# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/00068071:0024 # Permalink to this reading: https://leibnizlegible.com/page/00068071:0024?run=73 # Title: Leibniz-Handschriften zur Mathematik LH 35, 6, 26 # Folio 12v, page id 00068071:0024 # Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 11r); this page is its left half. # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068071&page=24 # Source image: https://digitale-sammlungen.gwlb.de/content/00068071/jpgs/default/00000024.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 118 lines, status machine # Lines: 118 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. # 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. olta valoripsiu, 31 quatuor diversis modis ordinari potest, secunda 150 vel secundum 160, vel ) nadum vel secundum se Sed subordinatio sempor fieri potest per 1680, 17a, 180; vol B 151, 17.,18; vl per 151, 16., 18.; 1 per 150 160, 170 e Ita in 3Evalore ipsius 30, Nume ratorem ordinando secundum 14. (seu secundum 58, 147, 140, 11, 142, 143) stat qualem scripsimus. Sed ordinando secundum 15. (seu secundum 150, 151, 152, 153) vel secundum 16. (seu secundum 161, 162, 16Gl 164) vel secundum 17. (seu secundum 172, 173, 194) vel secundum 18. (seu secundum 194 probedetites TABVLA 1I LBR 14 4515IL 1BFA72IbI 143 152 +184. 174. 164.143, 150 - 183. 174. 164.143. 151 -- 184.172. 164. 43. 152 - 184. 174. 161. 143. 153 -- 184. 174. 169. 147. 154 15.153. 12. +183. 173..... 1.. . +184, 174. 162 ... .. 41est. 174. 164. 140.. =194, 172.163 .. ... +184. 172. 164. 141. F 184. 174. 161. 192.. = 183. 174. 162.... (18 LH . ( + 194. 174. 154. 421 61 - 193.174. 59.192162- 184172. 1541 12.1 63 - 184. 174. 154. 191 b7 = 184. 174. 153. 193. - + 193. 174. 53. 143. 4183.173,159.52 4 183. 174. 154. 1401. 4184. 172. 153. 1431. +189. 172. 154. 141.. = 183. 173.....- in omnibus istit e dinationtus valoris ipsius 3k (neupe de vel et 3 = 183. 173..... . . . + 184. 174 58. 143.. germintus novi ssit ex omnittru eriorum ejusdem valoris terminomm defficienius) - 183. 174 151. .... proribus, mutatis cerum signis et numerine omnibus communis notam dextram in termino retro primo, retro- sicundo, retro tertio, et C minuendo unitate, binario quod si praeceden ternario tes tes omnes non habeant Numerum =184172. 152. + 183. 173.... +194 91 144. 172 - 183. 169.154, 91. 173 = 184. 164. 154. 145. 174 L194163. 154142..- +193. 163.159.192.. = 183,169154.140.. -194. 169. 152. 143... + 183.164. 152. 43.. + 184. 6,.154. 142. 4184. 163. 153..... - 183. 13, 153. 10.. - 183. 162.8...... communem; consid devidentur in duas. agit in quaerendo in Termino ultimo ordinationis primum terminum simplicem, non habentis unimemboem dividantur in daas ta partes, quanum una habet communes numeros 154, 142, altera numeros 153143 p in priore qu a in posteriore a 3 a ipsius quarum una duopunum, altera aliimm bn habeat numerum communess et quidem notarum sinistrarm quantumtices depressarum itam ubi loce parsuna habet communas numpros 154H pars altera numeros 1C3.143) a siuistrae quae genster est ex tiqbi postrimariam es Cadiarens dest quisunt AK)a, ordinationem factam secundum 150, subordinando tqiihatinem soecundum qui sunt priors bini sunt etr Hec to Hae+ Wta IKa 2; posteriores binis +1p ba4 40183 - 174. 164. 154141 184 =173, 164.154. 141. . + 172, 164. 154. 191. -1 =179. 162, 154. 142.. 4174. 161. 154. 147.. - 179. 164. 154. 143.. + 179. 164. 150.143.. Part quae priortimimerum a qvis membro haet communem habet, manentiat cateris mutentur signa .. et ubi signum nota es et sinistra est et K, dema Temminomatentur (a + 1+K) deperae nota Dei adhaerens dextra imminuatur loge jam dicta ostantiae termini prioris, retrorsum sumtae retro. tertro etc. dicta nota dextra priminuatur 1 espective unitate, binario, ternario ita fit coefficiens Termini ultimi. Unimembris autem est E nimus Terrinus ordinationis e secundum aeet utL, sed or tenum secuodum secundum e1C (D, sedordinationis secunda atiso l1sariso vel 1) a +3so etc is respective mimembrils vel bimembris, vel quadrimembris vel octimembrs, etc Porro primi autem Termini sum ordinatio sit secundum notu sinistram tarima notios intiror seu Loeficiens quomudo cormetur inceltimo termino docs . 144 dabit exemplum coefficientis suit 1) ebrirK)a-1, 1(a + K) X 1 (hoc loco prr B in Valore dera quorum prior 1a +IFK a (hoc loco 154) posterior 1)a + K (a-1 (hoc loco 143) un utia num Termino retro primo -184. 161. 153.... =17Z. 164, 152.1.. 4174. 162. 153.... 174. 161. 153... Iso. cipsus AF prioves bem sunt 154 q e et poteriores tim. 153. 143 ) parte muti plirata per priores binos 4184, 169. 150. 43. =183. 164. 151.... +184. 162... =173. 163.... . . + 172. 163.1 cundum t t primiam sundum 1Gr inultimo 143 Ubi suberdinando isbodinanr oidinitione lucdo retiosecum H2. 1 ipiis 18 1435153 h1b2. 14 + 152. 5164. 173 + 151. 164. 194= 1183) 192)154 . 163. 173- (154. 162. 174 + 141. 154. 169. 173 + 140, 154. 164, 174 ubi una medieta, semun habet ipsius 150 vel 162. 160 16. vol 17 en fra notaqdextram summam 17 17o hoc loco 4, reliqua medic d71. 170 tas se caeteras 173. 171. 170 ae ta tu eitus v potiie ta nmtielta aralea