![](data:image/png;base64,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)
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = 0.200040 + 0.713689I
a = 1.50067 − 1.01116I
b = −0.551950 + 0.938432I
0.02332 − 6.64372I −0.26642 + 9.39853I
u = 0.200040 − 0.713689I
a = 1.50067 + 1.01116I
b = −0.551950 − 0.938432I
0.02332 + 6.64372I −0.26642 − 9.39853I
u = 1.283430 + 0.258737I
a = −1.16481 − 0.94463I
b = 0.468567 − 0.922566I
−2.99912 − 4.93329I −3.82940 + 6.57606I
u = 1.283430 − 0.258737I
a = −1.16481 + 0.94463I
b = 0.468567 + 0.922566I
−2.99912 + 4.93329I −3.82940 − 6.57606I
u = −1.365140 + 0.043173I
a = −0.965795 + 0.425482I
b = 0.760139 − 0.637733I
−2.59101 − 0.97059I −3.20816 + 2.30460I
u = −1.365140 − 0.043173I
a = −0.965795 − 0.425482I
b = 0.760139 + 0.637733I
−2.59101 + 0.97059I −3.20816 − 2.30460I
u = 1.39159
a = 0.0610608
b = 0.727022
−3.41993 −0.649850
u = −1.389770 + 0.195625I
a = 1.45955 − 0.21134I
b = −0.651228 − 1.025580I
−4.98605 + 9.79445I −5.34481 − 8.93651I
u = −1.389770 − 0.195625I
a = 1.45955 + 0.21134I
b = −0.651228 + 1.025580I
−4.98605 − 9.79445I −5.34481 + 8.93651I
u = −0.481446 + 0.181091I
a = 1.21465 − 1.46620I
b = −0.528136 − 1.141240I
−3.37780 + 7.99798I 0.71148 − 7.40743I
6