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Show 1'88. DE'LINEIS'HORARIIS propofiti latitude minor til dimidiodnguli rcc'li,hoc cl‘t 45.gradi.. .vcrticalis. Scipio lincn hora: 12" {it axis proptcrea Meridiani , 86 buszaut prgcifcgradunm 4§.1ut Elliot. Si minor,tunc dcfcu'bam ibmicirculum a b c. {uper ccntro d.di.1merroquc a c. 6: faciam an- fccmrium meridiinuiu. gulum l) a c.xqu.1lcm latitudini locizin triangulo a la c.vnde angu~~ 1113 In C a. crit cius coniplcmcntum, lioc oil altitudo :cquinocf‘tiaiis: ~ Oportclwit flutcm fiiCt-rc arcuin l) C.duplum latitudinis loci: Sc perv, int c ll‘Cll‘m a li. tins com olemcntum ad {cmicirculum , duplum; altimdinis :rquinofli ilisilmquc cum mcus horizon Malling habcat: latitudincm grad. 3 8. fist Rl‘L‘llS l3 c.gi‘ml.76. 8: arcns :1 Iv.gtad.104.;; perpendiculiiris ergo £1 punclo b. ad bafim :1 c. cadet intra punfia; d c. qurc (it b c. Doindc cxcitetur ipli a c. perpendiculari C F. cui; occurrantin rcéhim prodn 611‘ a b.quidem ad puné‘cum gatq; d b‘?‘ ad pnnfium {4% duatur ipli c f. pcrpc‘ndiculnris b h. In: 111C enima dcfcriptionc {equitur omnc lin-;;1ti011is arrificinm cum theoriai ln-i tclligaturcnim plannm :1 C F. irn iitum in mcridmno loci Propolitia ut a c. (it linca meridinm in piano horizontis , lioc cil, comm unis . fc&iomcridi1nicnm horizon re: linca autem c Eiit linen meridiinm in plano circuli vcrticulis , communis {cilicct {citio Meridiani 8: verricalis circnlorum . Qnilms lhppolitis,eritialn teéh a b gaxig mundi : rcéh b c.communis {cé‘no acquatoris & Meridiani. u 11‘: Ii in horizontis plnno pommr i'cylus l7 c.in plano autcm vcrticalis, Ib'lus b hivterqneiam (no plano perpendicularis, vmbm qutino‘ filialis llyii vtriulouc ddinctin punél‘um c. Imquc per punélsum C., tranfilxit xquinoétinlis liner: mm in horizontis quim in verticalis! cirCuli plano,communis {iquidem {ECHO ipforum planorum. Ncc‘ prohibcordi lubet,planum vtrumq; Vltrzl Producers ad Cipiendas, a: [atmminori 4‘ 45.312 quantum llyberna: & :tIIiu): vmbrcs protcnduntur, horarias linens. LIBER‘ PRIMVS-i '13'9 comm unis {cétio circuli horg r f horizontis & V:1'ti:j:1lis mil-1&5); Punfiumautem 3.Vl"I3XiSlanCiIIUCI- ,dir horizontixfiillud, in quo liner hornrum imaridis {cinuiccm intcrifltcant in horologio lmrizonmli. Pnnf'mm qnoqna g. in quo axis incidit Vc'r‘thllI plano, crit illnd, in quo linw lmmrix‘; m :ri(iii: {c Viciflim {ccant in liorologio VCttIC;1li. find {i lLLtitudO tr:- gionis lit diinidinm rcéti anguli tuncin trimguio :1 b c. aiigtrli bac. 1) ca. hoc Cit latitude loci 8: altitude azquinof‘dilis crnnt pro latitudinc 551245. mqmlcs : & trilngulum :1 b c.ilofcelcs : tanm enim ell ibi latitudo, loci,quantaqumtoris nltitudind: femidizmflsr b d. pcrpcndh culqris ad a c. crit ibi Itvlusr& in horizontc linen hour I z" prrrili(ft-a: i'oitpcrpunflutn d. pcdnn {Cilicct {lyliz {ed in verticali plimo nufqunm compzl ‘cbit:qu;1ntloquidem igfiim Vcrtimlis horologij plannm ipfum Circuli lion: [ 2.x plano requidii'ht: licut linen lid ‘xquidilht linezt c g. Casters :mtem Vt in priori figura rionc conly- dcmnda funt. Dcmum (I latitudo rcgionis exccdnt dimidium rcéfi anguli , tunc quoniam altitude sequatoris minor ch latitudi* loci; 11m idco angulus b ac. mnior crit angulo b ca. (‘36 0b id Perpendicularis b c. cadet intm puntfha d.& rcéhz I.) d.continnat¢ occurret ipfi g c. dcorfuni produéhe. Cztem omnm Vt in prima defcriptionc confydcrunmr. Itcm in llocditI'Eert trcs‘dc‘fcriotionc‘s : quod in Primafiylus '0 6.6:(ccdit vmbtnm rcfhm :- C. Stylus verb b l1. fupcratural) vmbm vctlfi h C. in requinoélrio i‘cilicct . In 41 [atimdine tertia veto figuratione huius contrarium fit : quandocluidcm vtrt‘: mafia/‘3 qw‘m quc fiylus :Equnlis ell vmbme 31 reliqiro Proicébt . In {ccunda VCI‘O figura , & flyli & vmbrre in xquinofiio flint Tqualcs, pcrf‘cftum (Lu‘od {i nollcm producerc plnna , tunc rcilium‘ vm'orx cadcrentin {cilicct com p'l‘cxx qmdmtum. Vnrlc & in tali horizon t3, horizon- planum horizontalis horologij , hylwernse vero in plqnum vctticas lis:& vtcrlibct Itylorum l) cl) hfntis CHEt vtriqus horologiozqunn doqnidem communem verticem b.h1bcntcs communem quoquc. vmbrarum extremimtem horamm indiccm fortiunturPorro linca; db F. erit communis {critic circuli horzr duodrcimz ab ortu vcl‘ occafu cum mcridiano: qulndoquideni in hoc horizontc altitudo: in vttoque ordinc fufcipiet difimfitioncm propt-sr mndcm xquntoris 8: .IXIS 1d vtrunquc pllnum inclinationcm . Scd redeo ad: primzzm dcfcriptionem Elohim pro l;1-t"'~‘minorr: quiim gt. 4.5. 'Poj mmc'I, in rcélumiglhs b c.c a. linc15,qurinm {unt in progortiono di3.m:tt0isa an: licmidiamctrorum horizontis & pamllcli .mzixrnu mlis citculi lm'ncat dupluin altitudinis P01I,{CIlICCtfll‘CUlH b ocum mngwtpamllclum maximum intcgrc extantium in illo punfio , ih quomcridilnus (can eundzm . lgitur in piano horizontis limit hora: i 2‘ ab ortu Vcl occalir inccdctpcr punt‘ftum d. In plain? :mté verticdis horizontis , talis linmibit per punclum f. focins lkilicct. mlc 8: vcrtical‘c horologium Cidcm penitus linmrum homriatum integré acparuntifi in mco horizonto: & luper punéhs a bdocndum quantitarcm ipfarum a c.c b. duos Cll‘C'llOBz qrmdmntcs‘dt-lcrilmm‘ {Cilcct b k Ca. c lfcfc tangzmtcs in punC'lo (3.5. (1110 Perpcdrcularcm' ipii n l). & p-zrindc vtranqu: perifetiam tangentcm in coclt-‘znpué‘to CXCirlbo c m.indclinitamg‘leinvic- lcc Ibo qu 1d rantcm pfi'l‘li‘cl‘ll' ml-_ _ oridigmain 3985 <3 f. vtro'oiqucad rcc'Ios angulos. licut ipfc Circu- noris k c.in {Enos 31‘CllS innicé qqmlcs in pfiéfis n,O,P qr.qu§ pfiéta: Ins. if horas‘iecatmgridianum ad rsétos . nccnon 8; horizon 85;, urn. céiungun cfi ccntro b. actis totidé rciftis ptoduflnsq; ad ocliuzgnmu ‘, 2. ' mill)" |