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Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 26r

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: 0.76.

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

The same scan is also registered as fol. 29v; its text is given once, here.

The machine reads it as

  1. eresON sinS UMI
  2. =AP CT SGSOP SIIIA SIMIILOV EsH eunyia denb Cumopus d suoret
  3. -p3o iuniuo esis duvudon ejuss aoduu ponb omd umves
  4. =XD EEITIOMA LnAOre ~ 1)dud 90 g0L dubuISME SOV4 SopUN
  5. n X Laqu. Z WVOuO 8 SISILEGDBL-OBBEIISIeuT SidiB]
  6. e mbEsuns Ber 5o OL SoduO onb X Cumpra 3y dubSIr3, d X
  7. seopIA SBSCS eHa SesHeA PTOMBENOM CUIIEAISP unsesde
  8. A3iHe dHSo ONdAHOU. CMLESIS POTA LIMMPMIIe (YD. evaPOsd SeII
  9. 2d (33 ngpe erpue cmpAS etaB) Sufer313S pa :umod ramb
  10. LDE SOIEMISP3 53pe7 Opuge)ISHES) SuGHB X3 CuMTTABP OSd SIICH
  11. - 133D CEIPMIISe X (SICSIPEBS u3S _SGISSA) SHeABAS upSulS)
  12. Suy D umO. umpusyodBumueed supm sty ur imb0+3
  13. iniodios suones ergoduros ur 3yd Sdara 06A VS CmpuSSIS
  14. =EUISIPHBMHOS CIEMIX EAMIEH D SUONET EBST OAd du Y3 SOy hud
  15. =rue sonb Eerdtur memrur Sompduio SoDedesL umerned de
  16. ZOSIBA BREC HON LISMME MEYSMES TOTUSPYXId opued Y3 SuB
  17. =es OuDAOdLOBTA SIITA SIIBELET OIrTOZ CSHyDLIES LIEK IudIe SOn
  18. EHSDLIMGPASEBSIUTHEISSIT is errp eruus upmB WIP3S 3)
  19. LSIESA ROI AISBHBHI ETESHELIH OP SIIT ESILETOHES PA OyOHIEr pa
  20. Idumurus suryduns erou duonegosd pIEL UnS UISIXS
  21. IuMPBUIOS NONIgn SnUuE esns uronb V st SenbAnvEF
  22. SEIPS ONBAME IECIX MOd BHEVen SMIOUI E SIA In LHISUT
  23. =OS TGISUSPISE _3d BMber. SIPDA NCmOU sues angumbX dub
  24. =UMDPOnBML ESNGLOSSE MME SICIBS]SP LLDLIBNAIENSs SMPSIS CISIEII
  25. =uenb SHS IHIELHINY BRBEGONIM UIDPIES NIEHS M13A3 AIUIS 19Y sii
  26. =om Seinvenb B3AIPONC OPOU OMMASIE ESPES LIIS n ESGDENIK
  27. 2333 n vondiosuns (orocfunsoduo rpes vryod) sompuis
  28. E9E ZAXNLDQINI V HLar SISNAM
  29. Scerousse sig1 111)l8
  30. Seut rIN3 nS) L anepo duo Eop emito Lurydeu suonyodsiP E
  31. XtIBCSHHBIE SIEIHOPBS SEOCLIOS SITLM OPMIIUSEEL unB ESiB unita q
  32. mbX SuGIHE ~ C3rqDO3 =OBHS CDpDON =OrDOMISduS dRE dV
  33. LSACSIEIGSEEI SAIGHESIHA ET MIBAE ONDA OLIS A EISrEIISPS IEx
  34. aex 110d O3 PI cedup Peyo sudo rA DOIe PSs ejdup cirus
  35. VON. orduradum y3iOd HOdioS ureub SiENHSPSE ONdA HOUCSeA
  36. -31 5 1320d 1313sds B SnupnSem aerex daCiS StidioS erdi venb pe
  37. OpnIe qC ereAS yduiox yo1od SiupOsd CbSMBDHD 3IEM
  38. venbe my exceurya sia opouonb Eoedde sGRZ .StESdosy
  39. AMPUSPHOVONPOnBCAOd HOU LIELTIX UmASIe A3d LINUN I
  40. EIE CSHIOLIEIBHEMEnB X WISSIHOUI UrTA 13SIH SILISTIP LYD LInUS
  41. eis mbess sopenbae suns agusa subigo Ssula siue omecuse
  42. 2BFur SMByiX3 (9)sisodion vo rerib smout ssenuenb eipiurp Vd’Qud
  43. SIHDIIXO (V) Srodio enb smou senuenb OBL J. t In sIIS SIOUE
  44. senuenb nos impaposd x in y3 Xenb WISses LSp enz 13d et 2
  45. 23 Doub q sudlso SnSSdu SupATA Z IM MI smOCI sernuent
  46. nos umpnposdZ in 1 xerib ivens ussest 13d 2 in y3 porb v
  47. Sudo3 o8 Snucipan. Y Y nydes enistubse sep umidux
  48. DVDEODMAEY LrEHIBDELLDREIFIB,SS DAES C DSIMEAHHOLIS LOD
  49. HOVOesIP OnO.nodnXe uu sip Uds 13F 1d 191IIIS
  50. -dN Iy crpes subrgonm smoui seruenb X veuel SMILIESPTK
  51. SHUISHIRS (V) SiOdOS SI Z sodns 13d OOdZIA SMITLI LISE
  52. IPnnIre DE Cumradod 133gISS sudio ) ustises ment
  53. SudOS IPAEASP una y3 30G E7 socns 1dZ DC SMBSH iDUSSanYE
  54. =DX CTA IGey IgrIDE MrIAHd Z X3 nyde) CCHB 104(G) SIICHOS LoMTUII
  55. 37 UmDEUIM sOnVeTB LISLPNME DE (umrsdond. 133I13) sudiO3)
  56. XIGI SMITUM SMCLOS IPCEASPD CITA 13 3Oy Y 50dOn) Ldd SDe subju iP
  57. =u3 BMeSS ua 1gey 191= ∞ DC uda3d 9 Xousce) We d (V)
  58. Sudio exr. Y Z dupure X umydes Sudsos CNuEHB Tur
  59. TIA ZyCAHILBDE LMIEI 3sDXSd=43 DuIPMIIIe X3 U
  60. DV sud
  61. -203 anbSF SIEY MmuMPDSNOS SITOdIHS EVO2 SiSHCSseN L∞9. SIX
  62. Siy dosopy_ SrIdI dE WIIBd STLBIDHE E 3XG
  63. I2 IN aY L
  64. suiun q Z ccomipumse pe dubsn uinsesqu sonsenb asridios illupuea
  65. nea do LrAAd4 Y LDV
  66. sopenbae duns Zul SuvVIX (4) Sitodion sia 3T u
  67. 192
  68. MENSIS MARTU A. NDCLXKMI. 161
  69. 6. G. L. BREVIS DEMONSTRATIO ERRORIS
  70. memorabilis Cartesit (5 aliorum circa legemnatu-
  71. rae, secundum quam volunt a Deo eandem semper quantita-
  72. temmotus conservari; qua Cs in re mecbanica
  73. aburuntur.
  74. Communicata in licteris d. 6. Tan. 1686. datis.
  75. COmplures Machematiei eum videant in quinque machinis vul-
  76. oaribus celeritatem de molem inter se compentari, generaliter
  77. vim mocricem destimant a quancitate motus, sive producto ex mul-
  78. ciplicatione corporis in celeritarem suam. Vel uemagis geometri
  79. ce loquar, vires duorum corporum (ejusdem speciei) in motum
  80. concitatorum, ac sua mole pariter ac moruagentium, esse dicune in
  81. ratione composica corporum seumolium, ec carum quas habent ve-
  82. locitatum. Seaque cum rationi consentaneum sic, canidem motri-
  83. eis potencix summam in nacura conserrari: de neque imminui,
  84. quoniam videmus nullam vim ab uno corpore aniti, quin inali-
  85. ud cransferatur; neque augeri, quia vel ideo motus perpetuus mecha-
  86. nicus nuspiam succedic, quod nulla machina, ac proinde ne
  87. inceger quidem mundus suam vim incendere porest sinc nOvO Cx
  88. cerno impulsu; inde factum est uc Carcesius, qui vim motricem, (5
  89. quancicatem morus prore aequivalente habebar, pronunciareric ean-
  90. dem quancicatem motus a Deo in mundo conservari.
  91. Fg0 vero, uc ostendam quancum inter haec duo incertic, sup-
  92. Pono, primo corpus cadens ex certa alticudine acquirere rim cous.
  93. que rurtus astursendi, si directio ejus ita Ferat, nec quicquani ex-
  94. cernorum impediat: exempli caula, pendulu
  95. aeris relistentia simi-
  96. liaque impedimenta exigua alia nonnihil de viejus absorberent,
  97. 2 quibus nos quidem nunc animum abstrahimus. Suppono item
  98. secundo, tanca vi opus esse ad elerandum corpus A unius librae uS-
  99. que ad alcirudinem. CD quavor ulnarum, quana opus est ad ete
  100. van-

Cite

Leibniz-Handschriften zur Mathematik LH 35, 10, 12, fol. 26r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068165:0051?run=74