Folio 118 v (final text) |
1A
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Data amplitudine et altitudine semiparabolae, sublimitatem reperire. |
1B
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Id statim colligitur ex eo quod dimidia amplitudo m[e]diat inter altitudinem et sublimitatem; ergo, diviso [quadrat]o dimidiae amplitudinis per altitudinem, habebimus sublimitatem quaesitam. |
1C
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Altitudines semiparabolarum, quarum eadem est amplitudo, aequantur dimidiae tangenti arcum suarum elevationum. |
2
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Amplitudines semiparabolae {SUBSTITUTED-BY} Amplitudines semiparabolarum ad eodem impetu descriptarum. |
3
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Altezze delle Parabole {SUBSTITUTED-BY}Amplitudines semiparabolarum ad eodem impetu descriptarum, amplitudinibus congruentes. |
4
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Tabula continens altitudines et sublim[itates] ... semiparabolarum quarum amplitudo sit eadem, partium scilicet 10000, ad singulos gradus elevationis calculata. |
C01
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Gr. 45 | 10000 | | | | 6 | 46 | 9994 | | | | 18 | 47 | 9976 | | | | 31 | 48 | 9945 | | | | 43 | 49 | 9902 | | | | 54 | 50 | 9848 | | | | 66 | 51 | 9782 | | | | 78 | 52 | 9704 | | | | 92 | 53 | 9612 | | | | 101 | 54 | 9511 | | | | 115 | 55 | 9396 | | | | 124 | 56 | 9272 | | | | 136 | 57 | 9136 | | | | 147 | 58 | 8989 | | | | 160 | 59 | 8829 | | | | 170 | 60 | 8659 | | | | 178 | 61 | 8481 | | | | 191 | 62 | 8290 | | | | 200 | 63 | 8090 | | | | 210 | 64 | 7880 | | | | 220 | 65 | 7660 | | | | 230 | 66 | 7431 | | | | 240 | 67 | 7191 | | | | 247 | 68 | 6944 | | | | 252 | 69 | 6692 | | | | 264 | 70 | 6428 | | | | 271 | 71 | 6157 | | | | 279 | 72 | 5878 | | | | 286 | 73 | 5592 | | | | 292 | 74 | 5300 | | | | 300 | 75 | 5000 | | | | 306 | 76 | 4694 | | | | 311 | 77 | 4383 | | | | 316 | 78 | 4067 | | | | 321 | 79 | 3746 | | | | 326 | 80 | 3420 | | | | 330 | 81 | 3090 | | | | 334 | 82 | 2756 | | | | 337 | 83 | 2419 | | | | 340 | 84 | 2079 | | | | 343 | 85 | 1736 | | | | 345 | 86 | 1391 | | | | 346 | 87 | 1044 | | | | 347 | 88 | 698 | | | | 348 | 89 | 349 | |
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C02
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[45] | 5000 | | | | 173 | [46] | 5173 | | | | 173 | [47] | 5346 | | | | 177 | [48] | 5523 | | | | 175 | [49] | 5698 | | | | 170 | [50] | 5868 | | | | 170 | [51] | 6098? | | | | 169 | [52] | 6207 | | | | 172 | [53] | 6379 | | | | 167 | [54] | 6546 | | | | 164 | [55] | 6710 | | | | 163 | [56] | 6873 | | | | 163 | [57] | 7033 | | | | 160 | [58] | 7195 | | | | 158 | [59] | 7398 | | | | 153 | [60] | 7522? | | | | 158 | [61] | 7649 | | | | 148 | [62] | 7796 | | | | 147 | | | | 4 | [63] | 7939 | | | | 143 | | | | 4 | [64] | 8078 | | | | 139 | | | | 3 | [65] | 8214 | | | | 136 | | | | 4 | [66] | 8346 | | | | 132 | | | | 4 | [67] | 8474 | | | | 128 | | | | 5 | [68] | 8597 | | | | 123 | | | | 5 | [69] | 8715 | | | | 118 | | | | 3 | [70] | 8830 | | | | 115 | | | | 5 | [71] | 8940 | | | | 110 | | | | 5 | [72] | 9045 | | | | 105 | | | | 6 | [73] | 9144 | | | | 99 | | | | 3 | [74] | 9246 | | | | 96 | | | | 6 | [75] | 9330 | | | | 90 | | | | 5 | [76] | 9415 | | | | 85 | | | | 7 | [77] | 9493 | | | | 78 | | | | 4 | [78] | 9567 | | | | 74 | | | | 5 | [79] | 9638 | | | | 69 | | | | 7 | [80] | 9698 | | | | 62 | | | | 5 | [81] | 9790? | | | | 57 | | | | 8 | [82] | 9806 | | | | 51 | | | | 8? | [83] | 9851 | | | | 43 | | | | 4 | [84] | 9890 | | | | 39 | | | | 5 | [85] | 9924 | | | | 34 | | | | 7 | [86] | 9951 | | | | 27 | | | | 6 | [87] | 9972 | | | | 21 | | | | 6 | [88] | 9987 | | | | 15 | | | | 6 | [89] | 9998 | | | | 11 | | | | 4 |
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C03
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Elevationes Gr.1 | 87 | 5000 | 5173 | 5346 | 5523 | 5698 | 2 | 175 | 142450 | 3 | 262 | 95802 | 4 | 349 | 71531 | 5 | 437 | 57142 | 6 | 525 | 47573 | 7 | 614 | 40716 | 8 | 702 | 35587 | 9 | 792 | 31565 | 10 | 881 | 28367 | 11 | 972 | 25720 | 12 | 1063 | 23518 | 13 | 1154 | 21701 | 14 | 1246 | 20056 | 15 | 1339 | 18663 | 16 | 1434 | 17405 | 17 | 1529 | 16355 | 18 | 1624 | 15389 | 19 | 1722 | 14522 | 20 | 1820 | 13736 | 21 | 1919 | 13024 | 22 | 2020 | 12376 | 23 | 2123 | 11778 | 24 | 2226 | 11230 | 25 | 2332 | 10722 | 26 | 2439 | 10253 | 27 | 2547 | 9814 | 28 | 2658 | 9404 | 29 | 2772 | 9020 | 30 | 2887 | 8659 | 31 | 3008 | 8336 | 32 | 3124 | 8001 | 33 | 3247 | 7699 | 34 | 3373 | 7413 | 35 | 3501 | 7141 | 36 | 3633 | 6882 | 37 | 3768 | 6635 | 38 | 3906 | 6395 | 39 | 4049 | 6174 | 40 | 4196 | 5959 | 41 | 4346 | 5752 | 42 | 4502 | 5553 | 43 | 4662 | 5362 | 44 | 4828 | 5177 | 45 | 5000 | 5000 | 46 | 5177 | 4828 | 47 | 5363 | 4662 | 48 | 5553 | 4502 | 49 | 5752 | 4345 | 50 | 5959 | 4196 | 51 | 6174 | 4048 | 52 | 6399 | 3906 | 53 | 6635 | 3765 | 54 | 6882 | 3632 | 55 | 7141 | 3500 | 56 | 7413 | 3372 | 57 | 7699 | 3247 | 58 | 8002 | 3123 | 59 | 8332 | 3004 | 60 | 8600 | 2887 | 61 | 9020 | 2771 | 62 | 9403 | 2658 | 63 | 9813 | 2547 | 64 | 10251 | 2438 | 65 | 10722 | 2331 | 66 | 11230 | 2226 | 67 | 11779 | 2122 | 68 | 12375 | 2020 | 69 | 13025 | 1919 | 70 | 13237 | 1819 | 71 | 14521 | 1721 | 72 | 15388 | 1624 | 73 | 16354 | 1528 | 74 | 17437 | 1433 | 75 | 18660 | 1339 | 76 | 20054 | 1246 | 77 | 21657 | 1154 | 78 | 23523 | 1062 | 79 | 25723 | 972 | 80 | 28356 | 881 | 81 | 31569 | 792 | 82 | 35577 | 702 | 83 | 40222 | 613 | 84 | 47572 | 525 | 85 | 57150 | 437 | 86 | 71503 | 349 | 87 | 95405 | 262 | 88 | 143181 | 174 | 89 | 286499 | 87 | |