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Show , 1ND If v U" .‘Cumcmrmfi \iEVJ'lfiu , m I" Lima 3" {bluimum clulcqum [uric w, [.403 yorrions. fumnmrgz ‘zrth ‘ilmil ‘ India" mmuwdem dc quonl ‘r -. ,‘OI iY‘l‘S. $5. "‘31.; w m pm; sancziv , 'exdualius le.[ W «. !'u:l'/ py mumbus pumi gene- u: r1.‘J( :in‘lihhnt. y} 7‘; ‘ 011.91.;le us (mu 5 ynmi generisgqua I. Its cf': pyrnnwii quadratz ccnu‘ali, 1-"? librluc \ollnxcrali. H nqsiuiuu {olhhsfluaccrnariux. in. {)Oogmn lincar'ls formatio. {01.5 Nuntcrus linearum Impansp qua mE09103011112 Lads Ibrmctut. 5:. hucrur. fluid Numcrus qualilct qua: .‘waber unimcs Oéiugun us omms cit "malls quadrato unynns numen fibl collatcmlxs‘ 35 mum in .mdm-z xudicfx lCLUUA [mt]. Nnmcnu (mm :mimrc J'lAtJ-Ah'fl; fl mm huffuljcrt, mu? :‘f‘ucgm dficumm pududnmm. Num. m< qurwlp '. Numcru [mumsIdpLCciaIimn, IULEC éwntfx. 4 Numcm: omni~ darus,imlenimr in or dmc raxhcnm. ibld.4 Numcms omms perfef‘tusqui. m Numqrus cmms pane nhcra longior triplicuu: (R cum unimzc comun flus,c01mcu hexagonum glniangLL De lirera P. Ar omnis cum paribus coniufius P conficu collalcxakm pane altcra Iongxorem . 4; n Par omui~ pxgcedcmi quadrato appofi. Numcrus qu.zdram~ , unde {Emger rc- [us , couftuuit l‘cqucutcm quadratum. 77 Pcmagoni primi numcmrum lincanfi comm-udlo. {01.3 Pcnmgoui fccundi Iincaris forms. Lio, {01.6 Pcmugonus numcrus cx quibu: conduqu'. z lum callntualcm. {ulrcL 69‘: Numcrus aliquis fi duos fingulus mul- tiplicctwmdufla cxunt multiphcarls' zqualm. 7;. Numcrus multitudinis Smym'ium ab vmtarc dlfimfimmm in 1b 8.1161115, prOVduCiL agglchtum ipforum 1111.; panum ommum. 116 Numcrus mulmudmis palium ab vni tale iuccclliui' difpohrormn, muhi plxumsin numcmm vmwte mam‘ mm, pmducu~ uggrcgarum Ipfomm panum ommum. jbgd, ['cnmgoni u'es ccmmIcs cum quinquc umhn‘aus umul fumvz [is , quibus umnguiis cum vnlxaubus zqualcs fun. 60 Pcmagonus underconfiixuamr. 78 Pcnzagonus CCU"311\,LHIL{C conflu. 31 Pcutagonus onum ccmrahs , ex pentagmlo plimi gcnm‘xs coilarcxah, Sccx Dc Iitcra O. pxqctdenzi quadmo conihuixuz. 34 OCfahcdrus , regularc folidum, ex qulbus conficxamr, {OLC Oflahcdrusficgularc folidfi, ex quibus coaltfcu. 46.47 Octahedri numcri prim: @cciei con firufiio. 4,7 Plum p-rirm gcncns. Mani ccmmlcs. 35 ibid. l'omuucs (Luz confliluum Maioxcm, {uni cuam ipfi; m‘auomlcs Maior,& Mmox. 1‘3 Pozcns raxionale,ac mtdialcfix quibus coufiem quantiuubus. . 1 1.9 Exceflus ExcrflJs ('1': Hum quantitamm gum; nwdo vomudth‘. imd.' Pawns rhm medium at quibus qualmL». bus fiat. ,b, .1 Mus mlzum gdic‘tuum quantum: um) quomudo uocaudus. Jbid.‘ Pvmmisomnis cum: 5 , a quorum ' ficgauonc mufluur. 5; Pymmls omnis cunnilis , cx qulbus conl‘mt. 56 Ppaamgrrguiare, Tcnahcdrum voca- UH" .i buhum numcxo. +6 Produfiumqug qunmuas dicatux. 8 5‘ L‘yxamis,Rega.laris , quot Vl‘itntts ha- Proucnicu; quanuras , flue beat. 47 Pyramis trial gula , congerics {*1} trial]. uotiens" qUJ: dun-um. 3 5‘; Fyxmfidcs triangqu prim: numeroz'fi' line-.uium uudc formcnrur. {01.3 Pyrumxdcs quadrant undc fiant. Ibid. Er pyra:nid.géngo ng,&fcxagonq.ib. Pyramidcs quadrant pnm: anc con. firmnmr. ibid. Itcm Pyramidcs Pentagon: primz. ib. El: I'ymmidcs hcxagoug. lbid. gmuxum. '1‘ Pundium non hahu partcm in comp nuis,ficmvu1msin dxltrcris. a. De [item (L Vadzari f'ccuudi lincaris compo. firio. . fol i) Pyramldcs {ccundz lmcarcs quomodo formcnmr. fol.6 Chudmri prim: linearium numcxorum Ircm Pyramidcx {ufidg triigulzib. Iicm pyramldes quadrauc (ccfidqdb. 1:5 ciu («16m alzcm pauc légions. ih. mladlam, quadratorum cf! Congcri'cs; pemagona , pcucagouorum.& dem- ccps. 12:. leham omnium duarum quantim. Itcm l'ymmides pémgengfccfidgib. In} Pyramldcs hexagonzfccfldz. ib. Item Hcpragonx& uftogonx (6'33. confiruého. (01.: 1 x . tum inuicem commcnfurabxlium, Pyramidcs primigcncris. ‘ '37 fun: ad inuiccm (inn quadmxi nu. ' Pyramxdcs ccncz'aics. )bxd. mcri :86 Cubi ad inmccm, ficur cu- bi numcri: 8; {ccunda quadnam licuz . dx. ' I'ymmidcs ncs qudratx ccmralcs cum quamor :mbus {Lump}; qmbus py- ramidlbus an axibus 1m: xqualcsuw Pymmidés trcs pentagon; ccmravlcy' cfi quinquc axlbus,qu1§us pyxamldlbus , 60 cum axxbus qquglcs .mi. Pyrumxs rnfigula numcmrm ex quxbus 5.1:. 7' Item quadram pyramis,vndc. fibid. Prungonu,& Hexaguna undc. 1bxd. 1 Pymnns hcxngmm uuplcx. P\ ramls omms trianguln cum pace- I dtnri pyramid: umugula comum‘a‘za confixuxt p) mxmdcm quadracam in bi collateralem. ‘ 1+ Pyramls omnis pcmaguna , ex qulbus 1...} 5 coul'tetfil confinuauu. P) ranns omms hexagon: zetragomca 1; . 8‘ quibus Couflcmr. Pyramis omnis hexagona xqumngula ex quibus conflexnx confixuamx. 16 cm xqualis. l7 bis quadrali numeri. 155 ' Ex pragdxflq duz quitiutcs fimt inter {c commtnfumbxlcs. ibid. E: quando incommcnfuxabilcs. 136 (buxiraza pomouum urarioualis lincg mmcmbris ,quz Manor appellatur , - fun: Binomiumfit Rcliduum quaL _ t2 fpccici . 161 Qindram portionum‘potcnns Ramo- nulc, ac Mcdmlc , Lunt Bmomxum, ac Rcfiduum nhquandu clumrx, ali- 165 . .. qnando faucipccm. Quadrant meus duo mcdmu porno. |1um,fun: mam Buwnnum, mam Rcfiduum quinquc qumu, .‘k gum. quc [mg- (pens) . _ _ ."34 (Eadrali numcri continua" ab vmmic 1plis impanbus coliazcmlcsundc (0‘ ltruanmr. 7 Qladmxixrcs centralcs cum qunruox vnilatibus fuanti,qu( zqualcs qua mm ‘M‘ ,wyfluw 7:. 7""‘W‘M A» . , .. |
