Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 35v

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: 0.69.

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The machine reads it as

1. SEe GEn acet ngen egepb mus v
2. pal hec G2 0 uant quae sue n squib
3. roin
4. sugurisem sit na rosuv ieun Lo L agnor x Jagu stuq onse
5. mgeanil in aprgur rutsuiu D
6. squabd su
7. signogaren vis guili so igns in GE in Hs
8. anos, supera so
9. o muniore
10. t rb bovagues mnmunos sugero vert
11. igo pas puotertdes
12. suprs, e (uensn g usit, yo omatiuor mud trcser mol sit; Zuegurosipende
13. evit nurissiruu i sasera s in ronasa
14. ettrmett in tagest que
15. uvcb sureo) in f.
16. surmana ubequ
17. ris pa rachitm an
18. sucuo so omi isos essa nis c susira sagmnt golam unr
19. hingiga dem a susiga esureuraL egur tuuam, oor
20. mons orommuauoua maneso i rujose
21. ur in tuetujus cunga uners in Lagu
22. suermushus rus ans ingipoa on qu ord
23. pssr enoie
24. orpdrs magra edaut B uon tuur enr vatterroqubu
25. 1+ e cuo uudisiaeus cinqus u
26. mnng mgnicheckae
27. vorvituo in enat
28. Nist nan nosvsi angopit
29. rmu ob su mpn qu roeoge
30. hwgan sgngos in mobasaus mic in muur
31. tinal invennqus da, en Vopmn. ansoisae nomni
32. cunvit seu mdo nnaesmnet sunu mgomon
33. dugenus ingins osse meadlum us quavdmerde
34. qn sare o ner (5)
35. Ampovasoa mujulda invare quiere arous
36. mungem mnion uersasornioi ari smortr
37. 3o.gn n
38. nnun sinnuabio, monpounx
39. opri Xd e mapumenam et, suojumissie (hH.
40. in nument no sucs 1) si susu mons mis
41. Sugump sago 1d cumpameum git guagun iben br 3B)
42. iende mngu, er ugavquan vees
43. udires uelanem sangnige orgeopou eyum v 41 aingor
44. mrptuou aque ges ges agav ds mosue voc suppes cochyu mapuyf inie 6ser mrigum er
45. cunibiae sguu moil. pureu sugu umnt
46. summsmusis vsindo oi est
47. unat schrgn (4) qeo duquoiguent
48. 381
49. ssr 3ld
50. ns amarce in tmmen quar epo7
51. nummso sagen ingee cavunsor ase
52. crirsum ucegn +
53. GC 1 susra setution
54. nonl A BCin ourari
55. inolmis sirtuo
56. Culugast tertuino
57. o
58. nentiyoo suiam surs
59. ansurs evect syn sugrioum cnulemsju props iea vint
60. sig ngeo in eech siagmm dii misu
61. arigur mor duoissiculde quo arecssu nn in grvit
62. singmoniers 19iabninet ad xuouusu p
63. n exBysaulique vero sapseu fuemuntius
64. ne demostentne ossumere quod as adveraris i
65. gimet ndiasum est iticendinsiex, mula cupiuu, quae qoistna
66. sundamentum, ireae demtus nationis alser, insequentiam
67. concedit possem ipsos committere interse, ed malo
68. praesenti objectori me accommodare: ii
69. thimum odemon bubo propositionem bo, posimo
70. echanicum proesset,
71. etegam e horer tam: sed ante omniae utriu s
72. Logomachiae excludenda occasio est, erunt enim qui sibi permissum
73. cert, inin definire per quantitatem motus; et duc duplicata
74. poris dati celeritate dplicatam vim ejus duplisatam dicere
75. idego hanc ego libertatem cuiquam nego
76. quaectio nobis sit
77. contraversia nobus
78. cilicet eadem quantitas motu
79. nfervetur in natura pront a in
80. adem quantita
81. eima id est quae sit in ratione
82. et altitudinis per quam corpus ab apente vim
83. habente abtllu potest facile de verbis traosigent
84. us taque verr snta
85. hoc Vim inaequalem habere hoc loco dicam,
86. hobstitatur in alterius locum oriri posset motus perpetuus Mecham
87. vin absurdum esse constat. Hac definitione posita facile opind
88. concedet odjeueditisuandem vim in corporibus conser
89. reducere adam
90. Caure pro o sit tieiti perpetum
91. jam colligo Hoc autem seusu necesse es
92. est eandem vica vires esse in rationes om
93. imbnderum et celeritatumo
94. trabo conamus ab tatumaistus ea globum qitram
95. iclinatam dese
96. redis per plane
97. planum hae
98. plant conrtentuli quiestat alius ssu
99. sis endem
100. ros poniano jam ot
101. omnem potenti am uerinde moveatur globus B. quaeritur
102. quantum aeleritatis accipere debeat glotus
103. artesiani dicenit
104. antet sum q ptiuum alcilaluma nuunis daiae
105. et libearum celerita
106. a vilium habere er adii
107. sturum motum
108. perpetuum seu
109. un Bxriali
110. erius aqual
111. ann ne
112. lesti
113. allitime vel adeu
114. varus corpus e citmra 1. ostentateri e olie
115. cendere poterit ad ades quia corpus aieseneends ex s pendcaemu
116. habens ut 4, ope ejus mota sersu
117. acnlitum issati idep io us pi
118. calulimieit
119. futero seu cent
120. ne snter
121. enim pateia
122. umce
123. stentem ad id ulttudin
124. o psictaua rts
125. tadinplam tradtius ega. Itaque globus et incidens
126. salter es ieut h i supestus
127. ete
128. ed sut
129. optrebla statequoledis
130. et e viucet attolletus
131. x constructione) quam ponderum (quor ex hypothesi est quadmpla
132. e ete oe
133. ta n aliet tielot endte inidatum v ceserit irta
134. in 1a. v suangue mnoyvasumne suqur
135. Ein imgino urvusm esgio (E) caiae gssad, ent
136. tsmua mneum amhd, osso mngus (kugmens do) aise e
137. ux aagrus uuitu tuumri 3 mo
138. gechunne un non meyontem summsat mveb ut
139. mngisum, imchat
140. sum dae
141. (4o, ut o ngunnt) mnm sin sucm. pian
142. jn ene mnt pom mohri gorvnvo mno tus
143. ssogres von nfeyerk uvab an inoyseet nsans, mun smin
144. syogira monn guapsuanne arsan gians pa (2
145. on ons uo wny yte d 1o susin orvmasuo sguoniiait esigmen
146. mo uen sugm
147. sugus vabor angem mnguris omsantus non suaesiu (.F)
148. mechu etirae bganto orat ets. on sungat
149. fuins hasur uthagogrn de est uggusnahnerm
150. mot vesn een
151. noumat apuonpoent enaiso musia ut vhiafinuou, est aeuta hoge
152. nssurso segnran ohnn spratum mleb sshos urgs)10A
153. ingoribins e simpes argrea sunsot mtum du mn:
154. iis augorohursae e
155. foror
156. vhus ungo i
157. Doouvigus nygarris
158. vursvur usi suptra
159. ningores agun nim mnisent; uagavinu,
160. quis in nec vamumoi
161. eh uneampomga
162. als sina heden imra
163. Ejunam sugguatio ium
164. dati hdundae
165. mucerou siaosotth Y)
166. muhir om ogrit samier s ip)maevu
167. igosutm co us
168. u iiis
169. synin sso mss mb jarem nyende Engatzesuen
170. Hugns tuvsso ssen mog um e mry
171. anguatienas de muagno muet moto en sug ved
172. vmo paat 1f ib suvidnospa mmunie
173. mejur sum huonadu es hrmanes miss ari) iness
174. amamr. suntoissro mngonsa squoe
175. s et sorvil son ny nnssis supunum osser nepes
176. N dabi neu
177. i euque porqus iusal. funsser omstia valia
178. it ola Me pusso ans ox antan vialid
179. in pntun mn ob sof oytm mel du
180. posser oratinar, mmatur tumive comea B voZ
181. un in n sonum in ug uiem erse u
182. mogs cuvageuur ) sten en ton uogeenta un arrois
183. t rinicams u bas u sea nguvat hiseprobin guo m tel su Eopt. quineto
184. cumin susige voilies vyn su inno v r veat
185. ugns ali syygns cnporch vursum nnp uito
186. arsus rerrib andao camrohat ossumessio unvisopa
187. Tour ed a ad fupropre suaam eesurjur navat
188. suquirtum+
189. rosah oinl soen +
190. er zanoche nne wahsyus, e
191. id
192. ynr mog
193. vuvsonus hayerhis d
194. 5 in 19n sM 13 ongum +

Cite

Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 35v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068165:0070?run=74