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Show ' " . - De circuits SphttrA; • ~ I. 4 . . d m u% tanta eft ~!!ann1! tn ~~ teptus: idem de depreffionc ~n~~l~~~~p~elf~~ !lcliam intene8:us: rotquc Cus vertica is ab hortzonte ~ q . d' •. & dept cffiones , -quot gradvs graduum etlc dt.c untur P~r z dtetz. altttll tdn eb~ e, nt h~ difianu. z tn ct rcu!t·s ad rUnt in pr:rdtl:lis arc~bus. ~umt all~~~~a~ difianria debet lumi fccu?dum horizontem perpendtculanbus' q d. ular's lint: a (O!ln perpcndtcu\a .. lineas breuifiimJS' quales {u~t perpel~ aacb vne> l~co vna tanrutn perpendi- . n !t & determtnata, quta . tr: .. ris vnsca eu., aca, . r · fi ·r~ t.X eodc1n loco ducJ pouunt' eularis erigi po.ttft; ~t obltqu~n~nt~ ~~a~:icatis, ideo incoouenicnselt (e. &. ideo fuut van~, &.tndeterm . ~ ueretur enim idem puoaum •b co-cuodum eas, difianttaS ~eofurare ~ m~iorem.& IIJSOOrem,quod eft J.bfur"' dem loco habere dJ!tanm~:unsd~e~iri altirudinem poli 'feu diUautla l1L.I du· m: bq hu ap·r optce r ceuamrn vmoe ntru. ran1us ··n Ct.rculo Meridiano' qut vnus en et a ClUS a onz_on ~, d ularibus ad horizon tern' vnde tanra eu; circ.u lis. vedr ttcallbus' ~ perpen. Jc t·s regt.Olle quancus eft Mendiani [l honzontem Hl quau ) . . poll asl tltU 0. upra c· d fium polum. Eadem omnino to tel ilgdS de_, b hor~zonte, v que a lp . .b · 1 & arcu a .b . fl I ·zontem qu~ pariter in verttcall us cJrcu IS ' deprelfi~ml:rsi~:;~;~~nzonte~ tumendz funt; Q!!_ando igicu: dicemus I ~elrpe.n?tccu purcu!J. eft infra horizontem gra. t8.hi gra. 18. acclpJcndt func 10 ttuuo re ll · f.l. & {' 1 m tran· in circulo verticali defccn.dente infra honzontem reu.a, per o ~ d. 4 . . us ats abhonzonte vfque ad folem tfi: a~cus gr~ •. L ~· o~ txe f~untc. c~ur A~cronomi~ Tyrones I qui hafce diftanttas non_ to cm:uhs ver: r~m l~brop e& rectis fed in &.qua tore aut in Zodiaco acc1pJendas tfic fJlso ttc·aut· uasn,t Alticudi' nem igttur foh.s lt,tpra ho n·z ontem n•· c per lpil 1 a:r amma· ~~;i~l~m r~pe ries ; C onfti cue hor i zoo cem fphan ex~ Cl:C ad Libe 11 am f~u ¥ • uidifcantem horiz0nti Mundi, poftea obuerte Mendt_anum ad fole1n It~ qt · r. lit vcrtricalis tranfiens per folem, quod cnnc ent cum vtnbra partJS vil l ilupsl ti:l lufhata: tot a cadet in pa.rten1 et. urt ~em oppo f1i tam ~ tunc ft y.l o tanooe .. Mcridianum in tali gradu, vt vmbra Hylt cad at ad ~entru fph4rr_a-, tr~llS c nim Meridiani ab Horizont.e vfque ad tl ylum termtnacus , crtt altlcudo quzfitL. . . r 9 , In horizonte conRituta funt quatuor puncta , qucr tpfum J~ CJUatuo quadrantes dirirr.unt; qu~que nobis, 4· mundi p~agas, ac pr:rc,puos_ventos indicant; funt au tern Onus, Occa(us) Sept~ntno, Mer Jdtes, vt vtdere cO: in horizon tis limba, cui us figur~m ?.d 7· Pr~po!irionem apparatus ex· hibui: cut pr~tcrea addidi, quacuor alios ventos, n1inus princtpa!es~quo· rum coClnirio, & per fc iucunda e!l:, atque edam ad rnulca conductr; ~t omnia ~c rette horizon indicct, debet prius AUronotnice conftitui, v tl fc~ quenti Cao. doccbo. De ., .- . • De lvleridiano CircultJ • Cap. I V. .'. J.j M E RID I A N V S circulus.~ mnid_ie nomen accepit, quoniam l tt: . ter~unus, _& _Jndex tern pons mendtanJ, quamprimum cnim eutn._,. lol <~ttJger_tt, mendtes elt: Efi au rem circulus Maxim us tran6er,s per vrrii· que mund~ polum, p~r VertJcem '· & Imum ca:li; tremper puncta duoS:: .. ~e.ntnonis, & Aufi~J, qu~ Jn hoJ 1zonre JJJius loti norancur, cuius ell Metldlanus :centrum CIUS eft tdem c_u~ centro Mundi; poli vero funt puJJCl:;a duo ore us, & occ afus :rq umoCh a Its m hon zonte nocata: d 1lh n r en i m ab co Yndtque.per gr. 90. fi_cut_J nee elf~ efi o. ~fi antcm de gfnere fixorum tircu!or~_ m, qUia nullo flcut1 er1am honzon ctetur mom, vcrum omnfS alij circubmtra h ' S duos 1 vri material is fphzra demonftrat, conuo:uunrur Protter· eae~ d_e g~nere pluralium circulorum , innumeri nam'Jue Ill mundo funt ~md1am' ficut eria m horizontes; omnes ramen perM undi polos, & ver• ~lees cranfi!e debent; Qp!admodum in Pcpone omnes iil.r diuifioncs era::..: · r~u?t ~er CIHS ~edem, a~ flo rem, veluti duos ipfius polos. In eo tam en 'f\tfe..J dd13 . 01 • & honzonres d11ferunr, quod tot lint hon zontes in Mundo, quot 1unt Jn terra loca, at vero non roc Meridiani, quot loca! innumera enim_. oca, ~b eo~ em Meridiaoo exifiunr, vt facile in mareriali fphzra cogr.of~ ree.: VnJcus ramen fphzr~ maccrialis Meridian us omncs Meridianos undt ?b fpha=ra= conuerfioncm repr~fentarc; potell:: in ea enim conuerfio,. · ne ~mma te rr~ Joe a f u b ip r o tan quam fu b proprio fuccdliue con fii tu u n ru r·. ~~\em meridian us recta proprio hor izonri inlill:it, bihriamque le mutua t lUI _unr. Vt au rem quilibet habitator proprij meridiani pofitionem ac li-um Jn mundo p c .a.' · · r · ~r 11 • fd cr1 ·\...\e tnuenJar. at que cogno1cat, et nec~ue eu-pr1us me, dt 13?3m I mea~ !nu~nire. qu.r nihil aliud dl,quam vel uti veftigium quodn am~pliu$ mcnd_Jam in horizonre lenlibili imprdfum.pel hanc vero lind, taot~lo noelu fm. C·1 t' rcu·h rntridiani, fed rorius mundi {)tuarioo<.n1 in qua ·is habita it; acJ e c:n~ cognofcere; qu.r cognttJO JUcunda :rque, acque ad mul~ ;r._..s ell:. porro cum plures hmufce line: a: inucfl1gaodx modi lint • . &ion~o propona_m_racionem Aflronomicam, qu~ ca-terrs ce tior, & e~a~ tur r e.· In plano 1grtur horlzontaJi,l~u ad Libellam confiituto, defcriban- ' t ) n figu fc · · l poft ra equentt VJaes plu1es ctrcuJj, ex eod<.n1 centro E, ex quo F ea .er.JgJtur fly Jus per p~ndicularis; quod ttloc fier, quardo eius vertex Po. zfiqUtdtUJbic ab vna ex illJs per iferiJS, rune au tern :rquidillabit, quando lCO alt . · · Uato d er~ ctrcint pede tn tribus loc1s cit cumferenti:.r ilhus, a leer pes fer· Xilio Ao em to_reruallo apicem'flyli accurate terigenr. quamuis wan1 JUObfe rnuffis rdem_ tfficJ poffic. h is pararis, hora qua pi am anreoJ(f idiana...., ting ruetur e~tremJCas vmbr<;: donee p1 ~c 1sC circumfercntiam aliquam at• ltur[~~· qua Js_e~ec vmbra, E G. qu:r przcisC exrenotc:m ci1 culum pungit: pomencbano tempore, vmbr~ apex obferuecur 1 donee ice rum ad D eundem |