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| / 2/3 3 / 3 / 7 6 8 4 404*\/ 2 *y | | / 2/3 3 / 3 / 7 6 8 4 404*\/ 2 *y |
| / 22*y - 2 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - -------------------------------------------------------------------- | | / 22*y - 2 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - -------------------------------------------------------------------- | / _____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________\ / _____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________\ / _____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________\ / _____________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________\
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| / 3 / 3 / 7 6 8 4 | | / 3 / 3 / 7 6 8 4 | | / 2/3 | 3 / 7 6 8 4| 3 ___ 2 3 / 3 / 7 6 8 4 2/3 ___ | 3 / 7 6 8 4| ___ 3 / 3 / 7 6 8 4 | | / 2/3 | 3 / 7 6 8 4| 3 ___ 2 3 / 3 / 7 6 8 4 2/3 ___ | 3 / 7 6 8 4| ___ 3 / 3 / 7 6 8 4 | | / 2/3 | 3 / 7 6 8 4| 3 / 3 / 7 6 8 4 3 ___ 2 2/3 ___ | 3 / 7 6 8 4| ___ 3 / 3 / 7 6 8 4 | | / 2/3 | 3 / 7 6 8 4| 3 / 3 / 7 6 8 4 3 ___ 2 2/3 ___ | 3 / 7 6 8 4| ___ 3 / 3 / 7 6 8 4 |
| \/ \/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y | | \/ \/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y | | / 2 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 808*\/ 2 *y 22*y*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y I*2 *\/ 3 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*I*y*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y | | / 2 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 808*\/ 2 *y 22*y*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y I*2 *\/ 3 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*I*y*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y | | / 2 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*y*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 808*\/ 2 *y I*2 *\/ 3 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*I*y*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y | | / 2 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*y*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 808*\/ 2 *y I*2 *\/ 3 *\- 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / 22*I*y*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y |
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| / 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 | | / 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 | | / 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 | | / 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 3 / 3 / 7 6 8 4 ___ 3 / 3 / 7 6 8 4 |
\ \/ - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / \ \/ - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y - 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / \ \/ 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y / \ \/ 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y 36*\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y + 36*I*\/ 3 *\/ - 5335*y + 27*\/ - 117370*y - 6183*y + 88209*y + 8019*y /$$\left(x - \frac{\sqrt{- \frac{404 \sqrt[3]{2} y^{2}}{\sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + 22 y - 2^{\frac{2}{3}} \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}{6}\right) \left(x + \frac{\sqrt{- \frac{404 \sqrt[3]{2} y^{2}}{\sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + 22 y - 2^{\frac{2}{3}} \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}{6}\right) \left(x + \sqrt{- \frac{808 \sqrt[3]{2} y^{2}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} - \frac{22 y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 \sqrt{3} i y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \sqrt{3} i \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}\right) \left(x - \sqrt{- \frac{808 \sqrt[3]{2} y^{2}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} - \frac{22 y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 \sqrt{3} i y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \sqrt{3} i \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{- 36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}\right) \left(x + \sqrt{\frac{808 \sqrt[3]{2} y^{2}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 \sqrt{3} i y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} - \frac{2^{\frac{2}{3}} \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \sqrt{3} i \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}\right) \left(x - \sqrt{\frac{808 \sqrt[3]{2} y^{2}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{22 \sqrt{3} i y \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} - \frac{2^{\frac{2}{3}} \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}} + \frac{2^{\frac{2}{3}} \sqrt{3} i \left(8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}\right)^{\frac{2}{3}}}{36 \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}} + 36 \sqrt{3} i \sqrt[3]{8019 y^{4} - 5335 y^{3} + 27 \sqrt{88209 y^{8} - 117370 y^{7} - 6183 y^{6}}}}}\right)$$