![](data:image/png;base64,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)
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −0.220993 − 0.900580I
a = 1.71144 − 0.11133I
b = 0.241601 − 0.752237I
−0.42473 + 5.58831I 0. − 4.96253I
u = −0.898048 + 0.623866I
a = −1.07198 + 1.80577I
b = −1.82761 + 1.02787I
4.03132 + 3.47720I 0
u = −0.898048 − 0.623866I
a = −1.07198 − 1.80577I
b = −1.82761 − 1.02787I
4.03132 − 3.47720I 0
u = 0.568826 + 0.935685I
a = −1.252080 + 0.399270I
b = −0.371291 + 1.091860I
1.38895 + 2.95818I 0
u = 0.568826 − 0.935685I
a = −1.252080 − 0.399270I
b = −0.371291 − 1.091860I
1.38895 − 2.95818I 0
u = −0.124919 + 0.887726I
a = 0.281399 + 0.044752I
b = −0.459233 + 0.326826I
7.57890 − 3.09040I 6.72860 + 3.02873I
u = −0.124919 − 0.887726I
a = 0.281399 − 0.044752I
b = −0.459233 − 0.326826I
7.57890 + 3.09040I 6.72860 − 3.02873I
u = −0.307741 + 1.069510I
a = −1.62825 − 0.54466I
b = −0.412336 − 1.061990I
4.86618 − 10.28160I 0
u = −0.307741 − 1.069510I
a = −1.62825 + 0.54466I
b = −0.412336 + 1.061990I
4.86618 + 10.28160I 0
u = −1.013850 + 0.477455I
a = −0.318794 + 0.444188I
b = 0.224946 − 0.486741I
0.56978 + 4.38703I 0
6