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- {-(1/15) x5^2 y1^2 - (x6^2 y1^2)/15 - (x5^2 y2^2)/15 - (x6^2 y2^2)/
- 15 - (x2 x5 y3^2)/(3 Sqrt[15]) - (x5^2 y3^2)/9 + (x1 x6 y3^2)/(
- 3 Sqrt[15]) - (x6^2 y3^2)/9 + (2 x7^2 y3^2)/15 - (2 x1 x5 y3 y4)/(
- 3 Sqrt[15]) - (2 x2 x6 y3 y4)/(3 Sqrt[15]) + (x2 x5 y4^2)/(
- 3 Sqrt[15]) - (x5^2 y4^2)/9 - (x1 x6 y4^2)/(3 Sqrt[15]) - (
- x6^2 y4^2)/9 + (2 x7^2 y4^2)/15 - (2 x3 x4 y1 y5)/(3 Sqrt[15]) +
- 2/5 x1 x5 y1 y5 + 2/15 x2 x6 y1 y5 - 1/5 x4 x7 y1 y5 - (
- x3^2 y2 y5)/(3 Sqrt[15]) + (x4^2 y2 y5)/(3 Sqrt[15]) -
- 2/5 x2 x5 y2 y5 + 2/15 x1 x6 y2 y5 - 1/5 x3 x7 y2 y5 - (x1^2 y5^2)/
- 15 - (x2^2 y5^2)/15 - (x3^2 y5^2)/9 - (x4^2 y5^2)/9 - (
- 56 x5^2 y5^2)/225 + (4 x6^2 y5^2)/225 - (x3 x7 y5^2)/(
- 15 Sqrt[15]) + (2 x7^2 y5^2)/75 + (x3^2 y1 y6)/(3 Sqrt[15]) - (
- x4^2 y1 y6)/(3 Sqrt[15]) + 2/15 x2 x5 y1 y6 - 2/5 x1 x6 y1 y6 -
- 1/5 x3 x7 y1 y6 - (2 x3 x4 y2 y6)/(3 Sqrt[15]) + 2/15 x1 x5 y2 y6 +
- 2/5 x2 x6 y2 y6 + 1/5 x4 x7 y2 y6 + 8/15 x5 x6 y5 y6 - (
- 2 x4 x7 y5 y6)/(15 Sqrt[15]) - (x1^2 y6^2)/15 - (x2^2 y6^2)/15 - (
- x3^2 y6^2)/9 - (x4^2 y6^2)/9 + (4 x5^2 y6^2)/225 - (56 x6^2 y6^2)/
- 225 + (x3 x7 y6^2)/(15 Sqrt[15]) + (2 x7^2 y6^2)/75 -
- 1/5 x2 x5 y3 y7 - (x5^2 y3 y7)/(15 Sqrt[15]) - 1/5 x1 x6 y3 y7 + (
- x6^2 y3 y7)/(15 Sqrt[15]) + 4/15 x3 x7 y3 y7 - 1/5 x1 x5 y4 y7 +
- 1/5 x2 x6 y4 y7 - (2 x5 x6 y4 y7)/(15 Sqrt[15]) -
- 4/15 x4 x7 y4 y7 + (2 x3^2 y7^2)/15 + (2 x4^2 y7^2)/15 + (
- 2 x5^2 y7^2)/75 + (2 x6^2 y7^2)/75, (x3^2 y1^2)/6 + (x4^2 y1^2)/
- 6 + (x3^2 y2^2)/6 + (x4^2 y2^2)/6 + 1/3 x1 x3 y1 y3 -
- 1/3 x2 x4 y1 y3 - (x4 x5 y1 y3)/(3 Sqrt[15]) - (x3 x6 y1 y3)/(
- 3 Sqrt[15]) - 1/3 x2 x3 y2 y3 - 1/3 x1 x4 y2 y3 - (x3 x5 y2 y3)/(
- 3 Sqrt[15]) + (x4 x6 y2 y3)/(3 Sqrt[15]) + (x1^2 y3^2)/6 + (
- x2^2 y3^2)/6 + (2 x3^2 y3^2)/9 + (x2 x5 y3^2)/(3 Sqrt[15]) - (
- x5^2 y3^2)/6 - (x1 x6 y3^2)/(3 Sqrt[15]) - (x6^2 y3^2)/6 -
- 1/3 x2 x3 y1 y4 - 1/3 x1 x4 y1 y4 + (x3 x5 y1 y4)/(3 Sqrt[15]) - (
- x4 x6 y1 y4)/(3 Sqrt[15]) - 1/3 x1 x3 y2 y4 + 1/3 x2 x4 y2 y4 - (
- x4 x5 y2 y4)/(3 Sqrt[15]) - (x3 x6 y2 y4)/(3 Sqrt[15]) -
- 4/9 x3 x4 y3 y4 + (2 x1 x5 y3 y4)/(3 Sqrt[15]) + (2 x2 x6 y3 y4)/(
- 3 Sqrt[15]) + (x1^2 y4^2)/6 + (x2^2 y4^2)/6 + (2 x4^2 y4^2)/9 - (
- x2 x5 y4^2)/(3 Sqrt[15]) - (x5^2 y4^2)/6 + (x1 x6 y4^2)/(
- 3 Sqrt[15]) - (x6^2 y4^2)/6 + (2 x3 x4 y1 y5)/(3 Sqrt[15]) -
- 2/15 x4 x7 y1 y5 + (x3^2 y2 y5)/(3 Sqrt[15]) - (x4^2 y2 y5)/(
- 3 Sqrt[15]) - 2/15 x3 x7 y2 y5 - (x2 x3 y3 y5)/(3 Sqrt[15]) + (
- x1 x4 y3 y5)/(3 Sqrt[15]) - 17/45 x3 x5 y3 y5 + 1/3 x4 x6 y3 y5 +
- 2/15 x2 x7 y3 y5 + 2/5 Sqrt[3/5] x5 x7 y3 y5 - (x1 x3 y4 y5)/(
- 3 Sqrt[15]) - (x2 x4 y4 y5)/(3 Sqrt[15]) + 17/45 x4 x5 y4 y5 +
- 1/3 x3 x6 y4 y5 + 2/15 x1 x7 y4 y5 + 2/5 Sqrt[3/5] x6 x7 y4 y5 - (
- x3^2 y5^2)/6 - (x4^2 y5^2)/6 - (128 x5^2 y5^2)/225 -
- 2/5 Sqrt[3/5] x3 x7 y5^2 - (14 x7^2 y5^2)/75 - (x3^2 y1 y6)/(
- 3 Sqrt[15]) + (x4^2 y1 y6)/(3 Sqrt[15]) - 2/15 x3 x7 y1 y6 + (
- 2 x3 x4 y2 y6)/(3 Sqrt[15]) + 2/15 x4 x7 y2 y6 - (x1 x3 y3 y6)/(
- 3 Sqrt[15]) - (x2 x4 y3 y6)/(3 Sqrt[15]) + 1/3 x4 x5 y3 y6 +
- 17/45 x3 x6 y3 y6 - 2/15 x1 x7 y3 y6 + 2/5 Sqrt[3/5] x6 x7 y3 y6 + (
- x2 x3 y4 y6)/(3 Sqrt[15]) - (x1 x4 y4 y6)/(3 Sqrt[15]) +
- 1/3 x3 x5 y4 y6 - 17/45 x4 x6 y4 y6 + 2/15 x2 x7 y4 y6 -
- 2/5 Sqrt[3/5] x5 x7 y4 y6 + 256/225 x5 x6 y5 y6 -
- 4/5 Sqrt[3/5] x4 x7 y5 y6 - (x3^2 y6^2)/6 - (x4^2 y6^2)/6 - (
- 128 x6^2 y6^2)/225 + 2/5 Sqrt[3/5] x3 x7 y6^2 - (14 x7^2 y6^2)/75 +
- 2/15 x4 x5 y1 y7 - 2/15 x3 x6 y1 y7 + 2/15 x3 x5 y2 y7 +
- 2/15 x4 x6 y2 y7 - 2/15 x2 x5 y3 y7 - 2/5 Sqrt[3/5] x5^2 y3 y7 -
- 2/15 x1 x6 y3 y7 + 2/5 Sqrt[3/5] x6^2 y3 y7 - 4/15 x3 x7 y3 y7 -
- 2/15 x1 x5 y4 y7 + 2/15 x2 x6 y4 y7 - 4/5 Sqrt[3/5] x5 x6 y4 y7 +
- 4/15 x4 x7 y4 y7 + 2/5 Sqrt[3/5] x3 x5 y5 y7 -
- 2/5 Sqrt[3/5] x4 x6 y5 y7 - 4/75 x5 x7 y5 y7 +
- 2/5 Sqrt[3/5] x4 x5 y6 y7 + 2/5 Sqrt[3/5] x3 x6 y6 y7 +
- 4/75 x6 x7 y6 y7 - (14 x5^2 y7^2)/75 - (14 x6^2 y7^2)/75 - (
- 6 x7^2 y7^2)/25,
- 8 x1 x3 y1 y3 - 8 x2 x3 y2 y3 - 8 x1 x4 y1 y4 + 8 x2 x4 y2 y4 -
- 8/5 x3 x5 y3 y5 + 8/5 x4 x5 y4 y5 + 8/5 x3 x6 y3 y6 -
- 8/5 x4 x6 y4 y6 + 24/5 x1 x7 y1 y7 - 24/5 x2 x7 y2 y7 -
- 24/25 x5 x7 y5 y7 + 24/25 x6 x7 y6 y7, (x7^2 y1^2)/10 + (x7^2 y2^2)/
- 10 - (x4 x5 y1 y3)/(3 Sqrt[15]) - (x3 x6 y1 y3)/(3 Sqrt[15]) +
- 1/5 x6 x7 y1 y3 - (x3 x5 y2 y3)/(3 Sqrt[15]) + (x4 x6 y2 y3)/(
- 3 Sqrt[15]) - 1/5 x5 x7 y2 y3 + (x3^2 y3^2)/9 - (x4^2 y3^2)/9 + (
- x2 x5 y3^2)/(3 Sqrt[15]) - (x5^2 y3^2)/15 - (x1 x6 y3^2)/(
- 3 Sqrt[15]) - (x6^2 y3^2)/15 + (x7^2 y3^2)/5 + (x3 x5 y1 y4)/(
- 3 Sqrt[15]) - (x4 x6 y1 y4)/(3 Sqrt[15]) + 1/5 x5 x7 y1 y4 - (
- x4 x5 y2 y4)/(3 Sqrt[15]) - (x3 x6 y2 y4)/(3 Sqrt[15]) +
- 1/5 x6 x7 y2 y4 - 4/9 x3 x4 y3 y4 + (2 x1 x5 y3 y4)/(3 Sqrt[15]) + (
- 2 x2 x6 y3 y4)/(3 Sqrt[15]) - (x3^2 y4^2)/9 + (x4^2 y4^2)/9 - (
- x2 x5 y4^2)/(3 Sqrt[15]) - (x5^2 y4^2)/15 + (x1 x6 y4^2)/(
- 3 Sqrt[15]) - (x6^2 y4^2)/15 + (x7^2 y4^2)/5 + (2 x3 x4 y1 y5)/(
- 3 Sqrt[15]) - (16 x5 x6 y1 y5)/(15 Sqrt[15]) + 2/15 x4 x7 y1 y5 + (
- x3^2 y2 y5)/(3 Sqrt[15]) - (x4^2 y2 y5)/(3 Sqrt[15]) + (
- 8 x5^2 y2 y5)/(15 Sqrt[15]) - (8 x6^2 y2 y5)/(15 Sqrt[15]) +
- 2/15 x3 x7 y2 y5 - (x2 x3 y3 y5)/(3 Sqrt[15]) + (x1 x4 y3 y5)/(
- 3 Sqrt[15]) - 2/5 x3 x5 y3 y5 - 1/5 x2 x7 y3 y5 -
- 8/5 Sqrt[3/5] x5 x7 y3 y5 + 2/3 Sqrt[5/3] x5 x7 y3 y5 - (
- x1 x3 y4 y5)/(3 Sqrt[15]) - (x2 x4 y4 y5)/(3 Sqrt[15]) +
- 2/5 x4 x5 y4 y5 - 1/5 x1 x7 y4 y5 - 8/5 Sqrt[3/5] x6 x7 y4 y5 +
- 2/3 Sqrt[5/3] x6 x7 y4 y5 - (x3^2 y5^2)/15 - (x4^2 y5^2)/15 + (
- 8 x2 x5 y5^2)/(15 Sqrt[15]) - (16 x5^2 y5^2)/225 + (8 x1 x6 y5^2)/(
- 15 Sqrt[15]) + (16 x6^2 y5^2)/225 + (2 x3 x7 y5^2)/(3 Sqrt[15]) + (
- 9 x7^2 y5^2)/50 - (x3^2 y1 y6)/(3 Sqrt[15]) + (x4^2 y1 y6)/(
- 3 Sqrt[15]) + (8 x5^2 y1 y6)/(15 Sqrt[15]) - (8 x6^2 y1 y6)/(
- 15 Sqrt[15]) + 2/15 x3 x7 y1 y6 + (2 x3 x4 y2 y6)/(3 Sqrt[15]) + (
- 16 x5 x6 y2 y6)/(15 Sqrt[15]) - 2/15 x4 x7 y2 y6 - (x1 x3 y3 y6)/(
- 3 Sqrt[15]) - (x2 x4 y3 y6)/(3 Sqrt[15]) + 2/5 x3 x6 y3 y6 +
- 1/5 x1 x7 y3 y6 - 8/5 Sqrt[3/5] x6 x7 y3 y6 +
- 2/3 Sqrt[5/3] x6 x7 y3 y6 + (x2 x3 y4 y6)/(3 Sqrt[15]) - (
- x1 x4 y4 y6)/(3 Sqrt[15]) - 2/5 x4 x6 y4 y6 - 1/5 x2 x7 y4 y6 +
- 8/5 Sqrt[3/5] x5 x7 y4 y6 - 2/3 Sqrt[5/3] x5 x7 y4 y6 - (
- 16 x1 x5 y5 y6)/(15 Sqrt[15]) + (16 x2 x6 y5 y6)/(15 Sqrt[15]) +
- 64/225 x5 x6 y5 y6 + (4 x4 x7 y5 y6)/(3 Sqrt[15]) - (x3^2 y6^2)/
- 15 - (x4^2 y6^2)/15 - (8 x2 x5 y6^2)/(15 Sqrt[15]) + (16 x5^2 y6^2)/
- 225 - (8 x1 x6 y6^2)/(15 Sqrt[15]) - (16 x6^2 y6^2)/225 - (
- 2 x3 x7 y6^2)/(3 Sqrt[15]) + (9 x7^2 y6^2)/50 - 1/5 x4 x5 y1 y7 +
- 1/5 x3 x6 y1 y7 + 1/5 x1 x7 y1 y7 - 1/5 x3 x5 y2 y7 -
- 1/5 x4 x6 y2 y7 - 1/5 x2 x7 y2 y7 + 2/15 x2 x5 y3 y7 + (
- 2 x5^2 y3 y7)/(3 Sqrt[15]) + 2/15 x1 x6 y3 y7 - (2 x6^2 y3 y7)/(
- 3 Sqrt[15]) + 4/5 x3 x7 y3 y7 + 2/15 x1 x5 y4 y7 -
- 2/15 x2 x6 y4 y7 + (4 x5 x6 y4 y7)/(3 Sqrt[15]) - 4/5 x4 x7 y4 y7 -
- 1/5 x2 x3 y5 y7 + 1/5 x1 x4 y5 y7 - 8/5 Sqrt[3/5] x3 x5 y5 y7 +
- 2/3 Sqrt[5/3] x3 x5 y5 y7 + 8/5 Sqrt[3/5] x4 x6 y5 y7 -
- 2/3 Sqrt[5/3] x4 x6 y5 y7 - 17/25 x5 x7 y5 y7 + 1/5 x1 x3 y6 y7 +
- 1/5 x2 x4 y6 y7 - 8/5 Sqrt[3/5] x4 x5 y6 y7 +
- 2/3 Sqrt[5/3] x4 x5 y6 y7 - 8/5 Sqrt[3/5] x3 x6 y6 y7 +
- 2/3 Sqrt[5/3] x3 x6 y6 y7 + 17/25 x6 x7 y6 y7 + (x1^2 y7^2)/10 + (
- x2^2 y7^2)/10 + (x3^2 y7^2)/5 + (x4^2 y7^2)/5 + (9 x5^2 y7^2)/50 + (
- 9 x6^2 y7^2)/50 + (x7^2 y7^2)/5, (x4 x5 y1 y3)/(3 Sqrt[15]) + (
- x3 x6 y1 y3)/(3 Sqrt[15]) - 1/5 x6 x7 y1 y3 + (x3 x5 y2 y3)/(
- 3 Sqrt[15]) - (x4 x6 y2 y3)/(3 Sqrt[15]) + 1/5 x5 x7 y2 y3 - (
- x3 x5 y1 y4)/(3 Sqrt[15]) + (x4 x6 y1 y4)/(3 Sqrt[15]) -
- 1/5 x5 x7 y1 y4 + (x4 x5 y2 y4)/(3 Sqrt[15]) + (x3 x6 y2 y4)/(
- 3 Sqrt[15]) - 1/5 x6 x7 y2 y4 + (x2 x3 y3 y5)/(3 Sqrt[15]) - (
- x1 x4 y3 y5)/(3 Sqrt[15]) + 2/5 x3 x5 y3 y5 + 1/5 x2 x7 y3 y5 +
- 8/5 Sqrt[3/5] x5 x7 y3 y5 - 2/3 Sqrt[5/3] x5 x7 y3 y5 + (
- x1 x3 y4 y5)/(3 Sqrt[15]) + (x2 x4 y4 y5)/(3 Sqrt[15]) -
- 2/5 x4 x5 y4 y5 + 1/5 x1 x7 y4 y5 + 8/5 Sqrt[3/5] x6 x7 y4 y5 -
- 2/3 Sqrt[5/3] x6 x7 y4 y5 + (x1 x3 y3 y6)/(3 Sqrt[15]) + (
- x2 x4 y3 y6)/(3 Sqrt[15]) - 2/5 x3 x6 y3 y6 - 1/5 x1 x7 y3 y6 +
- 8/5 Sqrt[3/5] x6 x7 y3 y6 - 2/3 Sqrt[5/3] x6 x7 y3 y6 - (
- x2 x3 y4 y6)/(3 Sqrt[15]) + (x1 x4 y4 y6)/(3 Sqrt[15]) +
- 2/5 x4 x6 y4 y6 + 1/5 x2 x7 y4 y6 - 8/5 Sqrt[3/5] x5 x7 y4 y6 +
- 2/3 Sqrt[5/3] x5 x7 y4 y6 + 1/5 x4 x5 y1 y7 - 1/5 x3 x6 y1 y7 -
- 1/5 x1 x7 y1 y7 + 1/5 x3 x5 y2 y7 + 1/5 x4 x6 y2 y7 +
- 1/5 x2 x7 y2 y7 + 1/5 x2 x3 y5 y7 - 1/5 x1 x4 y5 y7 +
- 8/5 Sqrt[3/5] x3 x5 y5 y7 - 2/3 Sqrt[5/3] x3 x5 y5 y7 -
- 8/5 Sqrt[3/5] x4 x6 y5 y7 + 2/3 Sqrt[5/3] x4 x6 y5 y7 +
- 17/25 x5 x7 y5 y7 - 1/5 x1 x3 y6 y7 - 1/5 x2 x4 y6 y7 +
- 8/5 Sqrt[3/5] x4 x5 y6 y7 - 2/3 Sqrt[5/3] x4 x5 y6 y7 +
- 8/5 Sqrt[3/5] x3 x6 y6 y7 - 2/3 Sqrt[5/3] x3 x6 y6 y7 -
- 17/25 x6 x7 y6 y7,
- 4/3 x2 x4 y1 y3 - (4 x4 x5 y1 y3)/Sqrt[15] - (4 x3 x6 y1 y3)/Sqrt[
- 15] + 16/15 x6 x7 y1 y3 + 4/3 x1 x4 y2 y3 - (4 x3 x5 y2 y3)/Sqrt[
- 15] + (4 x4 x6 y2 y3)/Sqrt[15] - 16/15 x5 x7 y2 y3 - (4 x3^2 y3^2)/
- 9 - (4 x4^2 y3^2)/9 - (16 x5^2 y3^2)/45 - (16 x6^2 y3^2)/45 - (
- 4 x7^2 y3^2)/15 + 4/3 x2 x3 y1 y4 + (4 x3 x5 y1 y4)/Sqrt[15] - (
- 4 x4 x6 y1 y4)/Sqrt[15] + 16/15 x5 x7 y1 y4 + 4/3 x1 x3 y2 y4 - (
- 4 x4 x5 y2 y4)/Sqrt[15] - (4 x3 x6 y2 y4)/Sqrt[15] +
- 16/15 x6 x7 y2 y4 - (4 x3^2 y4^2)/9 - (4 x4^2 y4^2)/9 - (
- 16 x5^2 y4^2)/45 - (16 x6^2 y4^2)/45 - (4 x7^2 y4^2)/15 +
- 8/15 x1 x5 y1 y5 - 8/15 x2 x6 y1 y5 + (16 x5 x6 y1 y5)/(
- 15 Sqrt[15]) - 8/15 x4 x7 y1 y5 - 8/15 x2 x5 y2 y5 - (
- 8 x5^2 y2 y5)/(15 Sqrt[15]) - 8/15 x1 x6 y2 y5 + (8 x6^2 y2 y5)/(
- 15 Sqrt[15]) - 8/15 x3 x7 y2 y5 - (4 x2 x3 y3 y5)/Sqrt[15] + (
- 4 x1 x4 y3 y5)/Sqrt[15] - 8/9 x3 x5 y3 y5 + 52/45 x4 x6 y3 y5 +
- 16/5 Sqrt[3/5] x5 x7 y3 y5 - (16 x5 x7 y3 y5)/Sqrt[15] - (
- 4 x1 x3 y4 y5)/Sqrt[15] - (4 x2 x4 y4 y5)/Sqrt[15] +
- 8/9 x4 x5 y4 y5 + 52/45 x3 x6 y4 y5 + 16/5 Sqrt[3/5] x6 x7 y4 y5 - (
- 16 x6 x7 y4 y5)/Sqrt[15] - (16 x3^2 y5^2)/45 - (16 x4^2 y5^2)/45 - (
- 8 x2 x5 y5^2)/(15 Sqrt[15]) - (56 x5^2 y5^2)/75 - (8 x1 x6 y5^2)/(
- 15 Sqrt[15]) - (8 x6^2 y5^2)/75 - (8 x3 x7 y5^2)/(3 Sqrt[15]) - (
- 32 x7^2 y5^2)/75 - 8/15 x2 x5 y1 y6 - (8 x5^2 y1 y6)/(
- 15 Sqrt[15]) - 8/15 x1 x6 y1 y6 + (8 x6^2 y1 y6)/(15 Sqrt[15]) -
- 8/15 x3 x7 y1 y6 - 8/15 x1 x5 y2 y6 + 8/15 x2 x6 y2 y6 - (
- 16 x5 x6 y2 y6)/(15 Sqrt[15]) + 8/15 x4 x7 y2 y6 - (4 x1 x3 y3 y6)/
- Sqrt[15] - (4 x2 x4 y3 y6)/Sqrt[15] + 52/45 x4 x5 y3 y6 +
- 8/9 x3 x6 y3 y6 + 16/5 Sqrt[3/5] x6 x7 y3 y6 - (16 x6 x7 y3 y6)/
- Sqrt[15] + (4 x2 x3 y4 y6)/Sqrt[15] - (4 x1 x4 y4 y6)/Sqrt[15] +
- 52/45 x3 x5 y4 y6 - 8/9 x4 x6 y4 y6 - 16/5 Sqrt[3/5] x5 x7 y4 y6 + (
- 16 x5 x7 y4 y6)/Sqrt[15] + (16 x1 x5 y5 y6)/(15 Sqrt[15]) - (
- 16 x2 x6 y5 y6)/(15 Sqrt[15]) + 32/25 x5 x6 y5 y6 - (
- 16 x4 x7 y5 y6)/(3 Sqrt[15]) - (16 x3^2 y6^2)/45 - (16 x4^2 y6^2)/
- 45 + (8 x2 x5 y6^2)/(15 Sqrt[15]) - (8 x5^2 y6^2)/75 + (
- 8 x1 x6 y6^2)/(15 Sqrt[15]) - (56 x6^2 y6^2)/75 + (8 x3 x7 y6^2)/(
- 3 Sqrt[15]) - (32 x7^2 y6^2)/75 - 4/5 x1 x7 y1 y7 +
- 4/5 x2 x7 y2 y7 - 8/15 x2 x5 y3 y7 - (8 x5^2 y3 y7)/(3 Sqrt[15]) -
- 8/15 x1 x6 y3 y7 + (8 x6^2 y3 y7)/(3 Sqrt[15]) - 8/5 x3 x7 y3 y7 -
- 8/15 x1 x5 y4 y7 + 8/15 x2 x6 y4 y7 - (16 x5 x6 y4 y7)/(
- 3 Sqrt[15]) + 8/5 x4 x7 y4 y7 - 16/15 x2 x3 y5 y7 +
- 16/15 x1 x4 y5 y7 + 16/5 Sqrt[3/5] x3 x5 y5 y7 - (16 x3 x5 y5 y7)/
- Sqrt[15] - 16/5 Sqrt[3/5] x4 x6 y5 y7 + (16 x4 x6 y5 y7)/Sqrt[15] -
- 196/75 x5 x7 y5 y7 + 16/15 x1 x3 y6 y7 + 16/15 x2 x4 y6 y7 +
- 16/5 Sqrt[3/5] x4 x5 y6 y7 - (16 x4 x5 y6 y7)/Sqrt[15] +
- 16/5 Sqrt[3/5] x3 x6 y6 y7 - (16 x3 x6 y6 y7)/Sqrt[15] +
- 196/75 x6 x7 y6 y7 - (4 x3^2 y7^2)/15 - (4 x4^2 y7^2)/15 - (
- 32 x5^2 y7^2)/75 - (32 x6^2 y7^2)/75 - (12 x7^2 y7^2)/
- 25, -(2/9) x3^2 y3^2 - (2 x4^2 y3^2)/9 + (2 x7^2 y3^2)/15 - (
- 2 x3^2 y4^2)/9 - (2 x4^2 y4^2)/9 + (2 x7^2 y4^2)/15 - (
- 32 x5 x6 y1 y5)/(15 Sqrt[15]) + 8/15 x4 x7 y1 y5 + (16 x5^2 y2 y5)/(
- 15 Sqrt[15]) - (16 x6^2 y2 y5)/(15 Sqrt[15]) + 8/15 x3 x7 y2 y5 + (
- 16 x2 x5 y5^2)/(15 Sqrt[15]) + (32 x5^2 y5^2)/225 + (
- 16 x1 x6 y5^2)/(15 Sqrt[15]) + (32 x6^2 y5^2)/225 + (8 x3 x7 y5^2)/(
- 15 Sqrt[15]) + (16 x7^2 y5^2)/75 + (16 x5^2 y1 y6)/(15 Sqrt[15]) - (
- 16 x6^2 y1 y6)/(15 Sqrt[15]) + 8/15 x3 x7 y1 y6 + (32 x5 x6 y2 y6)/(
- 15 Sqrt[15]) - 8/15 x4 x7 y2 y6 - (32 x1 x5 y5 y6)/(15 Sqrt[15]) + (
- 32 x2 x6 y5 y6)/(15 Sqrt[15]) + (16 x4 x7 y5 y6)/(15 Sqrt[15]) - (
- 16 x2 x5 y6^2)/(15 Sqrt[15]) + (32 x5^2 y6^2)/225 - (
- 16 x1 x6 y6^2)/(15 Sqrt[15]) + (32 x6^2 y6^2)/225 - (8 x3 x7 y6^2)/(
- 15 Sqrt[15]) + (16 x7^2 y6^2)/75 + 8/15 x2 x5 y3 y7 + (
- 8 x5^2 y3 y7)/(15 Sqrt[15]) + 8/15 x1 x6 y3 y7 - (8 x6^2 y3 y7)/(
- 15 Sqrt[15]) + 8/15 x3 x7 y3 y7 + 8/15 x1 x5 y4 y7 -
- 8/15 x2 x6 y4 y7 + (16 x5 x6 y4 y7)/(15 Sqrt[15]) -
- 8/15 x4 x7 y4 y7 + (2 x3^2 y7^2)/15 + (2 x4^2 y7^2)/15 + (
- 16 x5^2 y7^2)/75 + (16 x6^2 y7^2)/75 + (6 x7^2 y7^2)/25, (
- x3^2 y3^2)/3 - (x4^2 y3^2)/9 + (4 x2 x5 y3^2)/(3 Sqrt[15]) - (
- 4 x5^2 y3^2)/45 - (4 x1 x6 y3^2)/(3 Sqrt[15]) - (4 x6^2 y3^2)/45 - (
- x7^2 y3^2)/5 - 8/9 x3 x4 y3 y4 + (8 x1 x5 y3 y4)/(3 Sqrt[15]) + (
- 8 x2 x6 y3 y4)/(3 Sqrt[15]) - (x3^2 y4^2)/9 + (x4^2 y4^2)/3 - (
- 4 x2 x5 y4^2)/(3 Sqrt[15]) - (4 x5^2 y4^2)/45 + (4 x1 x6 y4^2)/(
- 3 Sqrt[15]) - (4 x6^2 y4^2)/45 - (x7^2 y4^2)/5 + (8 x3 x4 y1 y5)/(
- 3 Sqrt[15]) - 8/15 x1 x5 y1 y5 - 8/15 x2 x6 y1 y5 + (4 x3^2 y2 y5)/(
- 3 Sqrt[15]) - (4 x4^2 y2 y5)/(3 Sqrt[15]) + 8/15 x2 x5 y2 y5 -
- 8/15 x1 x6 y2 y5 - (4 x3^2 y5^2)/45 - (4 x4^2 y5^2)/45 - (
- 8 x5^2 y5^2)/45 - (8 x6^2 y5^2)/25 + (8 x3 x7 y5^2)/(
- 15 Sqrt[15]) - (8 x7^2 y5^2)/25 - (4 x3^2 y1 y6)/(3 Sqrt[15]) + (
- 4 x4^2 y1 y6)/(3 Sqrt[15]) - 8/15 x2 x5 y1 y6 + 8/15 x1 x6 y1 y6 + (
- 8 x3 x4 y2 y6)/(3 Sqrt[15]) - 8/15 x1 x5 y2 y6 - 8/15 x2 x6 y2 y6 -
- 64/225 x5 x6 y5 y6 + (16 x4 x7 y5 y6)/(15 Sqrt[15]) - (4 x3^2 y6^2)/
- 45 - (4 x4^2 y6^2)/45 - (8 x5^2 y6^2)/25 - (8 x6^2 y6^2)/45 - (
- 8 x3 x7 y6^2)/(15 Sqrt[15]) - (8 x7^2 y6^2)/25 + (8 x5^2 y3 y7)/(
- 15 Sqrt[15]) - (8 x6^2 y3 y7)/(15 Sqrt[15]) + 4/15 x3 x7 y3 y7 + (
- 16 x5 x6 y4 y7)/(15 Sqrt[15]) - 4/15 x4 x7 y4 y7 - (x3^2 y7^2)/5 - (
- x4^2 y7^2)/5 - (8 x5^2 y7^2)/25 - (8 x6^2 y7^2)/25 - (9 x7^2 y7^2)/
- 25, 4/15 x6 x7 y1 y3 - 4/15 x5 x7 y2 y3 - (2 x3^2 y3^2)/9 + (
- 2 x4^2 y3^2)/9 - (4 x2 x5 y3^2)/(3 Sqrt[15]) + (4 x5^2 y3^2)/45 + (
- 4 x1 x6 y3^2)/(3 Sqrt[15]) + (4 x6^2 y3^2)/45 + (2 x7^2 y3^2)/15 +
- 4/15 x5 x7 y1 y4 + 4/15 x6 x7 y2 y4 + 8/9 x3 x4 y3 y4 - (
- 8 x1 x5 y3 y4)/(3 Sqrt[15]) - (8 x2 x6 y3 y4)/(3 Sqrt[15]) + (
- 2 x3^2 y4^2)/9 - (2 x4^2 y4^2)/9 + (4 x2 x5 y4^2)/(3 Sqrt[15]) + (
- 4 x5^2 y4^2)/45 - (4 x1 x6 y4^2)/(3 Sqrt[15]) + (4 x6^2 y4^2)/45 + (
- 2 x7^2 y4^2)/15 - (8 x3 x4 y1 y5)/(3 Sqrt[15]) + 4/5 x1 x5 y1 y5 +
- 4/15 x2 x6 y1 y5 - (8 x5 x6 y1 y5)/(15 Sqrt[15]) - (4 x3^2 y2 y5)/(
- 3 Sqrt[15]) + (4 x4^2 y2 y5)/(3 Sqrt[15]) - 4/5 x2 x5 y2 y5 + (
- 4 x5^2 y2 y5)/(15 Sqrt[15]) + 4/15 x1 x6 y2 y5 - (4 x6^2 y2 y5)/(
- 15 Sqrt[15]) - 4/9 x4 x6 y3 y5 - 2/3 x2 x7 y3 y5 -
- 2/3 Sqrt[5/3] x5 x7 y3 y5 - 4/9 x3 x6 y4 y5 - 2/3 x1 x7 y4 y5 -
- 2/3 Sqrt[5/3] x6 x7 y4 y5 + (4 x3^2 y5^2)/45 + (4 x4^2 y5^2)/45 + (
- 4 x2 x5 y5^2)/(15 Sqrt[15]) + (4 x5^2 y5^2)/25 + (4 x1 x6 y5^2)/(
- 15 Sqrt[15]) - (52 x6^2 y5^2)/225 - 8/5 Sqrt[3/5] x3 x7 y5^2 + (
- 32 x3 x7 y5^2)/(5 Sqrt[15]) - (8 x7^2 y5^2)/75 + (4 x3^2 y1 y6)/(
- 3 Sqrt[15]) - (4 x4^2 y1 y6)/(3 Sqrt[15]) + 4/15 x2 x5 y1 y6 + (
- 4 x5^2 y1 y6)/(15 Sqrt[15]) - 4/5 x1 x6 y1 y6 - (4 x6^2 y1 y6)/(
- 15 Sqrt[15]) - (8 x3 x4 y2 y6)/(3 Sqrt[15]) + 4/15 x1 x5 y2 y6 +
- 4/5 x2 x6 y2 y6 + (8 x5 x6 y2 y6)/(15 Sqrt[15]) - 4/9 x4 x5 y3 y6 +
- 2/3 x1 x7 y3 y6 - 2/3 Sqrt[5/3] x6 x7 y3 y6 - 4/9 x3 x5 y4 y6 -
- 2/3 x2 x7 y4 y6 + 2/3 Sqrt[5/3] x5 x7 y4 y6 - (8 x1 x5 y5 y6)/(
- 15 Sqrt[15]) + (8 x2 x6 y5 y6)/(15 Sqrt[15]) -
- 176/225 x5 x6 y5 y6 - 16/5 Sqrt[3/5] x4 x7 y5 y6 + (
- 64 x4 x7 y5 y6)/(5 Sqrt[15]) + (4 x3^2 y6^2)/45 + (4 x4^2 y6^2)/
- 45 - (4 x2 x5 y6^2)/(15 Sqrt[15]) - (52 x5^2 y6^2)/225 - (
- 4 x1 x6 y6^2)/(15 Sqrt[15]) + (4 x6^2 y6^2)/25 +
- 8/5 Sqrt[3/5] x3 x7 y6^2 - (32 x3 x7 y6^2)/(5 Sqrt[15]) - (
- 8 x7^2 y6^2)/75 - 2/3 x4 x5 y1 y7 + 2/3 x3 x6 y1 y7 +
- 2/5 x1 x7 y1 y7 - 2/3 x3 x5 y2 y7 - 2/3 x4 x6 y2 y7 -
- 2/5 x2 x7 y2 y7 - 8/5 Sqrt[3/5] x5^2 y3 y7 + (32 x5^2 y3 y7)/(
- 5 Sqrt[15]) + 8/5 Sqrt[3/5] x6^2 y3 y7 - (32 x6^2 y3 y7)/(
- 5 Sqrt[15]) + 4/5 x3 x7 y3 y7 - 16/5 Sqrt[3/5] x5 x6 y4 y7 + (
- 64 x5 x6 y4 y7)/(5 Sqrt[15]) - 4/5 x4 x7 y4 y7 - 4/15 x2 x3 y5 y7 +
- 4/15 x1 x4 y5 y7 - 2/3 Sqrt[5/3] x3 x5 y5 y7 +
- 2/3 Sqrt[5/3] x4 x6 y5 y7 - 62/75 x5 x7 y5 y7 + 4/15 x1 x3 y6 y7 +
- 4/15 x2 x4 y6 y7 - 2/3 Sqrt[5/3] x4 x5 y6 y7 -
- 2/3 Sqrt[5/3] x3 x6 y6 y7 + 62/75 x6 x7 y6 y7 + (2 x3^2 y7^2)/15 + (
- 2 x4^2 y7^2)/15 - (8 x5^2 y7^2)/75 - (8 x6^2 y7^2)/75 - (
- 6 x7^2 y7^2)/25,
- 16/5 x3 x5 y3 y5 - 16/5 x4 x5 y4 y5 - 16/5 x3 x6 y3 y6 +
- 16/5 x4 x6 y4 y6 - 8/5 x1 x7 y1 y7 + 8/5 x2 x7 y2 y7 +
- 56/25 x5 x7 y5 y7 - 56/25 x6 x7 y6 y7, -(5/18) x3^2 y3^2 - (
- x4^2 y3^2)/18 - (2 x2 x5 y3^2)/(3 Sqrt[15]) + (26 x5^2 y3^2)/45 + (
- 2 x1 x6 y3^2)/(3 Sqrt[15]) + (26 x6^2 y3^2)/45 + (29 x7^2 y3^2)/
- 30 + 4/9 x3 x4 y3 y4 - (4 x1 x5 y3 y4)/(3 Sqrt[15]) - (
- 4 x2 x6 y3 y4)/(3 Sqrt[15]) - (x3^2 y4^2)/18 - (5 x4^2 y4^2)/18 + (
- 2 x2 x5 y4^2)/(3 Sqrt[15]) + (26 x5^2 y4^2)/45 - (2 x1 x6 y4^2)/(
- 3 Sqrt[15]) + (26 x6^2 y4^2)/45 + (29 x7^2 y4^2)/30 - (
- 4 x3 x4 y1 y5)/(3 Sqrt[15]) + 8/15 x2 x6 y1 y5 + (8 x5 x6 y1 y5)/(
- 15 Sqrt[15]) - (2 x3^2 y2 y5)/(3 Sqrt[15]) + (2 x4^2 y2 y5)/(
- 3 Sqrt[15]) - (4 x5^2 y2 y5)/(15 Sqrt[15]) + 8/15 x1 x6 y2 y5 + (
- 4 x6^2 y2 y5)/(15 Sqrt[15]) - 8/15 x3 x5 y3 y5 + 8/15 x4 x6 y3 y5 +
- 4/5 x2 x7 y3 y5 + 4/5 Sqrt[3/5] x5 x7 y3 y5 + 8/15 x4 x5 y4 y5 +
- 8/15 x3 x6 y4 y5 + 4/5 x1 x7 y4 y5 + 4/5 Sqrt[3/5] x6 x7 y4 y5 + (
- 26 x3^2 y5^2)/45 + (26 x4^2 y5^2)/45 - (4 x2 x5 y5^2)/(
- 15 Sqrt[15]) + (24 x5^2 y5^2)/25 - (4 x1 x6 y5^2)/(15 Sqrt[15]) + (
- 544 x6^2 y5^2)/225 + 4/3 Sqrt[5/3] x3 x7 y5^2 - (184 x3 x7 y5^2)/(
- 15 Sqrt[15]) + (164 x7^2 y5^2)/75 + (2 x3^2 y1 y6)/(3 Sqrt[15]) - (
- 2 x4^2 y1 y6)/(3 Sqrt[15]) + 8/15 x2 x5 y1 y6 - (4 x5^2 y1 y6)/(
- 15 Sqrt[15]) + (4 x6^2 y1 y6)/(15 Sqrt[15]) - (4 x3 x4 y2 y6)/(
- 3 Sqrt[15]) + 8/15 x1 x5 y2 y6 - (8 x5 x6 y2 y6)/(15 Sqrt[15]) +
- 8/15 x4 x5 y3 y6 + 8/15 x3 x6 y3 y6 - 4/5 x1 x7 y3 y6 +
- 4/5 Sqrt[3/5] x6 x7 y3 y6 + 8/15 x3 x5 y4 y6 - 8/15 x4 x6 y4 y6 +
- 4/5 x2 x7 y4 y6 - 4/5 Sqrt[3/5] x5 x7 y4 y6 + (8 x1 x5 y5 y6)/(
- 15 Sqrt[15]) - (8 x2 x6 y5 y6)/(15 Sqrt[15]) +
- 656/225 x5 x6 y5 y6 + 8/3 Sqrt[5/3] x4 x7 y5 y6 - (
- 368 x4 x7 y5 y6)/(15 Sqrt[15]) + (26 x3^2 y6^2)/45 + (26 x4^2 y6^2)/
- 45 + (4 x2 x5 y6^2)/(15 Sqrt[15]) + (544 x5^2 y6^2)/225 + (
- 4 x1 x6 y6^2)/(15 Sqrt[15]) + (24 x6^2 y6^2)/25 -
- 4/3 Sqrt[5/3] x3 x7 y6^2 + (184 x3 x7 y6^2)/(15 Sqrt[15]) + (
- 164 x7^2 y6^2)/75 + 4/5 x4 x5 y1 y7 - 4/5 x3 x6 y1 y7 +
- 4/5 x3 x5 y2 y7 + 4/5 x4 x6 y2 y7 + 4/3 Sqrt[5/3] x5^2 y3 y7 - (
- 184 x5^2 y3 y7)/(15 Sqrt[15]) - 4/3 Sqrt[5/3] x6^2 y3 y7 + (
- 184 x6^2 y3 y7)/(15 Sqrt[15]) - 14/5 x3 x7 y3 y7 +
- 8/3 Sqrt[5/3] x5 x6 y4 y7 - (368 x5 x6 y4 y7)/(15 Sqrt[15]) +
- 14/5 x4 x7 y4 y7 + 4/5 Sqrt[3/5] x3 x5 y5 y7 -
- 4/5 Sqrt[3/5] x4 x6 y5 y7 + 8/25 x5 x7 y5 y7 +
- 4/5 Sqrt[3/5] x4 x5 y6 y7 + 4/5 Sqrt[3/5] x3 x6 y6 y7 -
- 8/25 x6 x7 y6 y7 + (29 x3^2 y7^2)/30 + (29 x4^2 y7^2)/30 + (
- 164 x5^2 y7^2)/75 + (164 x6^2 y7^2)/75 + (27 x7^2 y7^2)/10, (
- 4 x3^2 y3^2)/9 + (4 x4^2 y3^2)/9 - (8 x5^2 y3^2)/9 - (8 x6^2 y3^2)/
- 9 - (8 x7^2 y3^2)/5 + (4 x3^2 y4^2)/9 + (4 x4^2 y4^2)/9 - (
- 8 x5^2 y4^2)/9 - (8 x6^2 y4^2)/9 - (8 x7^2 y4^2)/5 +
- 64/45 x3 x5 y3 y5 - 64/45 x4 x6 y3 y5 - 8/5 x2 x7 y3 y5 +
- 8/5 Sqrt[3/5] x5 x7 y3 y5 - (32 x5 x7 y3 y5)/(5 Sqrt[15]) -
- 64/45 x4 x5 y4 y5 - 64/45 x3 x6 y4 y5 - 8/5 x1 x7 y4 y5 +
- 8/5 Sqrt[3/5] x6 x7 y4 y5 - (32 x6 x7 y4 y5)/(5 Sqrt[15]) - (
- 8 x3^2 y5^2)/9 - (8 x4^2 y5^2)/9 - (64 x5^2 y5^2)/45 - (
- 896 x6^2 y5^2)/225 + 16/5 Sqrt[3/5] x3 x7 y5^2 - (88 x7^2 y5^2)/
- 25 - 64/45 x4 x5 y3 y6 - 64/45 x3 x6 y3 y6 + 8/5 x1 x7 y3 y6 +
- 8/5 Sqrt[3/5] x6 x7 y3 y6 - (32 x6 x7 y3 y6)/(5 Sqrt[15]) -
- 64/45 x3 x5 y4 y6 + 64/45 x4 x6 y4 y6 - 8/5 x2 x7 y4 y6 -
- 8/5 Sqrt[3/5] x5 x7 y4 y6 + (32 x5 x7 y4 y6)/(5 Sqrt[15]) -
- 128/25 x5 x6 y5 y6 + 32/5 Sqrt[3/5] x4 x7 y5 y6 - (8 x3^2 y6^2)/
- 9 - (8 x4^2 y6^2)/9 - (896 x5^2 y6^2)/225 - (64 x6^2 y6^2)/45 -
- 16/5 Sqrt[3/5] x3 x7 y6^2 - (88 x7^2 y6^2)/25 - 8/5 x4 x5 y1 y7 +
- 8/5 x3 x6 y1 y7 - 8/5 x3 x5 y2 y7 - 8/5 x4 x6 y2 y7 +
- 16/5 Sqrt[3/5] x5^2 y3 y7 - 16/5 Sqrt[3/5] x6^2 y3 y7 +
- 24/5 x3 x7 y3 y7 + 32/5 Sqrt[3/5] x5 x6 y4 y7 - 24/5 x4 x7 y4 y7 +
- 8/5 Sqrt[3/5] x3 x5 y5 y7 - (32 x3 x5 y5 y7)/(5 Sqrt[15]) -
- 8/5 Sqrt[3/5] x4 x6 y5 y7 + (32 x4 x6 y5 y7)/(5 Sqrt[15]) +
- 32/25 x5 x7 y5 y7 + 8/5 Sqrt[3/5] x4 x5 y6 y7 - (32 x4 x5 y6 y7)/(
- 5 Sqrt[15]) + 8/5 Sqrt[3/5] x3 x6 y6 y7 - (32 x3 x6 y6 y7)/(
- 5 Sqrt[15]) - 32/25 x6 x7 y6 y7 - (8 x3^2 y7^2)/5 - (8 x4^2 y7^2)/
- 5 - (88 x5^2 y7^2)/25 - (88 x6^2 y7^2)/25 - (108 x7^2 y7^2)/
- 25, -(4/225) (30 x5^2 y3^2 + 30 x6^2 y3^2 + 45 x7^2 y3^2 +
- 30 x5^2 y4^2 + 30 x6^2 y4^2 + 45 x7^2 y4^2 + 20 x3 x5 y3 y5 -
- 20 x4 x6 y3 y5 + 12 Sqrt[15] x5 x7 y3 y5 - 20 x4 x5 y4 y5 -
- 20 x3 x6 y4 y5 + 12 Sqrt[15] x6 x7 y4 y5 + 30 x3^2 y5^2 +
- 30 x4^2 y5^2 + 48 x5^2 y5^2 + 96 x6^2 y5^2 -
- 12 Sqrt[15] x3 x7 y5^2 + 90 x7^2 y5^2 - 20 x4 x5 y3 y6 -
- 20 x3 x6 y3 y6 + 12 Sqrt[15] x6 x7 y3 y6 - 20 x3 x5 y4 y6 +
- 20 x4 x6 y4 y6 - 12 Sqrt[15] x5 x7 y4 y6 + 96 x5 x6 y5 y6 -
- 24 Sqrt[15] x4 x7 y5 y6 + 30 x3^2 y6^2 + 30 x4^2 y6^2 +
- 96 x5^2 y6^2 + 48 x6^2 y6^2 + 12 Sqrt[15] x3 x7 y6^2 +
- 90 x7^2 y6^2 - 12 Sqrt[15] x5^2 y3 y7 + 12 Sqrt[15] x6^2 y3 y7 -
- 90 x3 x7 y3 y7 - 24 Sqrt[15] x5 x6 y4 y7 + 90 x4 x7 y4 y7 +
- 12 Sqrt[15] x3 x5 y5 y7 - 12 Sqrt[15] x4 x6 y5 y7 +
- 108 x5 x7 y5 y7 + 12 Sqrt[15] x4 x5 y6 y7 +
- 12 Sqrt[15] x3 x6 y6 y7 - 108 x6 x7 y6 y7 + 45 x3^2 y7^2 +
- 45 x4^2 y7^2 + 90 x5^2 y7^2 + 90 x6^2 y7^2 + 108 x7^2 y7^2) +
- 1/450 (-100 x3^2 y3^2 - 100 x4^2 y3^2 + 80 x5^2 y3^2 +
- 80 x6^2 y3^2 + 180 x7^2 y3^2 - 100 x3^2 y4^2 - 100 x4^2 y4^2 +
- 80 x5^2 y4^2 + 80 x6^2 y4^2 + 180 x7^2 y4^2 + 80 x3^2 y5^2 +
- 80 x4^2 y5^2 + 128 x5^2 y5^2 + 512 x6^2 y5^2 -
- 96 Sqrt[15] x3 x7 y5^2 + 432 x7^2 y5^2 + 768 x5 x6 y5 y6 -
- 192 Sqrt[15] x4 x7 y5 y6 + 80 x3^2 y6^2 + 80 x4^2 y6^2 +
- 512 x5^2 y6^2 + 128 x6^2 y6^2 + 96 Sqrt[15] x3 x7 y6^2 +
- 432 x7^2 y6^2 - 96 Sqrt[15] x5^2 y3 y7 +
- 96 Sqrt[15] x6^2 y3 y7 - 720 x3 x7 y3 y7 -
- 192 Sqrt[15] x5 x6 y4 y7 + 720 x4 x7 y4 y7 + 180 x3^2 y7^2 +
- 180 x4^2 y7^2 + 432 x5^2 y7^2 + 432 x6^2 y7^2 + 540 x7^2 y7^2)}
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