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# Title: [Traite Du Triangle Arithmetique, Avec Quelques Autres Petits Traitez Sur La mesme Matiere] Traité Dv Triangle Arithmetiqve, Avec Qvelqves Avtres Petits Traitez Svr La mesme Matiere (shelfmark Nm-A 605)
# Folio 44, page id 1023099829:0094
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=1023099829&page=94
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 70 lines, status machine
# Lines: 70 recognised, mean confidence 0.86
# 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.
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# After the first blank line: the recognised lines in reading order, one per line.

1n N = B5. a97
CN - BN + BN + M aequ. A  +V
1 4
DE IIV N E R TS
Cave prour ipse esset muleiplex ipsius A, numerus quoque MI esset
ciuldem A mulciplex, cum sIEip (C HUMCRUS EOTUS.
Si vero conster duobus characteribus, NVI,
Dico quoque, pronr M, F N in B, est mulciplex A, a ipsum nume-
rum, NM, eiusdem mulciplicem esse.
Erenim character N in columna denarii, aequarur 10 H,
Verum ex constructione, est
Ouare ducendo 10-- B in NV est
Si ergo concingit e esse
Ergo amborlcimi mulciplices juncti
Id est N in columina denarii dc M in
columnarnicaris, Ceu numerus
D. F. D.
10- B. muleiplex A
20 N B in Nmulciple L
M. Y Bipce 
10 N + M erunc mulcipl. A
NM est mulciplex A
Si numerus dinidendus constee eribus characteribus, V NM,
Dico quoque iplum esse aurnon esse mulciplicem A,
prove, M, F N in B F V in C, erie iplius A mulciplex, vel non
Exenim character V, in columna centenarii, X GUaTUE 10O, V.
Ac ex constructione, est
Ouare mulciplicando ro B peF YO
Ecducendo iplos in V
Sed est eriam ex constructione,
Ouare ducendo in V,
Sed ex ORen(s
Ergojuncti duo vlcimi
Tam vero ostendemus re in secundo casu
10- B, mulciplex, A,
100-- 10B, mulcip. A
10OV = 10B in V, mulE. A.
10 B C, multip. A,
TOBin V - C in V, muIE. A.
200V - 10B, in V, mulc. A.
20OV - C in V, WWuIE. A.
rOD- Bin NI, muIE. A.
Frgojuncti duovlcimi 10OV F TON - C in V - B in N, muIE. A,
Frooli conringar hosnumeros C in V F Bin NI F MI, este mulE. A,
Amboricimi juncti nempe
700V, + 1OHI, F MI; d muIT. A,
Seu V in columna cenrenarii NF denarii se MI vniraris, hoc est nume
ruS V NMI, est mulciplex, A. O. F. D.
Non lecus demonstrabitur de numeris ex pluribus characteribus
composiris. JHarCPYOUTEC. G. L. D.
Exemplis caudeamus.
Varo, qui sinenumeri mulciplices nurmeri 7. Scripris conrinuis.
 327 33 4, 5. ec c. Tublcribo, 1, Cub L.
10 9 8 7 6 5 4 3 2 1
Ex rnicare decies sumpra, seu
4 6 2 3
ex 10 autero7 quories porest, superest 3 quem pono sub 2,
Ex 3 decies Cumpro, seu
cx 30 autero 7 gnocies porest, luperest 2 quem pono (ub 3,
Fx 20 autero 7 quories porest, superest 6 ex pono (ub 4.
10 - B a
rgo 10N + M a qu N) A + H A
c
eol- e
A
1 10B
+10N- BN qu
V +BN + Ne qu.
4
100V +o +M aequ..