LBV Tradt

Antiproportionale Zuordnungen

© LBV Tradt

A01
x124
ya4b
a =
b =
A02
x1a9
y186b
a =
b =
A03
x3b27
ya248
a =
b =
A04
x9ab
y603015
a =
b =
A05
x520a
y64b4
a =
b =
A06
xa2163
y4515b
a =
b =
A07
x65153
yab25
a =
b =
A08
x71428
ya30b
a =
b =
A09
xa1664
y164b
a =
b =
A10
x82472
yab1
a =
b =
A11
x8040a
y32b8
a =
b =
A12
x7a63
y9030b
a =
b =
A13
xa42
y9b36
a =
b =
A14
x12a
yb2412
a =
b =
A15
xab4
y442211
a =
b =
A16
xa612
y7236b
a =
b =
A17
x48a
yb2412
a =
b =
A18
xa749
y9814b
a =
b =
A19
xa636
y72b2
a =
b =
A20
xa832
y8020b
a =
b =
A21
xa31
y927b
a =
b =
A22
x20a5
yb2040
a =
b =
A23
x16a1
y416b
a =
b =
A24
x13a
yb3311
a =
b =
A25
x366a
y2b72
a =
b =
A26
xa1575
y255b
a =
b =
A27
xa41
y3b48
a =
b =
A28
x5a20
yb2211
a =
b =
A29
x16a
y72b2
a =
b =
A30
x2814a
yb126
a =
b =
A31
x96a24
y12b
a =
b =
A32
x24a
yb84
a =
b =
A33
x93a
y11b99
a =
b =
A34
x2a8
y9648b
a =
b =
A35
x3a27
yb248
a =
b =
A36
xa24
y8040b
a =
b =
A37
xa749
y98b2
a =
b =
A38
x1a4
yb4221
a =
b =
A39
x24a
y40b10
a =
b =
A40
x4a64
y164b
a =
b =
A41
xa4692
y84b
a =
b =
A42
xa61
y2b72
a =
b =
A43
x4a36
y93b
a =
b =
A44
x2a32
yb164
a =
b =
A45
xa618
y5418b
a =
b =
A46
x9a36
yb4824
a =
b =
A47
x3a27
yb279
a =
b =
A48
x12a
yb4221
a =
b =
A49
x17a
y98b2
a =
b =
A50
x13a52
y7638b
a =
b =
A51
xa4284
y2412b
a =
b =
A52
x96a24
yb816
a =
b =
A53
x2a8
y3216b
a =
b =
A54
xa39
y6321b
a =
b =
A55
x1a64
y324b
a =
b =
A56
x17a68
y42b
a =
b =
A57
x7638a
yb816
a =
b =
A58
x2814a
y9b36
a =
b =
A59
xa1236
y90b10
a =
b =
A60
xa1565
y5010b
a =
b =
A61
x1a4
yb4422
a =
b =
A62
x2142a
y16b4
a =
b =
A63
x27a3
y618b
a =
b =
A64
x6416a
yb2080
a =
b =
A65
xa42
y510b
a =
b =
A66
x1a25
y5010b
a =
b =
A67
x26a
yb248
a =
b =
A68
x1a16
yb205
a =
b =