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Leibniz-Handschriften zur Mathematik LH 35, 3 B 11, fol. 13v

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: 0.62.

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

The machine reads it as

  1. 7- 1
  2. =1 ~ 7. 9
  3. 744-1
  4. 2
  5. (2
  6. -1 = (7 + 4) 93
  7. 1023
  8. 63
  9. A2Z93
  10. 21
  11. Ex1 fil 3 -. 9 +B Ex 2sit 2.24 = (7 + 4) 93 + 1. Ego ext 3 t 4 dividento fit 2 = s - (7+4)93 +1
  12. 2
  13. Rursus ex 1 et 2 fit
  14. 7+4-
  15. 37- - 1
  16. β+4) 93
  17. 7.9
  18. 7.9+1
  19. .Ope aeq9. 5 et 6 tollamqus 93. Exa 1 1c8
  20. Ex aeg. 5 fit 93 =7.24, 79FF 2. 7.9 + 2 -1 14 = 8 = (ex 6) =
  21. 22+ 1 7+4
  22. a
  23. sen 2. 7.9 +2 =1 = - 12 . 7. 9 seu 2 =9 =
  24. seu 21 = 140-1
  25. seu e
  26. D) - 21.79 (+D)
  27. 21=1 = 1
  28. 7 + 4 -1
  29. 256 8
  30. 512 9
  31. .79 1029 10
  32. 2 -1, 714
  33. 7.9 - 2. 7.9 + 1
  34. 1Y
  35. . = 2 H C 7. 9 = (10) = 2 = 1 quod est idem 410c4
  36. 7+4-1
  37. a vel 2. 7.9 =10=7
  38. 7+ 4 -1
  39. 2
  40. 4
  41. tic
  42. -. 16
  43. 1508f
  44. r2.
  45. 2+4= 1 dividatur per 7, et 2 dividatur etiam per 7, differentia resiductum restiata
  46. Si est aequalis nihilo
  47. est divislis per 7, posito, 7 esse primitivum et 7t4 esse etiam primilivum
  48. 10sen 1029,1
  49. prionitibum. Ex. gru 2 divis per 7 aelinquit 2, et 2 seu 1odivie 7 relicquit
  50. Nam residuorum inter 2 quia 324: 7 dat residuam minorem quam Z, et
  51. dat etiam: 7 dat etiam aesiduum uinorem quam 7
  52. 7.93 + 4. 93 =7. 9
  53. 7+ 4 - 1
  54. arria p
  55. es e
  56. F 1to + 2c
  57. eio
  58. e
  59. lontio
  60. + e CI 11
  61. co + +
  62. + +-
  64. 2
  65. et 1
  67. b P. +
  68. ad
  69. 1 110 p
  70. 11 - + 1
  71. B ee
  72. +su
  73. bd vto +
  74. +1
  75. 10
  76. + se
  77. 11 +
  78. + I
  79. ue
  80. 0d (5
  81. 1 1 si
  82. i
  83. lat
  84. q +
  85. + 2
  86. 7
  87. 1 pus 1
  88. al
  89. +
  90. pe
  91. in 1 1 Sdto = Epe
  92. E 1 F
  93. jo uno
  94. + 1
  95. v- +
  96. asa 191
  97. a.
  98. ue
  99. F
  100. ve
  101. 11
  102. r
  103. -.- 5 5 =
  104. a 11.
  105. ue vopo
  106. 11 1t 56
  107. t
  108. Ec
  109. rer
  110. dut F
  111. re
  112. s. _ 110 bi
  113. s
  114. 16 3a 0 11.
  115. e
  116. 1Ie
  117. 11
  118. o
  119. uesto
  120. 21
  121. 33
  122. it 4
  123. 325
  124. 64 ∞
  125. El
  126. 18
  127. 2
  128. A = j
  129. +
  130. v t
  131. eo
  132. u
  133. do
  134. vre+
  135. 02C V
  136. rso
  137. +
  138. (0
  139. 2
  140. a
  141. 2
  142. =5
  143. +
  144. 1. =
  145. L ∞ 3
  146. aje P ce
  147. 2
  148. .+ . X
  149. Bc
  150. He
  151. .
  152. e
  153. e
  154. 2
  155. +
  156. ee c
  157. 5 E
  158. ∞ e ex
  159. e
  160. ∞ L
  161. 3e
  162. p
  163. ∞ 5IS
  164. C
  165. Entie
  166. a

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 11, fol. 13v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068261:0026?run=74