![](data:image/png;base64,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)
Solutions to I
u
1
√
−1(vol +
√
−1CS) Cusp shape
u = −1.43793
a = 0.00568837
b = 1.30250
3.29940 0
u = −0.528904
a = 2.61210
b = 1.03366
−5.57260 12.4710
u = 1.49834
a = 0.660208
b = −1.15559
4.20522 0
u = −0.273905 + 0.415579I
a = −1.72187 + 0.69026I
b = −0.660974 − 0.946200I
−0.49896 − 4.40059I 1.20105 + 5.18432I
u = −0.273905 − 0.415579I
a = −1.72187 − 0.69026I
b = −0.660974 + 0.946200I
−0.49896 + 4.40059I 1.20105 − 5.18432I
u = −0.192100 + 0.450003I
a = −0.431020 + 0.521070I
b = −0.719892 + 0.590298I
−1.32103 + 0.79018I −2.08735 + 0.06199I
u = −0.192100 − 0.450003I
a = −0.431020 − 0.521070I
b = −0.719892 − 0.590298I
−1.32103 − 0.79018I −2.08735 − 0.06199I
u = −0.220328 + 0.430806I
a = −0.129719 + 0.288690I
b = −0.727657 + 0.434029I
−1.26666 + 0.75817I −4.08598 − 0.13948I
u = −0.220328 − 0.430806I
a = −0.129719 − 0.288690I
b = −0.727657 − 0.434029I
−1.26666 − 0.75817I −4.08598 + 0.13948I
u = −1.53128 + 0.16711I
a = 0.377740 − 1.062390I
b = 0.304647 + 0.728682I
7.26023 − 1.72868I 0
9