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By Small Coyote, 6 Years ago (2012-12-16 22:53:31), written in Plain Text, viewed 379 times.
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ConditionalExpression[(1/(1944 K^(5/3) (1+K \[Pi]^3)^3))E^(-(I/K^(1/3))-(-1)^(1/6)/K^(1/3)-(-1)^(5/6)/K^(1/3)) (-12 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) \[Pi]-804 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^2-24 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^4-924 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^5-12 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^7-336 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^8+2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[-(I/K^(1/3))]-18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[-(I/K^(1/3))]-56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[-(I/K^(1/3))]+56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[-(I/K^(1/3))]+6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-(I/K^(1/3))]-54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-(I/K^(1/3))]-168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[-(I/K^(1/3))]+168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-(I/K^(1/3))]+6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-(I/K^(1/3))]-54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-(I/K^(1/3))]-168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[-(I/K^(1/3))]+168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-(I/K^(1/3))]+2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-(I/K^(1/3))]-18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-(I/K^(1/3))]-56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[-(I/K^(1/3))]+56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-(I/K^(1/3))]-2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[I/K^(1/3)]-18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[I/K^(1/3)]+56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[I/K^(1/3)]+56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[I/K^(1/3)]-6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I/K^(1/3)]-54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I/K^(1/3)]+168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[I/K^(1/3)]+168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I/K^(1/3)]-6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I/K^(1/3)]-54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I/K^(1/3)]+168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[I/K^(1/3)]+168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I/K^(1/3)]-2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I/K^(1/3)]-18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I/K^(1/3)]+56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[I/K^(1/3)]+56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I/K^(1/3)]+I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]+56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-((-1)^(1/6)/K^(1/3))]-I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+9 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-28 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-3 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+27 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-84 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-3 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+27 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-84 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+9 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-28 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[(-1)^(1/6)/K^(1/3)]+I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(2/3) ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-((-1)^(5/6)/K^(1/3))]-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(1/3) ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(1/3) ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(2/3) ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)]+2 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-18 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(2/3) ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-56 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+6 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-54 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-168 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+6 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-54 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-168 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+2 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-18 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-56 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[(-1)^(5/6)/K^(1/3)-I \[Pi]]-2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]-56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-I (1/K^(1/3)+\[Pi])]+2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]+18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I (1/K^(1/3)+\[Pi])]-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(2/3) ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]+28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]+84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]+84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]+28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I (-((-1)^(1/3)/K^(1/3))+\[Pi])]+2 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+18 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+56 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+6 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+54 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+168 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+6 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+54 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+168 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+2 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+18 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]+56 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[-I ((-1)^(2/3)/K^(1/3)+\[Pi])]-I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]+28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 ExpIntegralEi[I ((-1)^(2/3)/K^(1/3)+\[Pi])]-I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]     -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  2. 0       True
  3.  
  4.  
  5.  
  6. )+Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]        -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  7. 0       True
  8.  
  9.  
  10.  
  11. )+9 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]      -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  12. 0       True
  13.  
  14.  
  15.  
  16. )-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]    -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  17. 0       True
  18.  
  19.  
  20.  
  21. )-56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]   -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  22. 0       True
  23.  
  24.  
  25.  
  26. )-28 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]   -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  27. 0       True
  28.  
  29.  
  30.  
  31. )-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise] -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  32. 0       True
  33.  
  34.  
  35.  
  36. )-3 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  37. 0       True
  38.  
  39.  
  40.  
  41. )+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]    -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  42. 0       True
  43.  
  44.  
  45.  
  46. )+27 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]     -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  47. 0       True
  48.  
  49.  
  50.  
  51. )-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]   -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  52. 0       True
  53.  
  54.  
  55.  
  56. )-168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  57. 0       True
  58.  
  59.  
  60.  
  61. )-84 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise] -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  62. 0       True
  63.  
  64.  
  65.  
  66. )-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]       -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  67. 0       True
  68.  
  69.  
  70.  
  71. )-3 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]        -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  72. 0       True
  73.  
  74.  
  75.  
  76. )+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  77. 0       True
  78.  
  79.  
  80.  
  81. )+27 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]     -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  82. 0       True
  83.  
  84.  
  85.  
  86. )-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]   -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  87. 0       True
  88.  
  89.  
  90.  
  91. )-168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  92. 0       True
  93.  
  94.  
  95.  
  96. )-84 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise] -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  97. 0       True
  98.  
  99.  
  100.  
  101. )-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]       -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  102. 0       True
  103.  
  104.  
  105.  
  106. )-I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  107. 0       True
  108.  
  109.  
  110.  
  111. )+Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]    -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  112. 0       True
  113.  
  114.  
  115.  
  116. )+9 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]     -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  117. 0       True
  118.  
  119.  
  120.  
  121. )-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]   -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  122. 0       True
  123.  
  124.  
  125.  
  126. )-56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]  -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  127. 0       True
  128.  
  129.  
  130.  
  131. )-28 E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise] -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  132. 0       True
  133.  
  134.  
  135.  
  136. )-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]       -I \[Pi]        (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]<1
  137. 0       True
  138.  
  139.  
  140.  
  141. )-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) (\[Piecewise]      -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  142. 0       True
  143.  
  144.  
  145.  
  146. )-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) (\[Piecewise]        -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  147. 0       True
  148.  
  149.  
  150.  
  151. )+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(1/3) (\[Piecewise]      -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  152. 0       True
  153.  
  154.  
  155.  
  156. )+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(1/3) (\[Piecewise]    -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  157. 0       True
  158.  
  159.  
  160.  
  161. )-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(2/3) (\[Piecewise]   -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  162. 0       True
  163.  
  164.  
  165.  
  166. )-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K (\[Piecewise]   -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  167. 0       True
  168.  
  169.  
  170.  
  171. )+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K (\[Piecewise] -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  172. 0       True
  173.  
  174.  
  175.  
  176. )-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  177. 0       True
  178.  
  179.  
  180.  
  181. )-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]    -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  182. 0       True
  183.  
  184.  
  185.  
  186. )+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]     -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  187. 0       True
  188.  
  189.  
  190.  
  191. )+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]   -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  192. 0       True
  193.  
  194.  
  195.  
  196. )-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  197. 0       True
  198.  
  199.  
  200.  
  201. )-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise] -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  202. 0       True
  203.  
  204.  
  205.  
  206. )+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]       -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  207. 0       True
  208.  
  209.  
  210.  
  211. )-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]        -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  212. 0       True
  213.  
  214.  
  215.  
  216. )-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  217. 0       True
  218.  
  219.  
  220.  
  221. )+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]     -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  222. 0       True
  223.  
  224.  
  225.  
  226. )+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]   -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  227. 0       True
  228.  
  229.  
  230.  
  231. )-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  232. 0       True
  233.  
  234.  
  235.  
  236. )-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise] -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  237. 0       True
  238.  
  239.  
  240.  
  241. )+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]       -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  242. 0       True
  243.  
  244.  
  245.  
  246. )-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  247. 0       True
  248.  
  249.  
  250.  
  251. )-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]    -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  252. 0       True
  253.  
  254.  
  255.  
  256. )+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]     -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  257. 0       True
  258.  
  259.  
  260.  
  261. )+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]   -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  262. 0       True
  263.  
  264.  
  265.  
  266. )-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]  -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  267. 0       True
  268.  
  269.  
  270.  
  271. )-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise] -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  272. 0       True
  273.  
  274.  
  275.  
  276. )+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]       -I \[Pi]        (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]<1
  277. 0       True
  278.  
  279.  
  280.  
  281. )+2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]     -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  282. 0       True
  283.  
  284.  
  285.  
  286. )-18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]      -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  287. 0       True
  288.  
  289.  
  290.  
  291. )-56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]    -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  292. 0       True
  293.  
  294.  
  295.  
  296. )+56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]    -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  297. 0       True
  298.  
  299.  
  300.  
  301. )+6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]   -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  302. 0       True
  303.  
  304.  
  305.  
  306. )-54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]      -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  307. 0       True
  308.  
  309.  
  310.  
  311. )-168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]   -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  312. 0       True
  313.  
  314.  
  315.  
  316. )+168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise] -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  317. 0       True
  318.  
  319.  
  320.  
  321. )+6 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise] -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  322. 0       True
  323.  
  324.  
  325.  
  326. )-54 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]      -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  327. 0       True
  328.  
  329.  
  330.  
  331. )-168 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]   -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  332. 0       True
  333.  
  334.  
  335.  
  336. )+168 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise] -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  337. 0       True
  338.  
  339.  
  340.  
  341. )+2 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise] -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  342. 0       True
  343.  
  344.  
  345.  
  346. )-18 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]     -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  347. 0       True
  348.  
  349.  
  350.  
  351. )-56 I E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]   -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  352. 0       True
  353.  
  354.  
  355.  
  356. )+56 E^((2 I)/K^(1/3)+(-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]  -I \[Pi]        Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]<1
  357. 0       True
  358.  
  359.  
  360.  
  361. )-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) (\[Piecewise]       -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  362. 0       True
  363.  
  364.  
  365.  
  366. )-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) (\[Piecewise] -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  367. 0       True
  368.  
  369.  
  370.  
  371. )-9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) (\[Piecewise]       -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  372. 0       True
  373.  
  374.  
  375.  
  376. )-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) (\[Piecewise]     -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  377. 0       True
  378.  
  379.  
  380.  
  381. )-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(2/3) (\[Piecewise]    -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  382. 0       True
  383.  
  384.  
  385.  
  386. )+28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K (\[Piecewise]    -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  387. 0       True
  388.  
  389.  
  390.  
  391. )-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K (\[Piecewise]  -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  392. 0       True
  393.  
  394.  
  395.  
  396. )-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  397. 0       True
  398.  
  399.  
  400.  
  401. )-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 (\[Piecewise]     -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  402. 0       True
  403.  
  404.  
  405.  
  406. )-27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]      -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  407. 0       True
  408.  
  409.  
  410.  
  411. )-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]    -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  412. 0       True
  413.  
  414.  
  415.  
  416. )-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  417. 0       True
  418.  
  419.  
  420.  
  421. )+84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]  -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  422. 0       True
  423.  
  424.  
  425.  
  426. )-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  427. 0       True
  428.  
  429.  
  430.  
  431. )-3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise] -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  432. 0       True
  433.  
  434.  
  435.  
  436. )-3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  437. 0       True
  438.  
  439.  
  440.  
  441. )-27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]      -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  442. 0       True
  443.  
  444.  
  445.  
  446. )-27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]    -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  447. 0       True
  448.  
  449.  
  450.  
  451. )-168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  452. 0       True
  453.  
  454.  
  455.  
  456. )+84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]  -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  457. 0       True
  458.  
  459.  
  460.  
  461. )-84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  462. 0       True
  463.  
  464.  
  465.  
  466. )-I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  467. 0       True
  468.  
  469.  
  470.  
  471. )-Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]     -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  472. 0       True
  473.  
  474.  
  475.  
  476. )-9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]      -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  477. 0       True
  478.  
  479.  
  480.  
  481. )-9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  482. 0       True
  483.  
  484.  
  485.  
  486. )-56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]   -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  487. 0       True
  488.  
  489.  
  490.  
  491. )+28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]  -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  492. 0       True
  493.  
  494.  
  495.  
  496. )-28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]        -I \[Pi]        Re[(-1)^(1/3)/K^(1/3)]==\[Pi]&&Im[(-1)^(1/3)/K^(1/3)]<1
  497. 0       True
  498.  
  499.  
  500.  
  501. )-I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]       -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  502. 0       True
  503.  
  504.  
  505.  
  506. )+Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise] -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  507. 0       True
  508.  
  509.  
  510.  
  511. )-9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]       -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  512. 0       True
  513.  
  514.  
  515.  
  516. )+9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]     -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  517. 0       True
  518.  
  519.  
  520.  
  521. )-56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]    -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  522. 0       True
  523.  
  524.  
  525.  
  526. )+28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]    -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  527. 0       True
  528.  
  529.  
  530.  
  531. )+28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]  -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  532. 0       True
  533.  
  534.  
  535.  
  536. )-3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  537. 0       True
  538.  
  539.  
  540.  
  541. )+3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]     -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  542. 0       True
  543.  
  544.  
  545.  
  546. )-27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]      -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  547. 0       True
  548.  
  549.  
  550.  
  551. )+27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]    -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  552. 0       True
  553.  
  554.  
  555.  
  556. )-168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  557. 0       True
  558.  
  559.  
  560.  
  561. )+84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]  -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  562. 0       True
  563.  
  564.  
  565.  
  566. )+84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  567. 0       True
  568.  
  569.  
  570.  
  571. )-3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise] -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  572. 0       True
  573.  
  574.  
  575.  
  576. )+3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  577. 0       True
  578.  
  579.  
  580.  
  581. )-27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]      -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  582. 0       True
  583.  
  584.  
  585.  
  586. )+27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]    -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  587. 0       True
  588.  
  589.  
  590.  
  591. )-168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  592. 0       True
  593.  
  594.  
  595.  
  596. )+84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]  -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  597. 0       True
  598.  
  599.  
  600.  
  601. )+84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  602. 0       True
  603.  
  604.  
  605.  
  606. )-I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  607. 0       True
  608.  
  609.  
  610.  
  611. )+Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]     -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  612. 0       True
  613.  
  614.  
  615.  
  616. )-9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]      -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  617. 0       True
  618.  
  619.  
  620.  
  621. )+9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  622. 0       True
  623.  
  624.  
  625.  
  626. )-56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]   -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  627. 0       True
  628.  
  629.  
  630.  
  631. )+28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]  -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  632. 0       True
  633.  
  634.  
  635.  
  636. )+28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]        -I \[Pi]        \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]>-1
  637. 0       True
  638.  
  639.  
  640.  
  641. )+I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]       I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  642. 0       True
  643.  
  644.  
  645.  
  646. )-Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise] I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  647. 0       True
  648.  
  649.  
  650.  
  651. )+9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]       I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  652. 0       True
  653.  
  654.  
  655.  
  656. )-9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]     I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  657. 0       True
  658.  
  659.  
  660.  
  661. )+56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]    I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  662. 0       True
  663.  
  664.  
  665.  
  666. )-28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]    I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  667. 0       True
  668.  
  669.  
  670.  
  671. )-28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]  I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  672. 0       True
  673.  
  674.  
  675.  
  676. )+3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  677. 0       True
  678.  
  679.  
  680.  
  681. )-3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]     I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  682. 0       True
  683.  
  684.  
  685.  
  686. )+27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]      I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  687. 0       True
  688.  
  689.  
  690.  
  691. )-27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]    I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  692. 0       True
  693.  
  694.  
  695.  
  696. )+168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  697. 0       True
  698.  
  699.  
  700.  
  701. )-84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]  I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  702. 0       True
  703.  
  704.  
  705.  
  706. )-84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  707. 0       True
  708.  
  709.  
  710.  
  711. )+3 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise] I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  712. 0       True
  713.  
  714.  
  715.  
  716. )-3 Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  717. 0       True
  718.  
  719.  
  720.  
  721. )+27 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]      I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  722. 0       True
  723.  
  724.  
  725.  
  726. )-27 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]    I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  727. 0       True
  728.  
  729.  
  730.  
  731. )+168 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  732. 0       True
  733.  
  734.  
  735.  
  736. )-84 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]  I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  737. 0       True
  738.  
  739.  
  740.  
  741. )-84 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  742. 0       True
  743.  
  744.  
  745.  
  746. )+I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  747. 0       True
  748.  
  749.  
  750.  
  751. )-Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]     I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  752. 0       True
  753.  
  754.  
  755.  
  756. )+9 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]      I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  757. 0       True
  758.  
  759.  
  760.  
  761. )-9 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  762. 0       True
  763.  
  764.  
  765.  
  766. )+56 I E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]   I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  767. 0       True
  768.  
  769.  
  770.  
  771. )-28 E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]  I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  772. 0       True
  773.  
  774.  
  775.  
  776. )-28 I Sqrt[3] E^(I/K^(1/3)+(2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]        I \[Pi] (-1)^(1/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(1/6)/K^(1/3)]>-1
  777. 0       True
  778.  
  779.  
  780.  
  781. )+I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) (\[Piecewise]       I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  782. 0       True
  783.  
  784.  
  785.  
  786. )+Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) (\[Piecewise] I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  787. 0       True
  788.  
  789.  
  790.  
  791. )+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) (\[Piecewise]       I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  792. 0       True
  793.  
  794.  
  795.  
  796. )+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) (\[Piecewise]     I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  797. 0       True
  798.  
  799.  
  800.  
  801. )+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(2/3) (\[Piecewise]    I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  802. 0       True
  803.  
  804.  
  805.  
  806. )-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K (\[Piecewise]    I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  807. 0       True
  808.  
  809.  
  810.  
  811. )+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K (\[Piecewise]  I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  812. 0       True
  813.  
  814.  
  815.  
  816. )+3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  817. 0       True
  818.  
  819.  
  820.  
  821. )+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 (\[Piecewise]     I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  822. 0       True
  823.  
  824.  
  825.  
  826. )+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]      I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  827. 0       True
  828.  
  829.  
  830.  
  831. )+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]    I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  832. 0       True
  833.  
  834.  
  835.  
  836. )+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  837. 0       True
  838.  
  839.  
  840.  
  841. )-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]  I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  842. 0       True
  843.  
  844.  
  845.  
  846. )+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  847. 0       True
  848.  
  849.  
  850.  
  851. )+3 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise] I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  852. 0       True
  853.  
  854.  
  855.  
  856. )+3 Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  857. 0       True
  858.  
  859.  
  860.  
  861. )+27 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]      I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  862. 0       True
  863.  
  864.  
  865.  
  866. )+27 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]    I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  867. 0       True
  868.  
  869.  
  870.  
  871. )+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  872. 0       True
  873.  
  874.  
  875.  
  876. )-84 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]  I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  877. 0       True
  878.  
  879.  
  880.  
  881. )+84 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  882. 0       True
  883.  
  884.  
  885.  
  886. )+I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  887. 0       True
  888.  
  889.  
  890.  
  891. )+Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]     I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  892. 0       True
  893.  
  894.  
  895.  
  896. )+9 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]      I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  897. 0       True
  898.  
  899.  
  900.  
  901. )+9 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  902. 0       True
  903.  
  904.  
  905.  
  906. )+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]   I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  907. 0       True
  908.  
  909.  
  910.  
  911. )-28 E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]  I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  912. 0       True
  913.  
  914.  
  915.  
  916. )+28 I Sqrt[3] E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]        I \[Pi] (-1)^(5/6)/K^(1/3)\[Element]Reals&&Re[(-1)^(5/6)/K^(1/3)]>-1
  917. 0       True
  918.  
  919.  
  920.  
  921. )+2 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]      I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  922. 0       True
  923.  
  924.  
  925.  
  926. )-18 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]     I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  927. 0       True
  928.  
  929.  
  930.  
  931. )+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(2/3) (\[Piecewise]   I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  932. 0       True
  933.  
  934.  
  935.  
  936. )-56 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]   I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  937. 0       True
  938.  
  939.  
  940.  
  941. )+6 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise]    I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  942. 0       True
  943.  
  944.  
  945.  
  946. )-54 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]     I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  947. 0       True
  948.  
  949.  
  950.  
  951. )+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]  I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  952. 0       True
  953.  
  954.  
  955.  
  956. )-168 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  957. 0       True
  958.  
  959.  
  960.  
  961. )+6 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]  I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  962. 0       True
  963.  
  964.  
  965.  
  966. )-54 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]     I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  967. 0       True
  968.  
  969.  
  970.  
  971. )+168 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]  I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  972. 0       True
  973.  
  974.  
  975.  
  976. )-168 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  977. 0       True
  978.  
  979.  
  980.  
  981. )+2 (-1)^(1/6) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]  I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  982. 0       True
  983.  
  984.  
  985.  
  986. )-18 (-1)^(1/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  987. 0       True
  988.  
  989.  
  990.  
  991. )+56 I E^(I/K^(1/3)+(-1)^(1/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]  I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  992. 0       True
  993.  
  994.  
  995.  
  996. )-56 (-1)^(2/3) E^((2 (-1)^(1/6))/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise] I \[Pi] Im[(-1)^(5/6)/K^(1/3)]==\[Pi]&&Re[(-1)^(5/6)/K^(1/3)]<1
  997. 0       True
  998.  
  999.  
  1000.  
  1001. )-2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) (\[Piecewise]   I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1002. 0       True
  1003.  
  1004.  
  1005.  
  1006. )-18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(1/3) (\[Piecewise]    I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1007. 0       True
  1008.  
  1009.  
  1010.  
  1011. )+56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]  I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1012. 0       True
  1013.  
  1014.  
  1015.  
  1016. )+56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K (\[Piecewise]  I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1017. 0       True
  1018.  
  1019.  
  1020.  
  1021. )-6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K \[Pi]^3 (\[Piecewise] I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1022. 0       True
  1023.  
  1024.  
  1025.  
  1026. )-54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]    I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1027. 0       True
  1028.  
  1029.  
  1030.  
  1031. )+168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise] I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1032. 0       True
  1033.  
  1034.  
  1035.  
  1036. )+168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]       I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1037. 0       True
  1038.  
  1039.  
  1040.  
  1041. )-6 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]       I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1042. 0       True
  1043.  
  1044.  
  1045.  
  1046. )-54 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]    I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1047. 0       True
  1048.  
  1049.  
  1050.  
  1051. )+168 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise] I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1052. 0       True
  1053.  
  1054.  
  1055.  
  1056. )+168 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]       I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1057. 0       True
  1058.  
  1059.  
  1060.  
  1061. )-2 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]       I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1062. 0       True
  1063.  
  1064.  
  1065.  
  1066. )-18 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]   I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1067. 0       True
  1068.  
  1069.  
  1070.  
  1071. )+56 I E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise] I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1072. 0       True
  1073.  
  1074.  
  1075.  
  1076. )+56 E^((-1)^(1/6)/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise]        I \[Pi] Re[1/K^(1/3)]==0&&Im[1/K^(1/3)]>-1
  1077. 0       True
  1078.  
  1079.  
  1080.  
  1081. )+2 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) (\[Piecewise]      I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1082. 0       True
  1083.  
  1084.  
  1085.  
  1086. )+18 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(1/3) (\[Piecewise]     I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1087. 0       True
  1088.  
  1089.  
  1090.  
  1091. )+56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(2/3) (\[Piecewise]   I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1092. 0       True
  1093.  
  1094.  
  1095.  
  1096. )+56 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K (\[Piecewise]   I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1097. 0       True
  1098.  
  1099.  
  1100.  
  1101. )+6 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K \[Pi]^3 (\[Piecewise]    I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1102. 0       True
  1103.  
  1104.  
  1105.  
  1106. )+54 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(4/3) \[Pi]^3 (\[Piecewise]     I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1107. 0       True
  1108.  
  1109.  
  1110.  
  1111. )+168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(5/3) \[Pi]^3 (\[Piecewise]  I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1112. 0       True
  1113.  
  1114.  
  1115.  
  1116. )+168 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^3 (\[Piecewise]        I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1117. 0       True
  1118.  
  1119.  
  1120.  
  1121. )+6 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^2 \[Pi]^6 (\[Piecewise]  I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1122. 0       True
  1123.  
  1124.  
  1125.  
  1126. )+54 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(7/3) \[Pi]^6 (\[Piecewise]     I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1127. 0       True
  1128.  
  1129.  
  1130.  
  1131. )+168 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(8/3) \[Pi]^6 (\[Piecewise]  I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1132. 0       True
  1133.  
  1134.  
  1135.  
  1136. )+168 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^6 (\[Piecewise]        I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1137. 0       True
  1138.  
  1139.  
  1140.  
  1141. )+2 (-1)^(5/6) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^3 \[Pi]^9 (\[Piecewise]  I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1142. 0       True
  1143.  
  1144.  
  1145.  
  1146. )+18 (-1)^(2/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^(10/3) \[Pi]^9 (\[Piecewise]    I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1147. 0       True
  1148.  
  1149.  
  1150.  
  1151. )+56 I E^(I/K^(1/3)+(-1)^(5/6)/K^(1/3)) K^(11/3) \[Pi]^9 (\[Piecewise]  I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1152. 0       True
  1153.  
  1154.  
  1155.  
  1156. )+56 (-1)^(1/3) E^((-1)^(1/6)/K^(1/3)+(2 (-1)^(5/6))/K^(1/3)) K^4 \[Pi]^9 (\[Piecewise] I \[Pi] \[Pi]+Re[(-1)^(2/3)/K^(1/3)]==0&&Im[(-1)^(2/3)/K^(1/3)]<1
  1157. 0       True
  1158.  
  1159.  
  1160.  
  1161. )),(Re[(-1)^(2/3)/K^(1/3)]>=0||\[Pi]+Re[(-1)^(2/3)/K^(1/3)]<=0)&&(Re[(-1)^(1/3)/K^(1/3)]>=\[Pi]||Re[(-1)^(1/3)/K^(1/3)]<=0)]

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