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Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 219v

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: 0.78.

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The same scan is also registered as fol. 222r; its text is given once, here.

The machine reads it as

  1. ammoserecuos seMSss DCBSS SPUSGeqSIID39)SSSueuI SMIML
  2. De CMHIS SoH DEG EuMPUS Sip 3y3 SeTUSSeuIS 1OSES CaxInS
  3. 3) EpuBe SoUOgUSC SeuP BE Z eresqede uneuip 10 opvent
  4. SBUTIITSSES UT LETETO SEPHSGSScSP seSEduEHBHION ME S3S
  5. ydos sios menbues onb ex opiuivo3 y oper qe SAO X Es
  6. SNSETISA OBOSSH SOy EI LOMMV OSSA MMIHEE BIESNRSU X Ny et
  7. uos oyore S e uretssSdOIve EB LIIS EPHSMINGET siy CINvIOE
  8. enbae orerecuos siones enb esitum nou cresties q0 subuse
  9. uessergo X iuns euer d sipoyStresqoSjein Ons pX ub ulsa
  10. ouopen esyditi) amjos sey srigib siia suonipus suls poub
  11. CiaxonE CsuIuOPIa 3SurSdEpuosso virnibrribou iis cinxuo
  12. soxoinont pos c9r. dequoa suoinis porib syez iaiu shelusOSy
  13. uvonesuoue esci 3oi n) ixSi Sresydes cruns essioe
  14. uc og in xubtis sers uetiod sopiso g0 saipisasip vent
  15. diveoriporssuns 1onb 5530i 33 s oisngiuo sutusab
  16. 3) ∞ sry m: civiisit bsa u3jo A3toB = asturI O m CEGIdAPV A
  17. 3 in mn s comago stengu B I MosL pa Pos ourins cl
  18. =0) nou upmb OSs DT:unsix X subitonb Iq
  19. hep ordsurid urursitie porb: cumesoursaices suls uscuisods
  20. cuniver 2go Bo egend SBUSBSS S LEE WiMPOrsiSi AI
  21. DeGVO4. LHIGSPIA XOL ESVTKSHSII HOEcgO
  22. X SE ESNISrSdSteZ mnoiu vouuels 3 esPiiyOiep en
  23. 2 mns stcieusipeys sty ora cnienb: 3seg02d putu 030, 30u
  24. m aSoB: BSant npi SouscurI 3oq uEqNABY M
  25. sponsuo sorues untis
  26. BAB CSHOBAV SCIBITE EgBSA E rouvE ertuil unis nuns: SruIE
  27. non sufsond sueH: quaou us osde visoS EqNA PV II
  28. erpgoP Syod nyveitter
  29. anb sry onquorseiode Ennom y3 ainvie ercrs in ccotus 3y3 1d
  30. -2: 313 ummor Crgos 0iBY in Corijosqe est comps duiuursd
  31. OP ONda sgU Senvus sy es us umpogiou peonb suypt
  32. nue
  33. onosiopouios esso.
  34. eum
  35. equda PV
  36. ouodosHopae Say epolpe sveDe
  37. WSoy qu WeSuT CBOyIS es uVOyISsPeN cuesdi De
  38. AIXLETDOI VILdrA SISM
  39. y de CnXOPE 3IO)qe OSDE siy sOsuV 3Oy : O1Od 3i
  40. 170
  41. 30get
  42. ACLAFRBDITOROM
  43. ingeniis desiderari posse) explicata erune. Aeque id etiam ab A.
  44. aore praedicto intaperhabicum.
  45. Majo iniisdem Actis Liphensibus omnisenae eruditionis vicum DN.
  46. H Ad publicarum hoc specimen meum, anno 1884 mente
  47. rendie Respondi ad hoc (1) dubium mihri non esse, quin prosingula
  48. ei ingeniisuni lagacieare haec calia ipsi perspecta esse pocuernil, quod
  49. tamen de eomiti non constaret, pro jure quod in mea habeo, li-
  50. cusse mihi propria invenca publici juris Facere. 2 specimename edt
  51. cum hocsolum praestare, ae sigurae alicujus vet indefinicam quaula
  52. turam extudeal, vel eandem non nisi ope currae mechanicae qua
  53. drari volle clare ostendae: ee quia vulso qiadracuram quae Cola curra
  54. mechanica caderi porest, pro absolute impossibilijudicene, me
  55. erdem hactum cemporis distinouere voluisse; uc tamen sciret Le-
  56. Etor, me alqua actiue desiderare, verba modo cienea arciculo s
  57. inseruille. 3. Aololucam hujus reimethodum, prout cirulus promie.
  58. nic, miinotam este, ob prolixicatem vero explicari cum non po-
  59. euille; adeoque specimen cancum ejus aliquod ibidem extriberi.
  60. Hlaec privacim lacdato Viro Scripe; quorum ipse deinceps, Ad0
  61. tum ejusdem anni mense Decembri pa8. 865, liceris nominis sii ini
  62. cialibus scheciasmaci praemissis, brevem mentionem lectori tacere
  63. no dubicavic.
  64. Pramiuenda haec necellario fuere, ve tanco maxis incuriara
  65. Auctoris mireris, ne, qui nomen meum in Actis constanter liceris
  66. D T expressu cum Domino C. C. P caries in cractatulo hoc confun-
  67. dencis. Opinor aucem, Ayli in veriusque Schedialmaribus diver-
  68. sicatem, distinctis vrinque praetiras nominum DF e C GL. nOcaS,
  69. objectiones alceri ab alcero factas, laudes denique, quas nemo Fanus si-
  70. biixs cribuie, in methodi hujus edicorem congestas, ne simpliciltr
  71. mo quidem permitrere posse, ut unius ejusdenique Ructoris eadem
  72. esse sibi pertuadeat. Relinquitur erso, Auctorem cactatus sponce
  73. Cbi aliisque imponere roluite, tanquam ab uno eodemque Ractore
  74. diversis lub larvis haec conticta sine: in quo vei plurimum simplici
  75. rtis suce prarius quid dicam p milus tibuus, hie tonge masime seiptum
  76. decepit.
  77. B. G. L. quaedam repoluisse: quibus cum dubia lua de methodiuniver-
  78. Calicare explicuie; cum etiam cale e os calus slnocuisse COn=
  79. ipoyi SnyAE ONA ErSHS CBrgg un ponbreusmer sals VsuE
  80. ∞d Gyumesgua umpeoi pmb ojer: 1433)a] 3 13 pu3YO um
  81. ites un upiqi: Bn VOUey POub SOy DE CipvEuOS
  82. oP Sonseue Srperminionen B~ Ce sSISS WIESEICMPOyNIIES
  83. =1SVe) ydc 3Ies Oisa EL Sed D_ eragoX JunSenMNSS mBn
  84. sulays ureu ospii enb isn suibopuenb siespdxs heoipdde opoyrus
  85. Subaens CrOIns IBJISSBLCIHSAMTLMFOE yION OisseS SCHI
  86. maehydes sigou siy sou uienb ues spo3 Soloj en4
  87. e oyqud cel uppr gnimo pisnein esp
  88. reroserdens ubsior
  89. Eroprose tom srutivis ods casrestrmond ss sainviger in ad egne
  90. ome n Sees Bcnur sul : tue,3so erpiisduros erjesaSa
  91. omposqe posereje duonsiitis poyu st OpvenbgeLISIMEM
  92. enip suy uns suomes uenbsonney id oynur Cerpi 2891 rive
  93. qusyu eiV e edrY (eredunsn noni eteyys V rores
  94. idatu X sOriSes 3BIOI XtiB) GuMUSSvE L esu OPOyHI X COISes
  95. sioin iun eried royius ryiu cmeurssp is colsa iuspnoa
  96. go oiuos u dispen su siniisses iusme erpusdio
  97. i mnresdX 1qultoymo d snistiey iispues spun spnib sauls
  98. mntssuhsodnon insy sdo emeys sis eanris yres prssspusiso mes
  99. THDIIOBS XAIMS SdOSHGIE) SSUIHO SENIIEsPEHB CHIBIELIENS) esII
  100. doS eatris umseanris cunrem SG ine X E3y3 IHS preS WEUIIEHEZId
  101. nun Ungodsrehhesa OpOyaB SOaSds3C
  102. oyodoy sieed ey cunipiis detros cutus
  103. ber ssemosiiect sails stpolsiste cuns hortis hol: stibriys uou nbo
  104. trnsy ce sarum Sugno SD Syod. tunanviuosox e suat
  105. raxonb n indis 3io unsoq ponb opvenb.Z. duss stiridju
  106. L) HuauSy erepuesines en uosi sdsenb seup issdent
  107. unus stios Eavsnou sotonnnssix setx in isu op iol uon
  108. =bSsU: nC 92. Sed opvenb Cluixeu 08s siiiipier siutuoduo
  109. Lejos _ syduoxs suls sugniuo er sdmb: sond iimpdioxs
  110. tumSuIS SSE hesHd ON BISes sosiiV ne ipOSONdSS OpOU
  111. Bsieu nes sueipo S cuorg oduso suls,nurs L D XIM Cy3304
  112. XLqB LKXGeLcq H X, C
  113. LX ∞D H L∞44 Xge A vLX H sLCX
  114. P ergoduos duones sey sier
  115. ddas ps esiy ar1315. Iimpiorio spses in C y scestone d umpour
  116. NAdOEIAADEVLDY Lt
  117. MENSISMARTHA MDCLLL 15
  118. generalis publicarioni, quae Aucoris oculis in expectata mulca objicicer
  119. reterrare. Insuperabilis porro calculi moleltia non esta methodo,
  120. Tedrei iphius difticulcace, qua difficilius sere in cota analy si aliud non
  121. est. Mihi camen in promcu sune compendia, quae eredo paucis in
  122. mencem renisse; quorum ope, quod altirix multo cempore, eso
  123. pavonsinerahoras absolvo, iisque calia perficio, qua nullus unquam
  124. per ordinariam analy sin consequetur; quod suo tempore cam eriden.
  125. ter comprobabo, uc nullus dubirationi supersiclocus.
  126. NV quod etacum Aucoris PaS 23 actinet: adeoque non parum zeome-
  127. eriampromoveres, qui methodum daree dc. illi signiticare postum, itri
  128. jam ab aliquor annis ejusmodi methodum innomisse. L quidlem eta
  129. issimi Neuronii mechodum, curvae quadracuram ad infinicam seriera
  130. reducendi, ingeniu ec acumen Sapere Facehdum elt; genuinam tamen
  131. non ele suo lococlare ottendam: meam vero tam univer talem da bo,
  132. ut non Totum currae alicujus prodica natura infinitas series rationales
  133. extribeat pro caclem quadranda, easque omnes Neuronianis seriebus
  134. simpliciores: eadem erjium omnium quae dari postum simplicistimas
  135. decerminet.
  136. Invemra, Domini Barrobo Pos. ) nimium quantum excollic: ad quae
  137. Seguentianoco. Primo, generalia mea cheoremaca, quae in specimine publica-
  138. quocumque proeressum in infinicum seio, mulco illis praralere: dane enin
  139. on quocundam concum, sed absolure omnium sigurarum, curra peometrics
  140. rminacarum quadracuram, auc eam ostendum nonnili ope curra mechanica
  141. xhiberi posse, quod necrarrorviana, aecullahactenus publicara Prastanc. Secun.
  142. somechodum calia cheoremata, qualia Barrorriana, Forma
  143. Dominumfleuras nobis apervisterunde non semet dixi, methodum qua hic Vir
  144. curras rectifieare nos docuie (veur perquam singulare inveneum) me non
  145. ancixsimare, quam mechodum similia Beneralia cheoremaca abse
  146. ne
  147. _ inveniendis quam cam elece in demonsratione cheoremaris, rectisicane
  148. urras, avervie vecrroni aditus ad similia Formanda omnino pareac: Suttic il
  149. ad hocscire, criangula similia esse proporcionalia, de curras else poly eo.
  150. na indesinicorum lacerum. Acque hoc ipsum postea Dominus Barrorr quo
  151. que pertecit; Hcurasii camen mencionem nullibi fecic, quod miror: ue
  152. asemel eciam miratus sum, Jacobum Gregorium in lua Gcomecria univerta
  153. slectorem adeo prolixis demonstrationibus decinere, qua methodo Heura
  154. riana cribus lineis possine explicari, de ex qua idem dubio procul cheoremnca
  155. aprimo deduxit. Terrio haeC quoque CheOremata tantinon
  156. ei
  157. nik quis duo probe sciac, 1. Fangenrium mechosum univertalem; quales
  158. moadhuc publicarie: nam ee a me olim publicara spccimen cancum est al
  159. locituo, tonse unirerlatioris, de qua al bi. 1. ecta cl, ul otbrer ct e
  160. epei

Cite

Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 219v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 44). https://leibnizlegible.com/page/00067993:0440?run=44