152 



DE NVMERIS PRIMIS. 



T A B VL A 



exhibens minimos quotos q pro diuiforibus 



primis formae ^o/z + i ad fingula o&o 



refidua relatos. 



a fDiuifor 



i 



2 



5 

 6 



7 

 S 



9 

 U 



14 



18 



r 9 



20 

 21 



22 



*3 

 25 



27 



33 



3i 

 61 



151 

 181 

 211 



241 



271 



33i 



421 



54i 

 57i 

 601 



631 

 66 1 

 691 



751 

 811 



991 



Tabula generalis. 



3 2 38I 42 



124 136 144 



760 790 810 



1092 1128 1152 



1484 1526 1554 



1936 1984 2016 



2448 2502 2538 



3<>52| 3718 3762 



5908 5992 5048 



975<* 98^4 9936 



10868 10982 11058 



1 2040 12160 1 2240 



1327*13393 

 14554 (4696 14784 



15916 16054 16146. 

 18800 18950 I905C 

 219242208622904 

 327363293433066 



II 



13 



17 I 19 23 



44 

 148 



820 

 1164 

 1568 



2032 

 2556 



3784 



6076 



9972 



1x096 



12280 

 13482J13524. 

 14828 

 16192 

 191 00 

 22248 



48 



156 



840 



1.1 88 



1596 



2064 



2592 



3828 



6132 



10044 



11 172 



12360 



13608 



14916 



50 

 160 



850 

 1200 

 1610 

 2080 

 2610 



385° 

 6160 



10080 

 11210 



54 

 168 



870 

 1224 

 1638 

 21 10 

 2646 



3894 

 6216 



10152 



11286 



29 



1240012480 

 i3^5oi3734 



14960 



162841633C 

 192CO19250 



2235622410 

 13»3a33264'33330 



15048 

 16422 

 i935o 



60 



180 



900 



1260 



1680 



2160 



270C 



396o 



6300 



10260 



11400 



12600 



13860 



15180 



16560 



19500 



225 18 22580 

 3346233660 



Problema generate II. 



Propofito diuifore primo 307—1 pro omni- 

 bus refiduis r inuenire quotos q, vt formula 30? + r 

 diuifibilis fit per 30 a — 1. 



Solutio. 



