TABLE V. 



Diviseurs de la formule /* + ûj z^*, a étant un nombre de la forme in—i. 



FORMULE. 



DIVISE URS 

 QUADRATIQUES. 



DIVISEURS LINÉAIRES. 



r^ + 3 «^ 



J^'-Hj^-ff 



6 x-{- 1 



t^ -\- ju" 



t"" -\- Il u~ 



r+7C 



14 a:-}- I, 9, II 



y^+yi+3 C 



22 x-Hi,3,5, 9, 15 



r-r- 15 «° 





30^+1, 19 

 30^+17, ^3 



f* -{- 19?/" 



r +71+11'' 



38^+1. 5»7,9î ii:i7»2.3»i5»35 



r'H- 23 u' 



3 >'^-i-2,y {-f 8 f 



^46 AT+i, 3, 9, 13, 25 : 27, 29, 31, 35, 



S 39=41 



i^'^ 31 U' 



j^^+3if 

 5J'-i-4JKî+7î' 



} 



62X+I, 5, 7, 9, 19: 25, 33,35» 39» 41 

 45*47,49» 51» 59 



r^+ 35 «= 



3 y" +71+} f 



70^+1, 9, II, 29, 39» 5 ï 

 70^ + 3, 13, 17, 27»33,47 



^"+ 39"' 



^='4-43 «=* 



y+39f 

 3J''+i3r 



J-78X+1, 25,43,49,55,61 

 78 Ar+5, 11,41,47, 59,71 



J^'-i-yt+iif 



86 x+i, 9, II, 13, 15: 17,21,23,25,31: 



3 5» 41, 47, 49» 53 : 57, 59»<^7»79> 

 81: 83 



^'-l-47«' 



y' + 47i' . 

 3 J'*+2-y^-f 16 {• 

 7j' + (5j{+8f 



94 ^-f I, 3» 7» 9» ^7 • il» ^5» ^7, 37»49 •'51» 



53» 55»59»^iî 63*65>7i»75»79 = 

 81,83,89 



i^~+^i u' 



y"+yi+i}C 

 3y"+}yi+5C 



102^4-1,13, 19,25,4^:49,55,67 

 102^+5, 11,23,29, 41: 65, 71; 95 



i=+5 5«' 



*• "T" 5 9 " 



^^'+55^ 



5j'^-f iif 



7j-4-2y{+8f 



|iio;c-fi, 9, 31, 49, 59 : .69, 71, 81, 

 / 89, 91 



iiOAr + 7, 13, 17,43, 57:63,73, 83, 

 87, 107 



y"+y i+i) f 

 3^=-{"yi+5i' 



} 



118^+1,3» 5» 7» 9: M» 17, i9jii, 2.5: 



2-7» 2.9, 35»4i» 45 =49» 51» 53» 57» 



63:7i>75»79»^^^5 = 87»95»io5» 

 107 



TABLE V. 



