 a ,l9e drawn f ! ,tang5t to ! ,c5t] ( ! ,circle1 :i* ,l9e w !re=e repres5t ! ,semidiamet] ( ! ,e>?1 viz4 #cieh ,miles1 accord+ to ,newton4 ,draw a ,l9e f ,c to ,m1 :i* w pass ?r\' "s ,po9t ( ! ,circumf]5ce z ,h1 ! ,base ( ! ,m\nta94 ,!n1 9 ! ,triangle ,m ,t ,c1 z ! ,angle at ,t is a "r ,angle 7,euclid's ,elem5ts1 ,book #c1 ,proposition #ah27 & ! ,sides ,m ,t1 & ,t ,c1 conta9+ ! "r ,angle1 are kn[n2 ! ?ird ,side ,c ,m is readily f\nd3 7be+ a ,coroll>y to ! #dg? ,prop4 #a/ ,book ,euclid37 viz4 hav+ ! two ,sides ( a "r ,angle ,triangle giv5 to f9d ! ?ird4 ,!re=e ,,rule4 ,multiply ! ,sides conta9+ ! "r ,angle1 ea* into itself3 viz4 #aej & #cieh3 add ! ,products into "o ,sum3 f :i* extract ! squ>e ,root2 equal to ! ,l5g? 9 ,miles1 ( ! ?ird ,side requir$4 ,f ! ?ird ,side1 subtract t ,"p1 viz4 ,c ,h1 :i* is equal to ! ,semidiamet] ,t ,c already f\nd3 & ! ,rema9d] ,h ,m is ! ,height ( ! ,m\nta94 ,?us3 #aej ,miles4 #cieh ,miles 9 ! ,semidiamet] ( #aej #cieh ! ,e>?4 ------ -------- #gejj #caffd #ae #aigij ---------- #cefbb #bbejj #aahgd ,squ>e ( ! ---------------- greate/ visible #aeffegfd ,squ>e ( ! ,semidiamet] ,di/ance4 add #bbejj ( ! ,e>?4 ---------------- ,extract ! sq4 ,root1 #aefhhbfd 7 #cifj4hd ,squ>e ,root4 #i #cieh subtract4 ---- -------- #fi7 #ffh ,rem4 #b4hd ,answ] 9 ,miles4 #fba ------ #ghf7 #dgh4b #dga #f ---------- #gibjh7 #fffd4jj cont9u$ to #b ,decimals4 #fccf #fd -------------- #gibafd7 #cbgcf4jj ditto4 #cafhf #ef ---------------- #ajdidd ,to f9d ! 4#hd ,"p ( a ,mile2 multiply #agfj ,y>ds 9 a ,mile1 ,decimal ,p>ts ( a ,mile to be r$uc$ 4#hd into ,y>ds4 -------- #gjdj #adjhj ------------ #agfj7adgh4dj7j ,subtract #adgh -------- #bhb ,answ]3 ! ,height ( ! ,m\nta9 is #b ,miles #bhb ,y>ds4 #dg ,rays fl[+ f ! ,sun seem to be r$ orange or yell[1 accord+ to ! ,quantity ( ,vap\rs float+ 9 ! ,atmosph]e1 :i* absorbs ! mo/ refrangible ones3 & ! few] ! ,vap\rs ! m does ! ,sun's ,light approa* to a p]fect & int5se :ite1 accord+ to ! ,doctr9e ( ,newton3 :i* seems to receive ,confirmation f ! ,purity ( ! ,sol> ,light1 :5 se5 above ,cl\ds & ,vap\rs1 9 ! ,balloon3 :]e ! ,sun %9es n s mu* ) a gold5 z ) a sp>kl+ silv] ,light4 #dh ,s\nds imm$iately "u ! ,balloon1 seem$1 z if orig9at$ ne> ! ,e>1 & l\d] ?an !y w\ld h be5 he>d1 at ! ,di/ance ( "s ,y>ds only1 :5 on a ,level ) !mselves3 augm5t+ r ?an decreas+1 dur+ ! ,asc5t ( ! ,balloon1 till x arriv$ to a ,height indicat$ by ! ,b>omet] at #bg ,in*es4 ,pres5tly aft]w>ds1 ! ,balloon /ill ris+2 ! ,s\nds di$ away3 mu* soon] inde$ ?an 0 expect$4 ,! l 0 obs]v$ 9 desc5d+ f a ,/ate ( p]fect ,tranquillity & ,sil5ce3 ,s\nds f bel[1 :5 ab\t ! same ,height1 sudd5ly ru%+ on ! ,e>4 ,x mu/ be consid]$ t by ?is ,"t1 ! %ad[s 7 mu* encreas$2 ?o' at half pa/ ,,ii1 !y 7 m ?an d\ble 9 ,l5g? to ! ,height ( ea* ,object4 ,! ,trees w\d !re=e spread a %ade across ! ,road4 ,! tops ( ! ,h\ses likewise1 be+ ,"p ( !m 9 ! ,%ade2 & ei!r ?at*$ ) ,/raw1 or cov]$ ) ,slates ( a dusky ,hue2 w\d prev5t _! ?r[+ (f any /rik+ ,col\r4 ,possibly ! ,encrease ( ,%ade alone1 might give ! ,face ( ! ,c\ntry bel[1 a d>k-gre5 ,ca/4 ,x is c]ta9 t ! ,height ( ! ,balloon mu/ h be5 v great1 to prev5t ! ,sight ( public & ,turnpike-,roads1 above :i* x frequ5tly pass$1 & :i* _h be5 pla9ly se5 be=e ! ,re-asc5t4 ,= suppose ! ,road b #e ,y>ds wide1 :i* is less ?an ! ,tru?2 if x be all[$ t an ,object may be di/+ui%$ by a %>p-sight$ ,p]son1 :5 its ,di/ance f ! ,eye does n exce$ #eaef ,times ! ,diamet] ( ! ,object2 i4e4 :5 ! ,object does n subt5d a less ,angle at ! ,eye ?an #cj ,seconds ( a ,circle1 7,smi?'s ,optics1 ,article #ig7 :i* is ! smalle/ visible ,po9t1 & equal to ! #hjjj? ,"p ( an ,in* on ! ,ret9a2--by multiply+ #e ,y>ds1 viz4 ! ,diamet] ( ! public ,road1 into #eaef 7or1 9 r\nd ,numb]s1 into #ejjj7 ,times its ,di/ance f ! ,eye 9 ! ,balloon2 ! ,product is #bejjj ,y>ds3 :i* ,product be+ divid$ by #agfj1 ! ,numb] ( ,y>ds 9 a ,mile1 am\nts to #ad ,miles1 & #cfj ,y>ds4 ,suppos+ f>!r1 t a common ,eye c only see an ,object at half t ,di/ance2 ! ,height w\d !n be #g ,miles4 ,! ,improbability1 !re=e1 7on ,acc\nt ( ! ,w>m? ( ! ,air at t ,height1 viz4 #fj27 ( hav+ so>$ to s great an ,altitude1 seems to po9t out1 t ! %ad[s mu/ h contribut$ a pr9cipal ,%>e1 9 prev5t+ a ,sight ( ! public & ,turnpike ,roads4 #di ,! magnitude ( an ,object decreases1 z ! squ>es ( its ,di/ance f ! ,eye increase4 ,at :atev] ,di/ance1 = ,example1 ! ,eye c see any ,object cle>ly2 z at ! ,di/ance ( a ,foot1 or a ,y>d1 if ! ,object be remov$ to twice t ,di/ance2 x w appe> #d ,times small] ?an x did be=e3 #b multipli$ into #b1 equals #d1 :i* is ! ,squ>e ( #b3 9 ! same ,mann]1 if ! ,object be remov$ to ?rice ! ,di/ance f ! ,eye1 x w appe> #i ,times z small1 z at ! fir/ ,di/ance3 = #c into #c gives #i1 ! ,squ>e ( #c3 & s ( any f>!r ,di/ance4 #ej ,see 8,b]keley's ,new ,!ory ( ,vision1 ,section #fg40 #ea ,dr4 ,smi? hav+ ,rec\rse to int]v5+ ,objects2 ! ,writ] _c ass5t to ! ,validity ( 8 ,argum5t1 illu/rat$ by a well-kn[n ,figure1 to solve ! ,appe>ance ( ! horizontal ,moon4 ,see 8,prie/ley's ,hi/ory ( ,light & ,col\rs1 ,page #gab40 #eb ,phil4 ,trans4 = #aghe1 ,"p #a1 ,page #bhg4 #ec ,cavallo's ,treatise on ,air1 ,page #egf4 ,vitriolic ,acid ,air1 ,alkal9e ,air1 & o!r ela/ic ,fluids1 are in/antly absorb$ by ,wat]2 7,page #fgc47 ,inflammable ,air1 & fix$ ,air1 are likewise absorb$ by wat]4 7,page #dcd74 #ed ,nam fit1 ut int]dum tanquam demiss ,column ,9 ,m>e de ,clo desc5dat4--,lucr4 ,l4 #f4 ,v4 #dbe4 ,una ,eurus ,notusque ruunt1 creb]que ,procellis ,africus4 ,also ,omnia ,v5torum concurr]e ,prlia vidi4 ,virgil4 #ee ,frankl9's ,acc\nt ( ,:irlw9ds & ,wat]sp\ts1 9 8 ,miscellane\s ,tracts4 ,l[?orp's ,abridgem5t ( ,phil4 ,trans4 ,vol4 #b4 ,page #ajc4 ,v>5ius ,geogr4 ,g54 ,c4 #ba1 ,pag4 #bfe4 ,a cle> ,acc\nt ( ! ,effects ( a depression is to be met ) 9 8! ,hi/ory ( ,jamaica1 9 #c vols4 vol4 #c4 ,page #hjj1 on ,trade & ,l& ,w9ds40 #ef ,mons4 ,maup]tius has f\nd1 t ! extreme ,cold at ,tornea1 9 ! nor!rn ,regions beyond ! ,artic ,circle1 came directly f above3 see 8,la ,figure de la ,t]re10 ,page #ei4 ,il semble que le v5t s\ffle--de t\s ,cts la ,fois2 et il lance la ,neige avec une telle ,impetuosit1 qu'en un ,mom5t t\s les ,*em9s font p]dus4 8,x seems t ! ,w9d bl[s f all ,po9ts ( ! ,compass at once10 c4 #eg ,! ,doctr9e ( smokey ,*imnies di/9ctly treat$ ( "u ! ,article smoke1 9 ! ,encyclopdia ,britannica1 may receive "s ,improvem5t1 f ,circum/ances :i* asc]ta9 ! sudd5 ,desc5t1 ,elevation1 & quick ,depression ( ,columns or r ,torr5ts ( ,air1 viz4 by wid5+ ! ,tubes1 & cov]+ _! ,tops4 #eh ,x is ?\ght m c&id1 & w to _m be m satisfactory2 to make occasional ,ref]5ces to diff]5t ,au?ors :o h treat$ di/9ctly on a ,subject1 & leave ! ,read] to draw 8 own ,conclusions by apply+ to _! express ,words2--?an1 ei!r to ins]t abundant ,quotations2 or weave _! ,?\ghts into ! ,texture ( ! ,"w3 :i* mu/ encrease its ,bulk1 )\t produc+ any ,?+ ei!r new or in/ructive4 #ei ,once1 p>ticul>ly1 9 ! ,mon? ( ,janu>y1 at ,lausanne3 ,f>5heit's ,!rmomet] at #g only3 ! ,c\ntry cov]$ ) ,sn[2 & a ,nor? ,w9d beat+ viol5tly on ! ,lake1 :i* cont9u$ liquid )\t ,ice3 ow+1 p]haps1 9 ,"p1 to subt]ranean ,heat1 & ,exhalations4 #fj ,! ,depression & ,rev]b]ation ( ! ,w9d ne> ,riv]s1 & its ,desc5t f ,m\nta9s1 a ,po9t to be discuss$1 may furni% a ,h9t & ,reason1 :y ,ra9 falls m 9 "o ,place1 ?an 9 ano!r n f> di/ant3 & :y 9 ! same ,place x falls 9 diff]5t ,quantities1 at diff]5t ,heights1 irregul>ly4 #fa ,cavallo's ,treatise on ,air1 ,page #ddf4---- #fb #ddb4---- #fc #dda4---- #fd #ddb4 #fe ,x is light 9 ,consequ5ce ( its ,w>m?1 :5 comp>$ ) ! cool] cond5s$ ,air above x4 #ff ,9 ! same ,mann] t ,curls & ,/reams ( ,air desc5d$ into ! ,bason ov] ! ris+ ,/eam1 & int]rupt$ ! ,regul>ity ( its ,elevation2 9 ! l>g] ,t[ns1 dur+ ,w9t] 7! ,wea!r be+ mod]ate7 ! ,pressure ( ,air on all ,sides1 f )\t1 produces a con/ant ,breeze t[>ds ! ,c5t] ( ! ,t[n3 z may be discov]$1 n only by ! ,smoke 9 its ,deviation f ! ,p]p5dicul>1 z x issues f ! ,*imneys2 b by all :o are incl9$ to make ! ,trial2 =1 on leav+ ! ,t[n1 !y w meet ! ,breeze4 ,9 calm ,wea!r1 dur+ ,summ]1 ! contr>y ,ev5t happ5s3 b m p>ticul>ly 9 hot ,climates4 ,= ! ,c\ntry be+ hott] ?an ! ,t[n2 a ,depression ( ! ,atmosph]e takes ,place1 & scatt]s ! ,smoke on all ,sides r\nd ! ,t[n4 ,! ,cities 9 ,italy1 & o!r hot ,climates1 on ,acc\nt ( ! ,build+s1 & desirable ,n>r[ness ( ! ,/reets1 =m "o contigu\s ,%elt]1 ,arbor1 or gr& ,p>asol3 ,= :i* ,reason1 ! ,nobility leave ! ,c\ntry1 & reside 9 ! ,t[ns dur+ ,summ]3 !re f9d+ a ,coolness & ,refre%m5t unkn[n on ! scor*+ ,pla9s4 ,a ,reception & ,disp]sion ( ,air takes ,place2 z w pres5tly be m5tion$4 ,! same ocul> ,pro( & ,process 9 ! ,evaporation ( ,/eam1 acc\nts at once1 = a curi\s ,ph5om5on con/antly obs]vable on all ,wat]s2 viz4 a n>r[ smoo? irregul> ,surface ( consid]able ,l5g?1 ne>ly 9 ! ,direction ( ! ,w9d1 yet unaffect$ by x3 all :i* is probably no?+ m ?an ris+ ,volumes ( ela/ic invisible ,/eam2 resi/+ ! two ne>e/ desc5d+ ,waves ( air2 & prev5t+ !m f approa*+ ! ,surface ( ,wat]1 ov] :i* ! ,/eam is compress$2 & !re produc+ a tempor>y calm4 #fg ,phil4 ,trans4 = #aggg1 ,page #dgj4 ,?ibet 9 ,lat4 #ca1 cold ) ,sn[ & ,fro/4 ,see ,ulla's ,voyage to ,s\?-,am]ica1 ,book #f1 ,*apt] #g2 :]e he describes ! sn[y ,m\nta9s1 "u ! ,equator4 ,z ! ,wea!r1 ne> ! ,equ9octial1 is m regul>1 its ,*anges closely foll[+ ^? ( ! ,moon2 & also ! ,w9ds & ,hurricanes m viol5t2 ! ,tru? ( ! =ego+ ,!ory w receive ! /ronge/ ,confirmation by trac+ ! ,effects ( depress+ torr5ts ( air1 9 ! ,isl& ( ,jamaica1 extract$ f ! ,au?or already m5tion$4 8,! cool ,vap\r ru%es f ! ,m\nta9s t[>ds ! hot dry ,air1 :i* hov]s ov] ! ,savannahs or ,vallies4 ,! ,ra9 falls heavie/ 9 ! ,m\nta9s4 ,vol4 #c1 ,page #fjj4 ,! ,l&-,w9d aft] ,ra91 proce$s f t ,qu>t] :5ce ! ,ra9 has fall5 heavie/2 & seems to ru% f above4 ,9 ,spa9 & ,nor?-,am]ica1 ! ,w9d ru%es d[n4 ,page #fja4 ,:5 ! ,l& is mo/ heat$1 ! ,sea-,breeze bl[s almo/ all ,night4 ,page #fjb4 ,! ,b>omet] subsides f #a ,in* to #a at ! full ,moon1 or j aft] x4 ,w9d bl[s f ! ,m\nta9s all r\nd ! ,isl&3 & /ill a ,sea-,breeze ov] ! ,m\nta9s3 to ! ,l[-,l&s1 none1 #fjd4 7,9 ,jamaica likewise ! ,w9d bl[s (f ! ,isl& e way at once1 s t no ,%ip c any :]e come 9 by ,night1 or g out b e>ly 9 ! ,morn+1 be=e ! ,sea-,breeze sets 94 ,see ,abr4 ,phil4 ,tr4 ,vol4 #c1 ,p4 #edh47 ,m\nta9 ,air ru%es d[n 9 a cont9ual ,curr5t to e ,"p ( ! ,coa/1 ! ,/ream desc5d+ incessantly ?r\' ! ,night3 :ile heavy cold ,air desc5ds to ! ,m\nta9 ,tops1 #fjd4 ,) a ,we/ ,w9d bel[ !re is an ,ea/ ,scud above1 #fje4 ,m\nta9s cl\dy1 l[ ,l&s sunny4 #fjf4 ,9 all ! ,riv]-,c\rses ( ,jamaica1 !re is a s5sible ,curr5t ( ,air4 ,ra9 nev] comes )\t "s ,w9d3 & ! ,%[]s almo/ inv>iably foll[ ! v ,me&]s ( ! l>g] ,riv]s1 #fjh4 ,ra9 always cools3 ! ,!rmomet] fall+1 aft] a ,%[]1 f #f to #h ,degrees1 #faj4 7,& ,iron ru/s lea/ 9 ra9y ,wea!r3 ! ,air be+ !n drie/1 desc5d+ f ! upp] ,regions4 ,abr4 ,ph4 ,tr4 ,v4 #c1 ,p4 #edf470 ,x is said also t 89 ,jamaica ! ,cl\ds ga!r1 & %ape accord+ to ! ,m\nta9s3 s t old ,seam5 w tell y ea* ,isl& t[>ds ,ev5+1 by ! ,%ape ( ! ,cl\d ov] x40 ,! ,sea-,breeze1 be+ c\nt]pois$ by ,desc5t ( ! e!rial ,air1 produces a calm4 ,! same ,au?or likewise says1 t 8! ,cl\ds beg9 to ga!r ab\t #b or #c o',clock 9 ! ,aft]noon at ! ,m\nta9s1 & d n embody fir/ 9 ! ,air1 & aft] settle !re1 b settle fir/ & embody !re3 ! re/ ( ! ,sky be+ cle> till ,sun-set4 ,s t !y d n pass ne> ! ,e>? 9 a ,body1 & only /op :]e !y meet ) ,p>ts ( ! ,e>? elevat$ above ! re/2 b precipitate f a v great ,height1 & 9 ,p>ticles ( an exce$+ r>ifi$ ,nature2 s z n to obscure ! ,air or ,sky at all3 t great ,v>iety ( beautiful ,col\rs 9 ! ,canopy ( ,heav5 be+ rais$ to a mu* great] ,di/ance he means ,height 9 ,jamaica ?an x is "h40 ,abr4 ,ph4 ,tr4 ,v4 #c1 ,p4 #eeg4 7,progno/ics ( ,wea!r1 at c]ta9 ,p]iods ( ! ,moon1 are m5tion$ by ,capta9 ,lang=d4 ,l[?orp's ,abr4 ,phil4 ,trans4 ,vol4 #b1 ,page #aje47 #fh ,! ,depression ( a ,torr5t ( ,air 9 ! ,=m ( an hyp]bolic ,solid1 contract+ z x desc5ds to ! ,e>?1 9 ,proportion z its ,d5sity encreases2 may furni% a ,h9t t[>ds ! ,solution ( a ,difficulty h[ to acc\nt = ! ,augm5tation ( vesicul\s ,vap\rs into l>ge solid ,drops1 frequ5t dur+ ,summ]-,%[]s4 #fi ,mons4 ,saussure's valuable 8,essais sur ,l',hygrometrie10 ?r[ new ,light on ! ,doctr9e ( ,r>efaction & ,cond5sation n unfav\rable to ! ,hypo!sis "h advanc$4 ,page #bfj4 #gj ,ice1 :5 expos$ to m>9e acid ,air1 is dissolv$ by x1 z fa/ z if x t\*$ a r$ hot ,iron4 ,see ,cavallo's ,treatise on ,air1 ,page #gbg4 ,also ,prie/ley's ,exp]im5ts & ,obs]vations1 ,vol4 #a1 ,page #adh4 #ga 8,! wat] rema9s transp>5t or col\rless1 ?o' saturat$ ) m>9e acid ,air1 & by a v g5tle ,degree ( ,heat1 ! ,gass may be aga9 expell$ f x1 z x is expell$ f ,_s ( ,salt40 ,?is ,obs]vation is applicable to ! ,transp>5cy ( ,vap\rs1 9 ! ,air1 ?o' mix$ ) ! m>9e ,acid exhal$ f ! ,sea3 = :5 ! acid or ,sea ,air is mix$ ) ,alkal9e or ,l& ,air1 !y in/antly comb9e2 lose _! ,ela/icity1 & =m a :ite visible ,sub/ance or ,cl\d4 ,cavallo1 ,page #gbh4 ,prie/ley's ,exp4 & ,obs4 ,vol4 #b1 ,page #bic4 #gb ,on ! ,desc5t ( ,air 9 ,?und]-,gu/s1 see 8,*alm]'s ,acc\nt ( ! ,wea!r 9 ,s\?-,c>ol9a1 ,vol4 #a1 ,page #a1 to #ci40 #gc 8,hi/oria ,v5torum1 ,pag4 #ed1 ,art4 #cd40 #gd ,book ,v4 ,*apt] #b;d4 #ge ,vol4 #a4 ,page #ahd4 #gf ,page #aie4 #gg ,hi/ory ( ! ,can>y ,isles1 ,page #beb4 #gh ,z ! sup]ior ,cl\ds1 dur+ ! ,balloon ,excursion1 did n mu* exce$ ! ,height ( #ajjj ,y>ds2 suppos+ !n ! ,cl\ds at an equal ,height above ! ,sea1 ne> ,t5]iffe2 "o ought to conclude1 ei!r1 t ! ,peak 0 n s high z ,glas repres5ts x2 or1 t ! ,level ( ! ,cl\ds 0 less ?an half ! ,height ( ! ,m\nta94 #gi ,see 8,royal ,a/ronom]1 by ,r4 ,hea?1 ,page #cba1 on ,trade ,w9ds & ,monsoons40 #hj ,"o ,p\nd ( ,nitre only1 produc+ by m]e ,heat1 #f cubic ,feet ( ,air4 8,cavallo1 ,page #ccb1 & #haa1 ,exp]im5ts on ,gun-,p[d]40 #ha 8,see ,re*]*es surles ,modifications de l',atmosph]e4 ,no4 #gae40 ,ph4 ,trans4 ,"p #b1 = #aggg4 ,col4 ,roy's ,exp]im5ts1 ,sect4 #b;d1 ,page #fhi1 #gdd1 #gec1 #gfd4 #hb ,! diff]5t ,ph5om5a ( ! ,aurora ,borealis may be ow+ to ! ,asc5t & ,motion ( ! ,apogay1 9 ! middle ,region1 ov] ! ,/ratum ( ,eknfiai or ,gr\nd-,w9ds4 ,! ,effects ( ,tides 9 ! ,air yet to be m5tion$1 mu/ n1 h[ev]1 be :olly exclud$4 ,! ,aurora ,borealis is se5 9 ,spr+1 ,autumn1 & ,w9t]3 sometimes culm9at+1 sometimes mov+ 9 ,/reams & ,waves 9 ! sup]ior ,regions ( ! ,atmosph]e3 :5 culm9at+2 z if ris+ out ( ,cl\ds 9 ! ,nor?4 ,?is ,appe>ance may be ow+ to w>m moi/ ,air p]petually g5]at+ betwe5 ! ,tropics1 & roll+ ov] ! cold dry ,/ratum ( ,eknfiai ,w9ds1 :i* cut (f its ,communication ) ! ,e>?3 till accumulat+ ov] ! ,poles1 x enlight5s ! ,atmosph]e1 conv]t+ a six ,mon?'s ,night into ,day2 & returns to ! ,surface sil5tly3 or 9 ,lightn+1 :5ev] x is communicat$ to ! ,e>?1 ?r\' ,vap\r desc5d+ by its own specific ,gravity2 or along ) depress+ ,torr5ts ( ,air1 kn[n to be accompani$ by frequ5t fla%es4 ,:5 ! ,vap\r is cond5s$ 9 its ,desc5t1 by pass+ ?r\' a ,/ratum ( ! ,eknfiai ,w9ds2 x becomes ov]*>g$ ) ! electric ,matt]1 surr\nd+ & adh]+ to x2 & deposits ! ,ov]plus 9 ,lightn+1 on its ,approa* to o!r ,cl\ds1 or to ! ,e>?4 ,x is visible 9 ! ,=m ( a ,vap\r1 :5 ! ,vap\r to :i* x adh]es1 becomes ov]*>g$ ) electric ,matt]1 by ,desc5t into a cool ,eknfiai ,/ratum bel[3 !re =m+ a lum9\s & transp>5t ,atmosph]e3 ! ,p>ticles ( ,light & ,vap\r be+ repell$ to great ,di/ances f ea* o!r at s r>e a ,height4 ,x culm9ates above ! ,vap\r1 because less heavy ?an ! circumambi5t ,air3 & may be subject to ! ,attraction ( o!r ,planets4 ,! ,aurora ,borealis is also se5 to issue 9 ,/reams & ,waves ( ,light1 ) inexpressible ,velocity1 on its ,return to ! ,s\?1 9 a l[] ,/ratum1 z x passes ?r\' ,int]/ices1 betwe5 ! ,vesicles ( w>m ,vap\r1 rais$ & disp]s$ by ! turbul5t ,apogay ,w9ds1 9 ! middle ,region4 ,dur+ ,summ]1 ! middle ,region becomes bl5d$ ) ! l[]1 ?r\' ,defect ( ,cold3 & ! electric ,matt] is suppos$ to be communicat$ to ! ,e>?1 sil5tly1 & cont9ually2 b by ,lightn+1 :5 a l[] & cold] ,atmosph]e cond5ses & ov]*>ges ! ,vap\r1 & cuts (f ! ,communication4 ,x _c be se5 b 9 escap+ f ,vesicle to ,vesicle3 nor1 dur+ ,summ]1 aft] ,sunset1 on ,acc\nt ( ! ,twilight4 #hc ,air is n unfit = ,respiration1 by hav+ lo/ its vital ,pr9ciple1 b because x has imbib$ ,flogui/on1 :i* _c easily be sep>at$ f x1 b by ,agitation 9 ,wat]4 ,cavallo1 on ,air1 ,pages #dgi1 #fgj4 #hd ,= if ,moi/ure be "o ,cause1 :i* keeps ! ,p>ticles ( ,air at great] ,di/ances f ea* o!r2 ?is ,cause decreases at great ,altitudes4 ,if also ! ,ela/icity decreases 9 ,proportion1 n only to ! ,height1 b ! ,dr9ess2 its ,p>ticles mu/1 on bo? ,acc\nts1 approa* ea* o!r1 at great ,altitudes3 ?o'1 f ! ,altitude only2 !y w\d sep>ate accord+ to ! ,rule1 viz4 t ! ,r>ity ( ! ,air is proportionable to ! ,relaxation ( ! ,=ce compress+ x4 ,s t at ! ,height ( #h or #aj ,miles1 a ,quantity ( ,air tak5 f ! ,surface ( ! ,e>?1 w\d occupy #f ,times its =m] ,space3 suppos+ ! ,air bo? bel[ & above to be ( ! same ,k9d1 z well z ( ! same mean ,temp]ature ( #ee1 on ! ,!rmomet]4 ,see 8,m>t9's ,philosophical ,gramm>1 ,page #agh40 #he ,*alm] describ+ a ,:irlw9d1 :i* is a ,/orm ( collection & ,asc5t ( hot ,air1 c4 by ,r>efaction1 says1 8z ! ,w9d ceas$1 pres5tly aft] ! ,:irlw9d pass$1 ! bran*es & ,leaves ( v>i\s ,sorts ( ,trees1 :i* _h be5 c>ri$ into ! ,air1 cont9u$ to fall = half an h\r2 &1 9 _! ,desc5t1 appe>$ l ,flocks ( ,birds ( diff]5t ,sizes40 ,?is ,circum/ance proves t ,columns ( hot ,air mu/ h be5 rais$ 9 a ,body1 9 ,succession1 to s consid]able a ,height1 t ,bran*es ( ,trees c>ri$ up by !m1 took half an ,h\r 9 fall+4 #hf ,x may be f ?is ,pr9ciple1 t 9 ! ,ea/1 ,liquids are kept cool by be+ hung 9 ! ,%ade1 9 ! op5 ,air1 susp5d$ 9 wet ,clo?s3 !re be+ a cont9ual ,breeze & ,succession ( cool dry ,spunges 7z x 77 ( ,air1 9 ,contact ) ! wett$ ,clo?s1 ^: ,moi/ure w ?us be m quickly evaporat$4 #hg ,hi/oria ,v5torum1 ,pag4 #dh1 ,art4 #cc4 #hh 8,cum enim 7,v5ti7 ,*oreas ducant1 ,ord9em ,saltationis nosse jucundum fu]it4 ,art4 #ah40 #hi ,on ! ,action ( ! ,sun & ,moon ov] ,animal ,bodies1 by ,dr4 ,mead1 ,miscell4 ,cur4 ,vol4 #a4 ,p4 #cgb1 #cgc4 #ij ,= ^! ,obs]vations see ,gass5dus's ,natural ,philosophy4 ,de ,*ales's ,navigator4 ,& ,a/ro-,meteoro-,logica1 p] ,j4 ,goad4 #ia ,see ,maclaur9's ,newton1 ,page #cgf4 #ib ,air at a ,m$ium is #hjj ,times r>] ?an ,wat]3 s t if #hjj ,times ! ,quantity ( ,air naturally conta9$ 9 a ,vessel ^: ,dim5sions are ^? ( a cubic ,foot1 7 press$ into x by a ,syr+e or ,cond5s]1 ! ,air w\d diff] no?+ f ,wat] 9 ,d5sity4 #ic ,see ,wilson on ,climate1 ,*ap4 #ae4 ,pages #df1 #ed4 #id #ee4 #ie ,by r$uc+ #aj ,feet #f ,in*es1 & #f ,feet #g ,in*es1 into ,in*es1 & divid+ by common ,divisors1 z #c & #b2 x is f\nd t #aj ,feet #f ,in*es1 w be to #f ,feet #g ,in*es1 z #c to #b ne>ly3 t is1 z #ae ,miles to #aj ,miles4 #if ,:ite's ,ephm]is1 ,page #ch1 = ! ,speculum ,ph5om5orum1 or ,mirror ( ! ,heav5s4 #ig ,see ! ,book :i* gives an ,acc\nt ( ,walk]'s ,eid\ranion4 ,! intellig5t ,read] w easily di/+ui% ! ,effects1 attribut$ to ! ,planets1 viz4 _! mutual ,attractions1 ow+ to natural ,causes only2--f ! futile ,rav+s ( judicial ,a/rology4 #ih ,see ,london ,*ronicle1 #bf? ,july1 #aghe4 #ii ,to f9d ! ,direction ( an upp] ,curr5t1 )\t ! ,inconv5i5ce ( ris+ above ! ,level :i* ! ,aironaut has fix$ on4 ,?is ! ,abb ,b]?olon has h9t$ at1 by ,means ( a small] ,balloon4 ,! ,dim5sions ( :i*1 mu/ h[ev] be s l>ge2 t1 all[+ = ! ,evaporation ( ,gass1 x w j rise ) ! ,weight ( a ,quantity ( ,cord1 a ,mile & half1 = ,in/ance1 9 ,l5g?3 & h suffici5t ,room left )91 to admit ( ! ,expansion ( ,gass )\t ,rupture4 ,! ,pione]-,balloon may be tak5 up1 empty1 & fill$ ) ,gass necess>ily escap+ f ! m\? ( ! great ,balloon1 :5 /ation>y3 & may be s5t up ) a ,cord1 fa/5$ to ! ,c5t] above ! ,c> ( ! great ,balloon1 to reconnoitre ! sup]ior ,curr5ts3 or x may be only fill$ 9 ,"p2 & made to desc5d1 & discov] ! l[] ,curr5ts4 ,see 8,des ,avantages de ,ballons1 c4 ,page #gb40 #ajj ,z ! ,heights ( ! ,atmosph]e encrease 9 an ari?metical ,progression2 ! ,d5sities are said to encrease 9 a geometrical ,progression3 :i* is a ma!matical & p$antic ,mode ( ,expression4 ,= ari?metical ,progression "h means no m ?an ! ,height ( #a1 #b1 #c1 #d1 #e1 #f1 c4 c4 ,y>ds1 ,fa?oms1 ,roods1 or any o!r equal ,int]val4 ,if !n at ! ,height ( "o ,y>d1 ! ,balloon has acquir$ 7suppose7 ! ,levity ( #a ,p\nd2 !n1 if ?is ,levity encreases 9 geometrical ,progression2 7z twice #a is #b17 x w1 at ! ,height ( #b ,y>ds1 h encreas$ to #b ,p\nds3 &1 z twice #b is #d27 x w1 at ! ,height ( #c ,y>ds1 h encreas$ to #d ,p\nds3 &1 z 7z twice #d is #h27 x w1 at ! ,height ( #d ,y>ds1 h encreas$ to #h ,p\nds3 &1 7z twice #h is #af27 x w1 at ! ,height ( #e ,y>ds1 h encreas$ to #af3 &1 7z twice #af is #cb27 ! ,levity w1 at ! ,height ( #f ,y>ds1 h encreas$ to #cb ,p\nds2 & s on1 d\bl+ ! prec$+ ,numb]2 at ! ,height ( ea* ,y>d1 ,fa?om1 ,rood1 ,mile1 c4 c4 #aja ,:i/on's ,tacquet's ,euclid1 ,book ,,xi4 ,def9ition ( a "r ,cyl9d]1 ,art4 #c1 ,page #aff4 #ajb ,ar*im$es's ,!orems4 ,proposition #cc1 #cd2 at ! ,end ( ,:i/on's ,euclid1 ,page #db4 #ajc ,inf]r$ 9 ! ,*e/] ,*ronicle1 ,sept4 #cj1 #aghe4 #ajd ,! ,writ] n hav+ yet be5 able to procure x f ! ,london ,booksell]s4 #aje ,see ,*amb]s's ,diction>y "u ! ,article resi/5ce4 #ajf ,see 8 8,navires des ,anci5s40 #ajg ,see 8,gordon's ,pr9ciples ( ,naval ,ar*itecture40 ,also ! ,balzaes & ,gu>aes1 9 ,ulla's ,voyage to ,am]ica1 ,book #d1 ,*apt] #i1 ,vol4 #a1 ,page #ahc4 #ajh ,mons4 ,c>ra propos$ to asc5d ) two ,balloons4 ,"o1 a sev5? ,"p less ?an ! o!r1 is to be connect$ by a ,rope1 ?r\' a ,pulley fix$ 9 ! equatorial ,hoop ( ! great ,balloon1 to a ,reel 9 ! ,c5t] ( ! ,c>3 9 desc5d+1 ! ,reel is to be unw\nd3 ! great ,balloon & ,c> w !re=e desc5d1 :ile ! small ,balloon rema9s 9 ! ,air4 ,! ,s*eme is c]ta9ly practicable4 ,see ! ,cut 9 ! ,london ,magaz9e = ,june1 #aghd4 #aji ,see 8,lewis's ,comm]ce ( ! ,arts40 #aaj ,see ,prie/ley's num]\s ,exp]im5ts3 & t ,libr>y ( curi\s ,inve/igation1 ! ,philosophical ,transactions4 #aaa ,& ,magnitude ( di/ant ,objects4 ,bacon says t ,objects are m visible 9 an ,ea/ ,w9d1 & ,s\nds m audible 9 a ,we/ ,w9d2 be+ he>d at a great] ,di/ance4 8,hi/oria ,v5torum1 ,p4 #cg1 ,art4 #ca40 #aab ,see ,le ,roi's ,uses ( ! airo/atic ,globe at ,sea1 9 8 8,navires des ,anci5s1 ,page #bbe40 #aac ,! natural ,figure ( ! ,dodon-,globe-,fi%1 a col\r$ ,pr9t ( :i* is giv5 9 8,m>tyn's new & elegant ,diction>y ( natural ,hi/ory30 :]e x is describ$ z foll[s3 8,! ,=m ( ! ,body is usually oblong3 b :5 ! ,creature is al>m$1 x possesses ! ,p[] ( inflat+ its ,belly to a globul> ,%ape ( great ,size20--seems to furni% a ,h9t = ! prop] ,figure ( a ,balloon1 :5 ! ,art is m improv$4 ,! ,balloon1 z f> z x is meant to resemble ! upp] ,"p ( ! ,fi%1 is to be made /iff1 ) ,pa/ebo>d or ,papi]-m* v>ni%$2 =1 be+ /rong1 & 9 a p]man5t ,=m1 x is m capable ( cont9u+ ,air-tight3 ! l[] ,p>ts be+ flaccid1 w be inflat$1 z ! ,balloon rises1 & deflat$ dur+ ! ,desc5t4 ,r[]s1 & propulsive ,ma*9]y1 are to be fix$ )9 ! ,fi%1 9 ,place ( ! ,f9s3 & ,goods ( great] ,weight plac$ 9 a cov]$ ,c> bel[3 ! ,air-,bottle-,balloon be+ fix$ betwe5 bo?4 #aad ,& by ,kunckel's or ,canton's ,phosphorus1 ,see 8,prie/ley's ,hi/ory ( light4 ,pages #ehe1 #cgj40 #aae ,?is 0 ow+ to ! cool ,air ru%+ 9 to supply ! ,t5d5cy to a ,vacuum by ! ,expansion ( hot ,/eam1 ) ! extricat$ ,gass4 ,! ,accid5t proves t no ,dang] is to be dread$ f expansion ( ! ,gass4 #aaf ,f ,b]%am-,=ge ne> ,wrexham1 :]e !re is always a suffici5t ,quantity4 #aag ,! deta*$ ,!rmomet] might be protect$ f ! ,sun1 by be+ swung a few ,in*es bel[ ! ,c> ( ! ,balloon by means ( an ,op5+ made purposely ?r\' ! ,c5t] ( ! ,c>4 #aah ,f\ndation ( ! fir/ ,table4 7,ph4 ,tr4 = #aggg1 ,"p #b;d1 ,page #efg47--;,x 0 f\nd by ,exp]im5t t ! ,decimal 4#jjjbfb 0 ! ,expansion on #cj ,in*es ( ,quicksilv]1 ) ea* ,degree ( ,temp]ature f freez+ to boil+ ,wat]3 also1 ! ,decimal 4#jjjjdb 0 ! ,expansion on #cj ,in*es ( ! ,glass ,tube 7conta9+ ! ,quicksilv]71 ) ea* ,degree ( -------------- ,temp]ature3 !re=e by ,addition1 4#jjjcjd or by tak+ only #d ,decimals1 4#jjjc is ! ,expansion on #cj ,in*es ( ,quicksilv]1 & ! ,glass ,tube conta9+ x1 ) ea* ,degree ( ,temp]ature4 ,con/ruction ( ! fir/ ,table4 ,?us any v]tical ,numb]1 %ew+ ! ,expansion1 may be readily =m$1 by d\bl+1 fir/1 ! ,numb] imm$iately "u ea* ,in* = ! ,expansion bel[ x3 & aft]w>ds1 by add+ ! ,numb] imm$iately "u ea* ,in*1 to ! ,expansion la/ f\nd4 ,note3 ,! v]tical ,columns1 bel[ ea* ,in* ( ,quicksilv] %ew ! ,expansion on t ,in*1 ) correspond+ ,degrees ( ,temp]ature indicat$ by ! ,!rmomet] 9 ! ,column to ! left ,h&4 ,example3 to f9d ! ,expansion on #cj ,in*es ( ,quicksilv] ) #a ,degree ( ,temp]ature3 ! ,answ] 9 ! ,table is 4#jjc3 i4e4 su* ,expansion raises ! ,quicksilv] ! #cjjj? ,"p ( an ,in*4 #aai ,!re is seldom ,occasion to take m ?an ! f\r fir/ ,decimals out ( ! ,table1 ! ,rema9d] be+ ( little value4 #abj ,! ,f\ndation ( ! second ,table4 ,?is ,table is calculat$ f ,briggs's ,log>i?ms3 ea* ,numb]1 9 ! second ,column1 be+ no?+ m ?an ! ,log>i?m--correspond+ to ! ,po9t1 79 ! fir/ ,column17 at :i* ! ,quicksilv] /&s 9 ! b>ometric ,tube1--subtract$ f ! ,log>i?m ( #cb ,in*es multipli$ by #f4 ,con/ruction ( ! second ,table4 ,?is ,table consi/s ( ?ree v]tical ,columns only3 ?o' "h tripl$1 = ! great] ,conv5i5ce ( ,inspection4 ,! fir/ or left ,h& ,column %ews1 9 ,in*es & ,t5?s 7f t5 ,in*es7 ! ,gradations ( ! ,quicksilv] 9 ! b>ometric ,tube1 beg9n+ z l[ z "o ,in* above ! ,surface 9 ! ,ci/]n1 & proce$+ ?r\' all ! int]m$iate ,po9ts1 to ! unusual ,ext5t ( #cb ,in*es3#aba suppos+ likewise t ! ,tube is elevat$ 9 ! ,atmosph]e1 s t ! conta9$ ,quicksilv]1 :5 expos$ to ! ,temp]ature ( #ca4bd ( ,f>5heit1 re/s at ea* ,po9t 9 ! ,table4 ,! second v]tical ,column gives ! diff]5t ,heights 9 ,feet & ,t5?s1 to :i* ! b>ometric ,tube mu/ be rais$ above its ,level at #cb ,in*es1 9 ord] t ! conta9$ ,quicksilv]1 if expos$ to ! ,temp]ature ( #ca4bd ( ,f>5heit1 may /& at ea* ,po9t indicat$ 9 ! fir/ ,column4 ,! ?ird v]tical ,column1 gives1 likewise 9 ,feet & ,t5?s1 ! diff]5ce betwe5 ea* two adjo9+ ,heights 9 ! second ,column1 correspond+ to a s+le ,t5? 7( ,quicksilv]73 :i* s+le ,t5? is ! ,diff]5ce betwe5 ea* two adjo9+ ,t5?s ( an ,in* 9 ! fir/ ,column4 ,= ,example3 ,suppose ! ,quicksilv] 9 ! b>ometric ,tube1 9 ! fir/ ,column1 /&s at ,in*es #af4a answ]+ to #aiegj4d ,height 9 ,feet ,& aga9 at #af4b answ]+ to #aicih4d 9 ! ,atmosph]e4 -------------- ,diff]5ce ( 4#a 9 ,feet3 rema9+ #agb4j :i* sixte5 ,in*es two ,t5?s1 is a s+le ,t5? m ?an sixte5 ,in*es "o ,t5?1 & w !re=e answ] to a less ,height 9 ! ,atmosph]e by t s+le ,t5?2 consid]+ t ! l[] ! ,quicksilv] falls 9 ! ,tube1 ! high] mu/ ! ,b>omet] itself be rais$ 9 ! ,atmosph]e1 9 ord] t ! ,quicksilv] may re/ at ! l[] ,po9ts ( ! ,tube4 ,if !re=e a less ,height 9 ! ,atmosph]e be requir$ :i* %all answ] to "o ,t5? m ?an #af ,in*es two ,t5?s2 subtract ! ,height answ]+ to #af4b f ! ,height answ]+ to #af4a1 i4e4 subtract ! less ,height f ! great]1 & ! ,rema9d] gives t less ,height 9 ! ?ird ,column1 answ]+ to ! ,height ( "o ,t5? m ?an #af ,in*es #b ,t5?s1 ( ! ,b>omet]4 #aba ,! ,b>omet]1 7to :i* ! ,scale ( ,heights is appli$1 9 ! #b;d ,column ( ! #b;d ,table7 is suppos$ to be sunk )9 ! ,surface ( ! ,e>?1 till ! ,quicksilv] re/s at #cb ,in*es1 z appe>s f ! la/ ,article 9 ! table1 viz4 #cb ,in*es1 #j4jj ,feet4 #cb ,in*es is !re=e ! ,f\ndation ( ! ,table1 & corresponds1 accord+ to ,%uckburgh1 to #afdg ,feet1 "u ! ,surface ( ! ,sea1 at l[ ,wat]4 ,?is ,dep? !n be+ ! imag9>y ,level po9t$ out by ! ,quicksilv]1 at ! unusual ,ext5t ( #cb ,in*es2 ea* int]ior ,in* & ,t5? ( ,quicksilv] w correspond to a sup]ior ,elevation ( ! ,in/rum5t1 9 ,feet & ,t5?s above t ,level1 & w include ! ,m5suration ( ! deepe/ ,m9es4 ,= ! mean ,pressure ( ! ,b>omet]1 at l[ ,wat]1 f #acb ,obs]vations 9 ,italy & ,engl&1 is #cj4jd ,in*es3 ! ,temp]ature ( ! ,b>omet] be+ at #ee1 i4e4 ,temp]ate1 & t ( ! ,air at #fb4 #abb ,f\ndation ( ! ,table = ,t5?s4 ,! ,height1 9 ,feet1 correspond+ to ! ,expansion on ! ,t5? ( an in* ( ,quicksilv] ) ! ,temp]ature ( #ca4bd 7z 9 ! #c;d ,column ( ! #b;d ,table7 are r$uc$ by ?is ,table into a t5 ,times less ,numb] ( ,feet2 & ! ,t5? ( an ,in* 7( ,quicksilv]7 is also aga9 divid$ into t5 m ,p>ts3 9 ord] to %ew1 9 a t5 ,times less ,numb] ( su* ,feet1 ! ,expansion correspond+ to any ( ^? ,p>ts into :i* ! ,t5? ( an ,in* 7( ,quicksilv]7 has be5 divid$4 ,con/ruction & ,use ( ! ,table = ,t5?s4 #a4 ,! ,figures 9 ! left v]tical ,column %ew ! ,height 9 ,feet1 7f #ha to #acj7 correspond+ to a s+le ,t5? ( an ,in* ( ,quicksilv]1 viz4 to ! high] ( two adjo9+ ,t5?s1 z 9 ! #c;d ,column ( ! #b;d ,table4 #b4 ,! ,figures1 along ! upp] horizontal ,l9e1 %ew ! ,numb] ( ,p>ts into :i* ! ,t5? ( an ,in* has be5 divid$4 #c4 ,! ,figures1 at ! ,po9t ( ,meet+1 express1 9 a t5 ,times less ,numb]1 ( ! ,feet 9 ! left v]tical ,column1 ! ,expansion correspond+ to any ( ^? ,p>ts1 into :i* ! ,t5? ( an ,in* 7( ,quicksilv]7 has be5 divid$4 ,?us3 #ij is a ,numb] ( ,feet call$ #i ,t5?s ( #ajj3 b ! ,t5?s are ,feet1 & n ,t5?s ( a ,foot4 #abc ,! ,/&>d ,temp]ature 0 #ca4bd1 :i* n be+ exactly #a ,qu>t]1 ano!r ,decimal is add$1 7= ,ease 9 ,computation17 by :i* #ca4bd becomes #ca4be1 i4e4 by divid+ "o ,degree ( ,heat into #ajj ,p>ts1 & tak+ #be ( ^? ,p>ts1 or divid+ ! #ajj by #be1 ! ,answ] is #d1 i4e4 ( ! :ole #ajj3 or 7#ca74 #abd ,! ,f\ndation ( ! f\r? ,table4 7,ph4 ,tr4 = #aggg1 ,"p #b;d1 ,pages #efd1 & #eff17--;,f ! ,mean ( a ,s]ies ( ,exp]im5ts ) a ,manmet]1 or ,in/rum5t to measure ! ,r>ity & ,d5sity ( ! ,atmosph]e1 dep5d+ on ! ,action ( ,heat & ,cold1 x 0 f\nd1 t :5 ! ,portion ( a ,tube conta9+ ,air 7at ! ,temp]ature ( freez+ by ,f>5heit1 & ,pressure ( #cj ,in*es#abe by a common ,b>omet]7 0 divid$ into #ajjj ,p>ts2 ! ,volume ( ,air )9 x1 encreas$ ne>ly 9 a c]ta9 ,proportion1 z ea* ,degree ( ,temp]ature encreas$2 viz4 at a ,mean1 #b4dc1 or simply 7by reject+ ! #b;d ,decimal z too m9ute7 #b4d3 t is1 a #ajjj ,p>ts ( ,air became by ,expansion ) "o ,degree ( ! ,!rmomet]1 equal to #ajjb4dc3 i4e4 ! ,portion ( ,air occupy+ #ajjj ,p>ts1 did1 ) ! ,addition ( "o ,degree ( ,heat1 occupy #ajjb4dc ,p>ts3 t is 7by reject+ ! #b;d ,decimal #c z too m9ute7 occupi$ two ,p>ts & #d ,t5?s m ?an ! ?\s&4 ,con/ruction ( ! f\r? ,table4 ,suppos+ !re=e t ! ,portion ( ! ,tube conta9+ ,air1 0 "o ,foot 9 ,l5g? ( ,height1 divid$ also into a ?\s& ,p>ts2 "o ,degree ( ,heat w\ld encrease or exp& x two ,p>ts & f\r ,t5?s m ?an ! ?\s& ,p>ts into :i* ! ,foot 0 divid$4 ,,caution4 ,! f\r? ,table prop]ly consi/s ( only n9e horizontal ,columns ( ?\s&s1 9 ,bread?2 :i* ,columns are ext5d$ 9 ,l5g? to "o hundr$ ,l9es1 correspond+ to #ajj ,degrees ( ,heat4 ,! ,table is "h divid$1 9 ord] t x may con=m to ! ,size ( ! ,pages3 by :i* ,means ! ,=mation ( ea* v]tical ,numb] by ! foll[+ ,rule1 7:i* r5d]s ! ,table self-evid5t7 might )\t ?is ,caution1 h be5 att5d$ ) "s ,difficulty4 ,! v]tical ,columns bel[ ! ,figures express+ ea* ?\s&1 %ew ! ,expansion ( ,air on ea* respective ?\s&1 ) ! correspond+ ,degrees ( ,temp]ature indicat$ by ! ,!rmomet] 9 ! v]tical ,column to ! left ,h&4 ,example ! fir/3 to f9d ! ,expansion ( ,air on "o ?\s& ,feet1 ) "o ,degree ( ,temp]ature2 ! ,answ] 9 ! ,table is #b4d1 or #b4dc3 i4e4 #b ,feet & #d ,t5?s ( a ,foot1 reject+ ! #b;d ,decimal z too m9ute4 ,example ! second3 to f9d ! ,expansion on #h ?\s& ,feet1 ) #ii ,degrees ( ,heat3 ! ,answ] is #aibd4ef3 & s ( ! ,re/4 ,?us any ( ! v]tical ,numb]s %ew+ ! ,expansion1 may be readily =m$1 by d\bl+1 fir/1 ! ,numb] imm$iately "u ea* ?\s& 9 ! horizontal ,l9e1 = ! n9e fir/ ?\s&s1 7( :i* ! ,bread? ( ! ,table prop]ly consi/s1 exclusive ( ! !rmometric ,column7 = ! ,expansion bel[ x3 &1 aft]w>ds1 = ea* ,expansion imm$iately bel[ ! =m]1 by add+1 to ! ,expansion la/ f\nd1 ! ,numb] imm$iately "u its respective ?\s&4 ,fir/ ,example3 to f9d ! v]tical ,numb] = ! ,expansion "u ! fir/ ?\s&1 viz4 #ajjj1 ) #b ,degrees ( ,heat3 ! ,numb] "u #ajjj is #b4dc3 d\ble ?is3 & ! ,answ] is #d4hf4 ,second ,example3 suppose ! ,expansion la/ f\nd be t on "o ?\s& ,feet ) #bd ,degrees ( ,heat2 viz4 #eh4cb3 & ! ,expansion on ! same ?\s&1 ) "o ,degree ( ,heat m1 viz4 on #be ,degrees1 be requir$2 add ! ,expansion on "o ?\s& ,feet1 ) #bd ,degrees1 viz4 #eh4cb to ! ,expansion on ! same #ajjj1 ) #a ,degree1 viz4 #b4dc ---------- & ! ,answ] is1 by ,addition1 #fj4ge ,?ird ,example3 suppos+ ! ,expansion la/ f\nd to be ! ,expansion on #ijjj ,feet ) #ii ,degrees ( ,heat1 :i* 9 ! ,table is #bafe4a4 ,x is requir$ to f9d ! ,expansion on ! same #ijjj ,feet1 ) #ajj ,degrees ( ,heat2 add to ! ,expansion la/ f\nd1 viz4 #bafe4ac1 ! ,expansion on ! same #ijjj ,feet1 viz4 #ba4hg ) "o ,degree ( ,heat1 & -------------- #bahg4jj is ! ,answ] by ,addition4 ,any v]tical ,numb] %ew+ ! ,expansion may likewise be f\nd1 fir/1 by multiply+ ! fir/ ,figure1 or ,numb]1 ( ! giv5 ?\s& ,feet 79 ! horizontal ,l9e17 into ! ,answ] or ,expansion on ! fir/ ?\s& ,feet1 ) "o ,degree ( ,heat3 = ,example2 ,to f9d ! ,expansion on #ijjj ,feet ) "o ,degree ( ,heat4 ,! ,expansion on #ajjj ,feet1 ) #a ,degree ( ,heat 7f :5ce1 all ! o!r ,expansions are d]iv$7 be+ #b4dc2 multiply t ,numb] by #i1 ! fir/ ,figure ( ! giv5 ?\s& ,feet1 & ! ,answ] or ,expansion ) #a ,degree ( ,heat1 is #ba4hg3 h5ce all ! ,answ]s or ,expansions1 imm$iately "u ! horizontal ,l9e ( ?\s&s1 are =m$4 ,!n #b;dly1 any o!r v]tical ,numb] or ,expansion may be =m$ by multiply+ ! ,expansion imm$iately "u ! giv5 ?\s& ,feet 9 ! horizontal ,l9e1 into ! giv5 ,numb] ( ,degrees3 = ,example2 ,to f9d ! ,expansion on #ijjj ,feet1 ) #ej ,degrees4 ,! ,expansion ) "o ,degree on #ijjj1 is #ba4hg3 !re=e ! ,expansion ) #ej1 is #ej ,times m1 viz4 #ajic4ej1 & s ( ! ,re/4 ,^! diff]5t ,me?ods s]ve to prove ! ,answ]s1 & to elucidate ! ,table4 #abe ,^! ,exp]im5ts 7 made ) ! ,manmet] :5 ! ,atmosph]e 0 half an ,in* heavi] ?an 9 ! ,exp]im5ts to prove ! ,expansion ( ,quicksilv]1 ! ,b>omet] !n /&+ at #cj ,in*es only4 #abf ,!re is seldom ,occasion to take m ?an ! fir/ ,decimal out ( ! ,table4 #abg 8,,rule4 8,precept ! #a/4 ,) ! ,diff]5ce ( ! two ,!rmomet]s t give ! ,heat ( ! ,b>omet] 7& :i* = ,di/9ction sake1 are call$ ! atta*$ ,!rmomet]s7 ent] ,table ,i1 ) ! ,degrees ( ,heat 9 ! ,column on ! left ,h&1 & ) ! ,height ( ! ,b>omet] 9 ,in*es1 9 ! horizontal ,l9e at ! ,top2 9 ! common ,po9t ( ,meet+ ( ! two ,l9es w be f\nd ! ,correction = ! ,expansion ( ! ,quicksilv] by ,heat1 express$ 9 decimal ,p>ts ( an ,engli% ,in*2 :i* add$ to ! colde/ ,b>omet]1 or subtract$ f ! hotte/1 w give ! ,height ( ! two ,b>omet]s1 su* z w\ld h obta9$1 _h bo? ,in/rum5ts be5 expos$ to ! same ,temp]ature4 8,precept ! #b;d4 ,) ^! correct$ ,heights ( ! ,b>omet]s ent] ,table ,,ii1 & take out respectively ! ,numb]s correspond+ to ! ne>e/ ,t5? ( an ,in*2 & if ! ,b>omet]s1 correct$ z 9 ! fir/ ,precept1 are f\nd to /& at an ev5 ,t5?1 )\t any fur!r ,fraction1 ! ,diff]5ce ( ^! two tabul> ,numb]s 7f\nd by subtract+ ! less f ! great]7 w give ! approximate ,height 9 ,engli% ,feet4 ,b if1 z w commonly happ51 ! correct ,height ( ! ,b>omet]s %\ld n be at an ev5 ,t5?1 write out ! ,diff]5ce = "o entire ,t5?1 f\nd 9 ! ,column adjo9+1 intitl$ ,diff]5ces2 & ) ?is ,numb] ent] ,table ,,iii1 ( proportional ,p>ts 9 ! fir/ v]tical ,column to ! left ,h&1 or 9 ! #aa? ,column2 &1 ) ! next ,decimal1 foll[+ ! ,t5?s ( an ,in* 9 ! ,height ( ! ,b>omet] 7viz4 ! hundr$?s7 ent] ! horizontal ,l9e at ! ,top1 ! ,po9t ( meet+ w give a c]ta9 ,numb] ( ,feet1 :i* write d[n by itself2 d ! same by ! next decimal ,figure 9 ! ,height ( ! ,b>omet] 7viz4 ! ?\s&?s ( an ,in*17 ) ?is ,diff]5ce1 /rik+ (f ! la/ ,cyph] to ! "r ,h& = a ,fraction2 add toge!r ! two ,numb]s ?us f\nd 9 ! ,table ( proportional ,p>ts1 & _! ,sum subduct f ! tabul> ,numb]s1 j f\nd 9 ,table ,,ii2 ! ,diff]5ces ( ! tabul> ,numb]s1 s dim9i%$1 w give ! approximate ,height 9 ,engli% ,feet4 8,precept ! #c;d4 ,add toge!r ! ,degrees ( ! two deta*$ or ,air ,!rmomet]s1 & divide _! ,sum by #b1 ! ,quoti5t w be an int]m$iate ,heat1 & mu/ be tak5 = ! mean ,temp]ature ( ! v]tical ,column ( ,air int]cept$ betwe5 ! two ,places ( ,obs]vation3 if ?is ,temp]ature %\ld be #ca on ! ,!rmomet]1 !n w ! approximate ,height be=e f\nd be ! true ,height2 b if n1 take its ,diff]5ce f #ca1 & ) ?is ,diff]5ce seek ! ,correction 9 ,table ,,iv1 = ! ,expansion ( ,air1 ) ! ,numb] ( ,degrees 9 ! v]tical ,column on ! left ,h&1 & ! approximate ,height to ! ne>e/ ?\s& ,feet 9 ! horizontal ,l9e at ! ,top2 = ! hundr$ ,feet /rike (f "o ,cyph] to ! "r ,h&2 = ! ,t5s /rike (f two2 = ! ,units ?ree3 ! ,sum ( ^! sev]al ,numb]s add$ to ! approximate ,height1 if ! ,temp]ature be great] ?an #ca1 subtract$ if less1 w give ! correct ,height 9 ,engli% ,feet4 ,an ,example or two w make ?is q pla940 #abh ,!re is no ,occasion to take m ?an f\r ,decimals out ( ! ,table4 #abi ,see ,section #cfh1 ,note 7a74 #acj ,section #cfh1 ,note 7a7 on ,note 7a74 #aca ,tak+ "o ,decimal only out ( ! ,table4 #acb ,! "q3 ,9 ! upp] ,gall]y ( ! ,dome ( ,/4 ,pet]'s ,*ur* at ,rome1 & #ej ,feet bel[ ! ,top ( ! ,cross1 ! ,b>omet]1 f a ,mean ( sev]al ,obs]vations1 /ood at ,in*es #bi4ebah ,t5?s3 ! atta*$ ,!rmomet] be+ at ,degrees #ef4f ,t5?s2 & ! ,air-,!rmomet] at #eg ,degrees3 at ! same ,"t t ano!r1 plac$ on ! ,banks ( ! ,riv] ,tyb]1 "o ,foot above ! ,surface ( ! ,wat]1 /ood at #cj4jafh1 ! atta*$ ,!rmomet] at #fj4f1 & ! ,air-,!rmomet] at #fj4b3 :at1 0 ! ,height ( ! ,build+ above ! ,level ( ! ,riv]8 #acc ,see ,section #cge4 #b;dly4 ,if ! ,moiety1 ,half-,heat1 or mean ,temp]ature ( ! ,air1 is equal to ! ,/&>d-,temp]ature1 to :i* ! two ,b>omet]s are br\ght1 by ! #b;d ,table2 ! f\r? ,table1 = ,expansion ( ,air1 is ne$less3 ! ,height already f\nd1 9 ! #b;d ,table1 be+ ! true ,height ( ! upp] ,/ation4 #c;dly4 ,if ! ,moiety1 ,half-,heat1 or mean ,temp]ature ( ! ,air1 is less ?an ! ,/&>d-,temp]ature ( #ca4bd2 subtract ! mean ,temp]ature f #ca4bd2 & ) ! ,rema9d] f9d ! ,expansion1 z usual1 by ! #d? ,table3 subtract ! ,sum1 7:i* is a correspond+ ,height 9 ,feet & ,t5?s7 f ! ,height 9 ,feet & ,t5?s ( ! upp] ,b>omet]1 at ! ,/&>d-,temp]ature1 9 ! #b;d ,table3 & ! ,rema9d] w be ! true ,height ( ! ,m\nta9 or upp] ,/ation4 ,section #chd1 ,note a4 #acd ,! "q3 ,ne> ! ,conv5t ( ,/4 ,cl>e1 9 a ,/reet call$ ,la ,/rada dei ,spec*i1 at ,rome1 ! l[] ,b>omet] /ood at #cj4jhb1 its atta*$ ,!rmomet] #ga ,degrees1 & deta*$ ditto at #fh ,degrees3 on ! ,t>peian ,rock1 or ,we/-,end ( ! fam\s ,hill call$ ,! ,capitol1 ! upp] ,b>omet] 0 at #bi4ihe1 its atta*$ ,!rmomet] #gj4e1 & deta*$ ditto #gf3 :at 0 ! ,height ( ! ,em95ce8 #ace ,sadl]'s ,practical ,ari?metic1 ,page #bic4 #acf ,! ,writ] has n hi!rto be5 s =tunate z to meet ) ! orig9al ,memoir1 conta9+ ! ,p>ticul>s ( ?is curi\s ,exp]im5t by ,mons4 ,lavoisi]4 #acg ,dr4 ,prie/ley's ,exp]im5ts & ,obs]vations relat+ to ,air & ,wat]4 ,ph4 ,tr4 = #aghe1 ,vol4 #ge1 ,"p #a1 ,page #bgi4 #ach ,! ,diamet] may be enl>g$4 #aci ,by ,means ( ! ,cradle1 bo? are m easily mov$3 ! ,muffle is prev5t$ f adh]+ to ! ,tube2 & ,/eam is admitt$ to ! ,bor+s4 #adj ,copp] su/a9+ a r$ ,heat1 bett] ?an ,iron2 ! latt] ( :i*1 calc9es ) ,/eam1 or1 9 cool+4 ,transcrib]'s ,notes3 ,text enclos$ by und]scores is 9 italics 7italics74 ,text enclos$ by pluses is 9 small caps 7small caps74 ,obvi\s typographical errors h be5 sil5tly correct$4 ,ar*aic language & spell+ is left z-is1 except 8,,a]ial0 0 pr9t$ ) dots above ! #8,a' & #8,e'1 ?is 0 assum$ to be a typesett]'s limitation & replac$ ) 8,a,,rial1 to mat* ! l[] case usage4 ,errata h be5 appli$1 z mu* z ,i und]/ood !m4 ,numb]s = sections #bei-bfa are repeat$4