# Leibniz Legible — https://leibnizlegible.com
# Page: https://leibnizlegible.com/page/00068178:0003
# Permalink to this reading: https://leibnizlegible.com/page/00068178:0003?run=74
# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 5
# Folio 2r, page id 00068178:0003
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068178&page=3
# Source image: https://digitale-sammlungen.gwlb.de/content/00068178/jpgs/default/00000003.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 194 lines, status machine
# Lines: 194 recognised, mean confidence 0.83
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
# Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text.
# Wording rule: say "the machine reads it as …", never "Leibniz wrote".
# After the first blank line: the recognised lines in reading order, one per line.

25 Cellulis constans contincat 
unam eandemqo summam
1575.
Designatio Cubi Magiei 125 Cellularum, quarum in hac fig tantumodo todidem Centra exprimuntur
inquanumeri progrestronales ab, 1. 2: usque ad 125 eo artifiio inserti sunt, ut unumguodqi planum squcorum sunt Et,
ib
b.
G... .-
ee.
da 1 --
ies
euinque Plana Horizonta
. ABC. b2. 2, 32. 92, 122 310
l. ADCD14. 54. 9. 44. 99
90. 105. 60, 20. 50 225
3b. 76. 10b. 66. 21 305
13. 28. 83. 118. 73 315
315. 265. 290. 370. 365575
77. 1 29, 84. 119 320
5 Dlana Verticalia Trans, Alia si d lana terticania Sculaed tlana Pragonatia
(73
C59
315. b5. 190. 470. 5b5. 1575
118. bb. 20- 44. 92
27.FCH125, 65. 5. 35p 95 325 duiOr. 58.
9b. 111. 51. 6. 4)
3052. 104. 52.
48. 88. 103.58 18 315
22. 37, 77. 107. 67 310
365. 315. 265, 290. 3157
705 25. 40. 80, 110 32
11b. 71. 11. 26. 8t
5. IXIA 93, 123. 63. 3. 33 315
42. 97. 112. 52. 7 310
19. 49. 89. 104. 59 320
340. 365. 315. 365. 299.157
6. 4b. 36. 101 301
10905. 63. 2
82. 117. 72. 12.2
34. 94. 124. 64. e
10. 45. 100. 115. 55. 225
290. 370. 365. 315. 265 1575
779. 109. 69. 2i. 39
30. 85. 120. 75. 15.
b. 35. 84.
290
3. 26. 80. 265. 2
115. b4. 12. 38. 8b
121. 75. 24. 47 98.
565. 315. b5. 190. 4 40. 1575
(83. 10b. 60.
u 77 103. 57.
89. 112. 63. 11.
100. 124. 72. 23.
91. 120. 69. 17
40.
290
(28, 76. 105. 54.
37 88. III. 65.
49. 97. 123. 71.
45. 94. 117. 63
21. 85. 109. 57
65. 190. 44. fb5. 315. BD
(3b. 76. 1ob. bb. 21
48. 88. 103. 18.
42. 97. 112. 52.
34 94. 124. 64.
30. 85. 120. 75
190. 440. 5b5. 315
(90. 105. 60. 20. 5d.
265 m 9b. 11I. 5.
3153.93. 123. 63.
b. 4.1.
3. 33
4b. 365 82. 1117. 72. 12. 27
43. 340
2O. 565. 315. b5. 190. 1575
310 es
320
102. 57 43. 93. 113, 315
Egss
7. 87
29.
2
190. 440. fbs. 315. sp
1 22. 48, 9b. 125, 74.
3205. 19. 72. 93. 116. 2
325 1O. 34. 82. 108. 56.
1. 31. 91. 121. bi. 305 l1. 30. 79. 102. 53.
340
290
s
108. 68. 23.
.
sis. ot
(6Z. Z
44. 99
35- 95.
26. 81.
38. 75
pis 
92. 122
365 m 74. 14. Z9. 8y. 119
340 70. 25. 40. 80. 110.
290 56. 16. 4b. 86. 101
2b5
i
22. 5b5. 3i5. 65. 19D. IpYS
265 (17. s4. 9.
315 mi25. b5. 5
25 365 716. 7. 1t
2 (13. 36. 90. 117. 62
30
79. 109. 69. 24. 39. 320
(53 8. 43. 98. 113
320
15
2b5. 290. 340. 365. 315. 152565. 190. 440. 5br. 315. 15.75. 2315. 65. 190. 440. 565. 157.
unumguodque 25 Cellulis constans continet unam eandemgi Tuummam
insuper patet exn IV. in hoc Cudo exhiberi 3y lincas diagonales
abangulis per centra planorum ductas, et 15 non diagonales, quaram
singula constinent eandem Summam 3is
Porrohasumma respectum habent adnum. b3. qui est medius
Progressionis Arethmetica ab 1. 2. usqi ad 125. Nam b3. ductus in
315
P. P. 1. 31. 97. 127. 61. 385
315. 315. 315. 315. 315 p5
C108. 8. 27. 38. 78. 1315
dsZ 8 47. 98. 11.
5. 315. 315. 315. 3I5
31
26Z. 127. 40. 8b. 113
1575
315
320∞ = 114. 65. 11. 38. 87. 315
Constructus est itaque Cubus 125 Cellularum, et 2i lanorum, quord
1575. Euoderat faciendum.
125. 65. 5. 35. 95. 325
93. 123. b2. 3. 33
(31. 94.127. 6y
315d
305
375
315
radicem cubicam 5. generat 315. ductus in _tum Z5. generat i5y5, dem
gue in Cubum 1=5 producit 2875. Sumamtotius Cubi seu Progressionis
90. 1II. 63. 1Z. 39. 315
 ∞ b. 88. 11Z. b4. 15.
315
13. 77. 89. 115. bt. 215
315. 315. 315. 315.31595 5
1. 45. 89, 10Y. 73. 315
C 30. 94. 112. 58. Z1. 315
∞ 19. 117. 63. 6. 50. 315
30Z. 68, 11. 35. 99. 315
25 3, 1b. 40. 84. 1Z2 315
265. 3HO. 315, 290. 365.1 5275
diagonates lirua p L Lana
Diagonalia
bE. b5. b3. 64. b
53. 68. 63. 58. 7
13. 38. 63. 39. 113
315
315
1. 94. 63. 35. 122 315
21. 56 99 122. 365
18. 41. 95. 119.
7. 33. 81. 110
1155. 4. 27. 78. 101.
290
265
br. 15. 39. 87. 113. 315
(13. 235. 327. 18
49. 89. 104
45. 100. 115
31513 (6Z. 5H. 60. 66. 727. 315
1710
320)
325
74. 65.
51. 58. b7
315
70. 71. 63. 52 59 315
S. 91. 121. 61. 305   56. b8. 72. 6y. 55. 315
53. 57, 69. 75. 61 2315
315. 315. 315. 315. 3y ey pya
 (13. 76. 60. 44. 122 315
2Z. 88. 51. 35. 119
19. 97. 63. 26. 110.
Id. 94. 72. 38 101.
315
1. 55. 69. 47. 113. 315
 13. 28. 83. 118. 73 315
93. 173. 63. 3. 33. 1515