364 
NACHLASS. 
Exemplum 3. a = 1, b =■ 0,8. 
v a 
= 
25,19190 
722 
v ft = 
0,00000 
00000 
0 
"”a 
- - 
12,59595 
36116 
78 
i 
""b = 
0,00000 
00133 
367 
w 
a 
= 
6,29797 
68125 
07655 
42373 
4 
"’b = 
0,00040 
98644 
58278 
08440 
9 
rt 
a 
— 
3,14919 
33384 
82966 
75407 
2 
"b = 
0,05080 
66615 
17033 
24592 
8 
r 
a 
= 
1,60000 
00000 
00000 
00000 
0 
'b = 
0,40000 
00000 
00000 
00000 
0 
a 
= 
1,00000 
00000 
00000 
00000 
0 
b = 
0,80000 
00000 
00000 
00000 
0 
r 
a 
= 
0,90000 
00000 
00000 
00000 
0 
b’ = 
0,89442 
71909 
99915 
87856 
4 
n 
a 
= 
0,89721 
35954 
99957 
93928 
2 
b" = 
0,89720 
92687 
32734 
w 
a 
= 
0,89721 
14321 
16346 
b’" = 
0,89721 
14321 
13738 
rrn 
a 
0,89721 
14321 
15042 
b"" = 
0,89721 
14321 
15042 
Exemplum 4. 
a 
= \/2, 
6=1. 
wr 
a 
= 
19,17024 
37557 
69475 
31905 
0 
""b 
0,00000 
00009 
32560 
02627 
6 
w 
a 
= 
9,58512 
18783 
51017' 67266 
3 
’"b = 
0,00013 
37064 
06056 
69181 
0 
rr 
a 
= 
4,79262 
77923 
78537 
18223 
7 
"h == 
0,03579 
93323 
67652 
95745 
7 
'a 
= 
2,41421 
35623 
73095 
04880 
2 
'6 = 
0,41421 
35623 
73095 
04880 
2 
a 
1,41421 
35623 
73095 
04880 
2 
h = 
1,00000 
00000 
00000 
00000 
0 
d 
= 
1,20710 
67811 
86547 
52440 
1 
b’ = 
1,18920 
71150 
02721 
06671 
7 
a" 
= 
1,19815 
69480 
94634 
29555 
9 
b" = 
1,19812 
35214 
93120 
12260 
7 
d" 
= 
1,19814 
02347 
93877 
20908 
3 
b'" = 
1,19814 
02346 
77307 
20579 
8 
a"" 
=:= 
1,19814 
02347 
35592 
20744 
1 
b m, = 
1,19814 
02347 
35592 
20743 
9 
Habeantur 
praeter progressiones 
4. 
'"a, 
"a, 
a, 
a, 
d, 
d', 
ttf 
a 
:"b. 
% 
\ 
ft', 
ft". 
ft'", 
Itf 
c, 
"c, 
'c, 
c, 
c, 
c", 
c". 
rd, 
"d, 
'd, 
d, 
d', 
d”. 
d'". 
simili modo formatae; supponamusque, duos terminos in posterioribus duobus in 
prioribus proportionales esse, e. g. a:h = c:d, sive a:c = b:d = 1 :n. Tunc 
omnes termini in I ad terminos in III, omnesque in II ad terminos in IV (simi 
liter relative ad a, b, c, d siti ac sitos) in eadem ratione erunt, puta