ET HYPERBOLAE QUADRATURA.

123100 sectus ex7,1 1,2s ( J )f,04( 6 )z^ ) 1 23201 factus ex 169 (0 1 3 SC 7 1 S> C) 3

2600 factus ex 13,8(0 2 & 25 (OsI7 2601 factus exp(^3 Scz8p( 2 ) 17

28899 factus ex 169(0 13, 9 ( 0 ) &

1 9 18900 factus ex 1 00 ( 2 ) 1 o & 2.89 ( l ) 17

2 3

25920 factus ex 10,32. ( s ) 28c 81 ( 4 ) 3

25921 factus ex 49 (0 7 ^ 5 ^9 (0 2.3

2 9

613088 factus ex 17,23,3 2 ( 5 ) 1, & 49 ( 2 ) 7613089 factus 0x729 (0 3 & 841 ( l ) 29

31

116280 sectus ex IO, 17,ip,4( 2 ) 2,6(9(0 3:116281 factus ex ni ( 2 ) 11 6(p6i ( 2 ) 31

165648 factus ex 3,7, 17,29,6c 16 (0 25 7 165649 factus ex 121 ( 2 ) 11 & 1369 ( 2 j 37

A\ 141372® factus ex7,1 o, 11,17,4( 2 )2 3 c27( 3 )31413721 factus ex 1 <58 1 (O41 & 841 ( 2 ) 29

*2 P78120 factus ex 10,11,13,19,4( 2 ) 2,9( 2 ) 3

•"J 978121 factus ex 529( 2 ) 23 Lc 1849^)43

47

664848 factus ex 7,13,32( 5 ) 2 & 719 ( e ) 3664849 factus ex961 ( 2 ) 31 6(2109(047

53

3059000 factus ex7,19,23,8, ( 3 ) 2, & 125 ( 3 ) 53059001 sectus ex,9( 2 ) 3,121,(0 11 6(2809(053

5851560 sectus 0x3,5,13,31, & 111 (0 11

57 5851561 factus ex 1681 (041 & 3481 (O59

3575880 sectus ex5,7,11,43,8 ( 3 ) 2 6(27(3)3O I 3575881 sectus ex961 (0 31 & 3721 ( 2 ) 61

/T« 1620528 factus ex 3,13,16(026(49(07

u 1 1620529 factus ex 361 ( 2 ) 19 6(4489(067

457

7 *