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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )+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 0 True )-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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )-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 0 True )-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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )+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 0 True )),(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)]