| Folio 120 v (final text) |
| 1 | Tabula amplitudinum semiparabolarum quae a proiectis eodem impetu describuntur. |
| C01 | 3 [: 2 =] 1 1/2 25000000 : 1 1/2 = 50000000 : 3 5000000 : 3 = 16666666 100000000 : 16666667 1/2 = 200000000 : 33333335 |
| C02 | Gr. 3. 524 [: 2 =] 262 25000000 : 262 = 95419 25000000 : 262 = 95419 100000000 : 95681 = 1045 100000000 : 9811 = 10192 |
| C03 | G. 1. 174 1/2 [: 2 =] 87 25000000 : 87 = 287356 100000000 : 287443 = 347 174 1/2 [* 2 =] 349 100000000 : 349 = 286533 100000000 : 286882 = 348 |
| C04 | Gr. 2. 349 [: 2 =] 174 1/2 50000000 : 349 = 143[266] 50000000 : 349 = 143266 |
| C05 | Gr. 89. 25000000 : 286450 = 87 100000000 : 286537 = 348 |
| C06 | Gr. 44 9657 [: 2 =] 4828 25000000 : 4828 = 5178 4828 + 5178 = 10006 100000000 : 10006 = 9993 |
| C07 | 143266 + 174 1/2 = 143440 100000000 : 143440 = 697 |
| C08 | G. 33. 6494 [: 2 =] 3247 25000000 : 3247 = 7699 3247 + 7699 = 10946 100000000 : 10946 = 9136 |
| C09 | altitudo bf 6710 et erit sublimas fo 3290 inter quas 10000 - 6710 = 3290 debet mediaris dimidia bc quae est 469 ? 6710 * 3290 = 603900 + 1342[000] + 2013[0000] = 22075900 sqrt 22075900 = 46[98] |