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Show llmbum 11ktrlue tcabuit contlntrl-poll'd Pttd(t pteter tmlntntl11J \!ml tjpto l>alticulofiueolmuri beput11ul.1)ofte11 pedmi circlnl ruper cen trummedium loc11ui t cum pedtdue mobili circulu egnocrialmi eqle IUlquiin 111111111bulll circinaul qui pergrad"oiulfi. bdnde f0dl11cu 11J otbitli ei' bedin11tioncficut 11re ooett figur11ui: qui tolif p11r11ui ut I~ 1pm SI.P edip1lc11 line11 ponif etfent 11lij circull coanlrici oi ipo ut gr11, due ai ruienumerle poll'entfisn11rl.befaipfi etii \!num circulii 11d r~ sr11dus eclipricelinec verruecenrrii rabule pojjtli egdift11nreJ: t 11lium ~11edip1ichdt0tidl::mi arti qu11 e..9uldift11nteo otifontl qui 11lmi, c11nr11r111b blcunf fuo mo befcribunf.jnterioti 11u1i botiiequldiftatici 11liu circulii ai lpo concentricu 11diunti \!erfne ecliptlci: at sniduii bini Ii ones tbi potTent beno111rl.E,:1erlotl ~o egdift11ntl: pluree 11diii,:i t l11r Siotee pto biuiffonib' graduli tut numer" eoiz necno tfisnoiii noml• no q,ngrue polfenr ibi coll001rLbeinde polo rodi11d fcom g, requirif In t11bul11 llsna10:ciratlli m11gmi I! bunc polli t per 11mb11s fecrioee co' mu~es ~quinoctiolis circuU t fOdioci cimiduif ,Wterqui perficienduJ 11dma1oe oletri' 111bule indigebli t per cenrru bui'mognl circuli linei recrli equidilfamioiomerro q ll rectionee iam blaos 1r11nff1 In comlnri um t b1recrti PlOtr11,:i:t buic piotr11ctionl 11ecetf11rie funt lisnee tabule 11dilicteppi longirudine bui' linee m11gmi.1)'e11 bi11metni t11bule que oefcend11 ob olmuri oitbogon11liter feclido calili q R rectioee bictoe toll dir:in cotinuii tbirectti piotra,:i:quouf(I) btic ma gnu circuhi 11 buo eq, lia rec11ret.beinde vmi banim medietarii vd vtr.1(1):quio id(3 ell b•i• m11gni circuit in nonaginc11 p11rtes equales biuifl.Et e,:rendi f1lli II po, lo {odi11ci vrqi in qulilibet b11rii biuifionii t fecifisna in ilia egdiflan ' te longa que~tia. buncmasniicir~l113 perequali11 recar:in lode. f. per que 1ra~fie f1lu b1ao modo e,:renfu.'boc i ,,:cendendo fern I! filii a polo fOdlllct;llll 9' ptedictoe oiuifionee rongeret necno t i1111m longii eqnf, dill11nte:t rucpon.ebli pede circini imobilc fuper quodlibet boll flgno rum 1~ b«ccq111d1fla111e llcnotato1ac,:rendeb11m pedcm mobile vrQJ in ~olu fOdiaci.:nali bi!pofftioe.b11bi11111 ola figna not\ltQ cuJ pede cir cm1 rnob1h toturod1acu grada11m binifi nccno t libi coeqnidiflonree · bincmde ad sradus renoe.Er bicefl modus generalie oiuidcndi qfU, betma~oe circ~loe: fibi cquid1flan1ee per sr11due vel per alias poi, 11011ee omifione mqna que fir percircu,loe: tic cni alter pera11erii biul di potefl_quo1um "nne per polos alreriue "11dit. betnonflrolione 011, · tem buiue ponerenon ell bic locus.Ell t olla biuiffo ~diaci t omni umdrculocum magnomm in plonifpirio quefit perlineoe rectos: d 1i11c flmllll \!filt lul:poneba enl rectli rrgulli M filri fu11 polri '°dllld t ru11 quilibct bi11iffonri egnoaialle circull per flnguloe gradue oiuifi, r vbtregulo'9!1tilium f0diacii111ngebat ibl norli fecl:t 11 buncmodli ;o r~m ecl1p11ca hne~ ~am1~fu1 m grad':eode modo olij circuit mogni 12 hneae recreo 1:>1u1dJ pile m fuos portee ponendo.f.filli fill! polu circuit 01mdend1t e,:rende~ 1~m l!Pll'!CG egnoctialle clrcuU quli111s b11bere volurn• vf(I) 111 mculu bmlclendu:t 1>bi circulii oiuidendli 11cufferltfi , tJllllbim'_l~m:t ficbiuifio ~oplebiF 1>fQl in fine. Sed ne alig4 q6circa biuaffone Cl!culoiz ca~1t 1r11.f!!!'e_di11~11r:addli 11dbuc 11ligd modicii cir ,a bl111fionc fod11m:qrend1 fur mqua ei• poli ambo flc:numcrobimne eni in cgnoJiali ctrcu.lo 11~ 1111cr11 b11eii rectionii ~dioci t egnoctiolis \!ea:<ue p11rtee fOdillCI mmdion11lle frn qulititare bedin111iole fodiAci ".IJ!qj nofl~11 numeriitio ttrminobif tlgnii faciem•: poflea eirendernue falu a fecuoc oppofira ptime VfQl ad ffgnii f11aii t vbi fllti oiamctrii 111, bule feClltrit:piicni ponem•:qi ibi i polos "nus:beindc ob eadi recroe equlnoallllie tfOdiaci o q iii e,:tenfii er111 tilli copurabhn' eandem be dinorionc qua: p1t•: fed in 111eoppoflto:z11 locii 1>bi c6pu111io rermima bi!'ei:tendem• tilli II f1:ctione a qua piimo e,:renflicror:quonfQJ biame rru tobule inconnnuu 1: birectu ,PCnicrli fecet:t in loco bui•fecrioie pci aumponem•:qi ibi i polue rcciid'.beindc parri biamerri int emboe pol~ illoe i~1ercep1d in t>.uo e(jl111 biuid£ntee pedccircini ponem• in med10 :t e,:redem' perifmarn "'CIJ odambos polos 11mb11f(IJ fecrioee ~diach:egnoaiAljs: t circiigirabim'circinii: tcirculii i biicmodti ~ crem•:t neceffe gde ell g, b1C C1rcu1• 11 i1111 qu1111uot p!iaa 1ronfe~1 Ii ft· 1!Ur11tlo11es ~tecedentes compereni fine ptorracre: t ptorra t,of linea lo g11 ~er ~enrru. bni'm111!ni circuli egd1ftone oionmro qne 11 feaionee sodaao t eqeamocnahe communes 1ranfi1:poft boc vn11 qu11m1 buiue cirrnl~g J! vrriicf! pohi fOdiaci currir oiuidenda dt in.90,p11r1eecqlee: t ponedu eft ftlu ru12 polu3 fOdillCI mculi g qu11rti oppoffrd 1ermin11t: 1:!J:lmdtndo ipm in fin~ul11e biuiflonee qua rte oiuifein gr11d':t Vbl• CU(!! filum 11lud 0111metni bu1• circuh fecuerir ponendt runr nore:1: per b11e notas i I! 'PlriiQJ potu m fOdiaci buci bebet circtn• 11 qui fOdiacue cft biutclendue :fed ur etntrll oi113 boiii circuloJ magnotii per quoe '° diac11e babel biuidi in11c11ia11tur:p11rciid11 ell medie111e illi"m11gni cir Cllli !I ptimo oiuidebail.90.porree: 111editt11e ei"inquii que 11b '9nopo loi11m rodi11ci vadit vfQJ in 11liiit cad inft11r tiue oebent fieri Rsna in il la rquldiflante longa: t ill<t f!IJ111 per modli qui rup:a narrautmue fa aafuntccntrca oi11m iUotri m11gnotiiarc11lotum:dmlli modo billidt |