Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 293r
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.68.
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The machine reads it as
- Imn. lmo. Mo. mno
- Non est Dum forma in formam lucenda est non cest necesse
- ut unam totam ducamus in unum terminum alterius, sed eos
- tantum terminos prioris qui ad p primum posteroris diversam
- habent relationem. ita cum formula l’na multiplicari debet
- per formam im. debebit duci in lm. In. 10. mn. mo. 6. op
- nnmirum qua primum litera l. ducenda in sequentes tum quae
- in forma fime tum, unam novam, ut Im. n. l0. sed ln. rejicituret
- dele su, quia quihil aliud pro ducit diversaeformae ab lm. quia niet
- n. eodem modo se habait eodemmodo qua mo et no aequivalent
- no. rejicituo. Nota super forma tranciorum membrolum ducendam
- pimum termnum ejus quae habet plures valsem plerumque id utilius
- Nota e sic instituta nihil variatur quantuscunque sit numerusliterarum,
- uds enm alia prodibunt forme
- mnO
- nop
- Trir
- mno
- nop
- m0
- mo
- lm
- l’m
- Pm
- lmen 1nen Pnp
- Pmo Unro Pria
- lmno 1mno terdno
- lmnop lmnox minop
- l’hnor l’mnor lua
- Pmeno Imno nnio
- lonhop lintio nitio
- Cmn
- lmo
- 10p
- Hine
- mop
- Imn
- Pinn Bnn Boun
- Br. Unin mi
- Bmno ino acto
- mnop tmnox Ihnnos
- mpo Pvirix Preno
- m nop thn nop. Pm nop
- linnopq. Vinnopus truniop
- mn lnen lment
- 1c 2. lins Pmno Imri
- 1
- min
- 0Et
- Omnop Innop lminop)
- 15+
- Imn
- mop
- non
- opc
- Ina
- l’op
- nac
- Imno lmnho lntio mop
- lnno l’mnox lto
- Imnosqmnoxa linop
- non lmn lmn
- Imno mno lnno
- Pmon Imon Vnn
- Pmino Tmmo lenia
- enep Pmn
- Intr
- Fono (2m 3a0. . mha
- ln 13m ln
- Bnin lin
- na 1mn
- nine Bmno
- m nO 15mn0
- Iminop Hmnop
- 1’nno lm n0
- lm nox Im nop
- oqos
- ma
- Uan
- lrin
- 15 men 1men
- Bmtno Jomtno
- 1mno Jemno
- Pm3nop Jomnox
- Antrio 15on 2n0
- Umnox Bm4nox
- lm n’ox I2mnop Vmap Vm3no
- l’m nopu l nopque
- ut 10
- Vnt3 Imtnd
- l’ne l’ne Poitno
- 122
- ne
- em no lmino
- In dopq 15m nopqu
- 5 e
- lenn3 lnn
- emna Pn nor
- 16mn 1m3 n2
- eminox lom noror 16monde n not
- mo lmtn Io bmn
- 13 4221 4 (4,5pO mpoZ
- men n amnop Vn no
- l’mnoq mnopus lhunopq lm nopqu
- 16
- lidu
- BV
- Im
- mne mno
- min. 1mn
- nn lin
- epo l’nno
- ntur Umin
- temtn
- omn
- 16 m3 no
- si inen
- Vm n3
- Sene
- non
- nono lnno
- Mt n3 Indn
- mens
- mono(mno lrino
- man
- 1m n
- ism no
- omn
- 6i no
- mon
- Bmino
- emen
- Vmtro
- Imo
- Ino
- Op
- 10D
- eCc
- Jom
- ec nn
- Bmn
- nno
- tmn
- lmen
- lm n
- 13m nC
- eniu
- n
- mn
- mmne
- nox
- no
- nen
- M+3O
- mono
- m 0
- ala
- mnopmnocplEmno omnop
- nn
- Imore lnin lntr
- pama Pmntmn
- m m
- tm
- luen pnn Umen
- du md mIn
- L2n0 lvido m
- eria
- 2m 1ms lmeo
- s
- Imno mnomno
- lnin
- Um mo pono
- Mo nne
- mno n intet mc
- lmnop Connop imno
- MC
- MnO3
- Mox
- Mo
- Ponto
- l’mpo
- anto
- PMtn03
- Cnxto
- Imento
- 1m n2O AMSnO3
- 13M+ nO 12M O 14mE nO P 13 MSNOd
- mn+O2 1pto2 LmttO2 BM+n+O2
- no l.Mn3Od Lm3n 3O3 mnhO3 Pmn3∞3
- mnC
- o
- na
- no
- BnO3Z 14M7n O3 Fm =103p2I nt nOhp2
- mo no Hmontor lmnto
- 2 P_n3O m nO IM n3 O3p (S m3 n3OC
- Pm nO pr Im nO3p (Em nO 2 (5MnOZp2
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 293r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0585?run=74