14GENVINVS VS VS
Ideo etiam potiſsimum hic mentionem fecimus duorum iſtorum ſemicirculorum,
quoniam iuxta utrũ illum ducendi tibi erunt adhuc duo circuli, & illi quidem duo per
ſe nihil ſignificant, niſi ut inter eos graduum diuiſio ſimul et numeri conſignari poſsint,
ſicut in ultima figura manifeſte ſatis cernere potes. At in hunc modum apparet inde
imaginem relucere, ſimilima inſtrumento, quo lupis capiendis ſtrui ſolent inſidiæ. In
11Quare ſe-
midiameter
100000.
partes ha-
beat. ſuper lineam A B diuide in 100000. partes æquales, qui ſinus exiſtant totus ſiue perfe-
ctus, at diuiſionem hãc in partes 100000. eò magis tibi conſulo amplectendam, quòd
exempla omnia centum illarum propoſitionum per eiuſmodi ſinum perfectum ſuppu-
taui, id´ adeo feci libẽtius, quòd numerus ille ad hanc operationem mihi uidebatur om-
nium commodiſsimus.
quoniam iuxta utrũ illum ducendi tibi erunt adhuc duo circuli, & illi quidem duo per
ſe nihil ſignificant, niſi ut inter eos graduum diuiſio ſimul et numeri conſignari poſsint,
ſicut in ultima figura manifeſte ſatis cernere potes. At in hunc modum apparet inde
imaginem relucere, ſimilima inſtrumento, quo lupis capiendis ſtrui ſolent inſidiæ. In
11Quare ſe-
midiameter
100000.
partes ha-
beat. ſuper lineam A B diuide in 100000. partes æquales, qui ſinus exiſtant totus ſiue perfe-
ctus, at diuiſionem hãc in partes 100000. eò magis tibi conſulo amplectendam, quòd
exempla omnia centum illarum propoſitionum per eiuſmodi ſinum perfectum ſuppu-
taui, id´ adeo feci libẽtius, quòd numerus ille ad hanc operationem mihi uidebatur om-
nium commodiſsimus.
22
Puncta ſi \\ nusrecti. # g̃. # m̃. # Puncta ſi \\ nusrecti. # g̃. # m̃. # Puncta ſi \\ nus recti. # g̃. # m̃. # Puncta ſi \\ nus recti. # g̃. # m̃.
1 # 0 # 34 # 26 # 15 # 4 # 51 # 30 # 40 # 76 # 49 # 28
2 # 1 # 9 # 27 # 15 # 40 # 52 # 31 # 20 # 77 # 50 # 21
3 # 1 # 43 # 28 # 16 # 16 # 53 # 32 # 0 # 78 # 51 # 16
4 # 2 # 18 # 29 # 16 # 51 # 54 # 32 # 41 # 79 # 52 # 11
5 # 2 # 52 # 30 # 17 # 27 # 55 # 33 # 22 # 80 # 53 # 8
6 # 3 # 26 # 31 # 18 # 4 # 56 # 34 # 3 # 81 # 54 # 6
7 # 4 # 1 # 32 # 18 # 40 # 57 # 34 # 45 # 82 # 55 # 5
8 # 4 # 35 # 33 # 19 # 16 # 58 # 35 # 27 # 83 # 56 # 6
9 # 5 # 10 # 34 # 19 # 53 # 59 # 36 # 9 # 84 # 57 # 8
10 # 5 # 44 # 35 # 20 # 29 # 60 # 36 # 52 # 85 # 58 # 13
11 # 6 # 19 # 36 # 21 # 6 # 61 # 37 # 35 # 86 # 59 # 19
12 # 6 # 54 # 37 # 21 # 43 # 62 # 38 # 19 # 87 # 60 # 28
13 # 7 # 28 # 38 # 22 # 20 # 63 # 39 # 3 # 88 # 61 # 39
14 # 8 # 3 # 39 # 22 # 57 # 64 # 39 # 48 # 89 # 62 # 52
15 # 8 # 38 # 40 # 23 # 35 # 65 # 40 # 33 # 90 # 64 # 10
16 # 9 # 12 # 41 # 24 # 12 # 66 # 41 # 18 # 91 # 65 # 30
17 # 9 # 47 # 42 # 24 # 50 # 67 # 42 # 4 # 92 # 66 # 56
18 # 10 # 22 # 43 # 25 # 28 # 68 # 42 # 51 # 93 # 68 # 26
19 # 10 # 57 # 44 # 26 # 6 # 69 # 43 # 38 # 94 # 70 # 3
20 # 11 # 32 # 45 # 26 # 45 # 70 # 44 # 26 # 95 # 71 # 48
21 # 12 # 7 # 46 # 27 # 23 # 71 # 45 # 14 # 96 # 73 # 45
22 # 12 # 43 # 47 # 28 # 2 # 72 # 46 # 3 # 97 # 75 # 56
23 # 13 # 18 # 48 # 28 # 41 # 73 # 46 # 53 # 98 # 78 # 31
24 # 13 # 53 # 49 # 29 # 21 # 74 # 47 # 42 # 99 # 81 # 54
25 # 14 # 29 # 50 # 30 # 0 # 75 # 48 # 35 # 100 # 90 # 0
Puncta ſi \\ nusrecti. # g̃. # m̃. # Puncta ſi \\ nusrecti. # g̃. # m̃. # Puncta ſi \\ nus recti. # g̃. # m̃. # Puncta ſi \\ nus recti. # g̃. # m̃.
1 # 0 # 34 # 26 # 15 # 4 # 51 # 30 # 40 # 76 # 49 # 28
2 # 1 # 9 # 27 # 15 # 40 # 52 # 31 # 20 # 77 # 50 # 21
3 # 1 # 43 # 28 # 16 # 16 # 53 # 32 # 0 # 78 # 51 # 16
4 # 2 # 18 # 29 # 16 # 51 # 54 # 32 # 41 # 79 # 52 # 11
5 # 2 # 52 # 30 # 17 # 27 # 55 # 33 # 22 # 80 # 53 # 8
6 # 3 # 26 # 31 # 18 # 4 # 56 # 34 # 3 # 81 # 54 # 6
7 # 4 # 1 # 32 # 18 # 40 # 57 # 34 # 45 # 82 # 55 # 5
8 # 4 # 35 # 33 # 19 # 16 # 58 # 35 # 27 # 83 # 56 # 6
9 # 5 # 10 # 34 # 19 # 53 # 59 # 36 # 9 # 84 # 57 # 8
10 # 5 # 44 # 35 # 20 # 29 # 60 # 36 # 52 # 85 # 58 # 13
11 # 6 # 19 # 36 # 21 # 6 # 61 # 37 # 35 # 86 # 59 # 19
12 # 6 # 54 # 37 # 21 # 43 # 62 # 38 # 19 # 87 # 60 # 28
13 # 7 # 28 # 38 # 22 # 20 # 63 # 39 # 3 # 88 # 61 # 39
14 # 8 # 3 # 39 # 22 # 57 # 64 # 39 # 48 # 89 # 62 # 52
15 # 8 # 38 # 40 # 23 # 35 # 65 # 40 # 33 # 90 # 64 # 10
16 # 9 # 12 # 41 # 24 # 12 # 66 # 41 # 18 # 91 # 65 # 30
17 # 9 # 47 # 42 # 24 # 50 # 67 # 42 # 4 # 92 # 66 # 56
18 # 10 # 22 # 43 # 25 # 28 # 68 # 42 # 51 # 93 # 68 # 26
19 # 10 # 57 # 44 # 26 # 6 # 69 # 43 # 38 # 94 # 70 # 3
20 # 11 # 32 # 45 # 26 # 45 # 70 # 44 # 26 # 95 # 71 # 48
21 # 12 # 7 # 46 # 27 # 23 # 71 # 45 # 14 # 96 # 73 # 45
22 # 12 # 43 # 47 # 28 # 2 # 72 # 46 # 3 # 97 # 75 # 56
23 # 13 # 18 # 48 # 28 # 41 # 73 # 46 # 53 # 98 # 78 # 31
24 # 13 # 53 # 49 # 29 # 21 # 74 # 47 # 42 # 99 # 81 # 54
25 # 14 # 29 # 50 # 30 # 0 # 75 # 48 # 35 # 100 # 90 # 0