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Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 28v

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: 0.77.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

The same scan as fol. 27r (00068165:0053), where its text is given.

The machine reads it as

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  2. Hoso umsuo esiis vumuosur ejuos rodnu ponb omd imves
  3. duiu 2 umO nimpusyd pummueesd Spuys Siy u 1nb0+3
  4. =XD GUINHOMA LINTOIE X IIBAOS. 9GV g0L DMBLIBNI 53)VGD Sop I
  5. non 3 Liqu. Z WWoO L YY SIMCGSUI OsHeuem Sncii
  6. i mB Juns Deu SosOH SoMpduio oub X :CnGIA S DuBSLI,d X
  7. CnnIESPTA DtBBcls ecursd DIgyne PTBMBUMBM CCIINEEISPSS umNes de
  8. ADIIETSHSS OHDAHOI: LMLAEHMIEPOTE LMIPIIEe (V eBaPONd SETII
  9. -3p3 nype espau umprour emB) SAHBADIS p3A :U3mod mnb
  10. De SBHEHEA3p33 Sopes OpVBgeY 133HBY sugb X EMHrABIP OId Sise
  11. =H3PDS UMMIPAIE ~ (SHEPHO) RB ~ 3GI33d] SBeriaeo IopStIS)
  12. unsodo suones eng oduso3ir 3y3 SBnTA 0S4 D UMPUSSIC
  13. = EHISIPHBIMTHOB CUIMIBAPMIEH ~ SuOMEREB SIOnd du V3 30G uB
  14. -re Sonb uerciBu meI SoduO SOSIISREAEASL IUMEIMEC dU
  15. XO3IdA BMEd HOn vISIME MegONTE LOrUSy oed I SuB
  16. =es OLBAOdLOHTA SIIA SIUBELI OIOS CSAISHIES IENF HSIE SOl
  17. CHIBBLINGIBASIEML UTHUISSIIT IY EISLPI ERGIN LIPB LMHIPIS .3Y
  18. LSIIIBA RON WIBILBUI W ESHCIIOD SITA ESHeYOHIES pA OySMED Pa
  19. Ddumarur suBy duns erysOr uOnEgOTEL HI NGNE LIMS CCIMIBIXS
  20. AUMPVITOS HONIgn Snumune esdn WonB y se SyenBCAMCEP
  21. SnGES OARIS EUIX MSOd SIBTVEnB SNIOU E SA I LALSUM
  22. Vo3rgeSupse dbess: Sipa rdis cumour stuer nigrmbx sub
  23. =Unponb _I ESHGEBSE MME SA7HSS3P LLIBUIPNMIE NSZ (StHBSHS CISDEIM
  24. venb 3V3 LIBLAIMS DMBIGOMMLIISPIES LIEHO MHTBAS LITIS I9Y .Su
  25. om semuenb DSIPONd OpOU OMMASITE UPES UINS nx ESSAEIIS
  26. p n dsondhosuns, (3r33es umodio3 uropes egod) sommpunus
  27. COE XAXXXZDQN Y HLdVII SISNEM
  28. on hins lemre
  29. ICEgOnVE SIIGI 1 IIS
  30. AEuI LIND noS L AneyasdiO) GBYS EHMHHIO XUISer duongodsiP X
  31. euBLSMHBHIE SIEIHIBIDSSIIOAIOS SHIMI OPMITISEnL LMB C D unirsq
  32. mbae Snqu X es quO3ODunS seyDON OISOSIISdu DXC 3B
  33. BAE SELHIHDELM SAGEESINA WT AHISHEI OIDA OWDII Tsden dosoS WEP
  34. ep iodios mopis mrercix pevo sudora DOI PSs _aux uruS
  35. vOr Dadudum V3Od HOdIOD WEHB SIEHHSDDE ONDA NOu SieA
  36. Ep V03od 1IBBdj B SHMPMIESeI Xrex OReAS Sudio3 eyc uHB BE
  37. ompnupe qe erreaS duiox3 o0d oomposd on b=ESnVBB SCAM
  38. venbe y epieurae sia opouonb hosedde syXZ suerodosn
  39. ampuspuovo rponbnyod NON MeuX une id cunun in
  40. est Emom auenuenb X utOu una LBUEZ
  41. eiu mabers sopenbae runs aerusaus mbrgoum soa s
  42. u siopo (4) sirodio renb suou srennenb erpiuup 13 gur
  43. suuovi (V) suodio y senb smous semuenb aS. t sn niis sutou
  44. sermenb nos impapond e in yo eenb ilorentopo urens 1od et in
  45. V Porb y sudron suusydes suya E2 m Aaa SiOu sesen
  46. nos umimponde in yo cerib iens uissearsopo asd ex on yo poub
  47. sudro3 oS suurosipdlu. + wyctes ~imBDE SBETHS upe
  48. Bd 4S uder mengimB3EnLISTeHISpDDOXAEEC DDumepOLI TOp
  49. HOVOEHI PONO. AMIOTISAOTLEMUREM AunSSyip d Aied rgICIM
  50. DA I epes SuBIGOR SIIOMI SEHIVEnB X RELIEL SIICESPIK
  51. enibae suns CT L SIHBGIXS (9) SisodiO SIa D G vE
  52. SEUOVIKS (V) ScOdiO sia Z socns sod OSIZ RUIM SIBIM LDI
  53. e De Cumndose 1BipO) sucios) mnaeq romerib
  54. SudiOn iPVEAOP uria 13 307 7 sodns odZ De MmbSn iDHOSLMIE
  55. Da Una 13gey 1qyDe ua dY xydes urenby0d (4)sndio oun
  56. 17 umeua somenb LHIBEPAME DE (uMLIAONd 1B3yBY sudio)
  57. aergu smun sudiOD iPUBASpO uA 1 3OC7. 5odn (dC= pe bm i
  58. -HSSMIIEON IITA 1BGEG T9EEQ PC MIOAISd Xonyde enbyOd (1)
  59. enduon ureps. Y7 Scpnmre X umsdes q sndros umicenB cu
  60. rata BraymBDE cMIEI 3yP Xd=4S dupmse X umsdepp V sud
  61. =O3 AMIMBOS BUITZ. AILIMMBSSLOBSIIOdILBS EVOH SISHETBEeK X. LX 9. 81.
  62. SigdO)OpGa SIASIXS de BIIEd SILIEHSIVE) E SRH EILLLO XVIM TA
  63. suun J uouipume De subsn unsesgue soment g sudson cmpuen
  64. MAVOLIOAd V LOY
  65. opreduoures
  66. MENSIS, MARTU A. NDCENXVI. a61
  67. 6. B. L. BREHIS DEMONSTRATIO ERRORIS
  68. memorabilis Cartesu es aliorum circa leem natu-
  69. rae secundum quam volunt a Deo eandem semper quantita
  70. temmotus conservari; qua C5 in re mechanica
  71. abutuntur.
  72. Communicata in licceris d. 6. Jan. 1686. daris.
  73. Omplures Machematiei cum videant in quinque machinis vul-
  74. earibus celeritatem de molem inter se compentari, generaliter
  75. vim mocricem estimane a quancitate motus, sive producto ex mul-
  76. tiplicatione corporis in celeritarem suam. Vel urmagis geometri
  77. ce loquar, vires duorum corporum (ejusdem Speciei) in motum
  78. concitatorum, ac sua mole paricer ac motuasentium, esse dieune in
  79. ratione compolita corporum scumolium, _ earum quas habent ve
  80. locitatum. Ieaque cum rationi consentaneum sC, eandem morri-
  81. eis potentix summam in nacura conserrari: ee neque imminui,
  82. quoniam videmusnullam rim ab uno corpore amicti, quin inali-
  83. ud cransteratur; neque auxeri, quia vel ideo motus perpetuus mecha
  84. nicus nuspiam succedie, quod nulla machina, ac proinde ne
  85. integer quidem mundus suam vim incendere porest sine ROVO ex
  86. cerno impulu; inde factum est ut Carcesius, qui vimmorricem,
  87. quanticarem mocus pro re aequiralente habebac, pronuncsaverit egn-
  88. dem quancitatem motus a Deo in mundo conserrari.
  89. Exo vero, ut ostendam quantum inter haec duo incersic, sup.
  90. Pono, primo corpus cadens ex cerra alcieudine acquirere vim cons.
  91. que rurlus alturgendi, si directio ejus ita Ferat, nec quiequam ex-
  92. ternorum impedias: exempli causa, pendulum ad alcitudinem ex
  93. qua dimissum est praecise redicurum esse, nisi aeris resistencia simi
  94. linque impedimenta exigua alia nonnihil de vi ejus absorberent,
  95. a quibusnos quidem nunc animum abstrahimus. Suppono item
  96. secundo, canta vi opus eRe ad elerandum corpus A unius librae u5.
  97. que ad alcimdinem C D quauor ulnorum, quanta opns est ad ele
  98. van-

Cite

Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 28v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068165:0056?run=74