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Leibniz-Handschriften zur Mathematik LH 35, 3 A 14, fol. 5r

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: 0.71.

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 6v); this page is its right half.

The machine reads it as

  1. data
  2. + + X. fiat X = y+ C
  3. q
  4. Et siet ultimus Terminus aequationis novae p+ qe + ree + se + tC + e = (p)
  5. e
  6. Sit aequationis datae ds Formula dividens h+ RX + XX, oportet p dividi posse per h.
  7. substituntur pro x vabu yte, erit terminus ultimus formulae dividentis novae h+ Re + ae = )
  8. devet (p) dividi posse per (h). Et erit (h) - hdivisibilis per e. ubi 210 = p
  9. Woantro XA2ExX+S exFExgonivile c
  10. ponamus Aequationem datam eo- 210 +193X + b2 XX + 19X + 7X + X C fiat X = y- 10
  11. ita ut si e= -10, fint terminus ul timus aequationis noves 210- 1930 +6200-19000 + 7009 1000
  12. 210
  13. 100000
  14. eu
  15. 764100
  16. 44520
  17. 4452
  18. 226
  19. 132+
  20. 3
  21. 6200
  22. 210. ipsius 210 divisores 1. 2. 3.517.
  23. 476410
  24. e
  25. 14520 53
  26. lu
  27. sunt 6. 10, 14. 15.21. 45
  28. 30.42.70. 19
  29. 210
  30. 2. 2 2. 3. 5.7. 53
  31. 4. b. 10. A. 106, 15. 21. 159. 35265
  32. e
  33. ipsins 210 divisores sunt 2. 3.5. 7.
  34. (3553-
  35. Ex dinison intiq 244549 illi soli
  36. considerandi sunt qui desiumel in vel G
  37. 44320 sed sumere divisores ipsius 10, qui
  38. 2
  39. ()
  40. 21 Lf8 = 2.2.3.
  41. =1000000000
  42. Va
  43. 2622
  44. 25, 7. 10. 1 135
  45. f05
  46. 1282
  47. 8
  48. 700090000
  49. 162 100
  50. 246541q
  51. 22
  52. 22295B
  53. 2
  54. 1719533I
  55. l14
  56. Ldabit 11. 21. 31. 4(. 51. 61. 71. BI. 91. 101, 12). 131 53
  57. 2
  58. 2) +f = 4452, (2123. 7 c 4452= 2. 1. 3. 7.53
  59. 53. patet n jumus posse quemlibet ex divisoribus ve
  60. X + Aa X +aab
  61. 210 = 2.3. 5. 7
  62. D 193
  63. bsit e= l. pradit (P(= 210 r 1st +62b + 19 + 7+ 1
  64. E1
  65. r
  66. abb
  67. 00) (2) Hit numeus privitam, lagu ungsrius hoisor est
  68. 509+3, M
  69. 15
  70. 1.
  71. 562
  72. 509t2 509f1d sit 3 sit 10
  73. 1330 d
  74. 55
  75. 19 193.
  76. = 10019019300 7006421 00
  77. divisibili per 10
  78. (h) vest
  79. 1s Hinc patet tali casu non latis seligi posse
  80. A
  81. 1991C)
  82. 109
  83. 3I
  84. 20bb22 100
  85. N
  86. .
  87. e ldinniculis pe (o dat 9. 19. 29 39 49159. 69, 29 89 24
  88. dividunt 44520
  89. 0t = 44520
  90. t e es -
  91. i
  92. A13 e
  93. 1113
  94. (79
  95. 10
  96. .12. 20. 26. M. 30. 42,.8. 70. 530. 14153 105. 1s3) = 9318397200
  97. 14. 40.5b. 58B.
  98. ota
  99. nam Non euest vestigare dusores ipsus
  100. .
  101. (92
  102. 70000 seu ent (p) =-44520.
  103. 9080
  104. 128930
  105. 193.
  106. a
  107. 19
  108. 24.3
  109. 29
  110. Lu
  111. 313
  112. , ut 2t 10 -14) - 3 5- 70
  113. 81
  114. u
  115. (617
  116. 251
  117. 2
  118. 92
  119. 2.2
  120. 2670 1335445 89
  121. 1.2.2.5189 103 S
  122. 6. 16. 13 215, 267 445
  123. 30
  124. 151891 (15.89)
  125. 2B 4
  126. 210
  127. 5
  128. 579
  129. E3
  130. 0567 134
  131. +1335
  132. 3
  133. 1210
  134. d
  135. + 37g..
  136. +55 f
  137. +59.8.
  138. 23
  139. e
  140. 2.5
  141. 77
  142. 5
  143. +51 h.
  144. 2670

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 14, fol. 5r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068227:0009?run=74