Apian, Petrus, Instrvmentvm Sinvvm, sev primi mobilis

Table of contents

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[11.] REGVLA PRIMA.
Page: 30
[12.] REGVLA SECVNDA.
Page: 30
[13.] TALIS AD VSVM QVADRANS ADORNARI debet quantuſcun ſit.
Page: 30
[14.] PRONVNCIATVM II.
Page: 31
[15.] PRONVNCIATVM III. Latitudinem Lunæ ab eclyptica per ſinus colligere.
Page: 32
[16.] PRONVNCIATVM IIII.
Page: 32
[17.] PRONVNCIATVM V.
Page: 33
[18.] PRONVNCIATVM VI.
Page: 33
[19.] PRONVNCIATVM VII.
Page: 34
[20.] PRONVNCIATVM VIII.
Page: 35
[21.] PRONVNCIATVM IX.
Page: 35
[22.] PRONVNCIATVM X.
Page: 36
[23.] PRONVNCIATVM XI.
Page: 36
[24.] PRONVNCIATVM XII.
Page: 36
[25.] PRONVNCIATVM XIII.
Page: 37
[26.] PRONVNCIATVM XIIII.
Page: 38
[27.] PRONVNCIATVM XV.
Page: 38
[28.] PRONVNCIATVM XVI.
Page: 39
[29.] PRONVNCIATVM XVII.
Page: 39
[30.] PRONVNCIATVM XVIII.
Page: 40
[31.] PRONVNCIATVM XIX.
Page: 40
[32.] PRONVNCIATVM XX.
Page: 41
[33.] PRONVNCIATVM XXI.
Page: 42
[34.] PRONVNCIATVM XXII.
Page: 42
[35.] PRONVNCIATVM XXIII.
Page: 42
[36.] PRONVNCIATVM XXIIII.
Page: 43
[37.] PRONVNCIATVM XXV.
Page: 43
[38.] PRONVNCIATVM XXVI.
Page: 44
[39.] PRONVNCIATVM XXVII.
Page: 44
[40.] PRONVNCIATVM XXVIII.
Page: 45
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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.
Sequitur ergo hic tabula, cuius iam
mentionem fecimus.
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

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