![](data:image/png;base64,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)
(vi) Complex Volumes and Cusp Shapes
Solutions to I
u
6
√
−1(vol +
√
−1CS) Cusp shape
u = −1.033350 + 0.273029I
a = −0.433707 − 0.370047I
b = 0.201212 − 1.332210I
− 5.69302I 0. + 5.51057I
u = −1.033350 + 0.273029I
a = 0.1070220 + 0.0106006I
b = −0.393396 + 1.167600I
− 5.69302I 0. + 5.51057I
u = −1.033350 − 0.273029I
a = −0.433707 + 0.370047I
b = 0.201212 + 1.332210I
5.69302I 0. − 5.51057I
u = −1.033350 − 0.273029I
a = 0.1070220 − 0.0106006I
b = −0.393396 − 1.167600I
5.69302I 0. − 5.51057I
u = −0.142014 + 1.106070I
a = 0.071587 − 0.703715I
b = 1.15680 − 0.88478I
−1.89061 − 0.92430I −3.71672 + 0.79423I
u = −0.142014 + 1.106070I
a = 0.96521 + 2.15390I
b = 0.046149 + 1.226040I
−1.89061 − 0.92430I −3.71672 + 0.79423I
u = −0.142014 − 1.106070I
a = 0.071587 + 0.703715I
b = 1.15680 + 0.88478I
−1.89061 + 0.92430I −3.71672 − 0.79423I
u = −0.142014 − 1.106070I
a = 0.96521 − 2.15390I
b = 0.046149 − 1.226040I
−1.89061 + 0.92430I −3.71672 − 0.79423I
u = −0.273973 + 1.135890I
a = 0.470175 − 0.732350I
b = −0.137537 + 0.138392I
1.89061 − 0.92430I 3.71672 + 0.79423I
u = −0.273973 + 1.135890I
a = −0.965306 − 1.015510I
b = −0.822569 − 0.928852I
1.89061 − 0.92430I 3.71672 + 0.79423I
29