![](data:image/png;base64,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)
(vi) Complex Volumes and Cusp Shapes
Solutions to I
u
2
√
−1(vol +
√
−1CS) Cusp shape
u = −1.080460 + 0.038951I
a = 0.12178 − 1.40900I
b = 0.748500 + 0.430109I
−8.84278 + 1.29891I −6 − 1.296502 + 0.10I
u = −1.080460 − 0.038951I
a = 0.12178 + 1.40900I
b = 0.748500 − 0.430109I
−8.84278 − 1.29891I −6 − 1.296502 + 0.10I
u = −0.529188 + 0.741055I
a = 1.37159 − 1.03509I
b = −1.200260 + 0.647376I
−6.93728 + 4.06544I −2.13882 − 6.23417I
u = −0.529188 − 0.741055I
a = 1.37159 + 1.03509I
b = −1.200260 − 0.647376I
−6.93728 − 4.06544I −2.13882 + 6.23417I
u = −0.773893 + 0.811432I
a = 0.31903 + 1.41298I
b = 0.775191 − 0.943990I
3.54528 + 5.29507I 0. − 18.5723I
u = −0.773893 − 0.811432I
a = 0.31903 − 1.41298I
b = 0.775191 + 0.943990I
3.54528 − 5.29507I 0. + 18.5723I
u = 1.071980 + 0.334178I
a = −0.933492 − 0.199754I
b = −0.720757 − 0.362339I
−4.68927 − 3.21146I −5.77104 + 4.04842I
u = 1.071980 − 0.334178I
a = −0.933492 + 0.199754I
b = −0.720757 + 0.362339I
−4.68927 + 3.21146I −5.77104 − 4.04842I
u = 0.814902 + 0.030858I
a = 0.392927 − 0.462692I
b = 0.996497 + 0.416678I
−0.94713 + 2.73445I −6.38536 − 4.20451I
u = 0.814902 − 0.030858I
a = 0.392927 + 0.462692I
b = 0.996497 − 0.416678I
−0.94713 − 2.73445I −6.38536 + 4.20451I
21