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# 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 442, page id 867984570:0470
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=867984570&page=470
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 68 lines, status machine
# Lines: 68 recognised, mean confidence 0.80
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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qui
M ANV F L IS BR Y F N NTD
Irem Parypate generis Diatoni aequabilis, est
intentior quam P’arypare generis Chromatici
Cyntoni, ratione Celqui rigesima quarca. ITam
Parypate generis Diatoni aequabilis ad Licha
non Cuam rationem habet (ue ostensum elt,
Tesqui decimam; Led Parypate generis Chroma-
tici inconi, Telqui undecimam: ratio autem seF
qui undecima (quam habet Parypate generis
Chromatici. Contoni ad Lichanon Tuam) d let
qui sexta (quam habet Lichanos ejus ad luam
Necen) inter se conjunctae,  X 3 = n, Masu
H  rapomn et Rev 8 3)aoS  s
ouvrooseq Est D napunierns e recouanns ous
7oVS gerss, Stnohoresciprc Noyco. Kai qd n pdi
apom 3 DJarrs quan_ qves eds r N
Xavor abrod. Negov Exct, ios dedem) DidENaTN
n de mopoam  ZeCouanNS ouVOIS gerBS, S
erdexaro O) emerdenaros neges, on extn napo-
nam o ZEcoanNOS ouvoS yerXS ees ris
nexavor avros, n, o Beiexr ∞ du Éxet n N1X avoS
avrod reos rlui vnrluo, anNOIS ouvo odo
ci or EXBOr Dasqua ine d re emdExaroS t
continent diastena, Gcaus etqut. dcclta (Quatr
Commune cetrachordum generis Chromaciei synconi et Diatoni aequabilis.
orarat
Rovor sereo Lpuoo dabtora 1ao3 n 18 otdtos ouans.
naevnasa
habet Falspa Scierio Diaconi aequabilis ad Exti apurarm r8 V arors quaeds yeres neos ryt
RXaror avrod, n o exterraros du exet i N1XaVoS
avros reos Fleo inryv suotcos anNOIS ouva
dvo OdEcopCi DE n LEpOX n VEpEZd X ExE
Xocdara orraOlio ZaSna, LOZE FSEnEV
a ovra Dlo 2)asquaroS, Lon TX emdenars
 28 EnLEWVaTS, ev Ex1AOGoPFC NOYCO. (5
crapycos et rC Lonco rl TO1STB OVSHuIaTOS
oderuan dcinvorai
A DE NxaVOS XANW FS OOrTS XLarorS yevXS
Veres, ouoicos Ex1CN9SC Neyco. Kai qd ngy n r8
ToIOUTS VErSS, i5 dEdCK NIXaVOS, EN EXIEV
varco yco decopeiru, eo io nai + 10 or
opa
Tuam Lichanon) a selgurHoNa (quaM HabEL
ratione lelgurnona compe,  qua ctat
Lichanos ejus ad Neten) icidem inter se con-
juncta, 16x 15 = . Conspicitur autem excet
Tus, quo, quod continctur per connexionem
diastema rationis sesqui- undecima d TelGUr. LCX
ex, Superac dialtema quod itidem per connexio- DExaTS I EMEKTS Noys, TB EnExouS ooicos na
nem ConMeur Lacons lelsu ea e lesqui
nOnX, I latione selqui visclima quarra proxi-
Me,e 3) E (BE. Occlare ostendicur subjecto hu
jus syllemaris Hypodismate.
RUTSuS, Fichanos generis Syntoni diaroni,
intentior cst quam Lichanos generis Chroma ovrrorcorieq est ~ Nyar d recouanNS 0y
uel. Viconi, ratione icidem elsur vsenma. Nam
ictius generis (ut octensum est) Lichanos in
Kotov ser e e Xopdt S apsuS ourrors jeves i S oerrors Herrs
Commune retrachordum generis Chromatici syntoni ee Synconi diatoni.
dxaera.
rapoxes
aNumeri hujus schemaris sunE viciosi: PTam 275 HLHIC WEO HOH CONVEIIE, C PrCH aluS ejus loc sut
lticui numerus incexer, careris mancibus. Sed numerus vero Proxunus paricus Pro vero (proprer disterentiam
insensibilem
ibue aliguer
quod non erat evicandum, nisi auctis in immientum numeris omnibus. Lic pariter in seguen
b erc