Leibniz Legible

Machine transcription of the Leibniz Nachlass

Search the Nachlass

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 170v

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: 0.68.

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

The machine reads it as

  1. X2+1. (92. XDB= B V
  2. ag +4a XX 2 + 92 = X0BM aB = erut
  3. cA+A2+AC =BdB un es)
  4. AtaE+ aG2D, n + n392 - 49 =
  5. 1
  6. omun titr b
  7. e
  8. det nh =h9+ tih p (dd +perha + erntti (0d + sihg +, h: 3.)a
  9. den terhiti = 9 + h ry Bd +) dohk 2 F n3b (dd + teh9. + h 2) B D _ + tha + AA +
  10. 2201
  11. -
  12. 3E. 19 er pen 2Z = 99
  13. usninci
  14. t es
  15. u + a7- ta 3E + Eaar + A, 22a 7 )+ a EtABt ga = a9 + s _
  16. gurveh gunant nen ni 0=) r) etiq
  17. 2291
  18. Atbg. 9 = gy 3 po), e12. (5 + 9939 = e2. y99 = mu 9 2. 4 = W Y) P, a v l∞ n espichis agnon
  19. vyf + Zyef2 + Z2ef +
  20. +
  21. qu
  22. EcuvB F Z uvg + ZBB, ZVX 1 u F Z Cmmnad a ot surque d9 +, AVp q rue nommi) nol
  23. 9Fnc V p r a. d2 = g. (9+ is vp a d2 = h. C9Thop hp etum A = h B
  24. 1- d2
  25. 149 L L qquq +
  26. aos ap a.1 +D-h. C9 rxplip An a =hi A: 9+ d Dp aP p a B- t.lq itrrp six atque
  27. 1+d2=
  28. 1+
  29. plx Anv, silus a = hqus
  30. I+av apaaE = itho)
  31. a7 + a0s apE =
  32. atai argE = .. + a. ) a pda E A quis. apaa E - lip X a = h Lx: .. abae. + Bti. p
  33. h gus. h . 1.. + h.+ tit.. s tungurmen tergonenu in rgost
  34. tungurmat in tengne ax hX et)
  35. 1 +h02au
  36. Cun olio anteen uggonegnt
  37. Xp hX qu peni furgu lop X 8) Dhor
  38. nthoq
  39. . s h12. 2 + tih 12 + no tih . . 7) N) alurgst. hx d huro vorh ress
  40. Cnges guum
  41. Ko2- 17
  42. Eptix 1
  43. 11. + Lor. 1 u tho2
  44. 1p hx
  45. ..p ex ata trp X Et er angimer las
  46. tpkiXE
  47. anuorm min imeis f
  48. ph e ingirmsra tpX ataq
  49. XEI ∞ L21 ex angimera in 1 sp XS FK
  50. vusvront 1ng03. ale bta
  51. ingn ungcant 3) v ta 1d kp hX sp mvc
  52. taaoE B: A. F B. + A. p apa E-=Xex A. o X 1.)
  53. Ees
  54. hor-11
  55. 11 : 21 -.. . p h12. 2 g h + h.. + th. = kp. Y mvi
  56. h0r-11
  57. en-d2 Vetaz. hp
  58. 22.
  59. CApEH Aph
  60. 22. 11. V
  61. EtH, o2 E1. + -. 22oct+)
  62. 1d
  63. aa B = h jis. i thor -: 21 - hDC+ _ Y + A1221. 2 = hk, 12t reo 181 = X
  64. 01o1. +
  65. o1. 21: C11 - 21. 01. b - 11 p = X
  66. et
  67. 11. 11 + X + X 0 = 2Y + XH +, X o1 85 491
  68. h22 - . H2 - her-
  69. 0 = E) + X 21 + XXII L
  70. re h = 22 + 12 + YVoE: E, + XH + XXN ~ BRX N9Fo Y XX FdX XA
  71. 9Y
  72. 12 = 11 + 01
  73. urgus nns
  74. 0
  75. 9
  76. s
  77. a9+ dv p apas = sa: 19+ av s ap, a5 = h: c9+hrp tx atius e = h ps
  78. ia
  79. -
  80. s
  81. 227 + 21p = a : qu. 2 70 1 as E. b0 dd 1
  82. b
  83. 22.2p2 + 2 s = a 16) 2221 p2 = 2t -aa 1) 9 p 5 do duit
  84. 22212-
  85. 22
  86. 221 + a4 21. 2= a qu 91d5 ag ataque 22. 2it= Ehhh t rs 211 d
  87. E. ag - Z.2B 7 JS. 2.1 ardt b L. aa = Zhc + EZ + hk a = E + k
  88. 7523
  89. 731
  90. u st lit
  91. minxq.
  92. X. + bX + Cx Fe aequ. quaduato s fiat x = in tnus + atry
  93. 10 X + 11X + 12 X + 13 aeq. quadhato fial X = 28 21 9y + 229 + 23, :9 30yy + 2. 30. 31y + 31. 31 fit 0041 AD +12BD 1
  94. ( 21 y + 2. 31. 2297 + 2. 21. 23G)
  95. + 22. 22 G2 + 222, 23y +23
  96. LP. 1 + 3. 21. 22y+ 3. 212. 23y
  97. 7- 36. yt + 4. 30. 91y + 630. 3 1y +43 91
  98. +3. 21. 232 y +6. 21. 22.23y+ 3. 21. 231)
  99. + 223 2 + 3. 22. 23y + 3. 22. 23 9 + 2
  100. q2
  101. 30y +6.38.311 + 15. 30. 312y +2138319 + 15. 30. 31416. 30. 317
  102. 1C D = 21.30 15 +2121. 22. 30)+2.1a330 3
  103. +22. 22.30 +2. 22. 23. 307+23. 30G y
  104. =2. 212 3031 +921. 21. 30 31 + 4. 21. 2330.31 +9.2277077
  105. +2. 21. 22. 3031 + 4. 22. 25. 1. 31 +2. 23,30.311
  106. +21. 31 +2.2. 22. 312 + 2.21. 23. 31.
  107. + 22.4731. +2. 22, 23, 31y +23.31
  108. 12, 6) = 21. 36) +4. 21. 30.31 +641. 30. 31 +43,0. 313. +21. 314 8.
  109. +22. 30 +4. 22. 38.31 +6. 22. 35.3 +4. 22. 30. 31 +22. 314
  110. +23. 30 +4. 23. 30.31 +6. 23. 30.37 +4. 23. 30. 3
  111. 50y +5IY, + 52y + 53y -F 54y4 +55y +5b
  112. et haberemus fierit 50 =330 et 51 = 13(6. 38. 31 + 12. 22. 30
  113. 15
  114. 21 = 4. 22 - 4
  115. 30= 2, et 3
  116. 52= 13. (15) 38.31 + 11. 22.36+12.4) 22. 33. 31 + 12. 23. 30t
  117. 53= 18. 222+ 11. (2) 22. 23,20 + 12. (6)2. 10. 2
  118. 2) 23. 30.31. (4)h3. 30.3,
  119. 54 = 10(3)22. 23 + 13. (15) 302. 31 + +23 30 12 (4) 15 30 31
  120. C
  121. C
  122. A)2). 25,. 30. 3) (6) 23,38. 31
  123. 11.
  124. . 22. hi
  125. 6
  126. 55 = 10(3)22. 232 +13 (5). 30. 313 + 11. (3 283 Eo. 31 = 17. 22. 516
  127. 2
  128. CC
  129. +23.51
  130. Sit 1i = -13 X = 1~y
  131. su 21 et 90 esset =B fieret 0 er
  132. C
  133. 93
  134. (2) 22. 29. 3(2 )23 30.31
  135. 56 = 16. 237 + 13, 316 + 11. 28. 35 + 18. 27.314
  136. a1
  137. a
  138. It
  139. lipari qu
  140. nen ay eut
  141. = 21 egser
  142. pi n
  143. 01. 01 b
  144. or b - H 11
  145. 1i
  146. 731
  147. aeqto
  148. 30y + 3. 3031y13. 3031y
  149. +a
  150. +31
  151. 30. 317
  152. 30y 16.36. 51) +638. 319
  153. 118303r 9, (430.57
  154. +9.303
  155. 50
  156. un 2
  157. to
  158. 3031, + 318
  159. Vy +415 +429+ 43
  160. 40 +2. 40. 41) +2. 4042y
  161. + 41. 4114
  162. 42. 40. 431)
  163. 42. 4]42. +3.H. 43)
  164. ag. 142 p 1)
  165. ) 1gb. Gyt g 9 rast)
  166. ea
  167. 1. 559 +46
  168. 40 =150 A1 =51 : 2 850
  169. 43 = 156 42 34: 2156
  170. Z. 55055 : X 156 + 51: 450
  171. X. 51: X +50 (5b + 55: 456
  172. SL
  173. 2 (50.56 +71. 55
  174. 5.
  175. 2150. 56
  176. 143

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 170v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0340?run=74