# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/867984570:0501 # Permalink to this reading: https://leibnizlegible.com/page/867984570:0501?run=74 # Title: [Quo Continentur Claudii Ptolemaei, Porphyrii, Manuelis Bryennii Harmonica: Archimedis Arenarius, & Dimensio Circuli; Cum Eutocii Commentario: Aristarchi Samii, de Magnitudinibus & Distantiis Solis & Lunae, Liber: Pappi Alexandrini, Libri Secundi Collectaneorum, hactenus desiderati, Fragmentum ; Graece & Latine Edita, cum Notis ; Accedunt Epistolae nonnullae, rem Mathematicam spectantes; Et Opuscula quaedam Miscellanea] Quo Continentur Claudii Ptolemæi, Porphyrii, Manuelis Bryennii Harmonica: Archimedis Arenarius, & Dimensio Circuli; Cum Eutocii Commentario: Aristarchi Samii, de Magnitudinibus & Distantiis Solis & Lunæ, Liber: Pappi Alexandrini, Libri Secundi Collectaneorum, hactenus desiderati, Fragmentum ; Græce & Latine Edita, cum Notis ; Accedunt Epistolæ nonnullæ, rem Mathematicam spectantes; Et Opuscula quædam Miscellanea (shelfmark Leibn. Marg. 100:3) # Folio 473, page id 867984570:0501 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=867984570&page=501 # Source image: https://digitale-sammlungen.gwlb.de/content/867984570/jpgs/default/00000501.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 111 lines, status machine # Lines: 111 recognised, mean confidence 0.82 # Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. # Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text. # Wording rule: say "the machine reads it as …", never "Leibniz wrote". # After the first blank line: the recognised lines in reading order, one per line. LL LLLLMMOIICLL. mate vocis Dia reltaron: Si isitur Melen ejus, hoc elt Paraneten diczeugmenon, dividi- mus in quaruor partes inter se aquales; facimul- que Paraneten hyperbolaon aequalem ejus par- ribus tribus; (ut habeat altera ad alteram ra- tionem selqui certiam;) habebimus icem Ne ten ejus similiter magnieudine es ratione da- tam, per canonis lectionem. Ttem, cum tOnL cujusque Mese sic quam Prostambanomene in- tentior rocis diastemate Dia pente: S igitur Melen ejus iterum diridimus in duas partes inter se aequales; Facimusque Lichanon me- Pon aequalem ipsi toti ejusque parti dimidia; (ut habear haec ad illam rationem selqui alce. ram;) habebimus item ejus Prostambanome. nen limilicer magnicudine et ratione datam, per canonis sectionem. Adeoque Facimus ex. polici coni sectionem de divilionem, OpC prX dicti circini, secundum pra- olten sas rationes cujusque ex ante recenticis melodix generibus octo; ab ejus Nete acutioris cetrachordi, hoc est Paranere hyperbolaeon, inchoantes; quem admodum coni Hypermixolydii fecimus cum omni accuratione. Cumque jam diximus, Obinam in organo oporieat ordinare e construere tonum P’hry- Sium, Lydiumque, Sccundum TTarmonicorum lectam: Proximum elt uc dicamus tandem, Obinam e Typophersium ee Hypolrdium oporteat; e primo quidem Hypophrygium, deinde ee Hypolydium. Cum enim, quanto Phrygii Mele incensior est quam Mele Doriis tanto e Hypophrysii Mese incenlior est quam Mese Hypodorii; vemque quanco L.ydii Me- se intensior est quam Mese Phrysii, TaNCO et Typolydii Mele incensior cs quam Mese Hypopheysii: est enim urraque uirdque (ut oltentum est) conico rocis dialtemate inten- lior. Fonus isitur Hypophrysius Necen suam habet Phryeii Mesen; Mesen aucem, ejusdem Fypaten; Fypaten, Parypaten Rypaton; ProL lambanomenen, (Iypaten hypaton. Sunt aucem ejus Nece _ Mele magnitudine ee ratione da- ex per canonis lectionem; Fypate vero d Prollambanomene nondum datx: Dantur au- tem d hae similiter ex Facili per sectionem canonis; uc ltarim ostendetur. Cum enim toni cujusque Mese sic quam ejus Flypate in- tentior vocis diastemate Dia celtaron, ut lX- pius ance dictum cst: si igitur Mesen ejus dividimus in eres parces inter le aequales tacimusque Parypaten hypaton aequalem ipli 10- ti ejusque parti terrixe; (ut habeat haec ac illam rationem sesqui cerriam;) habebimus avris cos exer avrle coeis encin ost prros Eu du n rli incry avrs dedopernu ouoicoe lattone +co rasapcor D DcornS XLa sa CS cav pa ruo pcon aurS, nros rleo W Dgrulus Fcor dE CLY peercor, eiS TEOSaPC pEpn ioC aMNOS chencopdo naiocod rlo cgrirno ineobonaicor ion zoth TPtOI pEPEO aVrHS iS EX avriv EoS exet vyr Regor SOV eou av na Tlo vyrnu aurE Dedouemu opoicos pczE)d re ngi NoYcO, 7) ∞ 75 5E aVrOS na laroUnS. 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Kat gd, ésco nEC i TY DV7 em ouvrorcorie D prons 8 dceis esi, 108rW aeg nai n r8 uno DouziS pueon ouvrovcoreq 8 ue On5 8 Vrod co eiS NaDESHNE NOL MXW, OSC HEE 28 NodIS pEon ocVTONEOTECQ Fy5 pEonS Ouy 55, 103rc 30 âeg n n r8 vronudis peon ouvrorco TECa= D pcons rS vrPgiS na DesnE nat EHaTECQ ENaTEpaS ouvrorcoTECQ Est ToVtatcO TH5 Ocorns, ios déda Xasquar. O 5ot vui vno Deoz. O roros, viclus pdu exa rlo peeon 28 D iis pcoluo Eluo onrgo avrs unorgo de, rlu apO a rl FEV VnaTCOV nOSNap Saro de led ra Fcr Vrarcov. AN n edi vin nai ucon aurs, dedouas urg) r Noyco dia rnS I3 LaVrOS KararOUIHS eto n de vdrn Nat i EO napbarque, 8co pr dédor) didor) ’oucd narai eE CuxEp8S cha rHS 78 naver O LaTT pn5, cos avrira d dx Hjoc). Kai qd, enddires trev ros rors i ueon ouVToNcOTEeQ FyS uarS r dia rEOSC̈PCOV FH5 DcvnS 2)aSqua H ESI, 1o5 roM CKIS Eociy) eav aeq rlio peon aurS cp rHV TCOV VaTCY Ieno eAn aurn l ZeEC pépe EmdrE AVTOS FoVS n pESH ruS vTHS BapVTEpa Cujusque coni Mele Sic quam Nece gravior dia oa amyNors ctencopd noocop Flu mapua iem Fypaten ejus similicer magnicudine et e Suppleo r pecon lSup-