Ramanujan R and S

makeIdGrid2[lhs_] := 
        FixedPointList[Flatten[(stepReduce /@ #)]&,
                                C /@ Cases[{RList2,SList2}, HoldPattern[lhs -> _], ∞],4];

simplifyIdentity[a_->b_]:=a->TimeConstrained[With[{b1=Together[b]},If[LeafCount[b1]<LeafCount[b],b1,b]],0.05,b]

stepReduce[C[f___, a_ -> b_]] := 
Module[{rs}, 
      rs = Union[Cases[b, _R | _S, ∞]] ;
      If[rs === {}, C[f, a -> b],
         C[f, a -> b, #]& /@  Cases[{RList2,SList2}, HoldPattern[# -> _], ∞]&[rs[[1]]]
        ] 
    ];

findGoodChain[lhs_]:=simplifyIdentity/@(List@@(SortBy[makeIdGrid2[lhs][[-1]],ByteCount][[-1]]));

allRArgs2={0,(E^(-200 π)),(E^(-120 π)),(E^(-100 π)),(E^(-96 π)),(E^(-80 π)),(E^(-72 π)),(E^(-64 π)),(E^(-60 π)),(E^(-50 π)),(E^(-48 π)),(E^(-12 (Sqrt[15]) π)),(E^(-4 (Sqrt[115]) π)),(E^(-42 π)),(E^(-40 π)),(E^(-36 π)),(E^(-20 (Sqrt[3]) π)),(E^(-4 (Sqrt[65]) π)),(E^(-32 π)),(E^(-8 (Sqrt[15]) π)),(E^(-30 π)),(E^(-4 (Sqrt[55]) π)),(E^(-28 π)),(E^(-12 (Sqrt[5]) π)),(E^(-25 π)),(E^(-24 π)),(E^(-4 (Sqrt[35]) π)),(E^(-21 π)),(E^(-12 (Sqrt[3]) π)),(E^(-20 π)),(E^(-18 π)),(E^(-8 (Sqrt[5]) π)),(E^(-16 π)),(E^(-4 (Sqrt[15]) π)),(E^(-6 (Sqrt[6]) π)),(E^(-14 π)),(E^(-6 (Sqrt[5]) π)),(E^(-40 π/3)),(E^(-4 (Sqrt[10]) π)),(E^(-12 π)),(E^(-2 (Sqrt[35]) π)),(E^(-((20 π)/(Sqrt[3])))),(E^(-6 (Sqrt[(17/5)]) π)),(E^(-2 (Sqrt[30]) π)),(E^(-32 π/3)),(E^(-4 (Sqrt[7]) π)),(E^(-21 π/2)),(E^(-6 (Sqrt[3]) π)),(E^(-8 (Sqrt[(5/3)]) π)),(E^(-10 π)),(E^(-4 (Sqrt[6]) π)),(E^(-12 (Sqrt[(3/5)]) π)),(E^(-9 π)),(E^(-4 (Sqrt[5]) π)),(E^(-5 (Sqrt[3]) π)),(E^(-6 (Sqrt[2]) π)),(E^(-(Sqrt[65]) π)),(E^(-((18 π)/(Sqrt[5])))),(E^(-8 π)),(E^(-2 (Sqrt[15]) π)),(E^(-12 (Sqrt[(2/5)]) π)),(E^(-(Sqrt[55]) π)),(E^(-4 (Sqrt[(17/5)]) π)),(E^(-7 π)),(E^(-4 (Sqrt[3]) π)),(E^(-3 (Sqrt[5]) π)),(E^(-20 π/3)),(E^(-4 (Sqrt[(13/5)]) π)),(E^(-32 π/5)),(E^(-2 (Sqrt[10]) π)),(E^(-8 (Sqrt[(3/5)]) π)),(E^(-6 π)),(E^(-4 (Sqrt[(11/5)]) π)),(E^(-(Sqrt[35]) π)),(E^(-4 (Sqrt[2]) π)),(E^(-8 (Sqrt[(5/11)]) π)),(E^(-((12 π)/(Sqrt[5])))),(E^(-16 π/3)),(E^(-3 (Sqrt[3]) π)),(E^(-4 (Sqrt[(5/3)]) π)),(E^(-8 (Sqrt[(2/5)]) π)),(E^(-5 π)),(E^(-2 (Sqrt[6]) π)),(E^(-4 (Sqrt[(7/5)]) π)),(E^(-14 π/3)),(E^(-6 (Sqrt[(3/5)]) π)),(E^(-9 π/2)),(E^(-(Sqrt[(101/5)]) π)),(E^(-2 (Sqrt[5]) π)),(E^(-3 (Sqrt[(11/5)]) π)),(E^(-(Sqrt[19]) π)),(E^(-3 (Sqrt[2]) π)),(E^(-(Sqrt[(89/5)]) π)),(E^(-((9 π)/(Sqrt[5])))),(E^(-4 π)),(E^(-(Sqrt[15]) π)),(E^(-6 (Sqrt[(2/5)]) π)),(E^(-2 (Sqrt[(17/5)]) π)),(E^(-((8 π)/(Sqrt[5])))),(E^(-7 π/2)),(E^(-2 (Sqrt[3]) π)),(E^(-4 (Sqrt[(5/7)]) π)),(E^(-(Sqrt[(57/5)]) π)),(E^(-10 π/3)),(E^(-(Sqrt[11]) π)),(E^(-(Sqrt[(53/5)]) π)),(E^(-16 π/5)),(E^(-(Sqrt[10]) π)),(E^(-4 (Sqrt[(3/5)]) π)),(E^(-3 π)),(E^(-((4 (Sqrt[5]) π)/3))),(E^(-((5 π)/(Sqrt[3])))),(E^(-(Sqrt[(41/5)]) π)),(E^(-2 (Sqrt[2]) π)),(E^(-14 π/5)),(E^(-(Sqrt[(39/5)]) π)),(E^(-4 (Sqrt[(5/11)]) π)),(E^(-((6 π)/(Sqrt[5])))),(E^(-8 π/3)),(E^(-(Sqrt[7]) π)),(E^(-2 (Sqrt[(5/3)]) π)),(E^(-4 (Sqrt[(2/5)]) π)),(E^(-5 π/2)),(E^(-4 (Sqrt[(5/13)]) π)),(E^(-(Sqrt[6]) π)),(E^(-(Sqrt[(29/5)]) π)),(E^(-12 π/5)),(E^(-2 (Sqrt[(7/5)]) π)),(E^(-7 π/3)),(E^(-3 (Sqrt[(3/5)]) π)),(E^(-((4 π)/(Sqrt[3])))),(E^(-(Sqrt[5]) π)),(E^(-2 (Sqrt[(6/5)]) π)),(E^(-(Sqrt[(23/5)]) π)),(E^(-((8 π)/(Sqrt[15])))),(E^(-2 π)),(E^(-3 (Sqrt[(2/5)]) π)),(E^(-4 (Sqrt[(5/23)]) π)),(E^(-(Sqrt[(17/5)]) π)),(E^(-((4 π)/(Sqrt[5])))),(E^(-7 π/4)),(E^(-(Sqrt[3]) π)),(E^(-(4/3) (Sqrt[(5/3)]) π)),(E^(-2 (Sqrt[(5/7)]) π)),(E^(-4 (Sqrt[(5/29)]) π)),(E^(-2 (Sqrt[(2/3)]) π)),(E^(-(Sqrt[(13/5)]) π)),(E^(-8 π/5)),(E^(-(Sqrt[(5/2)]) π)),(E^(-2 (Sqrt[(3/5)]) π)),(E^(-((4 π)/(Sqrt[7])))),(E^(-3 π/2)),(E^(-((2 (Sqrt[5]) π)/3))),(E^(-(Sqrt[(11/5)]) π)),(E^(-4 (Sqrt[(5/39)]) π)),(E^(-(Sqrt[2]) π)),(E^(-7 π/5)),(E^(-4 (Sqrt[(5/41)]) π)),(E^(-((4 (Sqrt[3]) π)/5))),(E^(-((3 π)/(Sqrt[5])))),(E^(-4 π/3)),(E^(-(Sqrt[(5/3)]) π)),(E^(-2 (Sqrt[(2/5)]) π)),(E^(-(2/3) (Sqrt[(17/5)]) π)),(E^(-4 (Sqrt[(5/53)]) π)),(E^(-((4 π)/(Sqrt[11])))),(E^(-6 π/5)),(E^(-4 (Sqrt[(5/57)]) π)),(E^(-(Sqrt[(7/5)]) π)),(E^(-7 π/6)),(E^(-((2 π)/(Sqrt[3])))),(E^(-8 π/7)),(E^(-(Sqrt[(6/5)]) π)),(E^(-2 (Sqrt[(5/17)]) π)),(E^(-((4 π)/(Sqrt[15])))),(E^(-π)),(E^(-((2 (Sqrt[6]) π)/5))),(E^(-((3 π)/(Sqrt[10])))),(E^(-4 (Sqrt[(5/89)]) π)),(E^(-((2 (Sqrt[2]) π)/3))),(E^(-((4 π)/(Sqrt[19])))),(E^(-((2 π)/(Sqrt[5])))),(E^(-4 (Sqrt[(5/101)]) π)),(E^(-8 π/9)),(E^(-(Sqrt[(5/7)]) π)),(E^(-(4/3) (Sqrt[(2/5)]) π)),(E^(-(Sqrt[(2/3)]) π)),(E^(-4 π/5)),(E^(-(Sqrt[(3/5)]) π)),(E^(-((4 π)/(3 (Sqrt[3]))))),(E^(-(((Sqrt[5]) π)/3))),(E^(-(2/5) (Sqrt[(17/5)]) π)),(E^(-2 (Sqrt[(2/15)]) π)),(E^(-(π/(Sqrt[2])))),(E^(-7 π/10)),(E^(-((4 π)/(Sqrt[35])))),(E^(-(Sqrt[(5/11)]) π)),(E^(-2 π/3)),(E^(-(Sqrt[(2/5)]) π)),(E^(-(Sqrt[(5/13)]) π)),(E^(-(4/5) (Sqrt[(3/5)]) π)),(E^(-3 π/5)),(E^(-((4 π)/(3 (Sqrt[5]))))),(E^(-(π/(Sqrt[3])))),(E^(-4 π/7)),(E^(-((4 π)/(Sqrt[55])))),(E^(-((6 π)/(5 (Sqrt[5]))))),(E^(-((2 π)/(Sqrt[15])))),(E^(-(4/5) (Sqrt[(2/5)]) π)),(E^(-π/2)),(E^(-((4 π)/(Sqrt[65])))),(E^(-(1/3) (Sqrt[(11/5)]) π)),(E^(-12 π/25)),(E^(-(((Sqrt[2]) π)/3))),(E^(-((4 π)/(5 (Sqrt[3]))))),(E^(-(π/(Sqrt[5])))),(E^(-4 π/9)),(E^(-(2/3) (Sqrt[(2/5)]) π)),(E^(-(π/(Sqrt[6])))),(E^(-((3 π)/(Sqrt[55])))),(E^(-2 π/5)),(E^(-((2 π)/(3 (Sqrt[3]))))),(E^(-(π/(Sqrt[7])))),(E^(-(Sqrt[(2/15)]) π)),(E^(-((4 π)/(5 (Sqrt[5]))))),(E^(-(π/(2 (Sqrt[2]))))),(E^(-(((Sqrt[3]) π)/5))),(E^(-((4 π)/(3 (Sqrt[15]))))),(E^(-((2 π)/(Sqrt[35])))),(E^(-π/3)),(E^(-(π/(Sqrt[10])))),(E^(-(2/5) (Sqrt[(3/5)]) π)),(E^(-3 π/10)),(E^(-((2 π)/(3 (Sqrt[5]))))),(E^(-2 π/7)),(E^(-(((Sqrt[2]) π)/5))),(E^(-((2 π)/(Sqrt[55])))),(E^(-((3 π)/(5 (Sqrt[5]))))),(E^(-4 π/15)),(E^(-(π/(Sqrt[15])))),(E^(-(2/5) (Sqrt[(2/5)]) π)),(E^(-π/4)),(E^(-6 π/25)),(E^(-8 π/35)),(E^(-2 π/9)),(E^(-((2 π)/(Sqrt[85])))),(E^(-(1/3) (Sqrt[(2/5)]) π)),(E^(-((4 π)/(5 (Sqrt[15]))))),(E^(-π/5)),(E^(-(π/(3 (Sqrt[3]))))),(E^(-(π/(Sqrt[30])))),(E^(-((2 π)/(5 (Sqrt[5]))))),(E^(-((2 π)/(3 (Sqrt[15]))))),(E^(-(π/(Sqrt[35])))),(E^(-π/6)),(E^(-(1/5) (Sqrt[(2/3)]) π)),(E^(-4 π/25)),(E^(-(π/(2 (Sqrt[10]))))),(E^(-(1/5) (Sqrt[(3/5)]) π)),(E^(-(π/(3 (Sqrt[5]))))),(E^(-π/7)),(E^(-(π/(Sqrt[55])))),(E^(-2 π/15)),(E^(-(1/5) (Sqrt[(2/5)]) π)),(E^(-π/8)),(E^(-(π/(Sqrt[65])))),(E^(-(1/3) (Sqrt[(2/15)]) π)),(E^(-3 π/25)),(E^(-(π/(5 (Sqrt[3]))))),(E^(-4 π/35)),(E^(-π/9)),(E^(-(π/(3 (Sqrt[10]))))),(E^(-((2 π)/(5 (Sqrt[15]))))),(E^(-π/10)),(E^(-((2 π)/(9 (Sqrt[5]))))),(E^(-(π/(Sqrt[115])))),(E^(-(π/(5 (Sqrt[5]))))),(E^(-(π/(3 (Sqrt[15]))))),(E^(-π/12)),(E^(-2 π/25)),(E^(-(1/5) (Sqrt[(2/15)]) π)),(E^(-π/14)),(E^(-π/15)),(E^(-(π/(5 (Sqrt[10]))))),(E^(-π/16)),(E^(-((2 π)/(15 (Sqrt[5]))))),(E^(-2 π/35)),(E^(-π/18)),(E^(-4 π/75)),(E^(-(π/(5 (Sqrt[15]))))),(E^(-π/20)),(E^(-(π/(9 (Sqrt[5]))))),(E^(-(π/(3 (Sqrt[55]))))),(E^(-π/25)),(E^(-π/30)),(E^(-(π/(5 (Sqrt[55]))))),(E^(-2 π/75)),(E^(-π/40)),1};  (* Length[allRArgs2]==299 *)

allSArgs2={0,(E^(-63 π)),(E^(-45 π)),(E^(-30 π)),(E^(-27 π)),(E^(-15 (Sqrt[3]) π)),(E^(-24 π)),(E^(-3 (Sqrt[55]) π)),(E^(-21 π)),(E^(-9 (Sqrt[5]) π)),(E^(-18 π)),(E^(-3 (Sqrt[35]) π)),(E^(-9 (Sqrt[3]) π)),(E^(-15 π)),(E^(-3 (Sqrt[19]) π)),(E^(-3 (Sqrt[(89/5)]) π)),(E^(-12 π)),(E^(-3 (Sqrt[15]) π)),(E^(-(Sqrt[115]) π)),(E^(-21 π/2)),(E^(-6 (Sqrt[3]) π)),(E^(-10 π)),(E^(-3 (Sqrt[11]) π)),(E^(-9 π)),(E^(-5 (Sqrt[3]) π)),(E^(-3 (Sqrt[(41/5)]) π)),(E^(-3 (Sqrt[(39/5)]) π)),(E^(-(Sqrt[65]) π)),(E^(-8 π)),(E^(-(Sqrt[55]) π)),(E^(-7 π)),(E^(-3 (Sqrt[5]) π)),(E^(-3 (Sqrt[(23/5)]) π)),(E^(-6 π)),(E^(-(Sqrt[35]) π)),(E^(-3 (Sqrt[3]) π)),(E^(-5 π)),(E^(-2 (Sqrt[6]) π)),(E^(-3 (Sqrt[(13/5)]) π)),(E^(-(Sqrt[(101/5)]) π)),(E^(-3 (Sqrt[(11/5)]) π)),(E^(-(Sqrt[19]) π)),(E^(-((5 (Sqrt[3]) π)/2))),(E^(-(Sqrt[(89/5)]) π)),(E^(-((9 π)/(Sqrt[5])))),(E^(-4 π)),(E^(-(Sqrt[15]) π)),(E^(-3 (Sqrt[(7/5)]) π)),(E^(-7 π/2)),(E^(-2 (Sqrt[3]) π)),(E^(-(Sqrt[(57/5)]) π)),(E^(-((3 (Sqrt[5]) π)/2))),(E^(-10 π/3)),(E^(-(Sqrt[11]) π)),(E^(-(Sqrt[(53/5)]) π)),(E^(-(Sqrt[10]) π)),(E^(-3 π)),(E^(-((5 π)/(Sqrt[3])))),(E^(-(Sqrt[(41/5)]) π)),(E^(-2 (Sqrt[2]) π)),(E^(-(Sqrt[(39/5)]) π)),(E^(-(Sqrt[(15/2)]) π)),(E^(-(((Sqrt[65]) π)/3))),(E^(-8 π/3)),(E^(-(Sqrt[7]) π)),(E^(-((3 (Sqrt[3]) π)/2))),(E^(-3 (Sqrt[(5/7)]) π)),(E^(-(((Sqrt[55]) π)/3))),(E^(-(Sqrt[6]) π)),(E^(-(Sqrt[(29/5)]) π)),(E^(-7 π/3)),(E^(-3 (Sqrt[(3/5)]) π)),(E^(-(Sqrt[5]) π)),(E^(-(Sqrt[(23/5)]) π)),(E^(-3 (Sqrt[(5/11)]) π)),(E^(-2 π)),(E^(-(((Sqrt[35]) π)/3))),(E^(-(((Sqrt[15]) π)/2))),(E^(-9 π/5)),(E^(-(Sqrt[3]) π)),(E^(-5 π/3)),(E^(-(Sqrt[(13/5)]) π)),(E^(-(Sqrt[(5/2)]) π)),(E^(-2 (Sqrt[(3/5)]) π)),(E^(-3 π/2)),(E^(-(Sqrt[(11/5)]) π)),(E^(-(((Sqrt[19]) π)/3))),(E^(-((5 π)/(2 (Sqrt[3]))))),(E^(-(Sqrt[2]) π)),(E^(-(1/3) (Sqrt[(89/5)]) π)),(E^(-((3 π)/(Sqrt[5])))),(E^(-4 π/3)),(E^(-(Sqrt[(5/3)]) π)),(E^(-(Sqrt[(7/5)]) π)),(E^(-7 π/6)),(E^(-((2 π)/(Sqrt[3])))),(E^(-(((Sqrt[11]) π)/3))),(E^(-((3 (Sqrt[3]) π)/5))),(E^(-((4 π)/(Sqrt[15])))),(E^(-π)),(E^(-(((Sqrt[15]) π)/4))),(E^(-((5 π)/(3 (Sqrt[3]))))),(E^(-(1/3) (Sqrt[(41/5)]) π)),(E^(-(Sqrt[(13/15)]) π)),(E^(-(((Sqrt[3]) π)/2))),(E^(-(Sqrt[(5/7)]) π)),(E^(-(1/2) (Sqrt[(13/5)]) π)),(E^(-7 π/9)),(E^(-(Sqrt[(3/5)]) π)),(E^(-3 π/4)),(E^(-(((Sqrt[5]) π)/3))),(E^(-(1/2) (Sqrt[(11/5)]) π)),(E^(-(1/3) (Sqrt[(23/5)]) π)),(E^(-(π/(Sqrt[2])))),(E^(-((2 (Sqrt[3]) π)/5))),(E^(-(Sqrt[(5/11)]) π)),(E^(-((3 π)/(2 (Sqrt[5]))))),(E^(-2 π/3)),(E^(-(1/2) (Sqrt[(5/3)]) π)),(E^(-(Sqrt[(2/5)]) π)),(E^(-(Sqrt[(5/13)]) π)),(E^(-3 π/5)),(E^(-(π/(Sqrt[3])))),(E^(-5 π/9)),(E^(-((2 π)/(Sqrt[15])))),(E^(-((3 π)/(Sqrt[35])))),(E^(-π/2)),(E^(-(Sqrt[(5/23)]) π)),(E^(-(π/(Sqrt[5])))),(E^(-(1/3) (Sqrt[(5/3)]) π)),(E^(-3 π/7)),(E^(-(Sqrt[(5/29)]) π)),(E^(-(π/(Sqrt[6])))),(E^(-((3 π)/(Sqrt[55])))),(E^(-(1/2) (Sqrt[(3/5)]) π)),(E^(-((2 π)/(3 (Sqrt[3]))))),(E^(-(π/(Sqrt[7])))),(E^(-3 π/8)),(E^(-((3 π)/(Sqrt[65])))),(E^(-(Sqrt[(2/15)]) π)),(E^(-(Sqrt[(5/39)]) π)),(E^(-(π/(2 (Sqrt[2]))))),(E^(-(Sqrt[(5/41)]) π)),(E^(-(((Sqrt[3]) π)/5))),(E^(-π/3)),(E^(-(1/5) (Sqrt[(13/5)]) π)),(E^(-(π/(Sqrt[10])))),(E^(-(Sqrt[(5/53)]) π)),(E^(-(π/(Sqrt[11])))),(E^(-3 π/10)),(E^(-((2 π)/(3 (Sqrt[5]))))),(E^(-(1/5) (Sqrt[(11/5)]) π)),(E^(-(Sqrt[(5/57)]) π)),(E^(-(π/(2 (Sqrt[3]))))),(E^(-(1/3) (Sqrt[(5/7)]) π)),(E^(-((3 π)/(Sqrt[115])))),(E^(-((3 π)/(5 (Sqrt[5]))))),(E^(-(π/(Sqrt[15])))),(E^(-π/4)),(E^(-(((Sqrt[5]) π)/9))),(E^(-(Sqrt[(5/89)]) π)),(E^(-(1/5) (Sqrt[(7/5)]) π)),(E^(-((2 π)/(5 (Sqrt[3]))))),(E^(-(π/(Sqrt[19])))),(E^(-(1/3) (Sqrt[(5/11)]) π)),(E^(-(π/(2 (Sqrt[5]))))),(E^(-(Sqrt[(5/101)]) π)),(E^(-2 π/9)),(E^(-(1/3) (Sqrt[(5/13)]) π)),(E^(-(π/(2 (Sqrt[6]))))),(E^(-π/5)),(E^(-(π/(3 (Sqrt[3]))))),(E^(-(((Sqrt[3]) π)/10))),(E^(-(π/(Sqrt[35])))),(E^(-π/6)),(E^(-(1/5) (Sqrt[(3/5)]) π)),(E^(-3 π/20)),(E^(-(π/(3 (Sqrt[5]))))),(E^(-π/7)),(E^(-(π/(Sqrt[55])))),(E^(-(π/(2 (Sqrt[15]))))),(E^(-π/8)),(E^(-(π/(Sqrt[65])))),(E^(-3 π/25)),(E^(-(π/(5 (Sqrt[3]))))),(E^(-π/9)),(E^(-π/10)),(E^(-(π/(6 (Sqrt[3]))))),(E^(-(π/(Sqrt[115])))),(E^(-(π/(5 (Sqrt[5]))))),(E^(-3 π/35)),(E^(-π/12)),(E^(-(π/(Sqrt[145])))),(E^(-3 π/40)),(E^(-(π/(6 (Sqrt[5]))))),(E^(-(π/(Sqrt[195])))),(E^(-(π/(Sqrt[205])))),(E^(-(((Sqrt[3]) π)/25))),(E^(-(π/(2 (Sqrt[55]))))),(E^(-π/15)),(E^(-(π/(2 (Sqrt[65]))))),(E^(-(π/(Sqrt[265])))),(E^(-(π/(5 (Sqrt[11]))))),(E^(-3 π/50)),(E^(-(π/(Sqrt[285])))),(E^(-(π/(10 (Sqrt[3]))))),(E^(-π/18)),(E^(-(π/(5 (Sqrt[15]))))),(E^(-π/20)),(E^(-π/21)),(E^(-(π/(Sqrt[445])))),(E^(-(π/(5 (Sqrt[19]))))),(E^(-(π/(Sqrt[505])))),(E^(-π/24)),(E^(-π/25)),(E^(-π/27)),(E^(-(π/(5 (Sqrt[35]))))),(E^(-π/30)),(E^(-(π/(3 (Sqrt[115]))))),(E^(-(π/(15 (Sqrt[5]))))),(E^(-π/35)),(E^(-(π/(5 (Sqrt[55]))))),(E^(-π/40)),(E^(-(π/(5 (Sqrt[65]))))),(E^(-(π/(25 (Sqrt[3]))))),(E^(-π/45)),(E^(-π/50)),(E^(-π/60)),(E^(-π/75)),(E^(-π/105)),(E^(-π/120)),(E^(-π/135)),(E^(-π/150)),1};
(* Length[allSArgs2]==234 *)

RList2={R[0]->0,R[1]->-1+GoldenRatio,R[E^(-200*Pi)]->-R[E^(-100*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-100*Pi)]-R[E^(-100*Pi)]^6))/(6*R[E^(-100*Pi)]*(-18*R[E^(-100*Pi)]^4-R[E^(-100*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-100*Pi)]^3+11*R[E^(-100*Pi)]^8+R[E^(-100*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-100*Pi)]^4-R[E^(-100*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-100*Pi)]^3+11*R[E^(-100*Pi)]^8+R[E^(-100*Pi)]^13])^(1/3))/(6*R[E^(-100*Pi)]),R[E^(-120*Pi)]->-R[E^(-60*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-60*Pi)]-R[E^(-60*Pi)]^6))/(6*R[E^(-60*Pi)]*(-18*R[E^(-60*Pi)]^4-R[E^(-60*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-60*Pi)]^3+11*R[E^(-60*Pi)]^8+R[E^(-60*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-60*Pi)]^4-R[E^(-60*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-60*Pi)]^3+11*R[E^(-60*Pi)]^8+R[E^(-60*Pi)]^13])^(1/3))/(6*R[E^(-60*Pi)]),R[E^(-100*Pi)]->(2-(1+Sqrt[5])*R[E^(-Pi/25)])/(1+Sqrt[5]+2*R[E^(-Pi/25)]),R[E^(-96*Pi)]->-R[E^(-48*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-48*Pi)]-R[E^(-48*Pi)]^6))/(6*R[E^(-48*Pi)]*(-18*R[E^(-48*Pi)]^4-R[E^(-48*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-48*Pi)]^3+11*R[E^(-48*Pi)]^8+R[E^(-48*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-48*Pi)]^4-R[E^(-48*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-48*Pi)]^3+11*R[E^(-48*Pi)]^8+R[E^(-48*Pi)]^13])^(1/3))/(6*R[E^(-48*Pi)]),R[E^(-80*Pi)]->-R[E^(-40*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-40*Pi)]-R[E^(-40*Pi)]^6))/(6*R[E^(-40*Pi)]*(-18*R[E^(-40*Pi)]^4-R[E^(-40*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-40*Pi)]^3+11*R[E^(-40*Pi)]^8+R[E^(-40*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-40*Pi)]^4-R[E^(-40*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-40*Pi)]^3+11*R[E^(-40*Pi)]^8+R[E^(-40*Pi)]^13])^(1/3))/(6*R[E^(-40*Pi)]),R[E^(-72*Pi)]->-R[E^(-36*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-36*Pi)]-R[E^(-36*Pi)]^6))/(6*R[E^(-36*Pi)]*(-18*R[E^(-36*Pi)]^4-R[E^(-36*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-36*Pi)]^3+11*R[E^(-36*Pi)]^8+R[E^(-36*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-36*Pi)]^4-R[E^(-36*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-36*Pi)]^3+11*R[E^(-36*Pi)]^8+R[E^(-36*Pi)]^13])^(1/3))/(6*R[E^(-36*Pi)]),R[E^(-64*Pi)]->-R[E^(-32*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-32*Pi)]-R[E^(-32*Pi)]^6))/(6*R[E^(-32*Pi)]*(-18*R[E^(-32*Pi)]^4-R[E^(-32*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-32*Pi)]^3+11*R[E^(-32*Pi)]^8+R[E^(-32*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-32*Pi)]^4-R[E^(-32*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-32*Pi)]^3+11*R[E^(-32*Pi)]^8+R[E^(-32*Pi)]^13])^(1/3))/(6*R[E^(-32*Pi)]),R[E^(-60*Pi)]->R[E^(-20*Pi)]^3/4-Sqrt[2*R[E^(-20*Pi)]+R[E^(-20*Pi)]^6/4+(1-11*R[E^(-20*Pi)]^5-R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-20*Pi)]+R[E^(-20*Pi)]^6/2-(1-11*R[E^(-20*Pi)]^5-R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(2/3)-(-8/R[E^(-20*Pi)]+12*R[E^(-20*Pi)]^4+R[E^(-20*Pi)]^9)/(4*Sqrt[2*R[E^(-20*Pi)]+R[E^(-20*Pi)]^6/4+(1-11*R[E^(-20*Pi)]^5-R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(2/3)])]/2,R[E^(-50*Pi)]->(2-R[E^((-2*Pi)/25)]-Sqrt[5]*R[E^((-2*Pi)/25)])/(1+Sqrt[5]+2*R[E^((-2*Pi)/25)]),R[E^(-48*Pi)]->R[E^(-16*Pi)]^3/4-Sqrt[2*R[E^(-16*Pi)]+R[E^(-16*Pi)]^6/4+(1-11*R[E^(-16*Pi)]^5-R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-16*Pi)]+R[E^(-16*Pi)]^6/2-(1-11*R[E^(-16*Pi)]^5-R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(2/3)-(-8/R[E^(-16*Pi)]+12*R[E^(-16*Pi)]^4+R[E^(-16*Pi)]^9)/(4*Sqrt[2*R[E^(-16*Pi)]+R[E^(-16*Pi)]^6/4+(1-11*R[E^(-16*Pi)]^5-R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(2/3)])]/2,R[E^(-42*Pi)]->-R[E^(-21*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-21*Pi)]-R[E^(-21*Pi)]^6))/(6*R[E^(-21*Pi)]*(-18*R[E^(-21*Pi)]^4-R[E^(-21*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-21*Pi)]^3+11*R[E^(-21*Pi)]^8+R[E^(-21*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-21*Pi)]^4-R[E^(-21*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-21*Pi)]^3+11*R[E^(-21*Pi)]^8+R[E^(-21*Pi)]^13])^(1/3))/(6*R[E^(-21*Pi)]),R[E^(-40*Pi)]->-R[E^(-20*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-20*Pi)]-R[E^(-20*Pi)]^6))/(6*R[E^(-20*Pi)]*(-18*R[E^(-20*Pi)]^4-R[E^(-20*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^3+11*R[E^(-20*Pi)]^8+R[E^(-20*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-20*Pi)]^4-R[E^(-20*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^3+11*R[E^(-20*Pi)]^8+R[E^(-20*Pi)]^13])^(1/3))/(6*R[E^(-20*Pi)]),R[E^(-40*Pi)]->(2-(1+Sqrt[5])*R[E^(-Pi/10)])/(1+Sqrt[5]+2*R[E^(-Pi/10)]),R[E^(-36*Pi)]->(2-(1+Sqrt[5])*R[E^(-Pi/9)])/(1+Sqrt[5]+2*R[E^(-Pi/9)]),R[E^(-32*Pi)]->-R[E^(-16*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-16*Pi)]-R[E^(-16*Pi)]^6))/(6*R[E^(-16*Pi)]*(-18*R[E^(-16*Pi)]^4-R[E^(-16*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-16*Pi)]^3+11*R[E^(-16*Pi)]^8+R[E^(-16*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-16*Pi)]^4-R[E^(-16*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-16*Pi)]^3+11*R[E^(-16*Pi)]^8+R[E^(-16*Pi)]^13])^(1/3))/(6*R[E^(-16*Pi)]),R[E^(-32*Pi)]->(2-(1+Sqrt[5])*R[E^(-Pi/8)])/(1+Sqrt[5]+2*R[E^(-Pi/8)]),R[E^(-30*Pi)]->-1/(3*R[E^(-60*Pi)]^2)-(-1+3*R[E^(-60*Pi)]^5)/(3*R[E^(-60*Pi)]^2*(-1+18*R[E^(-60*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-60*Pi)]^5+11*R[E^(-60*Pi)]^10+R[E^(-60*Pi)]^15])^(1/3))+(-1+18*R[E^(-60*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-60*Pi)]^5+11*R[E^(-60*Pi)]^10+R[E^(-60*Pi)]^15])^(1/3)/(3*R[E^(-60*Pi)]^2),R[E^(-28*Pi)]->-R[E^(-14*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-14*Pi)]-R[E^(-14*Pi)]^6))/(6*R[E^(-14*Pi)]*(-18*R[E^(-14*Pi)]^4-R[E^(-14*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-14*Pi)]^3+11*R[E^(-14*Pi)]^8+R[E^(-14*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-14*Pi)]^4-R[E^(-14*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-14*Pi)]^3+11*R[E^(-14*Pi)]^8+R[E^(-14*Pi)]^13])^(1/3))/(6*R[E^(-14*Pi)]),R[E^(-25*Pi)]->-1/(3*R[E^(-50*Pi)]^2)-(-1+3*R[E^(-50*Pi)]^5)/(3*R[E^(-50*Pi)]^2*(-1+18*R[E^(-50*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-50*Pi)]^5+11*R[E^(-50*Pi)]^10+R[E^(-50*Pi)]^15])^(1/3))+(-1+18*R[E^(-50*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-50*Pi)]^5+11*R[E^(-50*Pi)]^10+R[E^(-50*Pi)]^15])^(1/3)/(3*R[E^(-50*Pi)]^2),R[E^(-24*Pi)]->R[E^(-8*Pi)]^3/4-Sqrt[2*R[E^(-8*Pi)]+R[E^(-8*Pi)]^6/4+(1-11*R[E^(-8*Pi)]^5-R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-8*Pi)]+R[E^(-8*Pi)]^6/2-(1-11*R[E^(-8*Pi)]^5-R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(2/3)-(-8/R[E^(-8*Pi)]+12*R[E^(-8*Pi)]^4+R[E^(-8*Pi)]^9)/(4*Sqrt[2*R[E^(-8*Pi)]+R[E^(-8*Pi)]^6/4+(1-11*R[E^(-8*Pi)]^5-R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(2/3)])]/2,R[E^(-21*Pi)]->R[E^(-7*Pi)]^3/4-Sqrt[2*R[E^(-7*Pi)]+R[E^(-7*Pi)]^6/4+(1-11*R[E^(-7*Pi)]^5-R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-7*Pi)]+R[E^(-7*Pi)]^6/2-(1-11*R[E^(-7*Pi)]^5-R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(2/3)-(-8/R[E^(-7*Pi)]+12*R[E^(-7*Pi)]^4+R[E^(-7*Pi)]^9)/(4*Sqrt[2*R[E^(-7*Pi)]+R[E^(-7*Pi)]^6/4+(1-11*R[E^(-7*Pi)]^5-R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(2/3)])]/2,R[E^(-20*Pi)]->(2-((1+Sqrt[5])*(-9-9*Sqrt[5]+Sqrt[-70+54*Sqrt[5]]+6*Sqrt[12+6*Sqrt[5]-Sqrt[30+46*Sqrt[5]]])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-9-9*Sqrt[5]+Sqrt[-70+54*Sqrt[5]]+6*Sqrt[12+6*Sqrt[5]-Sqrt[30+46*Sqrt[5]]])^(1/5)),R[E^(-18*Pi)]->-R[E^(-9*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-9*Pi)]-R[E^(-9*Pi)]^6))/(6*R[E^(-9*Pi)]*(-18*R[E^(-9*Pi)]^4-R[E^(-9*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-9*Pi)]^3+11*R[E^(-9*Pi)]^8+R[E^(-9*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-9*Pi)]^4-R[E^(-9*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-9*Pi)]^3+11*R[E^(-9*Pi)]^8+R[E^(-9*Pi)]^13])^(1/3))/(6*R[E^(-9*Pi)]),R[E^(-16*Pi)]->(-1-(Sqrt[5]*(1+Sqrt[2]+Sqrt[5]+5^(1/4)*(4-Sqrt[2])-2^(1/4)*(3-Sqrt[2]+Sqrt[5]-Sqrt[10])))/(-1-Sqrt[2]-Sqrt[5]+5^(1/4)*(4-Sqrt[2])+2^(1/4)*(3-Sqrt[2]+Sqrt[5]-Sqrt[10])))/2+Sqrt[1+(1+(Sqrt[5]*(1+Sqrt[2]+Sqrt[5]+5^(1/4)*(4-Sqrt[2])-2^(1/4)*(3-Sqrt[2]+Sqrt[5]-Sqrt[10])))/(-1-Sqrt[2]-Sqrt[5]+5^(1/4)*(4-Sqrt[2])+2^(1/4)*(3-Sqrt[2]+Sqrt[5]-Sqrt[10])))^2/4],R[E^(-14*Pi)]->-R[E^(-7*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-7*Pi)]-R[E^(-7*Pi)]^6))/(6*R[E^(-7*Pi)]*(-18*R[E^(-7*Pi)]^4-R[E^(-7*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^3+11*R[E^(-7*Pi)]^8+R[E^(-7*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-7*Pi)]^4-R[E^(-7*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^3+11*R[E^(-7*Pi)]^8+R[E^(-7*Pi)]^13])^(1/3))/(6*R[E^(-7*Pi)]),R[E^(-14*Pi)]->-S[E^(-7*Pi)]^2/3-(3*S[E^(-7*Pi)]-S[E^(-7*Pi)]^6)/(3*S[E^(-7*Pi)]*(18*S[E^(-7*Pi)]^4-S[E^(-7*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-7*Pi)]^3+11*S[E^(-7*Pi)]^8-S[E^(-7*Pi)]^13])^(1/3))+(18*S[E^(-7*Pi)]^4-S[E^(-7*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-7*Pi)]^3+11*S[E^(-7*Pi)]^8-S[E^(-7*Pi)]^13])^(1/3)/(3*S[E^(-7*Pi)]),R[E^((-40*Pi)/3)]->-R[E^((-20*Pi)/3)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-20*Pi)/3)]-R[E^((-20*Pi)/3)]^6))/(6*R[E^((-20*Pi)/3)]*(-18*R[E^((-20*Pi)/3)]^4-R[E^((-20*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-20*Pi)/3)]^3+11*R[E^((-20*Pi)/3)]^8+R[E^((-20*Pi)/3)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-20*Pi)/3)]^4-R[E^((-20*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-20*Pi)/3)]^3+11*R[E^((-20*Pi)/3)]^8+R[E^((-20*Pi)/3)]^13])^(1/3))/(6*R[E^((-20*Pi)/3)]),R[E^(-12*Pi)]->-R[E^(-6*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-6*Pi)]-R[E^(-6*Pi)]^6))/(6*R[E^(-6*Pi)]*(-18*R[E^(-6*Pi)]^4-R[E^(-6*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-6*Pi)]^3+11*R[E^(-6*Pi)]^8+R[E^(-6*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-6*Pi)]^4-R[E^(-6*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-6*Pi)]^3+11*R[E^(-6*Pi)]^8+R[E^(-6*Pi)]^13])^(1/3))/(6*R[E^(-6*Pi)]),R[E^(-12*Pi)]->R[E^(-4*Pi)]^3/4-Sqrt[2*R[E^(-4*Pi)]+R[E^(-4*Pi)]^6/4+(1-11*R[E^(-4*Pi)]^5-R[E^(-4*Pi)]^10)^(1/3)/R[E^(-4*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-4*Pi)]+R[E^(-4*Pi)]^6/2-(1-11*R[E^(-4*Pi)]^5-R[E^(-4*Pi)]^10)^(1/3)/R[E^(-4*Pi)]^(2/3)-(-8/R[E^(-4*Pi)]+12*R[E^(-4*Pi)]^4+R[E^(-4*Pi)]^9)/(4*Sqrt[2*R[E^(-4*Pi)]+R[E^(-4*Pi)]^6/4+(1-11*R[E^(-4*Pi)]^5-R[E^(-4*Pi)]^10)^(1/3)/R[E^(-4*Pi)]^(2/3)])]/2,R[E^(-12*Pi)]->-S[E^(-6*Pi)]^2/3-(3*S[E^(-6*Pi)]-S[E^(-6*Pi)]^6)/(3*S[E^(-6*Pi)]*(18*S[E^(-6*Pi)]^4-S[E^(-6*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-6*Pi)]^3+11*S[E^(-6*Pi)]^8-S[E^(-6*Pi)]^13])^(1/3))+(18*S[E^(-6*Pi)]^4-S[E^(-6*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-6*Pi)]^3+11*S[E^(-6*Pi)]^8-S[E^(-6*Pi)]^13])^(1/3)/(3*S[E^(-6*Pi)]),R[E^((-32*Pi)/3)]->-R[E^((-16*Pi)/3)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-16*Pi)/3)]-R[E^((-16*Pi)/3)]^6))/(6*R[E^((-16*Pi)/3)]*(-18*R[E^((-16*Pi)/3)]^4-R[E^((-16*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-16*Pi)/3)]^3+11*R[E^((-16*Pi)/3)]^8+R[E^((-16*Pi)/3)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-16*Pi)/3)]^4-R[E^((-16*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-16*Pi)/3)]^3+11*R[E^((-16*Pi)/3)]^8+R[E^((-16*Pi)/3)]^13])^(1/3))/(6*R[E^((-16*Pi)/3)]),R[E^((-21*Pi)/2)]->-1/(3*R[E^(-21*Pi)]^2)-(-1+3*R[E^(-21*Pi)]^5)/(3*R[E^(-21*Pi)]^2*(-1+18*R[E^(-21*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-21*Pi)]^5+11*R[E^(-21*Pi)]^10+R[E^(-21*Pi)]^15])^(1/3))+(-1+18*R[E^(-21*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-21*Pi)]^5+11*R[E^(-21*Pi)]^10+R[E^(-21*Pi)]^15])^(1/3)/(3*R[E^(-21*Pi)]^2),R[E^(-10*Pi)]->-1/(3*R[E^(-20*Pi)]^2)-(-1+3*R[E^(-20*Pi)]^5)/(3*R[E^(-20*Pi)]^2*(-1+18*R[E^(-20*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^5+11*R[E^(-20*Pi)]^10+R[E^(-20*Pi)]^15])^(1/3))+(-1+18*R[E^(-20*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^5+11*R[E^(-20*Pi)]^10+R[E^(-20*Pi)]^15])^(1/3)/(3*R[E^(-20*Pi)]^2),R[E^(-9*Pi)]->R[E^(-3*Pi)]^3/4-Sqrt[2*R[E^(-3*Pi)]+R[E^(-3*Pi)]^6/4+(1-11*R[E^(-3*Pi)]^5-R[E^(-3*Pi)]^10)^(1/3)/R[E^(-3*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-3*Pi)]+R[E^(-3*Pi)]^6/2-(1-11*R[E^(-3*Pi)]^5-R[E^(-3*Pi)]^10)^(1/3)/R[E^(-3*Pi)]^(2/3)-(-8/R[E^(-3*Pi)]+12*R[E^(-3*Pi)]^4+R[E^(-3*Pi)]^9)/(4*Sqrt[2*R[E^(-3*Pi)]+R[E^(-3*Pi)]^6/4+(1-11*R[E^(-3*Pi)]^5-R[E^(-3*Pi)]^10)^(1/3)/R[E^(-3*Pi)]^(2/3)])]/2,R[E^(-8*Pi)]->(-74-55*Sqrt[2]-34*Sqrt[5]-25*Sqrt[10]-2*Sqrt[5*(1145+810*Sqrt[2]+513*Sqrt[5]+362*Sqrt[10])]+(12*Sqrt[5*(20011440+14150225*Sqrt[2]+8949388*Sqrt[5]+6328173*Sqrt[10]+Sqrt[1145+810*Sqrt[2]+513*Sqrt[5]+362*Sqrt[10]]*(295749+209126*Sqrt[2]+132263*Sqrt[5]+93524*Sqrt[10]))])/(1145+810*Sqrt[2]+513*Sqrt[5]+362*Sqrt[10])^(3/4))/8,R[E^(-7*Pi)]->Root[-R[E^(-Pi)]^7+(1-7*R[E^(-Pi)]^5)*#1-7*R[E^(-Pi)]^3*#1^2+(7*R[E^(-Pi)]-7*R[E^(-Pi)]^6)*#1^3-35*R[E^(-Pi)]^4*#1^4+(7*R[E^(-Pi)]^2+7*R[E^(-Pi)]^7)*#1^5+7*R[E^(-Pi)]^5*#1^6+(-7*R[E^(-Pi)]^3-R[E^(-Pi)]^8)*#1^7+R[E^(-Pi)]*#1^8&,2],R[E^((-20*Pi)/3)]->-1/(4*R[E^(-20*Pi)]^3)+Sqrt[1/(4*R[E^(-20*Pi)]^6)-2/R[E^(-20*Pi)]+(-1+11*R[E^(-20*Pi)]^5+R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-20*Pi)]^6)-4/R[E^(-20*Pi)]-(-1+11*R[E^(-20*Pi)]^5+R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(8/3)+(-R[E^(-20*Pi)]^(-9)+12/R[E^(-20*Pi)]^4+8*R[E^(-20*Pi)])/(4*Sqrt[1/(4*R[E^(-20*Pi)]^6)-2/R[E^(-20*Pi)]+(-1+11*R[E^(-20*Pi)]^5+R[E^(-20*Pi)]^10)^(1/3)/R[E^(-20*Pi)]^(8/3)])]/2,R[E^(-6*Pi)]->(-19-15*Sqrt[3]-11*Sqrt[5]-5*Sqrt[15]-Sqrt[2]*15^(1/4)*(5+5*Sqrt[3]+4*Sqrt[5]+2*Sqrt[15]))/8+Sqrt[1+(19+15*Sqrt[3]+11*Sqrt[5]+5*Sqrt[15]+Sqrt[2]*15^(1/4)*(5+5*Sqrt[3]+4*Sqrt[5]+2*Sqrt[15]))^2/64],R[E^((-16*Pi)/3)]->-1/(4*R[E^(-16*Pi)]^3)+Sqrt[1/(4*R[E^(-16*Pi)]^6)-2/R[E^(-16*Pi)]+(-1+11*R[E^(-16*Pi)]^5+R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-16*Pi)]^6)-4/R[E^(-16*Pi)]-(-1+11*R[E^(-16*Pi)]^5+R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(8/3)+(-R[E^(-16*Pi)]^(-9)+12/R[E^(-16*Pi)]^4+8*R[E^(-16*Pi)])/(4*Sqrt[1/(4*R[E^(-16*Pi)]^6)-2/R[E^(-16*Pi)]+(-1+11*R[E^(-16*Pi)]^5+R[E^(-16*Pi)]^10)^(1/3)/R[E^(-16*Pi)]^(8/3)])]/2,R[E^(-5*Pi)]->-1/(3*R[E^(-10*Pi)]^2)-(-1+3*R[E^(-10*Pi)]^5)/(3*R[E^(-10*Pi)]^2*(-1+18*R[E^(-10*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-10*Pi)]^5+11*R[E^(-10*Pi)]^10+R[E^(-10*Pi)]^15])^(1/3))+(-1+18*R[E^(-10*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-10*Pi)]^5+11*R[E^(-10*Pi)]^10+R[E^(-10*Pi)]^15])^(1/3)/(3*R[E^(-10*Pi)]^2),R[E^((-14*Pi)/3)]->-R[E^((-7*Pi)/3)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-7*Pi)/3)]-R[E^((-7*Pi)/3)]^6))/(6*R[E^((-7*Pi)/3)]*(-18*R[E^((-7*Pi)/3)]^4-R[E^((-7*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/3)]^3+11*R[E^((-7*Pi)/3)]^8+R[E^((-7*Pi)/3)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-7*Pi)/3)]^4-R[E^((-7*Pi)/3)]^9+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/3)]^3+11*R[E^((-7*Pi)/3)]^8+R[E^((-7*Pi)/3)]^13])^(1/3))/(6*R[E^((-7*Pi)/3)]),R[E^((-9*Pi)/2)]->-1/(3*R[E^(-9*Pi)]^2)-(-1+3*R[E^(-9*Pi)]^5)/(3*R[E^(-9*Pi)]^2*(-1+18*R[E^(-9*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-9*Pi)]^5+11*R[E^(-9*Pi)]^10+R[E^(-9*Pi)]^15])^(1/3))+(-1+18*R[E^(-9*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-9*Pi)]^5+11*R[E^(-9*Pi)]^10+R[E^(-9*Pi)]^15])^(1/3)/(3*R[E^(-9*Pi)]^2),R[E^(-4*Pi)]->(1-5^(1/4)-Sqrt[5]-5^(3/4)+2*Sqrt[5+2*Sqrt[5]])/(2*(-1+5^(1/4))),R[E^((-7*Pi)/2)]->-1/(3*R[E^(-7*Pi)]^2)-(-1+3*R[E^(-7*Pi)]^5)/(3*R[E^(-7*Pi)]^2*(-1+18*R[E^(-7*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^5+11*R[E^(-7*Pi)]^10+R[E^(-7*Pi)]^15])^(1/3))+(-1+18*R[E^(-7*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^5+11*R[E^(-7*Pi)]^10+R[E^(-7*Pi)]^15])^(1/3)/(3*R[E^(-7*Pi)]^2),R[E^((-10*Pi)/3)]->-1/(3*R[E^((-20*Pi)/3)]^2)-(-1+3*R[E^((-20*Pi)/3)]^5)/(3*R[E^((-20*Pi)/3)]^2*(-1+18*R[E^((-20*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-20*Pi)/3)]^5+11*R[E^((-20*Pi)/3)]^10+R[E^((-20*Pi)/3)]^15])^(1/3))+(-1+18*R[E^((-20*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-20*Pi)/3)]^5+11*R[E^((-20*Pi)/3)]^10+R[E^((-20*Pi)/3)]^15])^(1/3)/(3*R[E^((-20*Pi)/3)]^2),R[E^((-16*Pi)/5)]->(R[E^(-16*Pi)]/(1+3*R[E^(-16*Pi)]+4*R[E^(-16*Pi)]^2+2*R[E^(-16*Pi)]^3+R[E^(-16*Pi)]^4)-(2*R[E^(-16*Pi)]^2)/(1+3*R[E^(-16*Pi)]+4*R[E^(-16*Pi)]^2+2*R[E^(-16*Pi)]^3+R[E^(-16*Pi)]^4)+(4*R[E^(-16*Pi)]^3)/(1+3*R[E^(-16*Pi)]+4*R[E^(-16*Pi)]^2+2*R[E^(-16*Pi)]^3+R[E^(-16*Pi)]^4)-(3*R[E^(-16*Pi)]^4)/(1+3*R[E^(-16*Pi)]+4*R[E^(-16*Pi)]^2+2*R[E^(-16*Pi)]^3+R[E^(-16*Pi)]^4)+R[E^(-16*Pi)]^5/(1+3*R[E^(-16*Pi)]+4*R[E^(-16*Pi)]^2+2*R[E^(-16*Pi)]^3+R[E^(-16*Pi)]^4))^(1/5),R[E^(-3*Pi)]->R[E^(-Pi)]^3/4-Sqrt[2*R[E^(-Pi)]+R[E^(-Pi)]^6/4+(1-11*R[E^(-Pi)]^5-R[E^(-Pi)]^10)^(1/3)/R[E^(-Pi)]^(2/3)]/2+Sqrt[4*R[E^(-Pi)]+R[E^(-Pi)]^6/2-(1-11*R[E^(-Pi)]^5-R[E^(-Pi)]^10)^(1/3)/R[E^(-Pi)]^(2/3)-(-8/R[E^(-Pi)]+12*R[E^(-Pi)]^4+R[E^(-Pi)]^9)/(4*Sqrt[2*R[E^(-Pi)]+R[E^(-Pi)]^6/4+(1-11*R[E^(-Pi)]^5-R[E^(-Pi)]^10)^(1/3)/R[E^(-Pi)]^(2/3)])]/2,R[E^((-14*Pi)/5)]->-R[E^((-7*Pi)/5)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-7*Pi)/5)]-R[E^((-7*Pi)/5)]^6))/(6*R[E^((-7*Pi)/5)]*(-18*R[E^((-7*Pi)/5)]^4-R[E^((-7*Pi)/5)]^9+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/5)]^3+11*R[E^((-7*Pi)/5)]^8+R[E^((-7*Pi)/5)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-7*Pi)/5)]^4-R[E^((-7*Pi)/5)]^9+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/5)]^3+11*R[E^((-7*Pi)/5)]^8+R[E^((-7*Pi)/5)]^13])^(1/3))/(6*R[E^((-7*Pi)/5)]),R[E^((-8*Pi)/3)]->-1/(4*R[E^(-8*Pi)]^3)+Sqrt[1/(4*R[E^(-8*Pi)]^6)-2/R[E^(-8*Pi)]+(-1+11*R[E^(-8*Pi)]^5+R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-8*Pi)]^6)-4/R[E^(-8*Pi)]-(-1+11*R[E^(-8*Pi)]^5+R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(8/3)+(-R[E^(-8*Pi)]^(-9)+12/R[E^(-8*Pi)]^4+8*R[E^(-8*Pi)])/(4*Sqrt[1/(4*R[E^(-8*Pi)]^6)-2/R[E^(-8*Pi)]+(-1+11*R[E^(-8*Pi)]^5+R[E^(-8*Pi)]^10)^(1/3)/R[E^(-8*Pi)]^(8/3)])]/2,R[E^((-5*Pi)/2)]->-1/(3*R[E^(-5*Pi)]^2)-(-1+3*R[E^(-5*Pi)]^5)/(3*R[E^(-5*Pi)]^2*(-1+18*R[E^(-5*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-5*Pi)]^5+11*R[E^(-5*Pi)]^10+R[E^(-5*Pi)]^15])^(1/3))+(-1+18*R[E^(-5*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-5*Pi)]^5+11*R[E^(-5*Pi)]^10+R[E^(-5*Pi)]^15])^(1/3)/(3*R[E^(-5*Pi)]^2),R[E^((-12*Pi)/5)]->-R[E^((-6*Pi)/5)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-6*Pi)/5)]-R[E^((-6*Pi)/5)]^6))/(6*R[E^((-6*Pi)/5)]*(-18*R[E^((-6*Pi)/5)]^4-R[E^((-6*Pi)/5)]^9+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/5)]^3+11*R[E^((-6*Pi)/5)]^8+R[E^((-6*Pi)/5)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-6*Pi)/5)]^4-R[E^((-6*Pi)/5)]^9+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/5)]^3+11*R[E^((-6*Pi)/5)]^8+R[E^((-6*Pi)/5)]^13])^(1/3))/(6*R[E^((-6*Pi)/5)]),R[E^((-7*Pi)/3)]->-1/(4*R[E^(-7*Pi)]^3)+Sqrt[1/(4*R[E^(-7*Pi)]^6)-2/R[E^(-7*Pi)]+(-1+11*R[E^(-7*Pi)]^5+R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-7*Pi)]^6)-4/R[E^(-7*Pi)]-(-1+11*R[E^(-7*Pi)]^5+R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(8/3)+(-R[E^(-7*Pi)]^(-9)+12/R[E^(-7*Pi)]^4+8*R[E^(-7*Pi)])/(4*Sqrt[1/(4*R[E^(-7*Pi)]^6)-2/R[E^(-7*Pi)]+(-1+11*R[E^(-7*Pi)]^5+R[E^(-7*Pi)]^10)^(1/3)/R[E^(-7*Pi)]^(8/3)])]/2,R[E^(-2*Pi)]->(-1-Sqrt[5])/2+Sqrt[(5+Sqrt[5])/2],R[E^((-7*Pi)/4)]->-1/(3*R[E^((-7*Pi)/2)]^2)-(-1+3*R[E^((-7*Pi)/2)]^5)/(3*R[E^((-7*Pi)/2)]^2*(-1+18*R[E^((-7*Pi)/2)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/2)]^5+11*R[E^((-7*Pi)/2)]^10+R[E^((-7*Pi)/2)]^15])^(1/3))+(-1+18*R[E^((-7*Pi)/2)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/2)]^5+11*R[E^((-7*Pi)/2)]^10+R[E^((-7*Pi)/2)]^15])^(1/3)/(3*R[E^((-7*Pi)/2)]^2),R[E^((-8*Pi)/5)]->(R[E^(-8*Pi)]/(1+3*R[E^(-8*Pi)]+4*R[E^(-8*Pi)]^2+2*R[E^(-8*Pi)]^3+R[E^(-8*Pi)]^4)-(2*R[E^(-8*Pi)]^2)/(1+3*R[E^(-8*Pi)]+4*R[E^(-8*Pi)]^2+2*R[E^(-8*Pi)]^3+R[E^(-8*Pi)]^4)+(4*R[E^(-8*Pi)]^3)/(1+3*R[E^(-8*Pi)]+4*R[E^(-8*Pi)]^2+2*R[E^(-8*Pi)]^3+R[E^(-8*Pi)]^4)-(3*R[E^(-8*Pi)]^4)/(1+3*R[E^(-8*Pi)]+4*R[E^(-8*Pi)]^2+2*R[E^(-8*Pi)]^3+R[E^(-8*Pi)]^4)+R[E^(-8*Pi)]^5/(1+3*R[E^(-8*Pi)]+4*R[E^(-8*Pi)]^2+2*R[E^(-8*Pi)]^3+R[E^(-8*Pi)]^4))^(1/5),R[E^((-8*Pi)/5)]->(((1+Sqrt[5])^5/32+R[E^(-Pi/2)]^5)^(-1)-(11*R[E^(-Pi/2)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-Pi/2)]^5))-(5*Sqrt[5]*R[E^(-Pi/2)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-Pi/2)]^5)))^(1/5),R[E^((-3*Pi)/2)]->-1/(3*R[E^(-3*Pi)]^2)-(-1+3*R[E^(-3*Pi)]^5)/(3*R[E^(-3*Pi)]^2*(-1+18*R[E^(-3*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-3*Pi)]^5+11*R[E^(-3*Pi)]^10+R[E^(-3*Pi)]^15])^(1/3))+(-1+18*R[E^(-3*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-3*Pi)]^5+11*R[E^(-3*Pi)]^10+R[E^(-3*Pi)]^15])^(1/3)/(3*R[E^(-3*Pi)]^2),R[E^((-7*Pi)/5)]->(R[E^(-7*Pi)]/(1+3*R[E^(-7*Pi)]+4*R[E^(-7*Pi)]^2+2*R[E^(-7*Pi)]^3+R[E^(-7*Pi)]^4)-(2*R[E^(-7*Pi)]^2)/(1+3*R[E^(-7*Pi)]+4*R[E^(-7*Pi)]^2+2*R[E^(-7*Pi)]^3+R[E^(-7*Pi)]^4)+(4*R[E^(-7*Pi)]^3)/(1+3*R[E^(-7*Pi)]+4*R[E^(-7*Pi)]^2+2*R[E^(-7*Pi)]^3+R[E^(-7*Pi)]^4)-(3*R[E^(-7*Pi)]^4)/(1+3*R[E^(-7*Pi)]+4*R[E^(-7*Pi)]^2+2*R[E^(-7*Pi)]^3+R[E^(-7*Pi)]^4)+R[E^(-7*Pi)]^5/(1+3*R[E^(-7*Pi)]+4*R[E^(-7*Pi)]^2+2*R[E^(-7*Pi)]^3+R[E^(-7*Pi)]^4))^(1/5),R[E^((-4*Pi)/3)]->(2-(1+Sqrt[5])*R[E^(-3*Pi)])/(1+Sqrt[5]+2*R[E^(-3*Pi)]),R[E^((-6*Pi)/5)]->(R[E^(-6*Pi)]/(1+3*R[E^(-6*Pi)]+4*R[E^(-6*Pi)]^2+2*R[E^(-6*Pi)]^3+R[E^(-6*Pi)]^4)-(2*R[E^(-6*Pi)]^2)/(1+3*R[E^(-6*Pi)]+4*R[E^(-6*Pi)]^2+2*R[E^(-6*Pi)]^3+R[E^(-6*Pi)]^4)+(4*R[E^(-6*Pi)]^3)/(1+3*R[E^(-6*Pi)]+4*R[E^(-6*Pi)]^2+2*R[E^(-6*Pi)]^3+R[E^(-6*Pi)]^4)-(3*R[E^(-6*Pi)]^4)/(1+3*R[E^(-6*Pi)]+4*R[E^(-6*Pi)]^2+2*R[E^(-6*Pi)]^3+R[E^(-6*Pi)]^4)+R[E^(-6*Pi)]^5/(1+3*R[E^(-6*Pi)]+4*R[E^(-6*Pi)]^2+2*R[E^(-6*Pi)]^3+R[E^(-6*Pi)]^4))^(1/5),R[E^((-6*Pi)/5)]->(((1+Sqrt[5])^5/32+R[E^((-2*Pi)/3)]^5)^(-1)-(11*R[E^((-2*Pi)/3)]^5)/(2*((1+Sqrt[5])^5/32+R[E^((-2*Pi)/3)]^5))-(5*Sqrt[5]*R[E^((-2*Pi)/3)]^5)/(2*((1+Sqrt[5])^5/32+R[E^((-2*Pi)/3)]^5)))^(1/5),R[E^((-6*Pi)/5)]->R[E^((-2*Pi)/5)]^3/4-Sqrt[2*R[E^((-2*Pi)/5)]+R[E^((-2*Pi)/5)]^6/4+(1-11*R[E^((-2*Pi)/5)]^5-R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(2/3)]/2+Sqrt[4*R[E^((-2*Pi)/5)]+R[E^((-2*Pi)/5)]^6/2-(1-11*R[E^((-2*Pi)/5)]^5-R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(2/3)-(-8/R[E^((-2*Pi)/5)]+12*R[E^((-2*Pi)/5)]^4+R[E^((-2*Pi)/5)]^9)/(4*Sqrt[2*R[E^((-2*Pi)/5)]+R[E^((-2*Pi)/5)]^6/4+(1-11*R[E^((-2*Pi)/5)]^5-R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(2/3)])]/2,R[E^((-7*Pi)/6)]->-1/(3*R[E^((-7*Pi)/3)]^2)-(-1+3*R[E^((-7*Pi)/3)]^5)/(3*R[E^((-7*Pi)/3)]^2*(-1+18*R[E^((-7*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/3)]^5+11*R[E^((-7*Pi)/3)]^10+R[E^((-7*Pi)/3)]^15])^(1/3))+(-1+18*R[E^((-7*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/3)]^5+11*R[E^((-7*Pi)/3)]^10+R[E^((-7*Pi)/3)]^15])^(1/3)/(3*R[E^((-7*Pi)/3)]^2),R[E^((-8*Pi)/7)]->-R[E^((-4*Pi)/7)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-4*Pi)/7)]-R[E^((-4*Pi)/7)]^6))/(6*R[E^((-4*Pi)/7)]*(-18*R[E^((-4*Pi)/7)]^4-R[E^((-4*Pi)/7)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/7)]^3+11*R[E^((-4*Pi)/7)]^8+R[E^((-4*Pi)/7)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-4*Pi)/7)]^4-R[E^((-4*Pi)/7)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/7)]^3+11*R[E^((-4*Pi)/7)]^8+R[E^((-4*Pi)/7)]^13])^(1/3))/(6*R[E^((-4*Pi)/7)]),R[E^(-Pi)]->((-1+5^(1/4))*(3+Sqrt[5])*((1-5^(1/4))*(3+5^(1/4))+Sqrt[10+2*Sqrt[5]]))/8,R[E^((-8*Pi)/9)]->-R[E^((-4*Pi)/9)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-4*Pi)/9)]-R[E^((-4*Pi)/9)]^6))/(6*R[E^((-4*Pi)/9)]*(-18*R[E^((-4*Pi)/9)]^4-R[E^((-4*Pi)/9)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/9)]^3+11*R[E^((-4*Pi)/9)]^8+R[E^((-4*Pi)/9)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-4*Pi)/9)]^4-R[E^((-4*Pi)/9)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/9)]^3+11*R[E^((-4*Pi)/9)]^8+R[E^((-4*Pi)/9)]^13])^(1/3))/(6*R[E^((-4*Pi)/9)]),R[E^((-4*Pi)/5)]->(2-(1+Sqrt[5])*R[E^(-5*Pi)])/(1+Sqrt[5]+2*R[E^(-5*Pi)]),R[E^((-7*Pi)/10)]->-1/(3*R[E^((-7*Pi)/5)]^2)-(-1+3*R[E^((-7*Pi)/5)]^5)/(3*R[E^((-7*Pi)/5)]^2*(-1+18*R[E^((-7*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/5)]^5+11*R[E^((-7*Pi)/5)]^10+R[E^((-7*Pi)/5)]^15])^(1/3))+(-1+18*R[E^((-7*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^((-7*Pi)/5)]^5+11*R[E^((-7*Pi)/5)]^10+R[E^((-7*Pi)/5)]^15])^(1/3)/(3*R[E^((-7*Pi)/5)]^2),R[E^((-2*Pi)/3)]->(-19-15*Sqrt[3]-11*Sqrt[5]-5*Sqrt[15]+Sqrt[2]*15^(1/4)*(5+5*Sqrt[3]+4*Sqrt[5]+2*Sqrt[15]))/8+Sqrt[1+(19+15*Sqrt[3]+11*Sqrt[5]+5*Sqrt[15]-Sqrt[2]*15^(1/4)*(5+5*Sqrt[3]+4*Sqrt[5]+2*Sqrt[15]))^2/64],R[E^((-2*Pi)/3)]->-S[E^(-Pi/3)]^2/3-(3*S[E^(-Pi/3)]-S[E^(-Pi/3)]^6)/(3*S[E^(-Pi/3)]*(18*S[E^(-Pi/3)]^4-S[E^(-Pi/3)]^9+3*Sqrt[3]*Sqrt[S[E^(-Pi/3)]^3+11*S[E^(-Pi/3)]^8-S[E^(-Pi/3)]^13])^(1/3))+(18*S[E^(-Pi/3)]^4-S[E^(-Pi/3)]^9+3*Sqrt[3]*Sqrt[S[E^(-Pi/3)]^3+11*S[E^(-Pi/3)]^8-S[E^(-Pi/3)]^13])^(1/3)/(3*S[E^(-Pi/3)]),R[E^((-3*Pi)/5)]->R[E^(-Pi/5)]^3/4-Sqrt[2*R[E^(-Pi/5)]+R[E^(-Pi/5)]^6/4+(1-11*R[E^(-Pi/5)]^5-R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(2/3)]/2+Sqrt[4*R[E^(-Pi/5)]+R[E^(-Pi/5)]^6/2-(1-11*R[E^(-Pi/5)]^5-R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(2/3)-(-8/R[E^(-Pi/5)]+12*R[E^(-Pi/5)]^4+R[E^(-Pi/5)]^9)/(4*Sqrt[2*R[E^(-Pi/5)]+R[E^(-Pi/5)]^6/4+(1-11*R[E^(-Pi/5)]^5-R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(2/3)])]/2,R[E^((-4*Pi)/7)]->(2-R[E^(-7*Pi)]-Sqrt[5]*R[E^(-7*Pi)])/(1+Sqrt[5]+2*R[E^(-7*Pi)]),R[E^(-Pi/2)]->(-1-(Sqrt[5]*(-2+Sqrt[2]*5^(1/4))*(-17+11*5^(1/4)-7*Sqrt[5]+5*5^(3/4)))/4)/2+Sqrt[1+(1+(Sqrt[5]*(-2+Sqrt[2]*5^(1/4))*(-17+11*5^(1/4)-7*Sqrt[5]+5*5^(3/4)))/4)^2/4],R[E^((-12*Pi)/25)]->-R[E^((-6*Pi)/25)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-6*Pi)/25)]-R[E^((-6*Pi)/25)]^6))/(6*R[E^((-6*Pi)/25)]*(-18*R[E^((-6*Pi)/25)]^4-R[E^((-6*Pi)/25)]^9+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/25)]^3+11*R[E^((-6*Pi)/25)]^8+R[E^((-6*Pi)/25)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-6*Pi)/25)]^4-R[E^((-6*Pi)/25)]^9+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/25)]^3+11*R[E^((-6*Pi)/25)]^8+R[E^((-6*Pi)/25)]^13])^(1/3))/(6*R[E^((-6*Pi)/25)]),R[E^((-4*Pi)/9)]->(2-(1+Sqrt[5])*R[E^(-9*Pi)])/(1+Sqrt[5]+2*R[E^(-9*Pi)]),R[E^((-2*Pi)/5)]->((-9-Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])/2)^(1/5),R[E^(-Pi/3)]->-1/(3*R[E^((-2*Pi)/3)]^2)-(-1+3*R[E^((-2*Pi)/3)]^5)/(3*R[E^((-2*Pi)/3)]^2*(-1+18*R[E^((-2*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/3)]^5+11*R[E^((-2*Pi)/3)]^10+R[E^((-2*Pi)/3)]^15])^(1/3))+(-1+18*R[E^((-2*Pi)/3)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/3)]^5+11*R[E^((-2*Pi)/3)]^10+R[E^((-2*Pi)/3)]^15])^(1/3)/(3*R[E^((-2*Pi)/3)]^2),R[E^((-3*Pi)/10)]->-1/(3*R[E^((-3*Pi)/5)]^2)-(-1+3*R[E^((-3*Pi)/5)]^5)/(3*R[E^((-3*Pi)/5)]^2*(-1+18*R[E^((-3*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^((-3*Pi)/5)]^5+11*R[E^((-3*Pi)/5)]^10+R[E^((-3*Pi)/5)]^15])^(1/3))+(-1+18*R[E^((-3*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^((-3*Pi)/5)]^5+11*R[E^((-3*Pi)/5)]^10+R[E^((-3*Pi)/5)]^15])^(1/3)/(3*R[E^((-3*Pi)/5)]^2),R[E^((-2*Pi)/7)]->-1/(3*R[E^((-4*Pi)/7)]^2)-(-1+3*R[E^((-4*Pi)/7)]^5)/(3*R[E^((-4*Pi)/7)]^2*(-1+18*R[E^((-4*Pi)/7)]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/7)]^5+11*R[E^((-4*Pi)/7)]^10+R[E^((-4*Pi)/7)]^15])^(1/3))+(-1+18*R[E^((-4*Pi)/7)]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/7)]^5+11*R[E^((-4*Pi)/7)]^10+R[E^((-4*Pi)/7)]^15])^(1/3)/(3*R[E^((-4*Pi)/7)]^2),R[E^((-4*Pi)/15)]->-R[E^((-2*Pi)/15)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-2*Pi)/15)]-R[E^((-2*Pi)/15)]^6))/(6*R[E^((-2*Pi)/15)]*(-18*R[E^((-2*Pi)/15)]^4-R[E^((-2*Pi)/15)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/15)]^3+11*R[E^((-2*Pi)/15)]^8+R[E^((-2*Pi)/15)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-2*Pi)/15)]^4-R[E^((-2*Pi)/15)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/15)]^3+11*R[E^((-2*Pi)/15)]^8+R[E^((-2*Pi)/15)]^13])^(1/3))/(6*R[E^((-2*Pi)/15)]),R[E^(-Pi/4)]->(2-(1+Sqrt[5])*R[E^(-16*Pi)])/(1+Sqrt[5]+2*R[E^(-16*Pi)]),R[E^((-6*Pi)/25)]->R[E^((-2*Pi)/25)]^3/4-Sqrt[2*R[E^((-2*Pi)/25)]+R[E^((-2*Pi)/25)]^6/4+(1-11*R[E^((-2*Pi)/25)]^5-R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(2/3)]/2+Sqrt[4*R[E^((-2*Pi)/25)]+R[E^((-2*Pi)/25)]^6/2-(1-11*R[E^((-2*Pi)/25)]^5-R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(2/3)-(-8/R[E^((-2*Pi)/25)]+12*R[E^((-2*Pi)/25)]^4+R[E^((-2*Pi)/25)]^9)/(4*Sqrt[2*R[E^((-2*Pi)/25)]+R[E^((-2*Pi)/25)]^6/4+(1-11*R[E^((-2*Pi)/25)]^5-R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(2/3)])]/2,R[E^((-8*Pi)/35)]->-R[E^((-4*Pi)/35)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-4*Pi)/35)]-R[E^((-4*Pi)/35)]^6))/(6*R[E^((-4*Pi)/35)]*(-18*R[E^((-4*Pi)/35)]^4-R[E^((-4*Pi)/35)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/35)]^3+11*R[E^((-4*Pi)/35)]^8+R[E^((-4*Pi)/35)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-4*Pi)/35)]^4-R[E^((-4*Pi)/35)]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/35)]^3+11*R[E^((-4*Pi)/35)]^8+R[E^((-4*Pi)/35)]^13])^(1/3))/(6*R[E^((-4*Pi)/35)]),R[E^((-2*Pi)/9)]->-R[E^(-Pi/9)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-Pi/9)]-R[E^(-Pi/9)]^6))/(6*R[E^(-Pi/9)]*(-18*R[E^(-Pi/9)]^4-R[E^(-Pi/9)]^9+3*Sqrt[3]*Sqrt[-R[E^(-Pi/9)]^3+11*R[E^(-Pi/9)]^8+R[E^(-Pi/9)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-Pi/9)]^4-R[E^(-Pi/9)]^9+3*Sqrt[3]*Sqrt[-R[E^(-Pi/9)]^3+11*R[E^(-Pi/9)]^8+R[E^(-Pi/9)]^13])^(1/3))/(6*R[E^(-Pi/9)]),R[E^(-Pi/5)]->(-9*(1+Sqrt[5])+Sqrt[-70+54*Sqrt[5]]+6*Sqrt[12+6*Sqrt[5]-Sqrt[30+46*Sqrt[5]]])^(1/5)/2^(2/5),R[E^(-Pi/6)]->-1/(4*R[E^(-Pi/2)]^3)+Sqrt[1/(4*R[E^(-Pi/2)]^6)-2/R[E^(-Pi/2)]+(-1+11*R[E^(-Pi/2)]^5+R[E^(-Pi/2)]^10)^(1/3)/R[E^(-Pi/2)]^(8/3)]/2+Sqrt[1/(2*R[E^(-Pi/2)]^6)-4/R[E^(-Pi/2)]-(-1+11*R[E^(-Pi/2)]^5+R[E^(-Pi/2)]^10)^(1/3)/R[E^(-Pi/2)]^(8/3)+(-R[E^(-Pi/2)]^(-9)+12/R[E^(-Pi/2)]^4+8*R[E^(-Pi/2)])/(4*Sqrt[1/(4*R[E^(-Pi/2)]^6)-2/R[E^(-Pi/2)]+(-1+11*R[E^(-Pi/2)]^5+R[E^(-Pi/2)]^10)^(1/3)/R[E^(-Pi/2)]^(8/3)])]/2,R[E^((-4*Pi)/25)]->-R[E^((-2*Pi)/25)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-2*Pi)/25)]-R[E^((-2*Pi)/25)]^6))/(6*R[E^((-2*Pi)/25)]*(-18*R[E^((-2*Pi)/25)]^4-R[E^((-2*Pi)/25)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/25)]^3+11*R[E^((-2*Pi)/25)]^8+R[E^((-2*Pi)/25)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-2*Pi)/25)]^4-R[E^((-2*Pi)/25)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/25)]^3+11*R[E^((-2*Pi)/25)]^8+R[E^((-2*Pi)/25)]^13])^(1/3))/(6*R[E^((-2*Pi)/25)]),R[E^(-Pi/7)]->-1/(3*R[E^((-2*Pi)/7)]^2)-(-1+3*R[E^((-2*Pi)/7)]^5)/(3*R[E^((-2*Pi)/7)]^2*(-1+18*R[E^((-2*Pi)/7)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/7)]^5+11*R[E^((-2*Pi)/7)]^10+R[E^((-2*Pi)/7)]^15])^(1/3))+(-1+18*R[E^((-2*Pi)/7)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/7)]^5+11*R[E^((-2*Pi)/7)]^10+R[E^((-2*Pi)/7)]^15])^(1/3)/(3*R[E^((-2*Pi)/7)]^2),R[E^((-2*Pi)/15)]->(((1+Sqrt[5])^5/32+R[E^(-6*Pi)]^5)^(-1)-(11*R[E^(-6*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-6*Pi)]^5))-(5*Sqrt[5]*R[E^(-6*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-6*Pi)]^5)))^(1/5),R[E^((-2*Pi)/15)]->(R[E^((-2*Pi)/3)]/(1+3*R[E^((-2*Pi)/3)]+4*R[E^((-2*Pi)/3)]^2+2*R[E^((-2*Pi)/3)]^3+R[E^((-2*Pi)/3)]^4)-(2*R[E^((-2*Pi)/3)]^2)/(1+3*R[E^((-2*Pi)/3)]+4*R[E^((-2*Pi)/3)]^2+2*R[E^((-2*Pi)/3)]^3+R[E^((-2*Pi)/3)]^4)+(4*R[E^((-2*Pi)/3)]^3)/(1+3*R[E^((-2*Pi)/3)]+4*R[E^((-2*Pi)/3)]^2+2*R[E^((-2*Pi)/3)]^3+R[E^((-2*Pi)/3)]^4)-(3*R[E^((-2*Pi)/3)]^4)/(1+3*R[E^((-2*Pi)/3)]+4*R[E^((-2*Pi)/3)]^2+2*R[E^((-2*Pi)/3)]^3+R[E^((-2*Pi)/3)]^4)+R[E^((-2*Pi)/3)]^5/(1+3*R[E^((-2*Pi)/3)]+4*R[E^((-2*Pi)/3)]^2+2*R[E^((-2*Pi)/3)]^3+R[E^((-2*Pi)/3)]^4))^(1/5),R[E^((-2*Pi)/15)]->-1/(4*R[E^((-2*Pi)/5)]^3)+Sqrt[1/(4*R[E^((-2*Pi)/5)]^6)-2/R[E^((-2*Pi)/5)]+(-1+11*R[E^((-2*Pi)/5)]^5+R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(8/3)]/2+Sqrt[1/(2*R[E^((-2*Pi)/5)]^6)-4/R[E^((-2*Pi)/5)]-(-1+11*R[E^((-2*Pi)/5)]^5+R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(8/3)+(-R[E^((-2*Pi)/5)]^(-9)+12/R[E^((-2*Pi)/5)]^4+8*R[E^((-2*Pi)/5)])/(4*Sqrt[1/(4*R[E^((-2*Pi)/5)]^6)-2/R[E^((-2*Pi)/5)]+(-1+11*R[E^((-2*Pi)/5)]^5+R[E^((-2*Pi)/5)]^10)^(1/3)/R[E^((-2*Pi)/5)]^(8/3)])]/2,R[E^(-Pi/8)]->-1/(3*R[E^(-Pi/4)]^2)-(-1+3*R[E^(-Pi/4)]^5)/(3*R[E^(-Pi/4)]^2*(-1+18*R[E^(-Pi/4)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/4)]^5+11*R[E^(-Pi/4)]^10+R[E^(-Pi/4)]^15])^(1/3))+(-1+18*R[E^(-Pi/4)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/4)]^5+11*R[E^(-Pi/4)]^10+R[E^(-Pi/4)]^15])^(1/3)/(3*R[E^(-Pi/4)]^2),R[E^((-3*Pi)/25)]->-1/(3*R[E^((-6*Pi)/25)]^2)-(-1+3*R[E^((-6*Pi)/25)]^5)/(3*R[E^((-6*Pi)/25)]^2*(-1+18*R[E^((-6*Pi)/25)]^5+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/25)]^5+11*R[E^((-6*Pi)/25)]^10+R[E^((-6*Pi)/25)]^15])^(1/3))+(-1+18*R[E^((-6*Pi)/25)]^5+3*Sqrt[3]*Sqrt[-R[E^((-6*Pi)/25)]^5+11*R[E^((-6*Pi)/25)]^10+R[E^((-6*Pi)/25)]^15])^(1/3)/(3*R[E^((-6*Pi)/25)]^2),R[E^((-4*Pi)/35)]->(((1+Sqrt[5])^5/32+R[E^(-7*Pi)]^5)^(-1)-(11*R[E^(-7*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-7*Pi)]^5))-(5*Sqrt[5]*R[E^(-7*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-7*Pi)]^5)))^(1/5),R[E^(-Pi/9)]->-1/(4*R[E^(-Pi/3)]^3)+Sqrt[1/(4*R[E^(-Pi/3)]^6)-2/R[E^(-Pi/3)]+(-1+11*R[E^(-Pi/3)]^5+R[E^(-Pi/3)]^10)^(1/3)/R[E^(-Pi/3)]^(8/3)]/2+Sqrt[1/(2*R[E^(-Pi/3)]^6)-4/R[E^(-Pi/3)]-(-1+11*R[E^(-Pi/3)]^5+R[E^(-Pi/3)]^10)^(1/3)/R[E^(-Pi/3)]^(8/3)+(-R[E^(-Pi/3)]^(-9)+12/R[E^(-Pi/3)]^4+8*R[E^(-Pi/3)])/(4*Sqrt[1/(4*R[E^(-Pi/3)]^6)-2/R[E^(-Pi/3)]+(-1+11*R[E^(-Pi/3)]^5+R[E^(-Pi/3)]^10)^(1/3)/R[E^(-Pi/3)]^(8/3)])]/2,R[E^(-Pi/10)]->-1/(3*R[E^(-Pi/5)]^2)-(-1+3*R[E^(-Pi/5)]^5)/(3*R[E^(-Pi/5)]^2*(-1+18*R[E^(-Pi/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/5)]^5+11*R[E^(-Pi/5)]^10+R[E^(-Pi/5)]^15])^(1/3))+(-1+18*R[E^(-Pi/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/5)]^5+11*R[E^(-Pi/5)]^10+R[E^(-Pi/5)]^15])^(1/3)/(3*R[E^(-Pi/5)]^2),R[E^(-Pi/12)]->-1/(3*R[E^(-Pi/6)]^2)-(-1+3*R[E^(-Pi/6)]^5)/(3*R[E^(-Pi/6)]^2*(-1+18*R[E^(-Pi/6)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/6)]^5+11*R[E^(-Pi/6)]^10+R[E^(-Pi/6)]^15])^(1/3))+(-1+18*R[E^(-Pi/6)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/6)]^5+11*R[E^(-Pi/6)]^10+R[E^(-Pi/6)]^15])^(1/3)/(3*R[E^(-Pi/6)]^2),R[E^((-2*Pi)/25)]->((2+Sqrt[5])*(-704*(-2+Sqrt[5])-(2+2^(4/5)*(-9-Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5)-2^(4/5)*(9+Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5))^6+Sqrt[8000*(-1+Sqrt[5])^6+1408*(-2+Sqrt[5])*(2+2^(4/5)*(-9-Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5)-2^(4/5)*(9+Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5))^6+(2+2^(4/5)*(-9-Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5)-2^(4/5)*(9+Sqrt[5]+3*Sqrt[2*(5+Sqrt[5])])^(1/5))^12]))^(1/5)/(2*2^(2/5)),R[E^(-Pi/14)]->-1/(3*R[E^(-Pi/7)]^2)-(-1+3*R[E^(-Pi/7)]^5)/(3*R[E^(-Pi/7)]^2*(-1+18*R[E^(-Pi/7)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/7)]^5+11*R[E^(-Pi/7)]^10+R[E^(-Pi/7)]^15])^(1/3))+(-1+18*R[E^(-Pi/7)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/7)]^5+11*R[E^(-Pi/7)]^10+R[E^(-Pi/7)]^15])^(1/3)/(3*R[E^(-Pi/7)]^2),R[E^(-Pi/15)]->-1/(4*R[E^(-Pi/5)]^3)+Sqrt[1/(4*R[E^(-Pi/5)]^6)-2/R[E^(-Pi/5)]+(-1+11*R[E^(-Pi/5)]^5+R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(8/3)]/2+Sqrt[1/(2*R[E^(-Pi/5)]^6)-4/R[E^(-Pi/5)]-(-1+11*R[E^(-Pi/5)]^5+R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(8/3)+(-R[E^(-Pi/5)]^(-9)+12/R[E^(-Pi/5)]^4+8*R[E^(-Pi/5)])/(4*Sqrt[1/(4*R[E^(-Pi/5)]^6)-2/R[E^(-Pi/5)]+(-1+11*R[E^(-Pi/5)]^5+R[E^(-Pi/5)]^10)^(1/3)/R[E^(-Pi/5)]^(8/3)])]/2,R[E^(-Pi/16)]->-1/(3*R[E^(-Pi/8)]^2)-(-1+3*R[E^(-Pi/8)]^5)/(3*R[E^(-Pi/8)]^2*(-1+18*R[E^(-Pi/8)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/8)]^5+11*R[E^(-Pi/8)]^10+R[E^(-Pi/8)]^15])^(1/3))+(-1+18*R[E^(-Pi/8)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/8)]^5+11*R[E^(-Pi/8)]^10+R[E^(-Pi/8)]^15])^(1/3)/(3*R[E^(-Pi/8)]^2),R[E^((-2*Pi)/35)]->-1/(3*R[E^((-4*Pi)/35)]^2)-(-1+3*R[E^((-4*Pi)/35)]^5)/(3*R[E^((-4*Pi)/35)]^2*(-1+18*R[E^((-4*Pi)/35)]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/35)]^5+11*R[E^((-4*Pi)/35)]^10+R[E^((-4*Pi)/35)]^15])^(1/3))+(-1+18*R[E^((-4*Pi)/35)]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/35)]^5+11*R[E^((-4*Pi)/35)]^10+R[E^((-4*Pi)/35)]^15])^(1/3)/(3*R[E^((-4*Pi)/35)]^2),R[E^(-Pi/18)]->-1/(3*R[E^(-Pi/9)]^2)-(-1+3*R[E^(-Pi/9)]^5)/(3*R[E^(-Pi/9)]^2*(-1+18*R[E^(-Pi/9)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/9)]^5+11*R[E^(-Pi/9)]^10+R[E^(-Pi/9)]^15])^(1/3))+(-1+18*R[E^(-Pi/9)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/9)]^5+11*R[E^(-Pi/9)]^10+R[E^(-Pi/9)]^15])^(1/3)/(3*R[E^(-Pi/9)]^2),R[E^((-4*Pi)/75)]->-R[E^((-2*Pi)/75)]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-2*Pi)/75)]-R[E^((-2*Pi)/75)]^6))/(6*R[E^((-2*Pi)/75)]*(-18*R[E^((-2*Pi)/75)]^4-R[E^((-2*Pi)/75)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/75)]^3+11*R[E^((-2*Pi)/75)]^8+R[E^((-2*Pi)/75)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-2*Pi)/75)]^4-R[E^((-2*Pi)/75)]^9+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/75)]^3+11*R[E^((-2*Pi)/75)]^8+R[E^((-2*Pi)/75)]^13])^(1/3))/(6*R[E^((-2*Pi)/75)]),R[E^(-Pi/20)]->(((1+Sqrt[5])^5/32+R[E^(-16*Pi)]^5)^(-1)-(11*R[E^(-16*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-16*Pi)]^5))-(5*Sqrt[5]*R[E^(-16*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-16*Pi)]^5)))^(1/5),R[E^(-Pi/25)]->(((1+Sqrt[5])^5/32+R[E^(-20*Pi)]^5)^(-1)-(11*R[E^(-20*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-20*Pi)]^5))-(5*Sqrt[5]*R[E^(-20*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-20*Pi)]^5)))^(1/5),R[E^(-Pi/25)]->(R[E^(-Pi/5)]/(1+3*R[E^(-Pi/5)]+4*R[E^(-Pi/5)]^2+2*R[E^(-Pi/5)]^3+R[E^(-Pi/5)]^4)-(2*R[E^(-Pi/5)]^2)/(1+3*R[E^(-Pi/5)]+4*R[E^(-Pi/5)]^2+2*R[E^(-Pi/5)]^3+R[E^(-Pi/5)]^4)+(4*R[E^(-Pi/5)]^3)/(1+3*R[E^(-Pi/5)]+4*R[E^(-Pi/5)]^2+2*R[E^(-Pi/5)]^3+R[E^(-Pi/5)]^4)-(3*R[E^(-Pi/5)]^4)/(1+3*R[E^(-Pi/5)]+4*R[E^(-Pi/5)]^2+2*R[E^(-Pi/5)]^3+R[E^(-Pi/5)]^4)+R[E^(-Pi/5)]^5/(1+3*R[E^(-Pi/5)]+4*R[E^(-Pi/5)]^2+2*R[E^(-Pi/5)]^3+R[E^(-Pi/5)]^4))^(1/5),R[E^(-Pi/25)]->-1/(3*R[E^((-2*Pi)/25)]^2)-(-1+3*R[E^((-2*Pi)/25)]^5)/(3*R[E^((-2*Pi)/25)]^2*(-1+18*R[E^((-2*Pi)/25)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/25)]^5+11*R[E^((-2*Pi)/25)]^10+R[E^((-2*Pi)/25)]^15])^(1/3))+(-1+18*R[E^((-2*Pi)/25)]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/25)]^5+11*R[E^((-2*Pi)/25)]^10+R[E^((-2*Pi)/25)]^15])^(1/3)/(3*R[E^((-2*Pi)/25)]^2),R[E^(-Pi/30)]->-1/(3*R[E^(-Pi/15)]^2)-(-1+3*R[E^(-Pi/15)]^5)/(3*R[E^(-Pi/15)]^2*(-1+18*R[E^(-Pi/15)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/15)]^5+11*R[E^(-Pi/15)]^10+R[E^(-Pi/15)]^15])^(1/3))+(-1+18*R[E^(-Pi/15)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/15)]^5+11*R[E^(-Pi/15)]^10+R[E^(-Pi/15)]^15])^(1/3)/(3*R[E^(-Pi/15)]^2),R[E^((-2*Pi)/75)]->-1/(4*R[E^((-2*Pi)/25)]^3)+Sqrt[1/(4*R[E^((-2*Pi)/25)]^6)-2/R[E^((-2*Pi)/25)]+(-1+11*R[E^((-2*Pi)/25)]^5+R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(8/3)]/2+Sqrt[1/(2*R[E^((-2*Pi)/25)]^6)-4/R[E^((-2*Pi)/25)]-(-1+11*R[E^((-2*Pi)/25)]^5+R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(8/3)+(-R[E^((-2*Pi)/25)]^(-9)+12/R[E^((-2*Pi)/25)]^4+8*R[E^((-2*Pi)/25)])/(4*Sqrt[1/(4*R[E^((-2*Pi)/25)]^6)-2/R[E^((-2*Pi)/25)]+(-1+11*R[E^((-2*Pi)/25)]^5+R[E^((-2*Pi)/25)]^10)^(1/3)/R[E^((-2*Pi)/25)]^(8/3)])]/2,R[E^(-Pi/40)]->-1/(3*R[E^(-Pi/20)]^2)-(-1+3*R[E^(-Pi/20)]^5)/(3*R[E^(-Pi/20)]^2*(-1+18*R[E^(-Pi/20)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/20)]^5+11*R[E^(-Pi/20)]^10+R[E^(-Pi/20)]^15])^(1/3))+(-1+18*R[E^(-Pi/20)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/20)]^5+11*R[E^(-Pi/20)]^10+R[E^(-Pi/20)]^15])^(1/3)/(3*R[E^(-Pi/20)]^2),R[E^(-4*Sqrt[5/101]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[101/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[101/5]*Pi))]),R[E^(-4*Sqrt[5/89]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[89/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[89/5]*Pi))]),R[E^(-4*Sqrt[5/57]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[57/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[57/5]*Pi))]),R[E^(-4*Sqrt[5/53]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[53/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[53/5]*Pi))]),R[E^(-4*Sqrt[5/41]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[41/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[41/5]*Pi))]),R[E^(-4*Sqrt[5/39]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[39/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[39/5]*Pi))]),R[E^(-2*Sqrt[2/15]*Pi)]->-R[E^(-(Sqrt[2/15]*Pi))]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-(Sqrt[2/15]*Pi))]-R[E^(-(Sqrt[2/15]*Pi))]^6))/(6*R[E^(-(Sqrt[2/15]*Pi))]*(-18*R[E^(-(Sqrt[2/15]*Pi))]^4-R[E^(-(Sqrt[2/15]*Pi))]^9+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2/15]*Pi))]^3+11*R[E^(-(Sqrt[2/15]*Pi))]^8+R[E^(-(Sqrt[2/15]*Pi))]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-(Sqrt[2/15]*Pi))]^4-R[E^(-(Sqrt[2/15]*Pi))]^9+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2/15]*Pi))]^3+11*R[E^(-(Sqrt[2/15]*Pi))]^8+R[E^(-(Sqrt[2/15]*Pi))]^13])^(1/3))/(6*R[E^(-(Sqrt[2/15]*Pi))]),R[E^(-(Sqrt[2/15]*Pi))]->(2/(50*Sqrt[47+21*Sqrt[5]]-3*(87+35*Sqrt[5])+Sqrt[30*(8025-5670*Sqrt[2]+3577*Sqrt[5]-2530*Sqrt[10])]))^(-1/5),R[E^(-(Sqrt[2/15]*Pi)/3)]->-1/(4*R[E^(-(Sqrt[2/15]*Pi))]^3)+Sqrt[1/(4*R[E^(-(Sqrt[2/15]*Pi))]^6)-2/R[E^(-(Sqrt[2/15]*Pi))]+(-1+11*R[E^(-(Sqrt[2/15]*Pi))]^5+R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Sqrt[2/15]*Pi))]^6)-4/R[E^(-(Sqrt[2/15]*Pi))]-(-1+11*R[E^(-(Sqrt[2/15]*Pi))]^5+R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(8/3)+(-R[E^(-(Sqrt[2/15]*Pi))]^(-9)+12/R[E^(-(Sqrt[2/15]*Pi))]^4+8*R[E^(-(Sqrt[2/15]*Pi))])/(4*Sqrt[1/(4*R[E^(-(Sqrt[2/15]*Pi))]^6)-2/R[E^(-(Sqrt[2/15]*Pi))]+(-1+11*R[E^(-(Sqrt[2/15]*Pi))]^5+R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(8/3)])]/2,R[E^(-(Sqrt[2/15]*Pi)/5)]->(R[E^(-(Sqrt[2/15]*Pi))]/(1+3*R[E^(-(Sqrt[2/15]*Pi))]+4*R[E^(-(Sqrt[2/15]*Pi))]^2+2*R[E^(-(Sqrt[2/15]*Pi))]^3+R[E^(-(Sqrt[2/15]*Pi))]^4)-(2*R[E^(-(Sqrt[2/15]*Pi))]^2)/(1+3*R[E^(-(Sqrt[2/15]*Pi))]+4*R[E^(-(Sqrt[2/15]*Pi))]^2+2*R[E^(-(Sqrt[2/15]*Pi))]^3+R[E^(-(Sqrt[2/15]*Pi))]^4)+(4*R[E^(-(Sqrt[2/15]*Pi))]^3)/(1+3*R[E^(-(Sqrt[2/15]*Pi))]+4*R[E^(-(Sqrt[2/15]*Pi))]^2+2*R[E^(-(Sqrt[2/15]*Pi))]^3+R[E^(-(Sqrt[2/15]*Pi))]^4)-(3*R[E^(-(Sqrt[2/15]*Pi))]^4)/(1+3*R[E^(-(Sqrt[2/15]*Pi))]+4*R[E^(-(Sqrt[2/15]*Pi))]^2+2*R[E^(-(Sqrt[2/15]*Pi))]^3+R[E^(-(Sqrt[2/15]*Pi))]^4)+R[E^(-(Sqrt[2/15]*Pi))]^5/(1+3*R[E^(-(Sqrt[2/15]*Pi))]+4*R[E^(-(Sqrt[2/15]*Pi))]^2+2*R[E^(-(Sqrt[2/15]*Pi))]^3+R[E^(-(Sqrt[2/15]*Pi))]^4))^(1/5),R[E^(-4*Sqrt[5/29]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[29/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[29/5]*Pi))]),R[E^(-4*Sqrt[5/23]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[23/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[23/5]*Pi))]),R[E^(-2*Sqrt[5/17]*Pi)]->(2-R[E^(-2*Sqrt[17/5]*Pi)]-Sqrt[5]*R[E^(-2*Sqrt[17/5]*Pi)])/(1+Sqrt[5]+2*R[E^(-2*Sqrt[17/5]*Pi)]),R[E^(-4*Sqrt[5/13]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[13/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[13/5]*Pi))]),R[E^(-(Sqrt[5/13]*Pi))]->(2-R[E^(-4*Sqrt[13/5]*Pi)]-Sqrt[5]*R[E^(-4*Sqrt[13/5]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[13/5]*Pi)]),R[E^(-12*Sqrt[2/5]*Pi)]->R[E^(-4*Sqrt[2/5]*Pi)]^3/4-Sqrt[2*R[E^(-4*Sqrt[2/5]*Pi)]+R[E^(-4*Sqrt[2/5]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[2/5]*Pi)]^5-R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-4*Sqrt[2/5]*Pi)]+R[E^(-4*Sqrt[2/5]*Pi)]^6/2-(1-11*R[E^(-4*Sqrt[2/5]*Pi)]^5-R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(2/3)-(-8/R[E^(-4*Sqrt[2/5]*Pi)]+12*R[E^(-4*Sqrt[2/5]*Pi)]^4+R[E^(-4*Sqrt[2/5]*Pi)]^9)/(4*Sqrt[2*R[E^(-4*Sqrt[2/5]*Pi)]+R[E^(-4*Sqrt[2/5]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[2/5]*Pi)]^5-R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(2/3)])]/2,R[E^(-8*Sqrt[2/5]*Pi)]->-R[E^(-4*Sqrt[2/5]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[2/5]*Pi)]-R[E^(-4*Sqrt[2/5]*Pi)]^6))/(6*R[E^(-4*Sqrt[2/5]*Pi)]*(-18*R[E^(-4*Sqrt[2/5]*Pi)]^4-R[E^(-4*Sqrt[2/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[2/5]*Pi)]^3+11*R[E^(-4*Sqrt[2/5]*Pi)]^8+R[E^(-4*Sqrt[2/5]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[2/5]*Pi)]^4-R[E^(-4*Sqrt[2/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[2/5]*Pi)]^3+11*R[E^(-4*Sqrt[2/5]*Pi)]^8+R[E^(-4*Sqrt[2/5]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[2/5]*Pi)]),R[E^(-6*Sqrt[2/5]*Pi)]->R[E^(-2*Sqrt[2/5]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[2/5]*Pi)]+R[E^(-2*Sqrt[2/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[2/5]*Pi)]^5-R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[2/5]*Pi)]+R[E^(-2*Sqrt[2/5]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[2/5]*Pi)]^5-R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[2/5]*Pi)]+12*R[E^(-2*Sqrt[2/5]*Pi)]^4+R[E^(-2*Sqrt[2/5]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[2/5]*Pi)]+R[E^(-2*Sqrt[2/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[2/5]*Pi)]^5-R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(2/3)])]/2,R[E^(-4*Sqrt[2/5]*Pi)]->(2/(-711-500*Sqrt[2]-315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310+15775*Sqrt[2]+9977*Sqrt[5]+7055*Sqrt[10])]))^(-1/5),R[E^(-3*Sqrt[2/5]*Pi)]->R[E^(-(Sqrt[2/5]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[2/5]*Pi))]+R[E^(-(Sqrt[2/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2/5]*Pi))]^5-R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[2/5]*Pi))]+R[E^(-(Sqrt[2/5]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[2/5]*Pi))]^5-R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[2/5]*Pi))]+12*R[E^(-(Sqrt[2/5]*Pi))]^4+R[E^(-(Sqrt[2/5]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[2/5]*Pi))]+R[E^(-(Sqrt[2/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2/5]*Pi))]^5-R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(2/3)])]/2,R[E^(-2*Sqrt[2/5]*Pi)]->(-18-5*Sqrt[5]+3*Sqrt[10*(5+2*Sqrt[5])])^(1/5),R[E^((-4*Sqrt[2/5]*Pi)/3)]->-1/(4*R[E^(-4*Sqrt[2/5]*Pi)]^3)+Sqrt[1/(4*R[E^(-4*Sqrt[2/5]*Pi)]^6)-2/R[E^(-4*Sqrt[2/5]*Pi)]+(-1+11*R[E^(-4*Sqrt[2/5]*Pi)]^5+R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-4*Sqrt[2/5]*Pi)]^6)-4/R[E^(-4*Sqrt[2/5]*Pi)]-(-1+11*R[E^(-4*Sqrt[2/5]*Pi)]^5+R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(8/3)+(-R[E^(-4*Sqrt[2/5]*Pi)]^(-9)+12/R[E^(-4*Sqrt[2/5]*Pi)]^4+8*R[E^(-4*Sqrt[2/5]*Pi)])/(4*Sqrt[1/(4*R[E^(-4*Sqrt[2/5]*Pi)]^6)-2/R[E^(-4*Sqrt[2/5]*Pi)]+(-1+11*R[E^(-4*Sqrt[2/5]*Pi)]^5+R[E^(-4*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[2/5]*Pi)]^(8/3)])]/2,R[E^(-(Sqrt[2/5]*Pi))]->(-18+5*Sqrt[5]+3*Sqrt[10*(5-2*Sqrt[5])])^(1/5),R[E^((-4*Sqrt[2/5]*Pi)/5)]->(R[E^(-4*Sqrt[2/5]*Pi)]/(1+3*R[E^(-4*Sqrt[2/5]*Pi)]+4*R[E^(-4*Sqrt[2/5]*Pi)]^2+2*R[E^(-4*Sqrt[2/5]*Pi)]^3+R[E^(-4*Sqrt[2/5]*Pi)]^4)-(2*R[E^(-4*Sqrt[2/5]*Pi)]^2)/(1+3*R[E^(-4*Sqrt[2/5]*Pi)]+4*R[E^(-4*Sqrt[2/5]*Pi)]^2+2*R[E^(-4*Sqrt[2/5]*Pi)]^3+R[E^(-4*Sqrt[2/5]*Pi)]^4)+(4*R[E^(-4*Sqrt[2/5]*Pi)]^3)/(1+3*R[E^(-4*Sqrt[2/5]*Pi)]+4*R[E^(-4*Sqrt[2/5]*Pi)]^2+2*R[E^(-4*Sqrt[2/5]*Pi)]^3+R[E^(-4*Sqrt[2/5]*Pi)]^4)-(3*R[E^(-4*Sqrt[2/5]*Pi)]^4)/(1+3*R[E^(-4*Sqrt[2/5]*Pi)]+4*R[E^(-4*Sqrt[2/5]*Pi)]^2+2*R[E^(-4*Sqrt[2/5]*Pi)]^3+R[E^(-4*Sqrt[2/5]*Pi)]^4)+R[E^(-4*Sqrt[2/5]*Pi)]^5/(1+3*R[E^(-4*Sqrt[2/5]*Pi)]+4*R[E^(-4*Sqrt[2/5]*Pi)]^2+2*R[E^(-4*Sqrt[2/5]*Pi)]^3+R[E^(-4*Sqrt[2/5]*Pi)]^4))^(1/5),R[E^((-2*Sqrt[2/5]*Pi)/3)]->-1/(4*R[E^(-2*Sqrt[2/5]*Pi)]^3)+Sqrt[1/(4*R[E^(-2*Sqrt[2/5]*Pi)]^6)-2/R[E^(-2*Sqrt[2/5]*Pi)]+(-1+11*R[E^(-2*Sqrt[2/5]*Pi)]^5+R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-2*Sqrt[2/5]*Pi)]^6)-4/R[E^(-2*Sqrt[2/5]*Pi)]-(-1+11*R[E^(-2*Sqrt[2/5]*Pi)]^5+R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(8/3)+(-R[E^(-2*Sqrt[2/5]*Pi)]^(-9)+12/R[E^(-2*Sqrt[2/5]*Pi)]^4+8*R[E^(-2*Sqrt[2/5]*Pi)])/(4*Sqrt[1/(4*R[E^(-2*Sqrt[2/5]*Pi)]^6)-2/R[E^(-2*Sqrt[2/5]*Pi)]+(-1+11*R[E^(-2*Sqrt[2/5]*Pi)]^5+R[E^(-2*Sqrt[2/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2/5]*Pi)]^(8/3)])]/2,R[E^((-2*Sqrt[2/5]*Pi)/5)]->(R[E^(-2*Sqrt[2/5]*Pi)]/(1+3*R[E^(-2*Sqrt[2/5]*Pi)]+4*R[E^(-2*Sqrt[2/5]*Pi)]^2+2*R[E^(-2*Sqrt[2/5]*Pi)]^3+R[E^(-2*Sqrt[2/5]*Pi)]^4)-(2*R[E^(-2*Sqrt[2/5]*Pi)]^2)/(1+3*R[E^(-2*Sqrt[2/5]*Pi)]+4*R[E^(-2*Sqrt[2/5]*Pi)]^2+2*R[E^(-2*Sqrt[2/5]*Pi)]^3+R[E^(-2*Sqrt[2/5]*Pi)]^4)+(4*R[E^(-2*Sqrt[2/5]*Pi)]^3)/(1+3*R[E^(-2*Sqrt[2/5]*Pi)]+4*R[E^(-2*Sqrt[2/5]*Pi)]^2+2*R[E^(-2*Sqrt[2/5]*Pi)]^3+R[E^(-2*Sqrt[2/5]*Pi)]^4)-(3*R[E^(-2*Sqrt[2/5]*Pi)]^4)/(1+3*R[E^(-2*Sqrt[2/5]*Pi)]+4*R[E^(-2*Sqrt[2/5]*Pi)]^2+2*R[E^(-2*Sqrt[2/5]*Pi)]^3+R[E^(-2*Sqrt[2/5]*Pi)]^4)+R[E^(-2*Sqrt[2/5]*Pi)]^5/(1+3*R[E^(-2*Sqrt[2/5]*Pi)]+4*R[E^(-2*Sqrt[2/5]*Pi)]^2+2*R[E^(-2*Sqrt[2/5]*Pi)]^3+R[E^(-2*Sqrt[2/5]*Pi)]^4))^(1/5),R[E^(-(Sqrt[2/5]*Pi)/3)]->-1/(4*R[E^(-(Sqrt[2/5]*Pi))]^3)+Sqrt[1/(4*R[E^(-(Sqrt[2/5]*Pi))]^6)-2/R[E^(-(Sqrt[2/5]*Pi))]+(-1+11*R[E^(-(Sqrt[2/5]*Pi))]^5+R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Sqrt[2/5]*Pi))]^6)-4/R[E^(-(Sqrt[2/5]*Pi))]-(-1+11*R[E^(-(Sqrt[2/5]*Pi))]^5+R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(8/3)+(-R[E^(-(Sqrt[2/5]*Pi))]^(-9)+12/R[E^(-(Sqrt[2/5]*Pi))]^4+8*R[E^(-(Sqrt[2/5]*Pi))])/(4*Sqrt[1/(4*R[E^(-(Sqrt[2/5]*Pi))]^6)-2/R[E^(-(Sqrt[2/5]*Pi))]+(-1+11*R[E^(-(Sqrt[2/5]*Pi))]^5+R[E^(-(Sqrt[2/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/5]*Pi))]^(8/3)])]/2,R[E^(-(Sqrt[2/5]*Pi)/5)]->(R[E^(-(Sqrt[2/5]*Pi))]/(1+3*R[E^(-(Sqrt[2/5]*Pi))]+4*R[E^(-(Sqrt[2/5]*Pi))]^2+2*R[E^(-(Sqrt[2/5]*Pi))]^3+R[E^(-(Sqrt[2/5]*Pi))]^4)-(2*R[E^(-(Sqrt[2/5]*Pi))]^2)/(1+3*R[E^(-(Sqrt[2/5]*Pi))]+4*R[E^(-(Sqrt[2/5]*Pi))]^2+2*R[E^(-(Sqrt[2/5]*Pi))]^3+R[E^(-(Sqrt[2/5]*Pi))]^4)+(4*R[E^(-(Sqrt[2/5]*Pi))]^3)/(1+3*R[E^(-(Sqrt[2/5]*Pi))]+4*R[E^(-(Sqrt[2/5]*Pi))]^2+2*R[E^(-(Sqrt[2/5]*Pi))]^3+R[E^(-(Sqrt[2/5]*Pi))]^4)-(3*R[E^(-(Sqrt[2/5]*Pi))]^4)/(1+3*R[E^(-(Sqrt[2/5]*Pi))]+4*R[E^(-(Sqrt[2/5]*Pi))]^2+2*R[E^(-(Sqrt[2/5]*Pi))]^3+R[E^(-(Sqrt[2/5]*Pi))]^4)+R[E^(-(Sqrt[2/5]*Pi))]^5/(1+3*R[E^(-(Sqrt[2/5]*Pi))]+4*R[E^(-(Sqrt[2/5]*Pi))]^2+2*R[E^(-(Sqrt[2/5]*Pi))]^3+R[E^(-(Sqrt[2/5]*Pi))]^4))^(1/5),R[E^(-8*Sqrt[5/11]*Pi)]->-R[E^(-4*Sqrt[5/11]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[5/11]*Pi)]-R[E^(-4*Sqrt[5/11]*Pi)]^6))/(6*R[E^(-4*Sqrt[5/11]*Pi)]*(-18*R[E^(-4*Sqrt[5/11]*Pi)]^4-R[E^(-4*Sqrt[5/11]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5/11]*Pi)]^3+11*R[E^(-4*Sqrt[5/11]*Pi)]^8+R[E^(-4*Sqrt[5/11]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[5/11]*Pi)]^4-R[E^(-4*Sqrt[5/11]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5/11]*Pi)]^3+11*R[E^(-4*Sqrt[5/11]*Pi)]^8+R[E^(-4*Sqrt[5/11]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[5/11]*Pi)]),R[E^(-4*Sqrt[5/11]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[11/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[11/5]*Pi))]),R[E^(-(Sqrt[5/11]*Pi))]->(2-R[E^(-4*Sqrt[11/5]*Pi)]-Sqrt[5]*R[E^(-4*Sqrt[11/5]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[11/5]*Pi)]),R[E^(-12*Sqrt[3/5]*Pi)]->R[E^(-4*Sqrt[3/5]*Pi)]^3/4-Sqrt[2*R[E^(-4*Sqrt[3/5]*Pi)]+R[E^(-4*Sqrt[3/5]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[3/5]*Pi)]^5-R[E^(-4*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[3/5]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-4*Sqrt[3/5]*Pi)]+R[E^(-4*Sqrt[3/5]*Pi)]^6/2-(1-11*R[E^(-4*Sqrt[3/5]*Pi)]^5-R[E^(-4*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[3/5]*Pi)]^(2/3)-(-8/R[E^(-4*Sqrt[3/5]*Pi)]+12*R[E^(-4*Sqrt[3/5]*Pi)]^4+R[E^(-4*Sqrt[3/5]*Pi)]^9)/(4*Sqrt[2*R[E^(-4*Sqrt[3/5]*Pi)]+R[E^(-4*Sqrt[3/5]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[3/5]*Pi)]^5-R[E^(-4*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[3/5]*Pi)]^(2/3)])]/2,R[E^(-8*Sqrt[3/5]*Pi)]->-R[E^(-4*Sqrt[3/5]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[3/5]*Pi)]-R[E^(-4*Sqrt[3/5]*Pi)]^6))/(6*R[E^(-4*Sqrt[3/5]*Pi)]*(-18*R[E^(-4*Sqrt[3/5]*Pi)]^4-R[E^(-4*Sqrt[3/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[3/5]*Pi)]^3+11*R[E^(-4*Sqrt[3/5]*Pi)]^8+R[E^(-4*Sqrt[3/5]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[3/5]*Pi)]^4-R[E^(-4*Sqrt[3/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[3/5]*Pi)]^3+11*R[E^(-4*Sqrt[3/5]*Pi)]^8+R[E^(-4*Sqrt[3/5]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[3/5]*Pi)]),R[E^(-6*Sqrt[3/5]*Pi)]->R[E^(-2*Sqrt[3/5]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[3/5]*Pi)]+R[E^(-2*Sqrt[3/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[3/5]*Pi)]^5-R[E^(-2*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3/5]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[3/5]*Pi)]+R[E^(-2*Sqrt[3/5]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[3/5]*Pi)]^5-R[E^(-2*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3/5]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[3/5]*Pi)]+12*R[E^(-2*Sqrt[3/5]*Pi)]^4+R[E^(-2*Sqrt[3/5]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[3/5]*Pi)]+R[E^(-2*Sqrt[3/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[3/5]*Pi)]^5-R[E^(-2*Sqrt[3/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3/5]*Pi)]^(2/3)])]/2,R[E^(-4*Sqrt[3/5]*Pi)]->2^(2/5)/(8472+4875*Sqrt[3]+3770*Sqrt[5]+2175*Sqrt[15]+Sqrt[30*(9503185+5486650*Sqrt[3]+4249921*Sqrt[5]+2453690*Sqrt[15])])^(1/5),R[E^(-3*Sqrt[3/5]*Pi)]->R[E^(-(Sqrt[3/5]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[3/5]*Pi))]+R[E^(-(Sqrt[3/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[3/5]*Pi))]^5-R[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3/5]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[3/5]*Pi))]+R[E^(-(Sqrt[3/5]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[3/5]*Pi))]^5-R[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3/5]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[3/5]*Pi))]+12*R[E^(-(Sqrt[3/5]*Pi))]^4+R[E^(-(Sqrt[3/5]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[3/5]*Pi))]+R[E^(-(Sqrt[3/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[3/5]*Pi))]^5-R[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3/5]*Pi))]^(2/3)])]/2,R[E^(-2*Sqrt[3/5]*Pi)]->(-147-55*Sqrt[5]+7*Sqrt[30*(25+11*Sqrt[5])])^(1/5)/2^(2/5),R[E^(-(Sqrt[3/5]*Pi))]->(-8472+4875*Sqrt[3]-3770*Sqrt[5]+2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]+4249921*Sqrt[5]-2453690*Sqrt[15])])^(1/5)/2^(2/5),R[E^((-4*Sqrt[3/5]*Pi)/5)]->(R[E^(-4*Sqrt[3/5]*Pi)]/(1+3*R[E^(-4*Sqrt[3/5]*Pi)]+4*R[E^(-4*Sqrt[3/5]*Pi)]^2+2*R[E^(-4*Sqrt[3/5]*Pi)]^3+R[E^(-4*Sqrt[3/5]*Pi)]^4)-(2*R[E^(-4*Sqrt[3/5]*Pi)]^2)/(1+3*R[E^(-4*Sqrt[3/5]*Pi)]+4*R[E^(-4*Sqrt[3/5]*Pi)]^2+2*R[E^(-4*Sqrt[3/5]*Pi)]^3+R[E^(-4*Sqrt[3/5]*Pi)]^4)+(4*R[E^(-4*Sqrt[3/5]*Pi)]^3)/(1+3*R[E^(-4*Sqrt[3/5]*Pi)]+4*R[E^(-4*Sqrt[3/5]*Pi)]^2+2*R[E^(-4*Sqrt[3/5]*Pi)]^3+R[E^(-4*Sqrt[3/5]*Pi)]^4)-(3*R[E^(-4*Sqrt[3/5]*Pi)]^4)/(1+3*R[E^(-4*Sqrt[3/5]*Pi)]+4*R[E^(-4*Sqrt[3/5]*Pi)]^2+2*R[E^(-4*Sqrt[3/5]*Pi)]^3+R[E^(-4*Sqrt[3/5]*Pi)]^4)+R[E^(-4*Sqrt[3/5]*Pi)]^5/(1+3*R[E^(-4*Sqrt[3/5]*Pi)]+4*R[E^(-4*Sqrt[3/5]*Pi)]^2+2*R[E^(-4*Sqrt[3/5]*Pi)]^3+R[E^(-4*Sqrt[3/5]*Pi)]^4))^(1/5),R[E^((-2*Sqrt[3/5]*Pi)/5)]->(R[E^(-2*Sqrt[3/5]*Pi)]/(1+3*R[E^(-2*Sqrt[3/5]*Pi)]+4*R[E^(-2*Sqrt[3/5]*Pi)]^2+2*R[E^(-2*Sqrt[3/5]*Pi)]^3+R[E^(-2*Sqrt[3/5]*Pi)]^4)-(2*R[E^(-2*Sqrt[3/5]*Pi)]^2)/(1+3*R[E^(-2*Sqrt[3/5]*Pi)]+4*R[E^(-2*Sqrt[3/5]*Pi)]^2+2*R[E^(-2*Sqrt[3/5]*Pi)]^3+R[E^(-2*Sqrt[3/5]*Pi)]^4)+(4*R[E^(-2*Sqrt[3/5]*Pi)]^3)/(1+3*R[E^(-2*Sqrt[3/5]*Pi)]+4*R[E^(-2*Sqrt[3/5]*Pi)]^2+2*R[E^(-2*Sqrt[3/5]*Pi)]^3+R[E^(-2*Sqrt[3/5]*Pi)]^4)-(3*R[E^(-2*Sqrt[3/5]*Pi)]^4)/(1+3*R[E^(-2*Sqrt[3/5]*Pi)]+4*R[E^(-2*Sqrt[3/5]*Pi)]^2+2*R[E^(-2*Sqrt[3/5]*Pi)]^3+R[E^(-2*Sqrt[3/5]*Pi)]^4)+R[E^(-2*Sqrt[3/5]*Pi)]^5/(1+3*R[E^(-2*Sqrt[3/5]*Pi)]+4*R[E^(-2*Sqrt[3/5]*Pi)]^2+2*R[E^(-2*Sqrt[3/5]*Pi)]^3+R[E^(-2*Sqrt[3/5]*Pi)]^4))^(1/5),R[E^(-(Sqrt[3/5]*Pi)/5)]->(R[E^(-(Sqrt[3/5]*Pi))]/(1+3*R[E^(-(Sqrt[3/5]*Pi))]+4*R[E^(-(Sqrt[3/5]*Pi))]^2+2*R[E^(-(Sqrt[3/5]*Pi))]^3+R[E^(-(Sqrt[3/5]*Pi))]^4)-(2*R[E^(-(Sqrt[3/5]*Pi))]^2)/(1+3*R[E^(-(Sqrt[3/5]*Pi))]+4*R[E^(-(Sqrt[3/5]*Pi))]^2+2*R[E^(-(Sqrt[3/5]*Pi))]^3+R[E^(-(Sqrt[3/5]*Pi))]^4)+(4*R[E^(-(Sqrt[3/5]*Pi))]^3)/(1+3*R[E^(-(Sqrt[3/5]*Pi))]+4*R[E^(-(Sqrt[3/5]*Pi))]^2+2*R[E^(-(Sqrt[3/5]*Pi))]^3+R[E^(-(Sqrt[3/5]*Pi))]^4)-(3*R[E^(-(Sqrt[3/5]*Pi))]^4)/(1+3*R[E^(-(Sqrt[3/5]*Pi))]+4*R[E^(-(Sqrt[3/5]*Pi))]^2+2*R[E^(-(Sqrt[3/5]*Pi))]^3+R[E^(-(Sqrt[3/5]*Pi))]^4)+R[E^(-(Sqrt[3/5]*Pi))]^5/(1+3*R[E^(-(Sqrt[3/5]*Pi))]+4*R[E^(-(Sqrt[3/5]*Pi))]^2+2*R[E^(-(Sqrt[3/5]*Pi))]^3+R[E^(-(Sqrt[3/5]*Pi))]^4))^(1/5),R[E^(-(Sqrt[3/5]*Pi)/5)]->(((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5/3]*Pi)]^5)^(-1)-(11*R[E^(-4*Sqrt[5/3]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5/3]*Pi)]^5))-(5*Sqrt[5]*R[E^(-4*Sqrt[5/3]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5/3]*Pi)]^5)))^(1/5),R[E^(-2*Sqrt[2/3]*Pi)]->-1/(4*R[E^(-2*Sqrt[6]*Pi)]^3)+Sqrt[1/(4*R[E^(-2*Sqrt[6]*Pi)]^6)-2/R[E^(-2*Sqrt[6]*Pi)]+(-1+11*R[E^(-2*Sqrt[6]*Pi)]^5+R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-2*Sqrt[6]*Pi)]^6)-4/R[E^(-2*Sqrt[6]*Pi)]-(-1+11*R[E^(-2*Sqrt[6]*Pi)]^5+R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(8/3)+(-R[E^(-2*Sqrt[6]*Pi)]^(-9)+12/R[E^(-2*Sqrt[6]*Pi)]^4+8*R[E^(-2*Sqrt[6]*Pi)])/(4*Sqrt[1/(4*R[E^(-2*Sqrt[6]*Pi)]^6)-2/R[E^(-2*Sqrt[6]*Pi)]+(-1+11*R[E^(-2*Sqrt[6]*Pi)]^5+R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(8/3)])]/2,R[E^(-(Sqrt[2/3]*Pi))]->(2-R[E^(-2*Sqrt[6]*Pi)]-Sqrt[5]*R[E^(-2*Sqrt[6]*Pi)])/(1+Sqrt[5]+2*R[E^(-2*Sqrt[6]*Pi)]),R[E^(-(Sqrt[2/3]*Pi)/5)]->(((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[6]*Pi)]^5)^(-1)-(11*R[E^(-2*Sqrt[6]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[6]*Pi)]^5))-(5*Sqrt[5]*R[E^(-2*Sqrt[6]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[6]*Pi)]^5)))^(1/5),R[E^(-4*Sqrt[5/7]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[7/5]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[7/5]*Pi))]),R[E^(-2*Sqrt[5/7]*Pi)]->(2-(1+Sqrt[5])*R[E^(-2*Sqrt[7/5]*Pi)])/(1+Sqrt[5]+2*R[E^(-2*Sqrt[7/5]*Pi)]),R[E^(-2*Sqrt[5/7]*Pi)]->-S[E^(-(Sqrt[5/7]*Pi))]^2/3-(3*S[E^(-(Sqrt[5/7]*Pi))]-S[E^(-(Sqrt[5/7]*Pi))]^6)/(3*S[E^(-(Sqrt[5/7]*Pi))]*(18*S[E^(-(Sqrt[5/7]*Pi))]^4-S[E^(-(Sqrt[5/7]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5/7]*Pi))]^3+11*S[E^(-(Sqrt[5/7]*Pi))]^8-S[E^(-(Sqrt[5/7]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[5/7]*Pi))]^4-S[E^(-(Sqrt[5/7]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5/7]*Pi))]^3+11*S[E^(-(Sqrt[5/7]*Pi))]^8-S[E^(-(Sqrt[5/7]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[5/7]*Pi))]),R[E^(-(Sqrt[5/7]*Pi))]->-1/(3*R[E^(-2*Sqrt[5/7]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[5/7]*Pi)]^5)/(3*R[E^(-2*Sqrt[5/7]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[5/7]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5/7]*Pi)]^5+11*R[E^(-2*Sqrt[5/7]*Pi)]^10+R[E^(-2*Sqrt[5/7]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[5/7]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5/7]*Pi)]^5+11*R[E^(-2*Sqrt[5/7]*Pi)]^10+R[E^(-2*Sqrt[5/7]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[5/7]*Pi)]^2),R[E^(-2*Sqrt[6/5]*Pi)]->(((1+Sqrt[5])^5/32+R[E^(-(Sqrt[2/15]*Pi))]^5)^(-1)-(11*R[E^(-(Sqrt[2/15]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[2/15]*Pi))]^5))-(5*Sqrt[5]*R[E^(-(Sqrt[2/15]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[2/15]*Pi))]^5)))^(1/5),R[E^(-(Sqrt[6/5]*Pi))]->R[E^(-(Sqrt[2/15]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[2/15]*Pi))]+R[E^(-(Sqrt[2/15]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2/15]*Pi))]^5-R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[2/15]*Pi))]+R[E^(-(Sqrt[2/15]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[2/15]*Pi))]^5-R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[2/15]*Pi))]+12*R[E^(-(Sqrt[2/15]*Pi))]^4+R[E^(-(Sqrt[2/15]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[2/15]*Pi))]+R[E^(-(Sqrt[2/15]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2/15]*Pi))]^5-R[E^(-(Sqrt[2/15]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2/15]*Pi))]^(2/3)])]/2,R[E^(-4*Sqrt[7/5]*Pi)]->Root[{-5+#1^2&,-175-70*#1+#2^2&,7+5*#1-#2+#3^5&,-54776-24360*#1+11872*#2+5440*#1*#2-1044*#2^2-420*#1*#2^2+28*#2^3+20*#1*#2^3-#2^4+#4^5&,2968+1360*#1-522*#2-210*#1*#2+21*#2^2+15*#1*#2^2-#2^3+#5^5&,-174-70*#1+14*#2+10*#1*#2-#2^2+#6^5&,7+5*#1-#2+8*#3*#7+5*#1*#3*#7-#2*#3*#7+5*#6*#7^2+10*#5*#7^3+5*#4*#7^4-6*#7^5-5*#1*#7^5+#2*#7^5+#3*#7^6&},{2,2,1,1,1,1,2}],R[E^(-2*Sqrt[7/5]*Pi)]->((-11-(5*Sqrt[5]*(3*Sqrt[5]+(54*Sqrt[5]-6*Sqrt[21])^(1/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(1/3)+Sqrt[57+(54*Sqrt[5]-6*Sqrt[21])^(2/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(2/3)+6*Sqrt[5]*((54*Sqrt[5]-6*Sqrt[21])^(1/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(1/3))])^3)/216)/2+Sqrt[1+(11+(5*Sqrt[5]*(3*Sqrt[5]+(54*Sqrt[5]-6*Sqrt[21])^(1/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(1/3)+Sqrt[57+(54*Sqrt[5]-6*Sqrt[21])^(2/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(2/3)+6*Sqrt[5]*((54*Sqrt[5]-6*Sqrt[21])^(1/3)+(6*(9*Sqrt[5]+Sqrt[21]))^(1/3))])^3)/216)^2/4])^(1/5),R[E^(-(Sqrt[7/5]*Pi))]->Root[{-7+#1^2&,-5+#2^2&,1-716708*#3+270875*#1*#3-320545*#2*#3+121150*#1*#2*#3-1626915*#3^2+615125*#1*#3^2-731510*#2*#3^2+276575*#1*#2*#3^2-1475215*#3^3+556625*#1*#3^3-596355*#2*#3^3+224975*#1*#2*#3^3+1626915*#3^4-615125*#1*#3^4+731510*#2*#3^4-276575*#1*#2*#3^4-716708*#3^5+270875*#1*#3^5-320545*#2*#3^5+121150*#1*#2*#3^5-#3^6&},{2,2,2}]^(1/5),R[E^(-8*Sqrt[5/3]*Pi)]->-R[E^(-4*Sqrt[5/3]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[5/3]*Pi)]-R[E^(-4*Sqrt[5/3]*Pi)]^6))/(6*R[E^(-4*Sqrt[5/3]*Pi)]*(-18*R[E^(-4*Sqrt[5/3]*Pi)]^4-R[E^(-4*Sqrt[5/3]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5/3]*Pi)]^3+11*R[E^(-4*Sqrt[5/3]*Pi)]^8+R[E^(-4*Sqrt[5/3]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[5/3]*Pi)]^4-R[E^(-4*Sqrt[5/3]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5/3]*Pi)]^3+11*R[E^(-4*Sqrt[5/3]*Pi)]^8+R[E^(-4*Sqrt[5/3]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[5/3]*Pi)]),R[E^(-4*Sqrt[5/3]*Pi)]->(2-((1+Sqrt[5])*(-8472+4875*Sqrt[3]-3770*Sqrt[5]+2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]+4249921*Sqrt[5]-2453690*Sqrt[15])])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-8472+4875*Sqrt[3]-3770*Sqrt[5]+2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]+4249921*Sqrt[5]-2453690*Sqrt[15])])^(1/5)),R[E^(-2*Sqrt[5/3]*Pi)]->(2-((1+Sqrt[5])*(-147-55*Sqrt[5]+7*Sqrt[750+330*Sqrt[5]])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-147-55*Sqrt[5]+7*Sqrt[750+330*Sqrt[5]])^(1/5)),R[E^(-2*Sqrt[5/3]*Pi)]->-S[E^(-(Sqrt[5/3]*Pi))]^2/3-(3*S[E^(-(Sqrt[5/3]*Pi))]-S[E^(-(Sqrt[5/3]*Pi))]^6)/(3*S[E^(-(Sqrt[5/3]*Pi))]*(18*S[E^(-(Sqrt[5/3]*Pi))]^4-S[E^(-(Sqrt[5/3]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5/3]*Pi))]^3+11*S[E^(-(Sqrt[5/3]*Pi))]^8-S[E^(-(Sqrt[5/3]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[5/3]*Pi))]^4-S[E^(-(Sqrt[5/3]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5/3]*Pi))]^3+11*S[E^(-(Sqrt[5/3]*Pi))]^8-S[E^(-(Sqrt[5/3]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[5/3]*Pi))]),R[E^((-4*Sqrt[5/3]*Pi)/3)]->-1/(4*R[E^(-4*Sqrt[5/3]*Pi)]^3)+Sqrt[1/(4*R[E^(-4*Sqrt[5/3]*Pi)]^6)-2/R[E^(-4*Sqrt[5/3]*Pi)]+(-1+11*R[E^(-4*Sqrt[5/3]*Pi)]^5+R[E^(-4*Sqrt[5/3]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[5/3]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-4*Sqrt[5/3]*Pi)]^6)-4/R[E^(-4*Sqrt[5/3]*Pi)]-(-1+11*R[E^(-4*Sqrt[5/3]*Pi)]^5+R[E^(-4*Sqrt[5/3]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[5/3]*Pi)]^(8/3)+(-R[E^(-4*Sqrt[5/3]*Pi)]^(-9)+12/R[E^(-4*Sqrt[5/3]*Pi)]^4+8*R[E^(-4*Sqrt[5/3]*Pi)])/(4*Sqrt[1/(4*R[E^(-4*Sqrt[5/3]*Pi)]^6)-2/R[E^(-4*Sqrt[5/3]*Pi)]+(-1+11*R[E^(-4*Sqrt[5/3]*Pi)]^5+R[E^(-4*Sqrt[5/3]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[5/3]*Pi)]^(8/3)])]/2,R[E^(-(Sqrt[5/3]*Pi))]->-1/(3*R[E^(-2*Sqrt[5/3]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[5/3]*Pi)]^5)/(3*R[E^(-2*Sqrt[5/3]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[5/3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5/3]*Pi)]^5+11*R[E^(-2*Sqrt[5/3]*Pi)]^10+R[E^(-2*Sqrt[5/3]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[5/3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5/3]*Pi)]^5+11*R[E^(-2*Sqrt[5/3]*Pi)]^10+R[E^(-2*Sqrt[5/3]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[5/3]*Pi)]^2),R[E^(-(Pi/Sqrt[2]))]->(2-(1+Sqrt[5])*R[E^(-4*Sqrt[2]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[2]*Pi)]),R[E^(-Pi/(2*Sqrt[2]))]->(2-(1+Sqrt[5])*R[E^(-8*Sqrt[2]*Pi)])/(1+Sqrt[5]+2*R[E^(-8*Sqrt[2]*Pi)]),R[E^(-8*Sqrt[2]*Pi)]->-R[E^(-4*Sqrt[2]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[2]*Pi)]-R[E^(-4*Sqrt[2]*Pi)]^6))/(6*R[E^(-4*Sqrt[2]*Pi)]*(-18*R[E^(-4*Sqrt[2]*Pi)]^4-R[E^(-4*Sqrt[2]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[2]*Pi)]^3+11*R[E^(-4*Sqrt[2]*Pi)]^8+R[E^(-4*Sqrt[2]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[2]*Pi)]^4-R[E^(-4*Sqrt[2]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[2]*Pi)]^3+11*R[E^(-4*Sqrt[2]*Pi)]^8+R[E^(-4*Sqrt[2]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[2]*Pi)]),R[E^(-6*Sqrt[2]*Pi)]->R[E^(-2*Sqrt[2]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[2]*Pi)]+R[E^(-2*Sqrt[2]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[2]*Pi)]^5-R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[2]*Pi)]+R[E^(-2*Sqrt[2]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[2]*Pi)]^5-R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[2]*Pi)]+12*R[E^(-2*Sqrt[2]*Pi)]^4+R[E^(-2*Sqrt[2]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[2]*Pi)]+R[E^(-2*Sqrt[2]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[2]*Pi)]^5-R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(2/3)])]/2,R[E^(-4*Sqrt[2]*Pi)]->-R[E^(-2*Sqrt[2]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-2*Sqrt[2]*Pi)]-R[E^(-2*Sqrt[2]*Pi)]^6))/(6*R[E^(-2*Sqrt[2]*Pi)]*(-18*R[E^(-2*Sqrt[2]*Pi)]^4-R[E^(-2*Sqrt[2]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[2]*Pi)]^3+11*R[E^(-2*Sqrt[2]*Pi)]^8+R[E^(-2*Sqrt[2]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-2*Sqrt[2]*Pi)]^4-R[E^(-2*Sqrt[2]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[2]*Pi)]^3+11*R[E^(-2*Sqrt[2]*Pi)]^8+R[E^(-2*Sqrt[2]*Pi)]^13])^(1/3))/(6*R[E^(-2*Sqrt[2]*Pi)]),R[E^(-3*Sqrt[2]*Pi)]->R[E^(-(Sqrt[2]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[2]*Pi))]+R[E^(-(Sqrt[2]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2]*Pi))]^5-R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[2]*Pi))]+R[E^(-(Sqrt[2]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[2]*Pi))]^5-R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[2]*Pi))]+12*R[E^(-(Sqrt[2]*Pi))]^4+R[E^(-(Sqrt[2]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[2]*Pi))]+R[E^(-(Sqrt[2]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[2]*Pi))]^5-R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(2/3)])]/2,R[E^(-2*Sqrt[2]*Pi)]->(-6-5^(2/3)*(27-3*Sqrt[6])^(1/3)-5^(2/3)*(3*(9+Sqrt[6]))^(1/3)-Sqrt[5*(-6+5^(1/3)*(27-3*Sqrt[6])^(2/3)+5^(1/3)*(3*(9+Sqrt[6]))^(2/3))])/12+Sqrt[144+(6+5^(2/3)*(27-3*Sqrt[6])^(1/3)+5^(2/3)*(3*(9+Sqrt[6]))^(1/3)+Sqrt[5*(-6+5^(1/3)*(27-3*Sqrt[6])^(2/3)+5^(1/3)*(3*(9+Sqrt[6]))^(2/3))])^2]/12,R[E^(-(Sqrt[2]*Pi))]->(-6-5^(2/3)*(27-3*Sqrt[6])^(1/3)-5^(2/3)*(3*(9+Sqrt[6]))^(1/3)+Sqrt[5*(-6+5^(1/3)*(27-3*Sqrt[6])^(2/3)+5^(1/3)*(3*(9+Sqrt[6]))^(2/3))])/12+Sqrt[144+(6+5^(2/3)*(27-3*Sqrt[6])^(1/3)+5^(2/3)*(3*(9+Sqrt[6]))^(1/3)-Sqrt[15*(-2+(5*(29-6*Sqrt[6]))^(1/3)+(5*(29+6*Sqrt[6]))^(1/3))])^2]/12,R[E^((-2*Sqrt[2]*Pi)/3)]->-1/(4*R[E^(-2*Sqrt[2]*Pi)]^3)+Sqrt[1/(4*R[E^(-2*Sqrt[2]*Pi)]^6)-2/R[E^(-2*Sqrt[2]*Pi)]+(-1+11*R[E^(-2*Sqrt[2]*Pi)]^5+R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-2*Sqrt[2]*Pi)]^6)-4/R[E^(-2*Sqrt[2]*Pi)]-(-1+11*R[E^(-2*Sqrt[2]*Pi)]^5+R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(8/3)+(-R[E^(-2*Sqrt[2]*Pi)]^(-9)+12/R[E^(-2*Sqrt[2]*Pi)]^4+8*R[E^(-2*Sqrt[2]*Pi)])/(4*Sqrt[1/(4*R[E^(-2*Sqrt[2]*Pi)]^6)-2/R[E^(-2*Sqrt[2]*Pi)]+(-1+11*R[E^(-2*Sqrt[2]*Pi)]^5+R[E^(-2*Sqrt[2]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[2]*Pi)]^(8/3)])]/2,R[E^(-(Sqrt[2]*Pi)/3)]->-1/(4*R[E^(-(Sqrt[2]*Pi))]^3)+Sqrt[1/(4*R[E^(-(Sqrt[2]*Pi))]^6)-2/R[E^(-(Sqrt[2]*Pi))]+(-1+11*R[E^(-(Sqrt[2]*Pi))]^5+R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Sqrt[2]*Pi))]^6)-4/R[E^(-(Sqrt[2]*Pi))]-(-1+11*R[E^(-(Sqrt[2]*Pi))]^5+R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(8/3)+(-R[E^(-(Sqrt[2]*Pi))]^(-9)+12/R[E^(-(Sqrt[2]*Pi))]^4+8*R[E^(-(Sqrt[2]*Pi))])/(4*Sqrt[1/(4*R[E^(-(Sqrt[2]*Pi))]^6)-2/R[E^(-(Sqrt[2]*Pi))]+(-1+11*R[E^(-(Sqrt[2]*Pi))]^5+R[E^(-(Sqrt[2]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[2]*Pi))]^(8/3)])]/2,R[E^(-(Sqrt[2]*Pi)/5)]->(((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[2]*Pi)]^5)^(-1)-(11*R[E^(-2*Sqrt[2]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[2]*Pi)]^5))-(5*Sqrt[5]*R[E^(-2*Sqrt[2]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[2]*Pi)]^5)))^(1/5),R[E^(-(Sqrt[2]*Pi)/5)]->(R[E^(-(Sqrt[2]*Pi))]/(1+3*R[E^(-(Sqrt[2]*Pi))]+4*R[E^(-(Sqrt[2]*Pi))]^2+2*R[E^(-(Sqrt[2]*Pi))]^3+R[E^(-(Sqrt[2]*Pi))]^4)-(2*R[E^(-(Sqrt[2]*Pi))]^2)/(1+3*R[E^(-(Sqrt[2]*Pi))]+4*R[E^(-(Sqrt[2]*Pi))]^2+2*R[E^(-(Sqrt[2]*Pi))]^3+R[E^(-(Sqrt[2]*Pi))]^4)+(4*R[E^(-(Sqrt[2]*Pi))]^3)/(1+3*R[E^(-(Sqrt[2]*Pi))]+4*R[E^(-(Sqrt[2]*Pi))]^2+2*R[E^(-(Sqrt[2]*Pi))]^3+R[E^(-(Sqrt[2]*Pi))]^4)-(3*R[E^(-(Sqrt[2]*Pi))]^4)/(1+3*R[E^(-(Sqrt[2]*Pi))]+4*R[E^(-(Sqrt[2]*Pi))]^2+2*R[E^(-(Sqrt[2]*Pi))]^3+R[E^(-(Sqrt[2]*Pi))]^4)+R[E^(-(Sqrt[2]*Pi))]^5/(1+3*R[E^(-(Sqrt[2]*Pi))]+4*R[E^(-(Sqrt[2]*Pi))]^2+2*R[E^(-(Sqrt[2]*Pi))]^3+R[E^(-(Sqrt[2]*Pi))]^4))^(1/5),R[E^(-4*Sqrt[11/5]*Pi)]->(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*((1+Sqrt[5])^5/32-(9*(6910616+3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8+(25*Sqrt[(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]+51836843096450*Sqrt[11]+23182140980530*Sqrt[55]-10*(85542815199281065322+38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55])*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))])])/4))/32)/((1+Sqrt[5])^5/32-(9*(6910616+3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8+(25*Sqrt[(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]+51836843096450*Sqrt[11]+23182140980530*Sqrt[55]-10*(85542815199281065322+38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55])*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))])])/4))^(1/5),R[E^(-3*Sqrt[11/5]*Pi)]->R[E^(-(Sqrt[11/5]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[11/5]*Pi))]+R[E^(-(Sqrt[11/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[11/5]*Pi))]^5-R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[11/5]*Pi))]+R[E^(-(Sqrt[11/5]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[11/5]*Pi))]^5-R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[11/5]*Pi))]+12*R[E^(-(Sqrt[11/5]*Pi))]^4+R[E^(-(Sqrt[11/5]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[11/5]*Pi))]+R[E^(-(Sqrt[11/5]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[11/5]*Pi))]^5-R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(2/3)])]/2,R[E^(-(Sqrt[11/5]*Pi))]->((9*(-6910616-3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8-(25*Sqrt[-1866126021426*Sqrt[11]-834556927698*Sqrt[55]+(12378479649193+5535824390739*Sqrt[5])/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]-51836843096450*Sqrt[11]-23182140980530*Sqrt[55]-10*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]-3732252042852*Sqrt[11]-1669113855396*Sqrt[55])]*(-85542815199281065322-38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55]))])/4)^(1/5),R[E^(-(Sqrt[11/5]*Pi)/3)]->-1/(4*R[E^(-(Sqrt[11/5]*Pi))]^3)+Sqrt[1/(4*R[E^(-(Sqrt[11/5]*Pi))]^6)-2/R[E^(-(Sqrt[11/5]*Pi))]+(-1+11*R[E^(-(Sqrt[11/5]*Pi))]^5+R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Sqrt[11/5]*Pi))]^6)-4/R[E^(-(Sqrt[11/5]*Pi))]-(-1+11*R[E^(-(Sqrt[11/5]*Pi))]^5+R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(8/3)+(-R[E^(-(Sqrt[11/5]*Pi))]^(-9)+12/R[E^(-(Sqrt[11/5]*Pi))]^4+8*R[E^(-(Sqrt[11/5]*Pi))])/(4*Sqrt[1/(4*R[E^(-(Sqrt[11/5]*Pi))]^6)-2/R[E^(-(Sqrt[11/5]*Pi))]+(-1+11*R[E^(-(Sqrt[11/5]*Pi))]^5+R[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[11/5]*Pi))]^(8/3)])]/2,R[E^(-(Sqrt[5/2]*Pi))]->(2-(1+Sqrt[5])*R[E^(-4*Sqrt[2/5]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[2/5]*Pi)]),R[E^(-4*Sqrt[13/5]*Pi)]->((1-((11+5*Sqrt[5])*R[E^(-(Pi/Sqrt[65]))]^5)/2)/((1+Sqrt[5])^5/32+R[E^(-(Pi/Sqrt[65]))]^5))^(1/5),R[E^(-(Sqrt[13/5]*Pi))]->Root[{-13+#1^2&,-5+#2^2&,-1+157725769*#3+43745250*#1*#3+70537290*#2*#3+19563525*#1*#2*#3-27917525147*#3^2-7742928250*#1*#3^2-12484933570*#2*#3^2-3462697575*#1*#2*#3^2+364776342817*#3^3+101170753750*#1*#3^3+163132579150*#2*#3^3+45244837125*#1*#2*#3^3-2912987127320*#3^4-807917262500*#1*#3^4-1302725530100*#2*#3^4-361311054750*#1*#2*#3^4-364776342817*#3^5-101170753750*#1*#3^5-163132579150*#2*#3^5-45244837125*#1*#2*#3^5-27917525147*#3^6-7742928250*#1*#3^6-12484933570*#2*#3^6-3462697575*#1*#2*#3^6-157725769*#3^7-43745250*#1*#3^7-70537290*#2*#3^7-19563525*#1*#2*#3^7-#3^8&},{2,2,4}]^(1/5),R[E^((-20*Pi)/Sqrt[3])]->(2-(1+Sqrt[5])*(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*((1+Sqrt[5])^5/32+(-82+40*Sqrt[3]+35*2^(2/3)*5^(1/6)-25*2^(2/3)*Sqrt[3]*5^(1/6)+34*Sqrt[5]+16*2^(1/3)*5^(5/6)-8*2^(1/3)*Sqrt[3]*5^(5/6)-40*10^(1/3)+20*Sqrt[3]*10^(1/3)-19*10^(2/3)+9*Sqrt[3]*10^(2/3)-20*Sqrt[15]+Sqrt[576+(82-40*Sqrt[3]-35*2^(2/3)*5^(1/6)+25*2^(2/3)*Sqrt[3]*5^(1/6)-34*Sqrt[5]-16*2^(1/3)*5^(5/6)+8*2^(1/3)*Sqrt[3]*5^(5/6)+40*10^(1/3)-20*Sqrt[3]*10^(1/3)+19*10^(2/3)-9*Sqrt[3]*10^(2/3)+20*Sqrt[15])^2])^5/7962624))/32)/((1+Sqrt[5])^5/32+(-82+40*Sqrt[3]+35*2^(2/3)*5^(1/6)-25*2^(2/3)*Sqrt[3]*5^(1/6)+34*Sqrt[5]+16*2^(1/3)*5^(5/6)-8*2^(1/3)*Sqrt[3]*5^(5/6)-40*10^(1/3)+20*Sqrt[3]*10^(1/3)-19*10^(2/3)+9*Sqrt[3]*10^(2/3)-20*Sqrt[15]+Sqrt[576+(82-40*Sqrt[3]-35*2^(2/3)*5^(1/6)+25*2^(2/3)*Sqrt[3]*5^(1/6)-34*Sqrt[5]-16*2^(1/3)*5^(5/6)+8*2^(1/3)*Sqrt[3]*5^(5/6)+40*10^(1/3)-20*Sqrt[3]*10^(1/3)+19*10^(2/3)-9*Sqrt[3]*10^(2/3)+20*Sqrt[15])^2])^5/7962624))^(1/5))/(1+Sqrt[5]+2*(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*((1+Sqrt[5])^5/32+(-82+40*Sqrt[3]+35*2^(2/3)*5^(1/6)-25*2^(2/3)*Sqrt[3]*5^(1/6)+34*Sqrt[5]+16*2^(1/3)*5^(5/6)-8*2^(1/3)*Sqrt[3]*5^(5/6)-40*10^(1/3)+20*Sqrt[3]*10^(1/3)-19*10^(2/3)+9*Sqrt[3]*10^(2/3)-20*Sqrt[15]+Sqrt[576+(82-40*Sqrt[3]-35*2^(2/3)*5^(1/6)+25*2^(2/3)*Sqrt[3]*5^(1/6)-34*Sqrt[5]-16*2^(1/3)*5^(5/6)+8*2^(1/3)*Sqrt[3]*5^(5/6)+40*10^(1/3)-20*Sqrt[3]*10^(1/3)+19*10^(2/3)-9*Sqrt[3]*10^(2/3)+20*Sqrt[15])^2])^5/7962624))/32)/((1+Sqrt[5])^5/32+(-82+40*Sqrt[3]+35*2^(2/3)*5^(1/6)-25*2^(2/3)*Sqrt[3]*5^(1/6)+34*Sqrt[5]+16*2^(1/3)*5^(5/6)-8*2^(1/3)*Sqrt[3]*5^(5/6)-40*10^(1/3)+20*Sqrt[3]*10^(1/3)-19*10^(2/3)+9*Sqrt[3]*10^(2/3)-20*Sqrt[15]+Sqrt[576+(82-40*Sqrt[3]-35*2^(2/3)*5^(1/6)+25*2^(2/3)*Sqrt[3]*5^(1/6)-34*Sqrt[5]-16*2^(1/3)*5^(5/6)+8*2^(1/3)*Sqrt[3]*5^(5/6)+40*10^(1/3)-20*Sqrt[3]*10^(1/3)+19*10^(2/3)-9*Sqrt[3]*10^(2/3)+20*Sqrt[15])^2])^5/7962624))^(1/5)),R[E^((-10*Pi)/Sqrt[3])]->-S[E^((-5*Pi)/Sqrt[3])]^2/3-(3*S[E^((-5*Pi)/Sqrt[3])]-S[E^((-5*Pi)/Sqrt[3])]^6)/(3*S[E^((-5*Pi)/Sqrt[3])]*(18*S[E^((-5*Pi)/Sqrt[3])]^4-S[E^((-5*Pi)/Sqrt[3])]^9+3*Sqrt[3]*Sqrt[S[E^((-5*Pi)/Sqrt[3])]^3+11*S[E^((-5*Pi)/Sqrt[3])]^8-S[E^((-5*Pi)/Sqrt[3])]^13])^(1/3))+(18*S[E^((-5*Pi)/Sqrt[3])]^4-S[E^((-5*Pi)/Sqrt[3])]^9+3*Sqrt[3]*Sqrt[S[E^((-5*Pi)/Sqrt[3])]^3+11*S[E^((-5*Pi)/Sqrt[3])]^8-S[E^((-5*Pi)/Sqrt[3])]^13])^(1/3)/(3*S[E^((-5*Pi)/Sqrt[3])]),R[E^((-5*Pi)/Sqrt[3])]->-1/(3*R[E^((-10*Pi)/Sqrt[3])]^2)-(-1+3*R[E^((-10*Pi)/Sqrt[3])]^5)/(3*R[E^((-10*Pi)/Sqrt[3])]^2*(-1+18*R[E^((-10*Pi)/Sqrt[3])]^5+3*Sqrt[3]*Sqrt[-R[E^((-10*Pi)/Sqrt[3])]^5+11*R[E^((-10*Pi)/Sqrt[3])]^10+R[E^((-10*Pi)/Sqrt[3])]^15])^(1/3))+(-1+18*R[E^((-10*Pi)/Sqrt[3])]^5+3*Sqrt[3]*Sqrt[-R[E^((-10*Pi)/Sqrt[3])]^5+11*R[E^((-10*Pi)/Sqrt[3])]^10+R[E^((-10*Pi)/Sqrt[3])]^15])^(1/3)/(3*R[E^((-10*Pi)/Sqrt[3])]^2),R[E^((-4*Pi)/Sqrt[3])]->1/(2^(3/5)*(3/(5*10^(1/6)*(2029364-977623*2^(2/3)*5^(1/6)-907544*Sqrt[5]+437213*10^(2/3))*Sqrt[3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15]]-2*(1417904316-818626500*Sqrt[3]-683069375*2^(2/3)*5^(1/6)+394370625*2^(2/3)*Sqrt[3]*5^(1/6)-634105450*Sqrt[5]-294325675*2^(1/3)*5^(5/6)+169929150*2^(1/3)*Sqrt[3]*5^(5/6)+658132875*10^(1/3)-379972750*Sqrt[3]*10^(1/3)+305478225*10^(2/3)-176367725*Sqrt[3]*10^(2/3)+366101250*Sqrt[15]+5265550*Sqrt[2*(3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15])]+5*10^(1/6)*(585819-282221*2^(2/3)*5^(1/6)-261991*Sqrt[5]+126211*10^(2/3))*Sqrt[3*(3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15])]-3040135*Sqrt[6*(3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15])]-2354870*Sqrt[10*(3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15])]+1359565*Sqrt[30*(3045-1740*Sqrt[3]-1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)-1349*Sqrt[5]-626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)-805*Sqrt[3]*10^(1/3)+654*10^(2/3)-374*Sqrt[3]*10^(2/3)+780*Sqrt[15])])))^(1/5)),R[E^((-2*Pi)/Sqrt[3])]->Sqrt[1+(1-(Sqrt[5]*(1+10^(1/3)-Sqrt[5+2*10^(1/3)+10^(2/3)]))/2)^2/4]+(-2+Sqrt[5]*(1+10^(1/3))+Root[25-25*#1+5*#1^2+#1^3&,1,0])/4,R[E^((-4*Pi)/(3*Sqrt[3]))]->(2-(1+Sqrt[5])*R[E^(-3*Sqrt[3]*Pi)])/(1+Sqrt[5]+2*R[E^(-3*Sqrt[3]*Pi)]),R[E^(-(Pi/Sqrt[3]))]->(2-R[E^(-4*Sqrt[3]*Pi)]-Sqrt[5]*R[E^(-4*Sqrt[3]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[3]*Pi)]),R[E^((-4*Pi)/(5*Sqrt[3]))]->(2-(1+Sqrt[5])*R[E^(-5*Sqrt[3]*Pi)])/(1+Sqrt[5]+2*R[E^(-5*Sqrt[3]*Pi)]),R[E^((-2*Pi)/(3*Sqrt[3]))]->-1/(4*R[E^((-2*Pi)/Sqrt[3])]^3)+Sqrt[1/(4*R[E^((-2*Pi)/Sqrt[3])]^6)-2/R[E^((-2*Pi)/Sqrt[3])]+(-1+11*R[E^((-2*Pi)/Sqrt[3])]^5+R[E^((-2*Pi)/Sqrt[3])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[3])]^(8/3)]/2+Sqrt[1/(2*R[E^((-2*Pi)/Sqrt[3])]^6)-4/R[E^((-2*Pi)/Sqrt[3])]-(-1+11*R[E^((-2*Pi)/Sqrt[3])]^5+R[E^((-2*Pi)/Sqrt[3])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[3])]^(8/3)+(-R[E^((-2*Pi)/Sqrt[3])]^(-9)+12/R[E^((-2*Pi)/Sqrt[3])]^4+8*R[E^((-2*Pi)/Sqrt[3])])/(4*Sqrt[1/(4*R[E^((-2*Pi)/Sqrt[3])]^6)-2/R[E^((-2*Pi)/Sqrt[3])]+(-1+11*R[E^((-2*Pi)/Sqrt[3])]^5+R[E^((-2*Pi)/Sqrt[3])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[3])]^(8/3)])]/2,R[E^(-Pi/(3*Sqrt[3]))]->-1/(4*R[E^(-(Pi/Sqrt[3]))]^3)+Sqrt[1/(4*R[E^(-(Pi/Sqrt[3]))]^6)-2/R[E^(-(Pi/Sqrt[3]))]+(-1+11*R[E^(-(Pi/Sqrt[3]))]^5+R[E^(-(Pi/Sqrt[3]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[3]))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Pi/Sqrt[3]))]^6)-4/R[E^(-(Pi/Sqrt[3]))]-(-1+11*R[E^(-(Pi/Sqrt[3]))]^5+R[E^(-(Pi/Sqrt[3]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[3]))]^(8/3)+(-R[E^(-(Pi/Sqrt[3]))]^(-9)+12/R[E^(-(Pi/Sqrt[3]))]^4+8*R[E^(-(Pi/Sqrt[3]))])/(4*Sqrt[1/(4*R[E^(-(Pi/Sqrt[3]))]^6)-2/R[E^(-(Pi/Sqrt[3]))]+(-1+11*R[E^(-(Pi/Sqrt[3]))]^5+R[E^(-(Pi/Sqrt[3]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[3]))]^(8/3)])]/2,R[E^(-Pi/(5*Sqrt[3]))]->1/(2^(2/5)*(3/(-36-55*2^(2/3)*5^(1/6)-30*2^(2/3)*Sqrt[3]*5^(1/6)+58*Sqrt[5]+19*2^(1/3)*5^(5/6)+12*2^(1/3)*Sqrt[3]*5^(5/6)-45*10^(1/3)-20*Sqrt[3]*10^(1/3)-9*10^(2/3)-4*Sqrt[3]*10^(2/3)+30*Sqrt[15]+Sqrt[144+(36+55*2^(2/3)*5^(1/6)+30*2^(2/3)*Sqrt[3]*5^(1/6)-58*Sqrt[5]-19*2^(1/3)*5^(5/6)-12*2^(1/3)*Sqrt[3]*5^(5/6)+45*10^(1/3)+20*Sqrt[3]*10^(1/3)+9*10^(2/3)+4*Sqrt[3]*10^(2/3)-30*Sqrt[15])^2]))^(1/5)),R[E^(-20*Sqrt[3]*Pi)]->(2-(3+Sqrt[5])*((-11+5*Sqrt[5]-15925248/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5)/(11+5*Sqrt[5]+15925248/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5))^(1/5))/((1+Sqrt[5])*(1+((-11+5*Sqrt[5]-15925248/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5)/(11+5*Sqrt[5]+15925248/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5))^(1/5))),R[E^(-12*Sqrt[3]*Pi)]->(2-(1+Sqrt[5])*R[E^(-Pi/(3*Sqrt[3]))])/(1+Sqrt[5]+2*R[E^(-Pi/(3*Sqrt[3]))]),R[E^(-10*Sqrt[3]*Pi)]->-S[E^(-5*Sqrt[3]*Pi)]^2/3-(3*S[E^(-5*Sqrt[3]*Pi)]-S[E^(-5*Sqrt[3]*Pi)]^6)/(3*S[E^(-5*Sqrt[3]*Pi)]*(18*S[E^(-5*Sqrt[3]*Pi)]^4-S[E^(-5*Sqrt[3]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-5*Sqrt[3]*Pi)]^3+11*S[E^(-5*Sqrt[3]*Pi)]^8-S[E^(-5*Sqrt[3]*Pi)]^13])^(1/3))+(18*S[E^(-5*Sqrt[3]*Pi)]^4-S[E^(-5*Sqrt[3]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-5*Sqrt[3]*Pi)]^3+11*S[E^(-5*Sqrt[3]*Pi)]^8-S[E^(-5*Sqrt[3]*Pi)]^13])^(1/3)/(3*S[E^(-5*Sqrt[3]*Pi)]),R[E^(-6*Sqrt[3]*Pi)]->R[E^(-2*Sqrt[3]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[3]*Pi)]+R[E^(-2*Sqrt[3]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[3]*Pi)]^5-R[E^(-2*Sqrt[3]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[3]*Pi)]+R[E^(-2*Sqrt[3]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[3]*Pi)]^5-R[E^(-2*Sqrt[3]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[3]*Pi)]+12*R[E^(-2*Sqrt[3]*Pi)]^4+R[E^(-2*Sqrt[3]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[3]*Pi)]+R[E^(-2*Sqrt[3]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[3]*Pi)]^5-R[E^(-2*Sqrt[3]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[3]*Pi)]^(2/3)])]/2,R[E^(-6*Sqrt[3]*Pi)]->-S[E^(-3*Sqrt[3]*Pi)]^2/3-(3*S[E^(-3*Sqrt[3]*Pi)]-S[E^(-3*Sqrt[3]*Pi)]^6)/(3*S[E^(-3*Sqrt[3]*Pi)]*(18*S[E^(-3*Sqrt[3]*Pi)]^4-S[E^(-3*Sqrt[3]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-3*Sqrt[3]*Pi)]^3+11*S[E^(-3*Sqrt[3]*Pi)]^8-S[E^(-3*Sqrt[3]*Pi)]^13])^(1/3))+(18*S[E^(-3*Sqrt[3]*Pi)]^4-S[E^(-3*Sqrt[3]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-3*Sqrt[3]*Pi)]^3+11*S[E^(-3*Sqrt[3]*Pi)]^8-S[E^(-3*Sqrt[3]*Pi)]^13])^(1/3)/(3*S[E^(-3*Sqrt[3]*Pi)]),R[E^(-5*Sqrt[3]*Pi)]->-1/(3*R[E^(-10*Sqrt[3]*Pi)]^2)-(-1+3*R[E^(-10*Sqrt[3]*Pi)]^5)/(3*R[E^(-10*Sqrt[3]*Pi)]^2*(-1+18*R[E^(-10*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-10*Sqrt[3]*Pi)]^5+11*R[E^(-10*Sqrt[3]*Pi)]^10+R[E^(-10*Sqrt[3]*Pi)]^15])^(1/3))+(-1+18*R[E^(-10*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-10*Sqrt[3]*Pi)]^5+11*R[E^(-10*Sqrt[3]*Pi)]^10+R[E^(-10*Sqrt[3]*Pi)]^15])^(1/3)/(3*R[E^(-10*Sqrt[3]*Pi)]^2),R[E^(-5*Sqrt[3]*Pi)]->Root[-R[E^(-(Sqrt[3]*Pi))]^5+(1-3*R[E^(-(Sqrt[3]*Pi))]^5)*#1+(-2-4*R[E^(-(Sqrt[3]*Pi))]^5)*#1^2+(4-2*R[E^(-(Sqrt[3]*Pi))]^5)*#1^3+(-3-R[E^(-(Sqrt[3]*Pi))]^5)*#1^4+#1^5&,1],R[E^(-4*Sqrt[3]*Pi)]->(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*((1+Sqrt[5])^5/32+(1-(3981312*(11+5*Sqrt[5]))/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(3045+1740*Sqrt[3]+1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)+1349*Sqrt[5]+626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)+805*Sqrt[3]*10^(1/3)+654*10^(2/3)+374*Sqrt[3]*10^(2/3)+780*Sqrt[15])])^5)/((1+Sqrt[5])^5/32+7962624/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5)))/32)/((1+Sqrt[5])^5/32+(1-(3981312*(11+5*Sqrt[5]))/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(3045+1740*Sqrt[3]+1450*2^(2/3)*5^(1/6)+840*2^(2/3)*Sqrt[3]*5^(1/6)+1349*Sqrt[5]+626*2^(1/3)*5^(5/6)+363*2^(1/3)*Sqrt[3]*5^(5/6)+1410*10^(1/3)+805*Sqrt[3]*10^(1/3)+654*10^(2/3)+374*Sqrt[3]*10^(2/3)+780*Sqrt[15])])^5)/((1+Sqrt[5])^5/32+7962624/(82+40*Sqrt[3]+8*2^(1/3)*5^(5/6)*(2+Sqrt[3])+20*10^(1/3)*(2+Sqrt[3])+5*2^(2/3)*5^(1/6)*(7+5*Sqrt[3])+10^(2/3)*(19+9*Sqrt[3])+2*Sqrt[5]*(17+10*Sqrt[3])+2*Sqrt[6*(435*(7+4*Sqrt[3])+10*2^(2/3)*5^(1/6)*(145+84*Sqrt[3])+5*10^(1/3)*(282+161*Sqrt[3])+2*10^(2/3)*(327+187*Sqrt[3])+2^(1/3)*5^(5/6)*(626+363*Sqrt[3])+Sqrt[5]*(1349+780*Sqrt[3]))])^5)))^(1/5),R[E^(-3*Sqrt[3]*Pi)]->-1/(3*R[E^(-6*Sqrt[3]*Pi)]^2)-(-1+3*R[E^(-6*Sqrt[3]*Pi)]^5)/(3*R[E^(-6*Sqrt[3]*Pi)]^2*(-1+18*R[E^(-6*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-6*Sqrt[3]*Pi)]^5+11*R[E^(-6*Sqrt[3]*Pi)]^10+R[E^(-6*Sqrt[3]*Pi)]^15])^(1/3))+(-1+18*R[E^(-6*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-6*Sqrt[3]*Pi)]^5+11*R[E^(-6*Sqrt[3]*Pi)]^10+R[E^(-6*Sqrt[3]*Pi)]^15])^(1/3)/(3*R[E^(-6*Sqrt[3]*Pi)]^2),R[E^(-3*Sqrt[3]*Pi)]->R[E^(-(Sqrt[3]*Pi))]^3/4-Sqrt[2*R[E^(-(Sqrt[3]*Pi))]+R[E^(-(Sqrt[3]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[3]*Pi))]^5-R[E^(-(Sqrt[3]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3]*Pi))]^(2/3)]/2+Sqrt[4*R[E^(-(Sqrt[3]*Pi))]+R[E^(-(Sqrt[3]*Pi))]^6/2-(1-11*R[E^(-(Sqrt[3]*Pi))]^5-R[E^(-(Sqrt[3]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3]*Pi))]^(2/3)-(-8/R[E^(-(Sqrt[3]*Pi))]+12*R[E^(-(Sqrt[3]*Pi))]^4+R[E^(-(Sqrt[3]*Pi))]^9)/(4*Sqrt[2*R[E^(-(Sqrt[3]*Pi))]+R[E^(-(Sqrt[3]*Pi))]^6/4+(1-11*R[E^(-(Sqrt[3]*Pi))]^5-R[E^(-(Sqrt[3]*Pi))]^10)^(1/3)/R[E^(-(Sqrt[3]*Pi))]^(2/3)])]/2,R[E^(-2*Sqrt[3]*Pi)]->(-1-(Sqrt[5]*(1+10^(1/3)+Sqrt[5+2*10^(1/3)+10^(2/3)]))/2)/2+Sqrt[1+(1+(Sqrt[5]*(1+10^(1/3)+Sqrt[5+2*10^(1/3)+10^(2/3)]))/2)^2/4],R[E^(-(Sqrt[3]*Pi))]->Root[{-5+#1^2&,-3+#2^2&,2-41*#3-17*#1*#3+20*#2*#3+10*#1*#2*#3-60*#3^2-26*#1*#3^2+35*#2*#3^2+15*#1*#2*#3^2-25*#3^3-3*#1*#3^3+5*#2*#3^3+5*#1*#2*#3^3+60*#3^4+26*#1*#3^4-35*#2*#3^4-15*#1*#2*#3^4-41*#3^5-17*#1*#3^5+20*#2*#3^5+10*#1*#2*#3^5-2*#3^6&},{2,2,2}],R[E^((-4*Sqrt[3]*Pi)/5)]->(2-(1+Sqrt[5])*R[E^((-5*Pi)/Sqrt[3])])/(1+Sqrt[5]+2*R[E^((-5*Pi)/Sqrt[3])]),R[E^(-(Sqrt[3]*Pi)/5)]->1/(2^(2/5)*(3/(-36+55*2^(2/3)*5^(1/6)-30*2^(2/3)*Sqrt[3]*5^(1/6)-58*Sqrt[5]-19*2^(1/3)*5^(5/6)+12*2^(1/3)*Sqrt[3]*5^(5/6)-45*10^(1/3)+20*Sqrt[3]*10^(1/3)-9*10^(2/3)+4*Sqrt[3]*10^(2/3)+30*Sqrt[15]+Sqrt[144+(36-55*2^(2/3)*5^(1/6)+30*2^(2/3)*Sqrt[3]*5^(1/6)+58*Sqrt[5]+19*2^(1/3)*5^(5/6)-12*2^(1/3)*Sqrt[3]*5^(5/6)+45*10^(1/3)-20*Sqrt[3]*10^(1/3)+9*10^(2/3)-4*Sqrt[3]*10^(2/3)-30*Sqrt[15])^2]))^(1/5)),R[E^(-6*Sqrt[17/5]*Pi)]->R[E^(-2*Sqrt[17/5]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[17/5]*Pi)]+R[E^(-2*Sqrt[17/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[17/5]*Pi)]^5-R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[17/5]*Pi)]+R[E^(-2*Sqrt[17/5]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[17/5]*Pi)]^5-R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[17/5]*Pi)]+12*R[E^(-2*Sqrt[17/5]*Pi)]^4+R[E^(-2*Sqrt[17/5]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[17/5]*Pi)]+R[E^(-2*Sqrt[17/5]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[17/5]*Pi)]^5-R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(2/3)])]/2,R[E^(-4*Sqrt[17/5]*Pi)]->-R[E^(-2*Sqrt[17/5]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-2*Sqrt[17/5]*Pi)]-R[E^(-2*Sqrt[17/5]*Pi)]^6))/(6*R[E^(-2*Sqrt[17/5]*Pi)]*(-18*R[E^(-2*Sqrt[17/5]*Pi)]^4-R[E^(-2*Sqrt[17/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[17/5]*Pi)]^3+11*R[E^(-2*Sqrt[17/5]*Pi)]^8+R[E^(-2*Sqrt[17/5]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-2*Sqrt[17/5]*Pi)]^4-R[E^(-2*Sqrt[17/5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[17/5]*Pi)]^3+11*R[E^(-2*Sqrt[17/5]*Pi)]^8+R[E^(-2*Sqrt[17/5]*Pi)]^13])^(1/3))/(6*R[E^(-2*Sqrt[17/5]*Pi)]),R[E^(-2*Sqrt[17/5]*Pi)]->(2/(-325*Sqrt[85*(161+72*Sqrt[5])]+3*(-8937-4020*Sqrt[5]+Sqrt[10*(32128065+14367848*Sqrt[5]+65*Sqrt[85*(5748382201+2570754672*Sqrt[5])])])))^(-1/5),R[E^(-(Sqrt[17/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[17/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[17/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[17/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[17/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[17/5]*Pi)]^5+11*R[E^(-2*Sqrt[17/5]*Pi)]^10+R[E^(-2*Sqrt[17/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[17/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[17/5]*Pi)]^5+11*R[E^(-2*Sqrt[17/5]*Pi)]^10+R[E^(-2*Sqrt[17/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[17/5]*Pi)]^2),R[E^((-2*Sqrt[17/5]*Pi)/3)]->-1/(4*R[E^(-2*Sqrt[17/5]*Pi)]^3)+Sqrt[1/(4*R[E^(-2*Sqrt[17/5]*Pi)]^6)-2/R[E^(-2*Sqrt[17/5]*Pi)]+(-1+11*R[E^(-2*Sqrt[17/5]*Pi)]^5+R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(8/3)]/2+Sqrt[1/(2*R[E^(-2*Sqrt[17/5]*Pi)]^6)-4/R[E^(-2*Sqrt[17/5]*Pi)]-(-1+11*R[E^(-2*Sqrt[17/5]*Pi)]^5+R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(8/3)+(-R[E^(-2*Sqrt[17/5]*Pi)]^(-9)+12/R[E^(-2*Sqrt[17/5]*Pi)]^4+8*R[E^(-2*Sqrt[17/5]*Pi)])/(4*Sqrt[1/(4*R[E^(-2*Sqrt[17/5]*Pi)]^6)-2/R[E^(-2*Sqrt[17/5]*Pi)]+(-1+11*R[E^(-2*Sqrt[17/5]*Pi)]^5+R[E^(-2*Sqrt[17/5]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[17/5]*Pi)]^(8/3)])]/2,R[E^((-2*Sqrt[17/5]*Pi)/5)]->(R[E^(-2*Sqrt[17/5]*Pi)]/(1+3*R[E^(-2*Sqrt[17/5]*Pi)]+4*R[E^(-2*Sqrt[17/5]*Pi)]^2+2*R[E^(-2*Sqrt[17/5]*Pi)]^3+R[E^(-2*Sqrt[17/5]*Pi)]^4)-(2*R[E^(-2*Sqrt[17/5]*Pi)]^2)/(1+3*R[E^(-2*Sqrt[17/5]*Pi)]+4*R[E^(-2*Sqrt[17/5]*Pi)]^2+2*R[E^(-2*Sqrt[17/5]*Pi)]^3+R[E^(-2*Sqrt[17/5]*Pi)]^4)+(4*R[E^(-2*Sqrt[17/5]*Pi)]^3)/(1+3*R[E^(-2*Sqrt[17/5]*Pi)]+4*R[E^(-2*Sqrt[17/5]*Pi)]^2+2*R[E^(-2*Sqrt[17/5]*Pi)]^3+R[E^(-2*Sqrt[17/5]*Pi)]^4)-(3*R[E^(-2*Sqrt[17/5]*Pi)]^4)/(1+3*R[E^(-2*Sqrt[17/5]*Pi)]+4*R[E^(-2*Sqrt[17/5]*Pi)]^2+2*R[E^(-2*Sqrt[17/5]*Pi)]^3+R[E^(-2*Sqrt[17/5]*Pi)]^4)+R[E^(-2*Sqrt[17/5]*Pi)]^5/(1+3*R[E^(-2*Sqrt[17/5]*Pi)]+4*R[E^(-2*Sqrt[17/5]*Pi)]^2+2*R[E^(-2*Sqrt[17/5]*Pi)]^3+R[E^(-2*Sqrt[17/5]*Pi)]^4))^(1/5),R[E^(-2*Sqrt[23/5]*Pi)]->-S[E^(-(Sqrt[23/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[23/5]*Pi))]-S[E^(-(Sqrt[23/5]*Pi))]^6)/(3*S[E^(-(Sqrt[23/5]*Pi))]*(18*S[E^(-(Sqrt[23/5]*Pi))]^4-S[E^(-(Sqrt[23/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[23/5]*Pi))]^3+11*S[E^(-(Sqrt[23/5]*Pi))]^8-S[E^(-(Sqrt[23/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[23/5]*Pi))]^4-S[E^(-(Sqrt[23/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[23/5]*Pi))]^3+11*S[E^(-(Sqrt[23/5]*Pi))]^8-S[E^(-(Sqrt[23/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[23/5]*Pi))]),R[E^(-(Sqrt[23/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[23/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[23/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[23/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[23/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[23/5]*Pi)]^5+11*R[E^(-2*Sqrt[23/5]*Pi)]^10+R[E^(-2*Sqrt[23/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[23/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[23/5]*Pi)]^5+11*R[E^(-2*Sqrt[23/5]*Pi)]^10+R[E^(-2*Sqrt[23/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[23/5]*Pi)]^2),R[E^((-18*Pi)/Sqrt[5])]->R[E^((-6*Pi)/Sqrt[5])]^3/4-Sqrt[2*R[E^((-6*Pi)/Sqrt[5])]+R[E^((-6*Pi)/Sqrt[5])]^6/4+(1-11*R[E^((-6*Pi)/Sqrt[5])]^5-R[E^((-6*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-6*Pi)/Sqrt[5])]^(2/3)]/2+Sqrt[4*R[E^((-6*Pi)/Sqrt[5])]+R[E^((-6*Pi)/Sqrt[5])]^6/2-(1-11*R[E^((-6*Pi)/Sqrt[5])]^5-R[E^((-6*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-6*Pi)/Sqrt[5])]^(2/3)-(-8/R[E^((-6*Pi)/Sqrt[5])]+12*R[E^((-6*Pi)/Sqrt[5])]^4+R[E^((-6*Pi)/Sqrt[5])]^9)/(4*Sqrt[2*R[E^((-6*Pi)/Sqrt[5])]+R[E^((-6*Pi)/Sqrt[5])]^6/4+(1-11*R[E^((-6*Pi)/Sqrt[5])]^5-R[E^((-6*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-6*Pi)/Sqrt[5])]^(2/3)])]/2,R[E^((-12*Pi)/Sqrt[5])]->(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*(-2623761/2+(1514825*Sqrt[3])/2-586690*Sqrt[5]+338725*Sqrt[15]+(1+Sqrt[5])^5/32+25*Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150-3179606002365*Sqrt[3]+2462912218936*Sqrt[5]-1421963032590*Sqrt[15]+(10*(-115596421535034082+66739625090609380*Sqrt[3]-51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15]))/Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]))/2]))/32)/(-2623761/2+(1514825*Sqrt[3])/2-586690*Sqrt[5]+338725*Sqrt[15]+(1+Sqrt[5])^5/32+25*Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150-3179606002365*Sqrt[3]+2462912218936*Sqrt[5]-1421963032590*Sqrt[15]+(10*(-115596421535034082+66739625090609380*Sqrt[3]-51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15]))/Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]))/2]))^(1/5),R[E^((-9*Pi)/Sqrt[5])]->R[E^((-3*Pi)/Sqrt[5])]^3/4-Sqrt[2*R[E^((-3*Pi)/Sqrt[5])]+R[E^((-3*Pi)/Sqrt[5])]^6/4+(1-11*R[E^((-3*Pi)/Sqrt[5])]^5-R[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-3*Pi)/Sqrt[5])]^(2/3)]/2+Sqrt[4*R[E^((-3*Pi)/Sqrt[5])]+R[E^((-3*Pi)/Sqrt[5])]^6/2-(1-11*R[E^((-3*Pi)/Sqrt[5])]^5-R[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-3*Pi)/Sqrt[5])]^(2/3)-(-8/R[E^((-3*Pi)/Sqrt[5])]+12*R[E^((-3*Pi)/Sqrt[5])]^4+R[E^((-3*Pi)/Sqrt[5])]^9)/(4*Sqrt[2*R[E^((-3*Pi)/Sqrt[5])]+R[E^((-3*Pi)/Sqrt[5])]^6/4+(1-11*R[E^((-3*Pi)/Sqrt[5])]^5-R[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/R[E^((-3*Pi)/Sqrt[5])]^(2/3)])]/2,R[E^((-8*Pi)/Sqrt[5])]->-R[E^((-4*Pi)/Sqrt[5])]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-4*Pi)/Sqrt[5])]-R[E^((-4*Pi)/Sqrt[5])]^6))/(6*R[E^((-4*Pi)/Sqrt[5])]*(-18*R[E^((-4*Pi)/Sqrt[5])]^4-R[E^((-4*Pi)/Sqrt[5])]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[5])]^3+11*R[E^((-4*Pi)/Sqrt[5])]^8+R[E^((-4*Pi)/Sqrt[5])]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-4*Pi)/Sqrt[5])]^4-R[E^((-4*Pi)/Sqrt[5])]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[5])]^3+11*R[E^((-4*Pi)/Sqrt[5])]^8+R[E^((-4*Pi)/Sqrt[5])]^13])^(1/3))/(6*R[E^((-4*Pi)/Sqrt[5])]),R[E^((-6*Pi)/Sqrt[5])]->(-568-325*Sqrt[3]-260*Sqrt[5]-150*Sqrt[15]+2*Sqrt[5*(65750+37960*Sqrt[3]+29393*Sqrt[5]+16970*Sqrt[15])])^(1/5),R[E^((-4*Pi)/Sqrt[5])]->(-147-65*Sqrt[5]-25*Sqrt[58+26*Sqrt[5]]+2*Sqrt[5*(3950+1768*Sqrt[5]+5*Sqrt[1240718+554866*Sqrt[5]])])^(1/5)/2^(2/5),R[E^((-3*Pi)/Sqrt[5])]->((-5247522-3029650*Sqrt[3]-2346760*Sqrt[5]-1354900*Sqrt[15])/4+25*Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150+3179606002365*Sqrt[3]+2462912218936*Sqrt[5]+1421963032590*Sqrt[15]-(10*(115596421535034082+66739625090609380*Sqrt[3]+51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15]))/Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]))/2])^(1/5),R[E^((-2*Pi)/Sqrt[5])]->((-11-5*Sqrt[5]+Sqrt[10*(25+11*Sqrt[5])])/2)^(1/5),R[E^((-4*Pi)/(3*Sqrt[5]))]->(((5*(25+11*Sqrt[5]))/2-((1+Sqrt[5])^5*(-2623761/2-(1514825*Sqrt[3])/2-586690*Sqrt[5]-338725*Sqrt[15]+(1+Sqrt[5])^5/32+25*Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]+Sqrt[(5*(Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]*(5507239144150+3179606002365*Sqrt[3]+2462912218936*Sqrt[5]+1421963032590*Sqrt[15])-10*(115596421535034082+66739625090609380*Sqrt[3]+51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15])))/2]/(11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15])^(1/4)))/32)/(-2623761/2-(1514825*Sqrt[3])/2-586690*Sqrt[5]-338725*Sqrt[15]+(1+Sqrt[5])^5/32+25*Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]+Sqrt[(5*(Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]*(5507239144150+3179606002365*Sqrt[3]+2462912218936*Sqrt[5]+1421963032590*Sqrt[15])-10*(115596421535034082+66739625090609380*Sqrt[3]+51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15])))/2]/(11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15])^(1/4)))^(1/5),R[E^((-6*Pi)/(5*Sqrt[5]))]->(R[E^((-6*Pi)/Sqrt[5])]/(1+3*R[E^((-6*Pi)/Sqrt[5])]+4*R[E^((-6*Pi)/Sqrt[5])]^2+2*R[E^((-6*Pi)/Sqrt[5])]^3+R[E^((-6*Pi)/Sqrt[5])]^4)-(2*R[E^((-6*Pi)/Sqrt[5])]^2)/(1+3*R[E^((-6*Pi)/Sqrt[5])]+4*R[E^((-6*Pi)/Sqrt[5])]^2+2*R[E^((-6*Pi)/Sqrt[5])]^3+R[E^((-6*Pi)/Sqrt[5])]^4)+(4*R[E^((-6*Pi)/Sqrt[5])]^3)/(1+3*R[E^((-6*Pi)/Sqrt[5])]+4*R[E^((-6*Pi)/Sqrt[5])]^2+2*R[E^((-6*Pi)/Sqrt[5])]^3+R[E^((-6*Pi)/Sqrt[5])]^4)-(3*R[E^((-6*Pi)/Sqrt[5])]^4)/(1+3*R[E^((-6*Pi)/Sqrt[5])]+4*R[E^((-6*Pi)/Sqrt[5])]^2+2*R[E^((-6*Pi)/Sqrt[5])]^3+R[E^((-6*Pi)/Sqrt[5])]^4)+R[E^((-6*Pi)/Sqrt[5])]^5/(1+3*R[E^((-6*Pi)/Sqrt[5])]+4*R[E^((-6*Pi)/Sqrt[5])]^2+2*R[E^((-6*Pi)/Sqrt[5])]^3+R[E^((-6*Pi)/Sqrt[5])]^4))^(1/5),R[E^(-(Pi/Sqrt[5]))]->(-147-65*Sqrt[5]+25*Sqrt[58+26*Sqrt[5]]+2*Sqrt[5*(3950+1768*Sqrt[5]-5*Sqrt[1240718+554866*Sqrt[5]])])^(1/5)/2^(2/5),R[E^((-4*Pi)/(5*Sqrt[5]))]->(R[E^((-4*Pi)/Sqrt[5])]/(1+3*R[E^((-4*Pi)/Sqrt[5])]+4*R[E^((-4*Pi)/Sqrt[5])]^2+2*R[E^((-4*Pi)/Sqrt[5])]^3+R[E^((-4*Pi)/Sqrt[5])]^4)-(2*R[E^((-4*Pi)/Sqrt[5])]^2)/(1+3*R[E^((-4*Pi)/Sqrt[5])]+4*R[E^((-4*Pi)/Sqrt[5])]^2+2*R[E^((-4*Pi)/Sqrt[5])]^3+R[E^((-4*Pi)/Sqrt[5])]^4)+(4*R[E^((-4*Pi)/Sqrt[5])]^3)/(1+3*R[E^((-4*Pi)/Sqrt[5])]+4*R[E^((-4*Pi)/Sqrt[5])]^2+2*R[E^((-4*Pi)/Sqrt[5])]^3+R[E^((-4*Pi)/Sqrt[5])]^4)-(3*R[E^((-4*Pi)/Sqrt[5])]^4)/(1+3*R[E^((-4*Pi)/Sqrt[5])]+4*R[E^((-4*Pi)/Sqrt[5])]^2+2*R[E^((-4*Pi)/Sqrt[5])]^3+R[E^((-4*Pi)/Sqrt[5])]^4)+R[E^((-4*Pi)/Sqrt[5])]^5/(1+3*R[E^((-4*Pi)/Sqrt[5])]+4*R[E^((-4*Pi)/Sqrt[5])]^2+2*R[E^((-4*Pi)/Sqrt[5])]^3+R[E^((-4*Pi)/Sqrt[5])]^4))^(1/5),R[E^((-2*Pi)/(3*Sqrt[5]))]->(-568+325*Sqrt[3]-260*Sqrt[5]+150*Sqrt[15]+2*Sqrt[5*(65750-37960*Sqrt[3]+29393*Sqrt[5]-16970*Sqrt[15])])^(1/5),R[E^((-3*Pi)/(5*Sqrt[5]))]->(R[E^((-3*Pi)/Sqrt[5])]/(1+3*R[E^((-3*Pi)/Sqrt[5])]+4*R[E^((-3*Pi)/Sqrt[5])]^2+2*R[E^((-3*Pi)/Sqrt[5])]^3+R[E^((-3*Pi)/Sqrt[5])]^4)-(2*R[E^((-3*Pi)/Sqrt[5])]^2)/(1+3*R[E^((-3*Pi)/Sqrt[5])]+4*R[E^((-3*Pi)/Sqrt[5])]^2+2*R[E^((-3*Pi)/Sqrt[5])]^3+R[E^((-3*Pi)/Sqrt[5])]^4)+(4*R[E^((-3*Pi)/Sqrt[5])]^3)/(1+3*R[E^((-3*Pi)/Sqrt[5])]+4*R[E^((-3*Pi)/Sqrt[5])]^2+2*R[E^((-3*Pi)/Sqrt[5])]^3+R[E^((-3*Pi)/Sqrt[5])]^4)-(3*R[E^((-3*Pi)/Sqrt[5])]^4)/(1+3*R[E^((-3*Pi)/Sqrt[5])]+4*R[E^((-3*Pi)/Sqrt[5])]^2+2*R[E^((-3*Pi)/Sqrt[5])]^3+R[E^((-3*Pi)/Sqrt[5])]^4)+R[E^((-3*Pi)/Sqrt[5])]^5/(1+3*R[E^((-3*Pi)/Sqrt[5])]+4*R[E^((-3*Pi)/Sqrt[5])]^2+2*R[E^((-3*Pi)/Sqrt[5])]^3+R[E^((-3*Pi)/Sqrt[5])]^4))^(1/5),R[E^((-3*Pi)/(5*Sqrt[5]))]->(((1+Sqrt[5])^5/32+R[E^((-4*Sqrt[5]*Pi)/3)]^5)^(-1)-(11*R[E^((-4*Sqrt[5]*Pi)/3)]^5)/(2*((1+Sqrt[5])^5/32+R[E^((-4*Sqrt[5]*Pi)/3)]^5))-(5*Sqrt[5]*R[E^((-4*Sqrt[5]*Pi)/3)]^5)/(2*((1+Sqrt[5])^5/32+R[E^((-4*Sqrt[5]*Pi)/3)]^5)))^(1/5),R[E^((-2*Pi)/(5*Sqrt[5]))]->(R[E^((-2*Pi)/Sqrt[5])]/(1+3*R[E^((-2*Pi)/Sqrt[5])]+4*R[E^((-2*Pi)/Sqrt[5])]^2+2*R[E^((-2*Pi)/Sqrt[5])]^3+R[E^((-2*Pi)/Sqrt[5])]^4)-(2*R[E^((-2*Pi)/Sqrt[5])]^2)/(1+3*R[E^((-2*Pi)/Sqrt[5])]+4*R[E^((-2*Pi)/Sqrt[5])]^2+2*R[E^((-2*Pi)/Sqrt[5])]^3+R[E^((-2*Pi)/Sqrt[5])]^4)+(4*R[E^((-2*Pi)/Sqrt[5])]^3)/(1+3*R[E^((-2*Pi)/Sqrt[5])]+4*R[E^((-2*Pi)/Sqrt[5])]^2+2*R[E^((-2*Pi)/Sqrt[5])]^3+R[E^((-2*Pi)/Sqrt[5])]^4)-(3*R[E^((-2*Pi)/Sqrt[5])]^4)/(1+3*R[E^((-2*Pi)/Sqrt[5])]+4*R[E^((-2*Pi)/Sqrt[5])]^2+2*R[E^((-2*Pi)/Sqrt[5])]^3+R[E^((-2*Pi)/Sqrt[5])]^4)+R[E^((-2*Pi)/Sqrt[5])]^5/(1+3*R[E^((-2*Pi)/Sqrt[5])]+4*R[E^((-2*Pi)/Sqrt[5])]^2+2*R[E^((-2*Pi)/Sqrt[5])]^3+R[E^((-2*Pi)/Sqrt[5])]^4))^(1/5),R[E^((-2*Pi)/(5*Sqrt[5]))]->(((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[5]*Pi)]^5)^(-1)-(11*R[E^(-2*Sqrt[5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[5]*Pi)]^5))-(5*Sqrt[5]*R[E^(-2*Sqrt[5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[5]*Pi)]^5)))^(1/5),R[E^(-Pi/(3*Sqrt[5]))]->(-586690*Sqrt[5]+338725*Sqrt[15]+(-2623761+1514825*Sqrt[3])/2+25*Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150-3179606002365*Sqrt[3]+2462912218936*Sqrt[5]-1421963032590*Sqrt[15]+(10*Sqrt[71738+43160*Sqrt[3]+34099*Sqrt[5]+18908*Sqrt[15]]*(-115596421535034082-51696291301611359*Sqrt[5]+Sqrt[15*(1781671022894038837473934708050009+796787504146530985660601310512504*Sqrt[5])]))/11))/2])^(1/5),R[E^((-2*Pi)/(9*Sqrt[5]))]->-1/(4*R[E^((-2*Pi)/(3*Sqrt[5]))]^3)+Sqrt[1/(4*R[E^((-2*Pi)/(3*Sqrt[5]))]^6)-2/R[E^((-2*Pi)/(3*Sqrt[5]))]+(-1+11*R[E^((-2*Pi)/(3*Sqrt[5]))]^5+R[E^((-2*Pi)/(3*Sqrt[5]))]^10)^(1/3)/R[E^((-2*Pi)/(3*Sqrt[5]))]^(8/3)]/2+Sqrt[1/(2*R[E^((-2*Pi)/(3*Sqrt[5]))]^6)-4/R[E^((-2*Pi)/(3*Sqrt[5]))]-(-1+11*R[E^((-2*Pi)/(3*Sqrt[5]))]^5+R[E^((-2*Pi)/(3*Sqrt[5]))]^10)^(1/3)/R[E^((-2*Pi)/(3*Sqrt[5]))]^(8/3)+(-R[E^((-2*Pi)/(3*Sqrt[5]))]^(-9)+12/R[E^((-2*Pi)/(3*Sqrt[5]))]^4+8*R[E^((-2*Pi)/(3*Sqrt[5]))])/(4*Sqrt[1/(4*R[E^((-2*Pi)/(3*Sqrt[5]))]^6)-2/R[E^((-2*Pi)/(3*Sqrt[5]))]+(-1+11*R[E^((-2*Pi)/(3*Sqrt[5]))]^5+R[E^((-2*Pi)/(3*Sqrt[5]))]^10)^(1/3)/R[E^((-2*Pi)/(3*Sqrt[5]))]^(8/3)])]/2,R[E^(-Pi/(5*Sqrt[5]))]->(R[E^(-(Pi/Sqrt[5]))]/(1+3*R[E^(-(Pi/Sqrt[5]))]+4*R[E^(-(Pi/Sqrt[5]))]^2+2*R[E^(-(Pi/Sqrt[5]))]^3+R[E^(-(Pi/Sqrt[5]))]^4)-(2*R[E^(-(Pi/Sqrt[5]))]^2)/(1+3*R[E^(-(Pi/Sqrt[5]))]+4*R[E^(-(Pi/Sqrt[5]))]^2+2*R[E^(-(Pi/Sqrt[5]))]^3+R[E^(-(Pi/Sqrt[5]))]^4)+(4*R[E^(-(Pi/Sqrt[5]))]^3)/(1+3*R[E^(-(Pi/Sqrt[5]))]+4*R[E^(-(Pi/Sqrt[5]))]^2+2*R[E^(-(Pi/Sqrt[5]))]^3+R[E^(-(Pi/Sqrt[5]))]^4)-(3*R[E^(-(Pi/Sqrt[5]))]^4)/(1+3*R[E^(-(Pi/Sqrt[5]))]+4*R[E^(-(Pi/Sqrt[5]))]^2+2*R[E^(-(Pi/Sqrt[5]))]^3+R[E^(-(Pi/Sqrt[5]))]^4)+R[E^(-(Pi/Sqrt[5]))]^5/(1+3*R[E^(-(Pi/Sqrt[5]))]+4*R[E^(-(Pi/Sqrt[5]))]^2+2*R[E^(-(Pi/Sqrt[5]))]^3+R[E^(-(Pi/Sqrt[5]))]^4))^(1/5),R[E^(-Pi/(5*Sqrt[5]))]->(((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5]*Pi)]^5)^(-1)-(11*R[E^(-4*Sqrt[5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5]*Pi)]^5))-(5*Sqrt[5]*R[E^(-4*Sqrt[5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[5]*Pi)]^5)))^(1/5),R[E^((-2*Pi)/(15*Sqrt[5]))]->(R[E^((-2*Pi)/(3*Sqrt[5]))]/(1+3*R[E^((-2*Pi)/(3*Sqrt[5]))]+4*R[E^((-2*Pi)/(3*Sqrt[5]))]^2+2*R[E^((-2*Pi)/(3*Sqrt[5]))]^3+R[E^((-2*Pi)/(3*Sqrt[5]))]^4)-(2*R[E^((-2*Pi)/(3*Sqrt[5]))]^2)/(1+3*R[E^((-2*Pi)/(3*Sqrt[5]))]+4*R[E^((-2*Pi)/(3*Sqrt[5]))]^2+2*R[E^((-2*Pi)/(3*Sqrt[5]))]^3+R[E^((-2*Pi)/(3*Sqrt[5]))]^4)+(4*R[E^((-2*Pi)/(3*Sqrt[5]))]^3)/(1+3*R[E^((-2*Pi)/(3*Sqrt[5]))]+4*R[E^((-2*Pi)/(3*Sqrt[5]))]^2+2*R[E^((-2*Pi)/(3*Sqrt[5]))]^3+R[E^((-2*Pi)/(3*Sqrt[5]))]^4)-(3*R[E^((-2*Pi)/(3*Sqrt[5]))]^4)/(1+3*R[E^((-2*Pi)/(3*Sqrt[5]))]+4*R[E^((-2*Pi)/(3*Sqrt[5]))]^2+2*R[E^((-2*Pi)/(3*Sqrt[5]))]^3+R[E^((-2*Pi)/(3*Sqrt[5]))]^4)+R[E^((-2*Pi)/(3*Sqrt[5]))]^5/(1+3*R[E^((-2*Pi)/(3*Sqrt[5]))]+4*R[E^((-2*Pi)/(3*Sqrt[5]))]^2+2*R[E^((-2*Pi)/(3*Sqrt[5]))]^3+R[E^((-2*Pi)/(3*Sqrt[5]))]^4))^(1/5),R[E^(-Pi/(9*Sqrt[5]))]->-1/(4*R[E^(-Pi/(3*Sqrt[5]))]^3)+Sqrt[1/(4*R[E^(-Pi/(3*Sqrt[5]))]^6)-2/R[E^(-Pi/(3*Sqrt[5]))]+(-1+11*R[E^(-Pi/(3*Sqrt[5]))]^5+R[E^(-Pi/(3*Sqrt[5]))]^10)^(1/3)/R[E^(-Pi/(3*Sqrt[5]))]^(8/3)]/2+Sqrt[1/(2*R[E^(-Pi/(3*Sqrt[5]))]^6)-4/R[E^(-Pi/(3*Sqrt[5]))]-(-1+11*R[E^(-Pi/(3*Sqrt[5]))]^5+R[E^(-Pi/(3*Sqrt[5]))]^10)^(1/3)/R[E^(-Pi/(3*Sqrt[5]))]^(8/3)+(-R[E^(-Pi/(3*Sqrt[5]))]^(-9)+12/R[E^(-Pi/(3*Sqrt[5]))]^4+8*R[E^(-Pi/(3*Sqrt[5]))])/(4*Sqrt[1/(4*R[E^(-Pi/(3*Sqrt[5]))]^6)-2/R[E^(-Pi/(3*Sqrt[5]))]+(-1+11*R[E^(-Pi/(3*Sqrt[5]))]^5+R[E^(-Pi/(3*Sqrt[5]))]^10)^(1/3)/R[E^(-Pi/(3*Sqrt[5]))]^(8/3)])]/2,R[E^(-12*Sqrt[5]*Pi)]->(2-(1+Sqrt[5])*(-2623761/2+(1514825*Sqrt[3])/2-586690*Sqrt[5]+338725*Sqrt[15]+25*Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150-3179606002365*Sqrt[3]+2462912218936*Sqrt[5]-1421963032590*Sqrt[15]+(10*(-115596421535034082+66739625090609380*Sqrt[3]-51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15]))/Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]))/2])^(1/5))/(1+Sqrt[5]+2*(-2623761/2+(1514825*Sqrt[3])/2-586690*Sqrt[5]+338725*Sqrt[15]+25*Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]+Sqrt[(5*(5507239144150-3179606002365*Sqrt[3]+2462912218936*Sqrt[5]-1421963032590*Sqrt[15]+(10*(-115596421535034082+66739625090609380*Sqrt[3]-51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15]))/Sqrt[11014401862-6359167880*Sqrt[3]+4925790259*Sqrt[5]-2843906332*Sqrt[15]]))/2])^(1/5)),R[E^(-8*Sqrt[5]*Pi)]->-R[E^(-4*Sqrt[5]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[5]*Pi)]-R[E^(-4*Sqrt[5]*Pi)]^6))/(6*R[E^(-4*Sqrt[5]*Pi)]*(-18*R[E^(-4*Sqrt[5]*Pi)]^4-R[E^(-4*Sqrt[5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5]*Pi)]^3+11*R[E^(-4*Sqrt[5]*Pi)]^8+R[E^(-4*Sqrt[5]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[5]*Pi)]^4-R[E^(-4*Sqrt[5]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[5]*Pi)]^3+11*R[E^(-4*Sqrt[5]*Pi)]^8+R[E^(-4*Sqrt[5]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[5]*Pi)]),R[E^(-6*Sqrt[5]*Pi)]->(2-(1+Sqrt[5])*R[E^((-2*Pi)/(3*Sqrt[5]))])/(1+Sqrt[5]+2*R[E^((-2*Pi)/(3*Sqrt[5]))]),R[E^(-6*Sqrt[5]*Pi)]->-S[E^(-3*Sqrt[5]*Pi)]^2/3-(3*S[E^(-3*Sqrt[5]*Pi)]-S[E^(-3*Sqrt[5]*Pi)]^6)/(3*S[E^(-3*Sqrt[5]*Pi)]*(18*S[E^(-3*Sqrt[5]*Pi)]^4-S[E^(-3*Sqrt[5]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-3*Sqrt[5]*Pi)]^3+11*S[E^(-3*Sqrt[5]*Pi)]^8-S[E^(-3*Sqrt[5]*Pi)]^13])^(1/3))+(18*S[E^(-3*Sqrt[5]*Pi)]^4-S[E^(-3*Sqrt[5]*Pi)]^9+3*Sqrt[3]*Sqrt[S[E^(-3*Sqrt[5]*Pi)]^3+11*S[E^(-3*Sqrt[5]*Pi)]^8-S[E^(-3*Sqrt[5]*Pi)]^13])^(1/3)/(3*S[E^(-3*Sqrt[5]*Pi)]),R[E^(-4*Sqrt[5]*Pi)]->(2-((1+Sqrt[5])*(-147-65*Sqrt[5]+25*Sqrt[58+26*Sqrt[5]]+2*Sqrt[5*(3950+1768*Sqrt[5]-5*Sqrt[1240718+554866*Sqrt[5]])])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-147-65*Sqrt[5]+25*Sqrt[58+26*Sqrt[5]]+2*Sqrt[5*(3950+1768*Sqrt[5]-5*Sqrt[1240718+554866*Sqrt[5]])])^(1/5)),R[E^(-3*Sqrt[5]*Pi)]->-1/(3*R[E^(-6*Sqrt[5]*Pi)]^2)-(-1+3*R[E^(-6*Sqrt[5]*Pi)]^5)/(3*R[E^(-6*Sqrt[5]*Pi)]^2*(-1+18*R[E^(-6*Sqrt[5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-6*Sqrt[5]*Pi)]^5+11*R[E^(-6*Sqrt[5]*Pi)]^10+R[E^(-6*Sqrt[5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-6*Sqrt[5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-6*Sqrt[5]*Pi)]^5+11*R[E^(-6*Sqrt[5]*Pi)]^10+R[E^(-6*Sqrt[5]*Pi)]^15])^(1/3)/(3*R[E^(-6*Sqrt[5]*Pi)]^2),R[E^(-2*Sqrt[5]*Pi)]->(-1-Sqrt[5])/2+Sqrt[5]/(1+(-1+(5^(3/4)*(-1+Sqrt[5])^(5/2))/(4*Sqrt[2]))^(1/5)),R[E^((-4*Sqrt[5]*Pi)/3)]->(2-(1+Sqrt[5])*(-2623761/2-(1514825*Sqrt[3])/2-586690*Sqrt[5]-338725*Sqrt[15]+25*Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]+Sqrt[(5*(Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]*(5507239144150+3179606002365*Sqrt[3]+2462912218936*Sqrt[5]+1421963032590*Sqrt[15])-10*(115596421535034082+66739625090609380*Sqrt[3]+51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15])))/2]/(11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15])^(1/4))^(1/5))/(1+Sqrt[5]+2*(-2623761/2-(1514825*Sqrt[3])/2-586690*Sqrt[5]-338725*Sqrt[15]+25*Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]+Sqrt[(5*(Sqrt[11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15]]*(5507239144150+3179606002365*Sqrt[3]+2462912218936*Sqrt[5]+1421963032590*Sqrt[15])-10*(115596421535034082+66739625090609380*Sqrt[3]+51696291301611359*Sqrt[5]+29846867699090627*Sqrt[15])))/2]/(11014401862+6359167880*Sqrt[3]+4925790259*Sqrt[5]+2843906332*Sqrt[15])^(1/4))^(1/5)),R[E^(-(Sqrt[5]*Pi))]->-1/(3*R[E^(-2*Sqrt[5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[5]*Pi)]^5)/(3*R[E^(-2*Sqrt[5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5]*Pi)]^5+11*R[E^(-2*Sqrt[5]*Pi)]^10+R[E^(-2*Sqrt[5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[5]*Pi)]^5+11*R[E^(-2*Sqrt[5]*Pi)]^10+R[E^(-2*Sqrt[5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[5]*Pi)]^2),R[E^((-2*Sqrt[5]*Pi)/3)]->(2-(1+Sqrt[5])*R[E^((-6*Pi)/Sqrt[5])])/(1+Sqrt[5]+2*R[E^((-6*Pi)/Sqrt[5])]),R[E^((-2*Sqrt[5]*Pi)/3)]->-S[E^(-(Sqrt[5]*Pi)/3)]^2/3-(3*S[E^(-(Sqrt[5]*Pi)/3)]-S[E^(-(Sqrt[5]*Pi)/3)]^6)/(3*S[E^(-(Sqrt[5]*Pi)/3)]*(18*S[E^(-(Sqrt[5]*Pi)/3)]^4-S[E^(-(Sqrt[5]*Pi)/3)]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5]*Pi)/3)]^3+11*S[E^(-(Sqrt[5]*Pi)/3)]^8-S[E^(-(Sqrt[5]*Pi)/3)]^13])^(1/3))+(18*S[E^(-(Sqrt[5]*Pi)/3)]^4-S[E^(-(Sqrt[5]*Pi)/3)]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[5]*Pi)/3)]^3+11*S[E^(-(Sqrt[5]*Pi)/3)]^8-S[E^(-(Sqrt[5]*Pi)/3)]^13])^(1/3)/(3*S[E^(-(Sqrt[5]*Pi)/3)]),R[E^(-(Sqrt[5]*Pi)/3)]->(2-(1+Sqrt[5])*R[E^((-12*Pi)/Sqrt[5])])/(1+Sqrt[5]+2*R[E^((-12*Pi)/Sqrt[5])]),R[E^(-2*Sqrt[29/5]*Pi)]->-S[E^(-(Sqrt[29/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[29/5]*Pi))]-S[E^(-(Sqrt[29/5]*Pi))]^6)/(3*S[E^(-(Sqrt[29/5]*Pi))]*(18*S[E^(-(Sqrt[29/5]*Pi))]^4-S[E^(-(Sqrt[29/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[29/5]*Pi))]^3+11*S[E^(-(Sqrt[29/5]*Pi))]^8-S[E^(-(Sqrt[29/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[29/5]*Pi))]^4-S[E^(-(Sqrt[29/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[29/5]*Pi))]^3+11*S[E^(-(Sqrt[29/5]*Pi))]^8-S[E^(-(Sqrt[29/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[29/5]*Pi))]),R[E^(-(Sqrt[29/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[29/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[29/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[29/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[29/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[29/5]*Pi)]^5+11*R[E^(-2*Sqrt[29/5]*Pi)]^10+R[E^(-2*Sqrt[29/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[29/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[29/5]*Pi)]^5+11*R[E^(-2*Sqrt[29/5]*Pi)]^10+R[E^(-2*Sqrt[29/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[29/5]*Pi)]^2),R[E^(-(Pi/Sqrt[6]))]->(2-(1+Sqrt[5])*R[E^(-4*Sqrt[6]*Pi)])/(1+Sqrt[5]+2*R[E^(-4*Sqrt[6]*Pi)]),R[E^(-6*Sqrt[6]*Pi)]->R[E^(-2*Sqrt[6]*Pi)]^3/4-Sqrt[2*R[E^(-2*Sqrt[6]*Pi)]+R[E^(-2*Sqrt[6]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[6]*Pi)]^5-R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-2*Sqrt[6]*Pi)]+R[E^(-2*Sqrt[6]*Pi)]^6/2-(1-11*R[E^(-2*Sqrt[6]*Pi)]^5-R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(2/3)-(-8/R[E^(-2*Sqrt[6]*Pi)]+12*R[E^(-2*Sqrt[6]*Pi)]^4+R[E^(-2*Sqrt[6]*Pi)]^9)/(4*Sqrt[2*R[E^(-2*Sqrt[6]*Pi)]+R[E^(-2*Sqrt[6]*Pi)]^6/4+(1-11*R[E^(-2*Sqrt[6]*Pi)]^5-R[E^(-2*Sqrt[6]*Pi)]^10)^(1/3)/R[E^(-2*Sqrt[6]*Pi)]^(2/3)])]/2,R[E^(-4*Sqrt[6]*Pi)]->-R[E^(-2*Sqrt[6]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-2*Sqrt[6]*Pi)]-R[E^(-2*Sqrt[6]*Pi)]^6))/(6*R[E^(-2*Sqrt[6]*Pi)]*(-18*R[E^(-2*Sqrt[6]*Pi)]^4-R[E^(-2*Sqrt[6]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^3+11*R[E^(-2*Sqrt[6]*Pi)]^8+R[E^(-2*Sqrt[6]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-2*Sqrt[6]*Pi)]^4-R[E^(-2*Sqrt[6]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^3+11*R[E^(-2*Sqrt[6]*Pi)]^8+R[E^(-2*Sqrt[6]*Pi)]^13])^(1/3))/(6*R[E^(-2*Sqrt[6]*Pi)]),R[E^(-2*Sqrt[6]*Pi)]->Root[{-5+#1^2&,1-14*#2-4*#1*#2+12*#2^2+7*#1*#2^2-2*#2^3-10*#1*#2^3+40*#2^4+5*#1*#2^4+2*#2^5+10*#1*#2^5+12*#2^6+7*#1*#2^6+14*#2^7+4*#1*#2^7+#2^8&},{2,3}],R[E^(-(Sqrt[6]*Pi))]->-1/(3*R[E^(-2*Sqrt[6]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[6]*Pi)]^5)/(3*R[E^(-2*Sqrt[6]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[6]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^5+11*R[E^(-2*Sqrt[6]*Pi)]^10+R[E^(-2*Sqrt[6]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[6]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^5+11*R[E^(-2*Sqrt[6]*Pi)]^10+R[E^(-2*Sqrt[6]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[6]*Pi)]^2),R[E^((-2*Sqrt[6]*Pi)/5)]->(R[E^(-2*Sqrt[6]*Pi)]/(1+3*R[E^(-2*Sqrt[6]*Pi)]+4*R[E^(-2*Sqrt[6]*Pi)]^2+2*R[E^(-2*Sqrt[6]*Pi)]^3+R[E^(-2*Sqrt[6]*Pi)]^4)-(2*R[E^(-2*Sqrt[6]*Pi)]^2)/(1+3*R[E^(-2*Sqrt[6]*Pi)]+4*R[E^(-2*Sqrt[6]*Pi)]^2+2*R[E^(-2*Sqrt[6]*Pi)]^3+R[E^(-2*Sqrt[6]*Pi)]^4)+(4*R[E^(-2*Sqrt[6]*Pi)]^3)/(1+3*R[E^(-2*Sqrt[6]*Pi)]+4*R[E^(-2*Sqrt[6]*Pi)]^2+2*R[E^(-2*Sqrt[6]*Pi)]^3+R[E^(-2*Sqrt[6]*Pi)]^4)-(3*R[E^(-2*Sqrt[6]*Pi)]^4)/(1+3*R[E^(-2*Sqrt[6]*Pi)]+4*R[E^(-2*Sqrt[6]*Pi)]^2+2*R[E^(-2*Sqrt[6]*Pi)]^3+R[E^(-2*Sqrt[6]*Pi)]^4)+R[E^(-2*Sqrt[6]*Pi)]^5/(1+3*R[E^(-2*Sqrt[6]*Pi)]+4*R[E^(-2*Sqrt[6]*Pi)]^2+2*R[E^(-2*Sqrt[6]*Pi)]^3+R[E^(-2*Sqrt[6]*Pi)]^4))^(1/5),R[E^((-4*Pi)/Sqrt[7])]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[7]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[7]*Pi))]),R[E^(-(Pi/Sqrt[7]))]->Root[{-7+#1^2&,-5+#2^2&,2-391*#3-145*#1*#3+173*#2*#3+65*#1*#2*#3+240*#3^2+90*#1*#3^2-106*#2*#3^2-40*#1*#2*#3^2-1025*#3^3-380*#1*#3^3+457*#2*#3^3+170*#1*#2*#3^3-240*#3^4-90*#1*#3^4+106*#2*#3^4+40*#1*#2*#3^4-391*#3^5-145*#1*#3^5+173*#2*#3^5+65*#1*#2*#3^5-2*#3^6&},{2,2,2}],R[E^(-4*Sqrt[7]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Pi/Sqrt[7]))])/(1+Sqrt[5]+2*R[E^(-(Pi/Sqrt[7]))]),R[E^(-(Sqrt[7]*Pi))]->Root[{-7+#1^2&,-5+#2^2&,2-391*#3+145*#1*#3-173*#2*#3+65*#1*#2*#3+240*#3^2-90*#1*#3^2+106*#2*#3^2-40*#1*#2*#3^2-1025*#3^3+380*#1*#3^3-457*#2*#3^3+170*#1*#2*#3^3-240*#3^4+90*#1*#3^4-106*#2*#3^4+40*#1*#2*#3^4-391*#3^5+145*#1*#3^5-173*#2*#3^5+65*#1*#2*#3^5-2*#3^6&},{2,2,2}],R[E^(-2*Sqrt[39/5]*Pi)]->-S[E^(-(Sqrt[39/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[39/5]*Pi))]-S[E^(-(Sqrt[39/5]*Pi))]^6)/(3*S[E^(-(Sqrt[39/5]*Pi))]*(18*S[E^(-(Sqrt[39/5]*Pi))]^4-S[E^(-(Sqrt[39/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[39/5]*Pi))]^3+11*S[E^(-(Sqrt[39/5]*Pi))]^8-S[E^(-(Sqrt[39/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[39/5]*Pi))]^4-S[E^(-(Sqrt[39/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[39/5]*Pi))]^3+11*S[E^(-(Sqrt[39/5]*Pi))]^8-S[E^(-(Sqrt[39/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[39/5]*Pi))]),R[E^(-(Sqrt[39/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[39/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[39/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[39/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[39/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[39/5]*Pi)]^5+11*R[E^(-2*Sqrt[39/5]*Pi)]^10+R[E^(-2*Sqrt[39/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[39/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[39/5]*Pi)]^5+11*R[E^(-2*Sqrt[39/5]*Pi)]^10+R[E^(-2*Sqrt[39/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[39/5]*Pi)]^2),R[E^(-2*Sqrt[41/5]*Pi)]->-S[E^(-(Sqrt[41/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[41/5]*Pi))]-S[E^(-(Sqrt[41/5]*Pi))]^6)/(3*S[E^(-(Sqrt[41/5]*Pi))]*(18*S[E^(-(Sqrt[41/5]*Pi))]^4-S[E^(-(Sqrt[41/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[41/5]*Pi))]^3+11*S[E^(-(Sqrt[41/5]*Pi))]^8-S[E^(-(Sqrt[41/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[41/5]*Pi))]^4-S[E^(-(Sqrt[41/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[41/5]*Pi))]^3+11*S[E^(-(Sqrt[41/5]*Pi))]^8-S[E^(-(Sqrt[41/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[41/5]*Pi))]),R[E^(-(Sqrt[41/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[41/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[41/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[41/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[41/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[41/5]*Pi)]^5+11*R[E^(-2*Sqrt[41/5]*Pi)]^10+R[E^(-2*Sqrt[41/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[41/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[41/5]*Pi)]^5+11*R[E^(-2*Sqrt[41/5]*Pi)]^10+R[E^(-2*Sqrt[41/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[41/5]*Pi)]^2),R[E^((-3*Pi)/Sqrt[10])]->R[E^(-(Pi/Sqrt[10]))]^3/4-Sqrt[2*R[E^(-(Pi/Sqrt[10]))]+R[E^(-(Pi/Sqrt[10]))]^6/4+(1-11*R[E^(-(Pi/Sqrt[10]))]^5-R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(2/3)]/2+Sqrt[4*R[E^(-(Pi/Sqrt[10]))]+R[E^(-(Pi/Sqrt[10]))]^6/2-(1-11*R[E^(-(Pi/Sqrt[10]))]^5-R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(2/3)-(-8/R[E^(-(Pi/Sqrt[10]))]+12*R[E^(-(Pi/Sqrt[10]))]^4+R[E^(-(Pi/Sqrt[10]))]^9)/(4*Sqrt[2*R[E^(-(Pi/Sqrt[10]))]+R[E^(-(Pi/Sqrt[10]))]^6/4+(1-11*R[E^(-(Pi/Sqrt[10]))]^5-R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(2/3)])]/2,R[E^(-(Pi/Sqrt[10]))]->(2/(-711+500*Sqrt[2]+315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310-15775*Sqrt[2]-9977*Sqrt[5]+7055*Sqrt[10])]))^(-1/5),R[E^(-Pi/(2*Sqrt[10]))]->-1/(3*R[E^(-(Pi/Sqrt[10]))]^2)-(-1+3*R[E^(-(Pi/Sqrt[10]))]^5)/(3*R[E^(-(Pi/Sqrt[10]))]^2*(-1+18*R[E^(-(Pi/Sqrt[10]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[10]))]^5+11*R[E^(-(Pi/Sqrt[10]))]^10+R[E^(-(Pi/Sqrt[10]))]^15])^(1/3))+(-1+18*R[E^(-(Pi/Sqrt[10]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[10]))]^5+11*R[E^(-(Pi/Sqrt[10]))]^10+R[E^(-(Pi/Sqrt[10]))]^15])^(1/3)/(3*R[E^(-(Pi/Sqrt[10]))]^2),R[E^(-Pi/(3*Sqrt[10]))]->-1/(4*R[E^(-(Pi/Sqrt[10]))]^3)+Sqrt[1/(4*R[E^(-(Pi/Sqrt[10]))]^6)-2/R[E^(-(Pi/Sqrt[10]))]+(-1+11*R[E^(-(Pi/Sqrt[10]))]^5+R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Pi/Sqrt[10]))]^6)-4/R[E^(-(Pi/Sqrt[10]))]-(-1+11*R[E^(-(Pi/Sqrt[10]))]^5+R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(8/3)+(-R[E^(-(Pi/Sqrt[10]))]^(-9)+12/R[E^(-(Pi/Sqrt[10]))]^4+8*R[E^(-(Pi/Sqrt[10]))])/(4*Sqrt[1/(4*R[E^(-(Pi/Sqrt[10]))]^6)-2/R[E^(-(Pi/Sqrt[10]))]+(-1+11*R[E^(-(Pi/Sqrt[10]))]^5+R[E^(-(Pi/Sqrt[10]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[10]))]^(8/3)])]/2,R[E^(-Pi/(5*Sqrt[10]))]->(R[E^(-(Pi/Sqrt[10]))]/(1+3*R[E^(-(Pi/Sqrt[10]))]+4*R[E^(-(Pi/Sqrt[10]))]^2+2*R[E^(-(Pi/Sqrt[10]))]^3+R[E^(-(Pi/Sqrt[10]))]^4)-(2*R[E^(-(Pi/Sqrt[10]))]^2)/(1+3*R[E^(-(Pi/Sqrt[10]))]+4*R[E^(-(Pi/Sqrt[10]))]^2+2*R[E^(-(Pi/Sqrt[10]))]^3+R[E^(-(Pi/Sqrt[10]))]^4)+(4*R[E^(-(Pi/Sqrt[10]))]^3)/(1+3*R[E^(-(Pi/Sqrt[10]))]+4*R[E^(-(Pi/Sqrt[10]))]^2+2*R[E^(-(Pi/Sqrt[10]))]^3+R[E^(-(Pi/Sqrt[10]))]^4)-(3*R[E^(-(Pi/Sqrt[10]))]^4)/(1+3*R[E^(-(Pi/Sqrt[10]))]+4*R[E^(-(Pi/Sqrt[10]))]^2+2*R[E^(-(Pi/Sqrt[10]))]^3+R[E^(-(Pi/Sqrt[10]))]^4)+R[E^(-(Pi/Sqrt[10]))]^5/(1+3*R[E^(-(Pi/Sqrt[10]))]+4*R[E^(-(Pi/Sqrt[10]))]^2+2*R[E^(-(Pi/Sqrt[10]))]^3+R[E^(-(Pi/Sqrt[10]))]^4))^(1/5),R[E^(-4*Sqrt[10]*Pi)]->(2-R[E^(-(Pi/Sqrt[10]))]-Sqrt[5]*R[E^(-(Pi/Sqrt[10]))])/(1+Sqrt[5]+2*R[E^(-(Pi/Sqrt[10]))]),R[E^(-2*Sqrt[10]*Pi)]->(2-(1+Sqrt[5])*(-18+5*Sqrt[5]+3*Sqrt[50-20*Sqrt[5]])^(1/5))/(1+Sqrt[5]+2*(-18+5*Sqrt[5]+3*Sqrt[50-20*Sqrt[5]])^(1/5)),R[E^(-(Sqrt[10]*Pi))]->(2-(1+Sqrt[5])*(-18-5*Sqrt[5]+3*Sqrt[50+20*Sqrt[5]])^(1/5))/(1+Sqrt[5]+2*(-18-5*Sqrt[5]+3*Sqrt[50+20*Sqrt[5]])^(1/5)),R[E^(-2*Sqrt[53/5]*Pi)]->-S[E^(-(Sqrt[53/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[53/5]*Pi))]-S[E^(-(Sqrt[53/5]*Pi))]^6)/(3*S[E^(-(Sqrt[53/5]*Pi))]*(18*S[E^(-(Sqrt[53/5]*Pi))]^4-S[E^(-(Sqrt[53/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[53/5]*Pi))]^3+11*S[E^(-(Sqrt[53/5]*Pi))]^8-S[E^(-(Sqrt[53/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[53/5]*Pi))]^4-S[E^(-(Sqrt[53/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[53/5]*Pi))]^3+11*S[E^(-(Sqrt[53/5]*Pi))]^8-S[E^(-(Sqrt[53/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[53/5]*Pi))]),R[E^(-(Sqrt[53/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[53/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[53/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[53/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[53/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[53/5]*Pi)]^5+11*R[E^(-2*Sqrt[53/5]*Pi)]^10+R[E^(-2*Sqrt[53/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[53/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[53/5]*Pi)]^5+11*R[E^(-2*Sqrt[53/5]*Pi)]^10+R[E^(-2*Sqrt[53/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[53/5]*Pi)]^2),R[E^((-4*Pi)/Sqrt[11])]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[11]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[11]*Pi))]),R[E^(-2*Sqrt[11]*Pi)]->-S[E^(-(Sqrt[11]*Pi))]^2/3-(3*S[E^(-(Sqrt[11]*Pi))]-S[E^(-(Sqrt[11]*Pi))]^6)/(3*S[E^(-(Sqrt[11]*Pi))]*(18*S[E^(-(Sqrt[11]*Pi))]^4-S[E^(-(Sqrt[11]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[11]*Pi))]^3+11*S[E^(-(Sqrt[11]*Pi))]^8-S[E^(-(Sqrt[11]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[11]*Pi))]^4-S[E^(-(Sqrt[11]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[11]*Pi))]^3+11*S[E^(-(Sqrt[11]*Pi))]^8-S[E^(-(Sqrt[11]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[11]*Pi))]),R[E^(-(Sqrt[11]*Pi))]->-1/(3*R[E^(-2*Sqrt[11]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[11]*Pi)]^5)/(3*R[E^(-2*Sqrt[11]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[11]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[11]*Pi)]^5+11*R[E^(-2*Sqrt[11]*Pi)]^10+R[E^(-2*Sqrt[11]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[11]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[11]*Pi)]^5+11*R[E^(-2*Sqrt[11]*Pi)]^10+R[E^(-2*Sqrt[11]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[11]*Pi)]^2),R[E^(-2*Sqrt[57/5]*Pi)]->-S[E^(-(Sqrt[57/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[57/5]*Pi))]-S[E^(-(Sqrt[57/5]*Pi))]^6)/(3*S[E^(-(Sqrt[57/5]*Pi))]*(18*S[E^(-(Sqrt[57/5]*Pi))]^4-S[E^(-(Sqrt[57/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[57/5]*Pi))]^3+11*S[E^(-(Sqrt[57/5]*Pi))]^8-S[E^(-(Sqrt[57/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[57/5]*Pi))]^4-S[E^(-(Sqrt[57/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[57/5]*Pi))]^3+11*S[E^(-(Sqrt[57/5]*Pi))]^8-S[E^(-(Sqrt[57/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[57/5]*Pi))]),R[E^(-(Sqrt[57/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[57/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[57/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[57/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[57/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[57/5]*Pi)]^5+11*R[E^(-2*Sqrt[57/5]*Pi)]^10+R[E^(-2*Sqrt[57/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[57/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[57/5]*Pi)]^5+11*R[E^(-2*Sqrt[57/5]*Pi)]^10+R[E^(-2*Sqrt[57/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[57/5]*Pi)]^2),R[E^((-8*Pi)/Sqrt[15])]->-R[E^((-4*Pi)/Sqrt[15])]^2/3+((1-I*Sqrt[3])*(-3*R[E^((-4*Pi)/Sqrt[15])]-R[E^((-4*Pi)/Sqrt[15])]^6))/(6*R[E^((-4*Pi)/Sqrt[15])]*(-18*R[E^((-4*Pi)/Sqrt[15])]^4-R[E^((-4*Pi)/Sqrt[15])]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[15])]^3+11*R[E^((-4*Pi)/Sqrt[15])]^8+R[E^((-4*Pi)/Sqrt[15])]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^((-4*Pi)/Sqrt[15])]^4-R[E^((-4*Pi)/Sqrt[15])]^9+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[15])]^3+11*R[E^((-4*Pi)/Sqrt[15])]^8+R[E^((-4*Pi)/Sqrt[15])]^13])^(1/3))/(6*R[E^((-4*Pi)/Sqrt[15])]),R[E^((-4*Pi)/Sqrt[15])]->2^(2/5)/(8472+4875*Sqrt[3]-3770*Sqrt[5]-2175*Sqrt[15]+Sqrt[30*(9503185+5486650*Sqrt[3]-4249921*Sqrt[5]-2453690*Sqrt[15])])^(1/5),R[E^((-2*Pi)/Sqrt[15])]->(-147+55*Sqrt[5]+7*Sqrt[30*(25-11*Sqrt[5])])^(1/5)/2^(2/5),R[E^((-4*Pi)/(3*Sqrt[15]))]->-1/(4*R[E^((-4*Pi)/Sqrt[15])]^3)+Sqrt[1/(4*R[E^((-4*Pi)/Sqrt[15])]^6)-2/R[E^((-4*Pi)/Sqrt[15])]+(-1+11*R[E^((-4*Pi)/Sqrt[15])]^5+R[E^((-4*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-4*Pi)/Sqrt[15])]^(8/3)]/2+Sqrt[1/(2*R[E^((-4*Pi)/Sqrt[15])]^6)-4/R[E^((-4*Pi)/Sqrt[15])]-(-1+11*R[E^((-4*Pi)/Sqrt[15])]^5+R[E^((-4*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-4*Pi)/Sqrt[15])]^(8/3)+(-R[E^((-4*Pi)/Sqrt[15])]^(-9)+12/R[E^((-4*Pi)/Sqrt[15])]^4+8*R[E^((-4*Pi)/Sqrt[15])])/(4*Sqrt[1/(4*R[E^((-4*Pi)/Sqrt[15])]^6)-2/R[E^((-4*Pi)/Sqrt[15])]+(-1+11*R[E^((-4*Pi)/Sqrt[15])]^5+R[E^((-4*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-4*Pi)/Sqrt[15])]^(8/3)])]/2,R[E^(-(Pi/Sqrt[15]))]->(-8472+4875*Sqrt[3]+3770*Sqrt[5]-2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]-4249921*Sqrt[5]+2453690*Sqrt[15])])^(1/5)/2^(2/5),R[E^((-4*Pi)/(5*Sqrt[15]))]->(R[E^((-4*Pi)/Sqrt[15])]/(1+3*R[E^((-4*Pi)/Sqrt[15])]+4*R[E^((-4*Pi)/Sqrt[15])]^2+2*R[E^((-4*Pi)/Sqrt[15])]^3+R[E^((-4*Pi)/Sqrt[15])]^4)-(2*R[E^((-4*Pi)/Sqrt[15])]^2)/(1+3*R[E^((-4*Pi)/Sqrt[15])]+4*R[E^((-4*Pi)/Sqrt[15])]^2+2*R[E^((-4*Pi)/Sqrt[15])]^3+R[E^((-4*Pi)/Sqrt[15])]^4)+(4*R[E^((-4*Pi)/Sqrt[15])]^3)/(1+3*R[E^((-4*Pi)/Sqrt[15])]+4*R[E^((-4*Pi)/Sqrt[15])]^2+2*R[E^((-4*Pi)/Sqrt[15])]^3+R[E^((-4*Pi)/Sqrt[15])]^4)-(3*R[E^((-4*Pi)/Sqrt[15])]^4)/(1+3*R[E^((-4*Pi)/Sqrt[15])]+4*R[E^((-4*Pi)/Sqrt[15])]^2+2*R[E^((-4*Pi)/Sqrt[15])]^3+R[E^((-4*Pi)/Sqrt[15])]^4)+R[E^((-4*Pi)/Sqrt[15])]^5/(1+3*R[E^((-4*Pi)/Sqrt[15])]+4*R[E^((-4*Pi)/Sqrt[15])]^2+2*R[E^((-4*Pi)/Sqrt[15])]^3+R[E^((-4*Pi)/Sqrt[15])]^4))^(1/5),R[E^((-2*Pi)/(3*Sqrt[15]))]->-1/(4*R[E^((-2*Pi)/Sqrt[15])]^3)+Sqrt[1/(4*R[E^((-2*Pi)/Sqrt[15])]^6)-2/R[E^((-2*Pi)/Sqrt[15])]+(-1+11*R[E^((-2*Pi)/Sqrt[15])]^5+R[E^((-2*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[15])]^(8/3)]/2+Sqrt[1/(2*R[E^((-2*Pi)/Sqrt[15])]^6)-4/R[E^((-2*Pi)/Sqrt[15])]-(-1+11*R[E^((-2*Pi)/Sqrt[15])]^5+R[E^((-2*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[15])]^(8/3)+(-R[E^((-2*Pi)/Sqrt[15])]^(-9)+12/R[E^((-2*Pi)/Sqrt[15])]^4+8*R[E^((-2*Pi)/Sqrt[15])])/(4*Sqrt[1/(4*R[E^((-2*Pi)/Sqrt[15])]^6)-2/R[E^((-2*Pi)/Sqrt[15])]+(-1+11*R[E^((-2*Pi)/Sqrt[15])]^5+R[E^((-2*Pi)/Sqrt[15])]^10)^(1/3)/R[E^((-2*Pi)/Sqrt[15])]^(8/3)])]/2,R[E^((-2*Pi)/(5*Sqrt[15]))]->(R[E^((-2*Pi)/Sqrt[15])]/(1+3*R[E^((-2*Pi)/Sqrt[15])]+4*R[E^((-2*Pi)/Sqrt[15])]^2+2*R[E^((-2*Pi)/Sqrt[15])]^3+R[E^((-2*Pi)/Sqrt[15])]^4)-(2*R[E^((-2*Pi)/Sqrt[15])]^2)/(1+3*R[E^((-2*Pi)/Sqrt[15])]+4*R[E^((-2*Pi)/Sqrt[15])]^2+2*R[E^((-2*Pi)/Sqrt[15])]^3+R[E^((-2*Pi)/Sqrt[15])]^4)+(4*R[E^((-2*Pi)/Sqrt[15])]^3)/(1+3*R[E^((-2*Pi)/Sqrt[15])]+4*R[E^((-2*Pi)/Sqrt[15])]^2+2*R[E^((-2*Pi)/Sqrt[15])]^3+R[E^((-2*Pi)/Sqrt[15])]^4)-(3*R[E^((-2*Pi)/Sqrt[15])]^4)/(1+3*R[E^((-2*Pi)/Sqrt[15])]+4*R[E^((-2*Pi)/Sqrt[15])]^2+2*R[E^((-2*Pi)/Sqrt[15])]^3+R[E^((-2*Pi)/Sqrt[15])]^4)+R[E^((-2*Pi)/Sqrt[15])]^5/(1+3*R[E^((-2*Pi)/Sqrt[15])]+4*R[E^((-2*Pi)/Sqrt[15])]^2+2*R[E^((-2*Pi)/Sqrt[15])]^3+R[E^((-2*Pi)/Sqrt[15])]^4))^(1/5),R[E^(-Pi/(3*Sqrt[15]))]->-1/(4*R[E^(-(Pi/Sqrt[15]))]^3)+Sqrt[1/(4*R[E^(-(Pi/Sqrt[15]))]^6)-2/R[E^(-(Pi/Sqrt[15]))]+(-1+11*R[E^(-(Pi/Sqrt[15]))]^5+R[E^(-(Pi/Sqrt[15]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[15]))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Pi/Sqrt[15]))]^6)-4/R[E^(-(Pi/Sqrt[15]))]-(-1+11*R[E^(-(Pi/Sqrt[15]))]^5+R[E^(-(Pi/Sqrt[15]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[15]))]^(8/3)+(-R[E^(-(Pi/Sqrt[15]))]^(-9)+12/R[E^(-(Pi/Sqrt[15]))]^4+8*R[E^(-(Pi/Sqrt[15]))])/(4*Sqrt[1/(4*R[E^(-(Pi/Sqrt[15]))]^6)-2/R[E^(-(Pi/Sqrt[15]))]+(-1+11*R[E^(-(Pi/Sqrt[15]))]^5+R[E^(-(Pi/Sqrt[15]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[15]))]^(8/3)])]/2,R[E^(-Pi/(5*Sqrt[15]))]->(R[E^(-(Pi/Sqrt[15]))]/(1+3*R[E^(-(Pi/Sqrt[15]))]+4*R[E^(-(Pi/Sqrt[15]))]^2+2*R[E^(-(Pi/Sqrt[15]))]^3+R[E^(-(Pi/Sqrt[15]))]^4)-(2*R[E^(-(Pi/Sqrt[15]))]^2)/(1+3*R[E^(-(Pi/Sqrt[15]))]+4*R[E^(-(Pi/Sqrt[15]))]^2+2*R[E^(-(Pi/Sqrt[15]))]^3+R[E^(-(Pi/Sqrt[15]))]^4)+(4*R[E^(-(Pi/Sqrt[15]))]^3)/(1+3*R[E^(-(Pi/Sqrt[15]))]+4*R[E^(-(Pi/Sqrt[15]))]^2+2*R[E^(-(Pi/Sqrt[15]))]^3+R[E^(-(Pi/Sqrt[15]))]^4)-(3*R[E^(-(Pi/Sqrt[15]))]^4)/(1+3*R[E^(-(Pi/Sqrt[15]))]+4*R[E^(-(Pi/Sqrt[15]))]^2+2*R[E^(-(Pi/Sqrt[15]))]^3+R[E^(-(Pi/Sqrt[15]))]^4)+R[E^(-(Pi/Sqrt[15]))]^5/(1+3*R[E^(-(Pi/Sqrt[15]))]+4*R[E^(-(Pi/Sqrt[15]))]^2+2*R[E^(-(Pi/Sqrt[15]))]^3+R[E^(-(Pi/Sqrt[15]))]^4))^(1/5),R[E^(-Pi/(5*Sqrt[15]))]->(((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[15]*Pi)]^5)^(-1)-(11*R[E^(-4*Sqrt[15]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[15]*Pi)]^5))-(5*Sqrt[5]*R[E^(-4*Sqrt[15]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[15]*Pi)]^5)))^(1/5),R[E^(-12*Sqrt[15]*Pi)]->R[E^(-4*Sqrt[15]*Pi)]^3/4-Sqrt[2*R[E^(-4*Sqrt[15]*Pi)]+R[E^(-4*Sqrt[15]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[15]*Pi)]^5-R[E^(-4*Sqrt[15]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[15]*Pi)]^(2/3)]/2+Sqrt[4*R[E^(-4*Sqrt[15]*Pi)]+R[E^(-4*Sqrt[15]*Pi)]^6/2-(1-11*R[E^(-4*Sqrt[15]*Pi)]^5-R[E^(-4*Sqrt[15]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[15]*Pi)]^(2/3)-(-8/R[E^(-4*Sqrt[15]*Pi)]+12*R[E^(-4*Sqrt[15]*Pi)]^4+R[E^(-4*Sqrt[15]*Pi)]^9)/(4*Sqrt[2*R[E^(-4*Sqrt[15]*Pi)]+R[E^(-4*Sqrt[15]*Pi)]^6/4+(1-11*R[E^(-4*Sqrt[15]*Pi)]^5-R[E^(-4*Sqrt[15]*Pi)]^10)^(1/3)/R[E^(-4*Sqrt[15]*Pi)]^(2/3)])]/2,R[E^(-8*Sqrt[15]*Pi)]->-R[E^(-4*Sqrt[15]*Pi)]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-4*Sqrt[15]*Pi)]-R[E^(-4*Sqrt[15]*Pi)]^6))/(6*R[E^(-4*Sqrt[15]*Pi)]*(-18*R[E^(-4*Sqrt[15]*Pi)]^4-R[E^(-4*Sqrt[15]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[15]*Pi)]^3+11*R[E^(-4*Sqrt[15]*Pi)]^8+R[E^(-4*Sqrt[15]*Pi)]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-4*Sqrt[15]*Pi)]^4-R[E^(-4*Sqrt[15]*Pi)]^9+3*Sqrt[3]*Sqrt[-R[E^(-4*Sqrt[15]*Pi)]^3+11*R[E^(-4*Sqrt[15]*Pi)]^8+R[E^(-4*Sqrt[15]*Pi)]^13])^(1/3))/(6*R[E^(-4*Sqrt[15]*Pi)]),R[E^(-4*Sqrt[15]*Pi)]->(2-((1+Sqrt[5])*(-8472+4875*Sqrt[3]+3770*Sqrt[5]-2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]-4249921*Sqrt[5]+2453690*Sqrt[15])])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-8472+4875*Sqrt[3]+3770*Sqrt[5]-2175*Sqrt[15]+Sqrt[30*(9503185-5486650*Sqrt[3]-4249921*Sqrt[5]+2453690*Sqrt[15])])^(1/5)),R[E^(-2*Sqrt[15]*Pi)]->(2-((1+Sqrt[5])*(-147+55*Sqrt[5]+7*Sqrt[750-330*Sqrt[5]])^(1/5))/2^(2/5))/(1+Sqrt[5]+2^(3/5)*(-147+55*Sqrt[5]+7*Sqrt[750-330*Sqrt[5]])^(1/5)),R[E^(-2*Sqrt[15]*Pi)]->-S[E^(-(Sqrt[15]*Pi))]^2/3-(3*S[E^(-(Sqrt[15]*Pi))]-S[E^(-(Sqrt[15]*Pi))]^6)/(3*S[E^(-(Sqrt[15]*Pi))]*(18*S[E^(-(Sqrt[15]*Pi))]^4-S[E^(-(Sqrt[15]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[15]*Pi))]^3+11*S[E^(-(Sqrt[15]*Pi))]^8-S[E^(-(Sqrt[15]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[15]*Pi))]^4-S[E^(-(Sqrt[15]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[15]*Pi))]^3+11*S[E^(-(Sqrt[15]*Pi))]^8-S[E^(-(Sqrt[15]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[15]*Pi))]),R[E^(-(Sqrt[15]*Pi))]->-1/(3*R[E^(-2*Sqrt[15]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[15]*Pi)]^5)/(3*R[E^(-2*Sqrt[15]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[15]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[15]*Pi)]^5+11*R[E^(-2*Sqrt[15]*Pi)]^10+R[E^(-2*Sqrt[15]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[15]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[15]*Pi)]^5+11*R[E^(-2*Sqrt[15]*Pi)]^10+R[E^(-2*Sqrt[15]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[15]*Pi)]^2),R[E^(-2*Sqrt[89/5]*Pi)]->-S[E^(-(Sqrt[89/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[89/5]*Pi))]-S[E^(-(Sqrt[89/5]*Pi))]^6)/(3*S[E^(-(Sqrt[89/5]*Pi))]*(18*S[E^(-(Sqrt[89/5]*Pi))]^4-S[E^(-(Sqrt[89/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[89/5]*Pi))]^3+11*S[E^(-(Sqrt[89/5]*Pi))]^8-S[E^(-(Sqrt[89/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[89/5]*Pi))]^4-S[E^(-(Sqrt[89/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[89/5]*Pi))]^3+11*S[E^(-(Sqrt[89/5]*Pi))]^8-S[E^(-(Sqrt[89/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[89/5]*Pi))]),R[E^(-(Sqrt[89/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[89/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[89/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[89/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[89/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[89/5]*Pi)]^5+11*R[E^(-2*Sqrt[89/5]*Pi)]^10+R[E^(-2*Sqrt[89/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[89/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[89/5]*Pi)]^5+11*R[E^(-2*Sqrt[89/5]*Pi)]^10+R[E^(-2*Sqrt[89/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[89/5]*Pi)]^2),R[E^((-4*Pi)/Sqrt[19])]->(2-(1+Sqrt[5])*R[E^(-(Sqrt[19]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[19]*Pi))]),R[E^(-2*Sqrt[19]*Pi)]->-S[E^(-(Sqrt[19]*Pi))]^2/3-(3*S[E^(-(Sqrt[19]*Pi))]-S[E^(-(Sqrt[19]*Pi))]^6)/(3*S[E^(-(Sqrt[19]*Pi))]*(18*S[E^(-(Sqrt[19]*Pi))]^4-S[E^(-(Sqrt[19]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[19]*Pi))]^3+11*S[E^(-(Sqrt[19]*Pi))]^8-S[E^(-(Sqrt[19]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[19]*Pi))]^4-S[E^(-(Sqrt[19]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[19]*Pi))]^3+11*S[E^(-(Sqrt[19]*Pi))]^8-S[E^(-(Sqrt[19]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[19]*Pi))]),R[E^(-(Sqrt[19]*Pi))]->-1/(3*R[E^(-2*Sqrt[19]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[19]*Pi)]^5)/(3*R[E^(-2*Sqrt[19]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[19]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[19]*Pi)]^5+11*R[E^(-2*Sqrt[19]*Pi)]^10+R[E^(-2*Sqrt[19]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[19]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[19]*Pi)]^5+11*R[E^(-2*Sqrt[19]*Pi)]^10+R[E^(-2*Sqrt[19]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[19]*Pi)]^2),R[E^(-2*Sqrt[101/5]*Pi)]->-S[E^(-(Sqrt[101/5]*Pi))]^2/3-(3*S[E^(-(Sqrt[101/5]*Pi))]-S[E^(-(Sqrt[101/5]*Pi))]^6)/(3*S[E^(-(Sqrt[101/5]*Pi))]*(18*S[E^(-(Sqrt[101/5]*Pi))]^4-S[E^(-(Sqrt[101/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[101/5]*Pi))]^3+11*S[E^(-(Sqrt[101/5]*Pi))]^8-S[E^(-(Sqrt[101/5]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[101/5]*Pi))]^4-S[E^(-(Sqrt[101/5]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[101/5]*Pi))]^3+11*S[E^(-(Sqrt[101/5]*Pi))]^8-S[E^(-(Sqrt[101/5]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[101/5]*Pi))]),R[E^(-(Sqrt[101/5]*Pi))]->-1/(3*R[E^(-2*Sqrt[101/5]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[101/5]*Pi)]^5)/(3*R[E^(-2*Sqrt[101/5]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[101/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[101/5]*Pi)]^5+11*R[E^(-2*Sqrt[101/5]*Pi)]^10+R[E^(-2*Sqrt[101/5]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[101/5]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[101/5]*Pi)]^5+11*R[E^(-2*Sqrt[101/5]*Pi)]^10+R[E^(-2*Sqrt[101/5]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[101/5]*Pi)]^2),R[E^(-(Pi/Sqrt[30]))]->-1/(3*R[E^(-(Sqrt[2/15]*Pi))]^2)-(-1+3*R[E^(-(Sqrt[2/15]*Pi))]^5)/(3*R[E^(-(Sqrt[2/15]*Pi))]^2*(-1+18*R[E^(-(Sqrt[2/15]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2/15]*Pi))]^5+11*R[E^(-(Sqrt[2/15]*Pi))]^10+R[E^(-(Sqrt[2/15]*Pi))]^15])^(1/3))+(-1+18*R[E^(-(Sqrt[2/15]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2/15]*Pi))]^5+11*R[E^(-(Sqrt[2/15]*Pi))]^10+R[E^(-(Sqrt[2/15]*Pi))]^15])^(1/3)/(3*R[E^(-(Sqrt[2/15]*Pi))]^2),R[E^(-2*Sqrt[30]*Pi)]->(2-R[E^(-(Sqrt[2/15]*Pi))]-Sqrt[5]*R[E^(-(Sqrt[2/15]*Pi))])/(1+Sqrt[5]+2*R[E^(-(Sqrt[2/15]*Pi))]),R[E^((-4*Pi)/Sqrt[35])]->Root[{-5+#1^2&,-175+70*#1+#2^2&,7-5*#1-#2+#3^5&,-54776+24360*#1+11872*#2-5440*#1*#2-1044*#2^2+420*#1*#2^2+28*#2^3-20*#1*#2^3-#2^4+#4^5&,2968-1360*#1-522*#2+210*#1*#2+21*#2^2-15*#1*#2^2-#2^3+#5^5&,-174+70*#1+14*#2-10*#1*#2-#2^2+#6^5&,7-5*#1-#2+8*#3*#7-5*#1*#3*#7-#2*#3*#7+5*#6*#7^2+10*#5*#7^3+5*#4*#7^4-6*#7^5+5*#1*#7^5+#2*#7^5+#3*#7^6&},{2,2,1,1,1,1,2}],R[E^((-2*Pi)/Sqrt[35])]->-(-7+5*Sqrt[5]+Sqrt[35*(5-2*Sqrt[5])])^(2/5)/3+((7-5*Sqrt[5]+Sqrt[35*(5-2*Sqrt[5])])^(1/10)*((5-2*Sqrt[5]+Sqrt[7*(5-2*Sqrt[5])])*(5/(Sqrt[-5345+2423*Sqrt[5]+5*Sqrt[7*(331105-148058*Sqrt[5])]]+3*Sqrt[3*(-85+39*Sqrt[5]+5*Sqrt[7*(85-38*Sqrt[5])])]))^(1/3)+5^(1/6)*(Sqrt[-5345+2423*Sqrt[5]+5*Sqrt[7*(331105-148058*Sqrt[5])]]+3*Sqrt[3*(-85+39*Sqrt[5]+5*Sqrt[7*(85-38*Sqrt[5])])])^(1/3)))/3,R[E^(-(Pi/Sqrt[35]))]->Root[{-7+#1^2&,-5+#2^2&,-1+716708*#3-270875*#1*#3-320545*#2*#3+121150*#1*#2*#3+1626915*#3^2-615125*#1*#3^2-731510*#2*#3^2+276575*#1*#2*#3^2+1475215*#3^3-556625*#1*#3^3-596355*#2*#3^3+224975*#1*#2*#3^3-1626915*#3^4+615125*#1*#3^4+731510*#2*#3^4-276575*#1*#2*#3^4+716708*#3^5-270875*#1*#3^5-320545*#2*#3^5+121150*#1*#2*#3^5+#3^6&},{2,2,2}]^(1/5),R[E^(-4*Sqrt[35]*Pi)]->(2-R[E^(-(Pi/Sqrt[35]))]-Sqrt[5]*R[E^(-(Pi/Sqrt[35]))])/(1+Sqrt[5]+2*R[E^(-(Pi/Sqrt[35]))]),R[E^(-2*Sqrt[35]*Pi)]->(2-(1+Sqrt[5])*R[E^((-2*Pi)/Sqrt[35])])/(1+Sqrt[5]+2*R[E^((-2*Pi)/Sqrt[35])]),R[E^(-2*Sqrt[35]*Pi)]->-S[E^(-(Sqrt[35]*Pi))]^2/3-(3*S[E^(-(Sqrt[35]*Pi))]-S[E^(-(Sqrt[35]*Pi))]^6)/(3*S[E^(-(Sqrt[35]*Pi))]*(18*S[E^(-(Sqrt[35]*Pi))]^4-S[E^(-(Sqrt[35]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[35]*Pi))]^3+11*S[E^(-(Sqrt[35]*Pi))]^8-S[E^(-(Sqrt[35]*Pi))]^13])^(1/3))+(18*S[E^(-(Sqrt[35]*Pi))]^4-S[E^(-(Sqrt[35]*Pi))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Sqrt[35]*Pi))]^3+11*S[E^(-(Sqrt[35]*Pi))]^8-S[E^(-(Sqrt[35]*Pi))]^13])^(1/3)/(3*S[E^(-(Sqrt[35]*Pi))]),R[E^(-(Sqrt[35]*Pi))]->-1/(3*R[E^(-2*Sqrt[35]*Pi)]^2)-(-1+3*R[E^(-2*Sqrt[35]*Pi)]^5)/(3*R[E^(-2*Sqrt[35]*Pi)]^2*(-1+18*R[E^(-2*Sqrt[35]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[35]*Pi)]^5+11*R[E^(-2*Sqrt[35]*Pi)]^10+R[E^(-2*Sqrt[35]*Pi)]^15])^(1/3))+(-1+18*R[E^(-2*Sqrt[35]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[35]*Pi)]^5+11*R[E^(-2*Sqrt[35]*Pi)]^10+R[E^(-2*Sqrt[35]*Pi)]^15])^(1/3)/(3*R[E^(-2*Sqrt[35]*Pi)]^2),R[E^((-4*Pi)/Sqrt[55])]->(((1+Sqrt[5])^5/32+R[E^(-(Sqrt[11/5]*Pi))]^5)^(-1)-(11*R[E^(-(Sqrt[11/5]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[11/5]*Pi))]^5))-(5*Sqrt[5]*R[E^(-(Sqrt[11/5]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[11/5]*Pi))]^5)))^(1/5),R[E^((-3*Pi)/Sqrt[55])]->R[E^(-(Pi/Sqrt[55]))]^3/4-Sqrt[2*R[E^(-(Pi/Sqrt[55]))]+R[E^(-(Pi/Sqrt[55]))]^6/4+(1-11*R[E^(-(Pi/Sqrt[55]))]^5-R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(2/3)]/2+Sqrt[4*R[E^(-(Pi/Sqrt[55]))]+R[E^(-(Pi/Sqrt[55]))]^6/2-(1-11*R[E^(-(Pi/Sqrt[55]))]^5-R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(2/3)-(-8/R[E^(-(Pi/Sqrt[55]))]+12*R[E^(-(Pi/Sqrt[55]))]^4+R[E^(-(Pi/Sqrt[55]))]^9)/(4*Sqrt[2*R[E^(-(Pi/Sqrt[55]))]+R[E^(-(Pi/Sqrt[55]))]^6/4+(1-11*R[E^(-(Pi/Sqrt[55]))]^5-R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(2/3)])]/2,R[E^((-2*Pi)/Sqrt[55])]->-1/(3*R[E^((-4*Pi)/Sqrt[55])]^2)-(-1+3*R[E^((-4*Pi)/Sqrt[55])]^5)/(3*R[E^((-4*Pi)/Sqrt[55])]^2*(-1+18*R[E^((-4*Pi)/Sqrt[55])]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[55])]^5+11*R[E^((-4*Pi)/Sqrt[55])]^10+R[E^((-4*Pi)/Sqrt[55])]^15])^(1/3))+(-1+18*R[E^((-4*Pi)/Sqrt[55])]^5+3*Sqrt[3]*Sqrt[-R[E^((-4*Pi)/Sqrt[55])]^5+11*R[E^((-4*Pi)/Sqrt[55])]^10+R[E^((-4*Pi)/Sqrt[55])]^15])^(1/3)/(3*R[E^((-4*Pi)/Sqrt[55])]^2),R[E^((-2*Pi)/Sqrt[55])]->-R[E^(-(Pi/Sqrt[55]))]^2/3+((1-I*Sqrt[3])*(-3*R[E^(-(Pi/Sqrt[55]))]-R[E^(-(Pi/Sqrt[55]))]^6))/(6*R[E^(-(Pi/Sqrt[55]))]*(-18*R[E^(-(Pi/Sqrt[55]))]^4-R[E^(-(Pi/Sqrt[55]))]^9+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[55]))]^3+11*R[E^(-(Pi/Sqrt[55]))]^8+R[E^(-(Pi/Sqrt[55]))]^13])^(1/3))-((1+I*Sqrt[3])*(-18*R[E^(-(Pi/Sqrt[55]))]^4-R[E^(-(Pi/Sqrt[55]))]^9+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[55]))]^3+11*R[E^(-(Pi/Sqrt[55]))]^8+R[E^(-(Pi/Sqrt[55]))]^13])^(1/3))/(6*R[E^(-(Pi/Sqrt[55]))]),R[E^((-2*Pi)/Sqrt[55])]->-S[E^(-(Pi/Sqrt[55]))]^2/3-(3*S[E^(-(Pi/Sqrt[55]))]-S[E^(-(Pi/Sqrt[55]))]^6)/(3*S[E^(-(Pi/Sqrt[55]))]*(18*S[E^(-(Pi/Sqrt[55]))]^4-S[E^(-(Pi/Sqrt[55]))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Pi/Sqrt[55]))]^3+11*S[E^(-(Pi/Sqrt[55]))]^8-S[E^(-(Pi/Sqrt[55]))]^13])^(1/3))+(18*S[E^(-(Pi/Sqrt[55]))]^4-S[E^(-(Pi/Sqrt[55]))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Pi/Sqrt[55]))]^3+11*S[E^(-(Pi/Sqrt[55]))]^8-S[E^(-(Pi/Sqrt[55]))]^13])^(1/3)/(3*S[E^(-(Pi/Sqrt[55]))]),R[E^(-(Pi/Sqrt[55]))]->((-9*(6910616+3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8+(25*Sqrt[(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]+51836843096450*Sqrt[11]+23182140980530*Sqrt[55]-10*(85542815199281065322+38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55])*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))])])/4)^(1/5),R[E^(-Pi/(3*Sqrt[55]))]->-1/(4*R[E^(-(Pi/Sqrt[55]))]^3)+Sqrt[1/(4*R[E^(-(Pi/Sqrt[55]))]^6)-2/R[E^(-(Pi/Sqrt[55]))]+(-1+11*R[E^(-(Pi/Sqrt[55]))]^5+R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(8/3)]/2+Sqrt[1/(2*R[E^(-(Pi/Sqrt[55]))]^6)-4/R[E^(-(Pi/Sqrt[55]))]-(-1+11*R[E^(-(Pi/Sqrt[55]))]^5+R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(8/3)+(-R[E^(-(Pi/Sqrt[55]))]^(-9)+12/R[E^(-(Pi/Sqrt[55]))]^4+8*R[E^(-(Pi/Sqrt[55]))])/(4*Sqrt[1/(4*R[E^(-(Pi/Sqrt[55]))]^6)-2/R[E^(-(Pi/Sqrt[55]))]+(-1+11*R[E^(-(Pi/Sqrt[55]))]^5+R[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/R[E^(-(Pi/Sqrt[55]))]^(8/3)])]/2,R[E^(-Pi/(5*Sqrt[55]))]->(R[E^(-(Pi/Sqrt[55]))]/(1+3*R[E^(-(Pi/Sqrt[55]))]+4*R[E^(-(Pi/Sqrt[55]))]^2+2*R[E^(-(Pi/Sqrt[55]))]^3+R[E^(-(Pi/Sqrt[55]))]^4)-(2*R[E^(-(Pi/Sqrt[55]))]^2)/(1+3*R[E^(-(Pi/Sqrt[55]))]+4*R[E^(-(Pi/Sqrt[55]))]^2+2*R[E^(-(Pi/Sqrt[55]))]^3+R[E^(-(Pi/Sqrt[55]))]^4)+(4*R[E^(-(Pi/Sqrt[55]))]^3)/(1+3*R[E^(-(Pi/Sqrt[55]))]+4*R[E^(-(Pi/Sqrt[55]))]^2+2*R[E^(-(Pi/Sqrt[55]))]^3+R[E^(-(Pi/Sqrt[55]))]^4)-(3*R[E^(-(Pi/Sqrt[55]))]^4)/(1+3*R[E^(-(Pi/Sqrt[55]))]+4*R[E^(-(Pi/Sqrt[55]))]^2+2*R[E^(-(Pi/Sqrt[55]))]^3+R[E^(-(Pi/Sqrt[55]))]^4)+R[E^(-(Pi/Sqrt[55]))]^5/(1+3*R[E^(-(Pi/Sqrt[55]))]+4*R[E^(-(Pi/Sqrt[55]))]^2+2*R[E^(-(Pi/Sqrt[55]))]^3+R[E^(-(Pi/Sqrt[55]))]^4))^(1/5),R[E^(-Pi/(5*Sqrt[55]))]->(((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[55]*Pi)]^5)^(-1)-(11*R[E^(-4*Sqrt[55]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[55]*Pi)]^5))-(5*Sqrt[5]*R[E^(-4*Sqrt[55]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-4*Sqrt[55]*Pi)]^5)))^(1/5),R[E^(-4*Sqrt[55]*Pi)]->(2-(1+Sqrt[5])*((-9*(6910616+3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8+(25*Sqrt[(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]+51836843096450*Sqrt[11]+23182140980530*Sqrt[55]-10*(85542815199281065322+38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55])*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))])])/4)^(1/5))/(1+Sqrt[5]+2*((-9*(6910616+3090520*Sqrt[5]+2083625*Sqrt[11]+931825*Sqrt[55]))/8+(25*Sqrt[(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))/2])/4+(3*Sqrt[5*(171923358867725+76886463469663*Sqrt[5]+51836843096450*Sqrt[11]+23182140980530*Sqrt[55]-10*(85542815199281065322+38255909954458936246*Sqrt[5]+25792129229702388608*Sqrt[11]+11534590848414765769*Sqrt[55])*Sqrt[2/(12378479649193+5535824390739*Sqrt[5]+36*Sqrt[11]*(103673667857+46364273761*Sqrt[5]))])])/4)^(1/5)),R[E^(-(Sqrt[55]*Pi))]->(2-R[E^((-4*Pi)/Sqrt[55])]-Sqrt[5]*R[E^((-4*Pi)/Sqrt[55])])/(1+Sqrt[5]+2*R[E^((-4*Pi)/Sqrt[55])]),R[E^((-4*Pi)/Sqrt[65])]->(((1+Sqrt[5])^5/32+R[E^(-(Sqrt[13/5]*Pi))]^5)^(-1)-(11*R[E^(-(Sqrt[13/5]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[13/5]*Pi))]^5))-(5*Sqrt[5]*R[E^(-(Sqrt[13/5]*Pi))]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-(Sqrt[13/5]*Pi))]^5)))^(1/5),R[E^(-(Pi/Sqrt[65]))]->Root[{-13+#1^2&,-5+#2^2&,1-157725769*#3+43745250*#1*#3+70537290*#2*#3-19563525*#1*#2*#3+27917525147*#3^2-7742928250*#1*#3^2-12484933570*#2*#3^2+3462697575*#1*#2*#3^2-364776342817*#3^3+101170753750*#1*#3^3+163132579150*#2*#3^3-45244837125*#1*#2*#3^3+2912987127320*#3^4-807917262500*#1*#3^4-1302725530100*#2*#3^4+361311054750*#1*#2*#3^4+364776342817*#3^5-101170753750*#1*#3^5-163132579150*#2*#3^5+45244837125*#1*#2*#3^5+27917525147*#3^6-7742928250*#1*#3^6-12484933570*#2*#3^6+3462697575*#1*#2*#3^6+157725769*#3^7-43745250*#1*#3^7-70537290*#2*#3^7+19563525*#1*#2*#3^7+#3^8&},{2,2,4}]^(1/5),R[E^(-4*Sqrt[65]*Pi)]->Root[-R[E^(-4*Sqrt[13/5]*Pi)]^5+(1-3*R[E^(-4*Sqrt[13/5]*Pi)]^5)*#1+(-2-4*R[E^(-4*Sqrt[13/5]*Pi)]^5)*#1^2+(4-2*R[E^(-4*Sqrt[13/5]*Pi)]^5)*#1^3+(-3-R[E^(-4*Sqrt[13/5]*Pi)]^5)*#1^4+#1^5&,1],R[E^(-(Sqrt[65]*Pi))]->(2-R[E^((-4*Pi)/Sqrt[65])]-Sqrt[5]*R[E^((-4*Pi)/Sqrt[65])])/(1+Sqrt[5]+2*R[E^((-4*Pi)/Sqrt[65])]),R[E^((-2*Pi)/Sqrt[85])]->(((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[17/5]*Pi)]^5)^(-1)-(11*R[E^(-2*Sqrt[17/5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[17/5]*Pi)]^5))-(5*Sqrt[5]*R[E^(-2*Sqrt[17/5]*Pi)]^5)/(2*((1+Sqrt[5])^5/32+R[E^(-2*Sqrt[17/5]*Pi)]^5)))^(1/5),R[E^((-2*Pi)/Sqrt[115])]->-S[E^(-(Pi/Sqrt[115]))]^2/3-(3*S[E^(-(Pi/Sqrt[115]))]-S[E^(-(Pi/Sqrt[115]))]^6)/(3*S[E^(-(Pi/Sqrt[115]))]*(18*S[E^(-(Pi/Sqrt[115]))]^4-S[E^(-(Pi/Sqrt[115]))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Pi/Sqrt[115]))]^3+11*S[E^(-(Pi/Sqrt[115]))]^8-S[E^(-(Pi/Sqrt[115]))]^13])^(1/3))+(18*S[E^(-(Pi/Sqrt[115]))]^4-S[E^(-(Pi/Sqrt[115]))]^9+3*Sqrt[3]*Sqrt[S[E^(-(Pi/Sqrt[115]))]^3+11*S[E^(-(Pi/Sqrt[115]))]^8-S[E^(-(Pi/Sqrt[115]))]^13])^(1/3)/(3*S[E^(-(Pi/Sqrt[115]))]),R[E^(-(Pi/Sqrt[115]))]->-1/(3*R[E^((-2*Pi)/Sqrt[115])]^2)-(-1+3*R[E^((-2*Pi)/Sqrt[115])]^5)/(3*R[E^((-2*Pi)/Sqrt[115])]^2*(-1+18*R[E^((-2*Pi)/Sqrt[115])]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/Sqrt[115])]^5+11*R[E^((-2*Pi)/Sqrt[115])]^10+R[E^((-2*Pi)/Sqrt[115])]^15])^(1/3))+(-1+18*R[E^((-2*Pi)/Sqrt[115])]^5+3*Sqrt[3]*Sqrt[-R[E^((-2*Pi)/Sqrt[115])]^5+11*R[E^((-2*Pi)/Sqrt[115])]^10+R[E^((-2*Pi)/Sqrt[115])]^15])^(1/3)/(3*R[E^((-2*Pi)/Sqrt[115])]^2),R[E^(-4*Sqrt[115]*Pi)]->(2-(1+Sqrt[5])*R[E^(-(Pi/Sqrt[115]))])/(1+Sqrt[5]+2*R[E^(-(Pi/Sqrt[115]))])};  (* Length[RList2]==343 *)

SList2={S[0]->0,S[1]->(1+Sqrt[5])/2,S[E^(-63*Pi)]->S[E^(-21*Pi)]^3/4-Sqrt[-2*S[E^(-21*Pi)]+S[E^(-21*Pi)]^6/4+(1+11*S[E^(-21*Pi)]^5-S[E^(-21*Pi)]^10)^(1/3)/S[E^(-21*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-21*Pi)]+S[E^(-21*Pi)]^6/2-(1+11*S[E^(-21*Pi)]^5-S[E^(-21*Pi)]^10)^(1/3)/S[E^(-21*Pi)]^(2/3)-(-8/S[E^(-21*Pi)]-12*S[E^(-21*Pi)]^4+S[E^(-21*Pi)]^9)/(4*Sqrt[-2*S[E^(-21*Pi)]+S[E^(-21*Pi)]^6/4+(1+11*S[E^(-21*Pi)]^5-S[E^(-21*Pi)]^10)^(1/3)/S[E^(-21*Pi)]^(2/3)])]/2,S[E^(-45*Pi)]->S[E^(-15*Pi)]^3/4-Sqrt[-2*S[E^(-15*Pi)]+S[E^(-15*Pi)]^6/4+(1+11*S[E^(-15*Pi)]^5-S[E^(-15*Pi)]^10)^(1/3)/S[E^(-15*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-15*Pi)]+S[E^(-15*Pi)]^6/2-(1+11*S[E^(-15*Pi)]^5-S[E^(-15*Pi)]^10)^(1/3)/S[E^(-15*Pi)]^(2/3)-(-8/S[E^(-15*Pi)]-12*S[E^(-15*Pi)]^4+S[E^(-15*Pi)]^9)/(4*Sqrt[-2*S[E^(-15*Pi)]+S[E^(-15*Pi)]^6/4+(1+11*S[E^(-15*Pi)]^5-S[E^(-15*Pi)]^10)^(1/3)/S[E^(-15*Pi)]^(2/3)])]/2,S[E^(-30*Pi)]->S[E^(-10*Pi)]^3/4-Sqrt[-2*S[E^(-10*Pi)]+S[E^(-10*Pi)]^6/4+(1+11*S[E^(-10*Pi)]^5-S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-10*Pi)]+S[E^(-10*Pi)]^6/2-(1+11*S[E^(-10*Pi)]^5-S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(2/3)-(-8/S[E^(-10*Pi)]-12*S[E^(-10*Pi)]^4+S[E^(-10*Pi)]^9)/(4*Sqrt[-2*S[E^(-10*Pi)]+S[E^(-10*Pi)]^6/4+(1+11*S[E^(-10*Pi)]^5-S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(2/3)])]/2,S[E^(-27*Pi)]->S[E^(-9*Pi)]^3/4-Sqrt[-2*S[E^(-9*Pi)]+S[E^(-9*Pi)]^6/4+(1+11*S[E^(-9*Pi)]^5-S[E^(-9*Pi)]^10)^(1/3)/S[E^(-9*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-9*Pi)]+S[E^(-9*Pi)]^6/2-(1+11*S[E^(-9*Pi)]^5-S[E^(-9*Pi)]^10)^(1/3)/S[E^(-9*Pi)]^(2/3)-(-8/S[E^(-9*Pi)]-12*S[E^(-9*Pi)]^4+S[E^(-9*Pi)]^9)/(4*Sqrt[-2*S[E^(-9*Pi)]+S[E^(-9*Pi)]^6/4+(1+11*S[E^(-9*Pi)]^5-S[E^(-9*Pi)]^10)^(1/3)/S[E^(-9*Pi)]^(2/3)])]/2,S[E^(-24*Pi)]->S[E^(-8*Pi)]^3/4-Sqrt[-2*S[E^(-8*Pi)]+S[E^(-8*Pi)]^6/4+(1+11*S[E^(-8*Pi)]^5-S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-8*Pi)]+S[E^(-8*Pi)]^6/2-(1+11*S[E^(-8*Pi)]^5-S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(2/3)-(-8/S[E^(-8*Pi)]-12*S[E^(-8*Pi)]^4+S[E^(-8*Pi)]^9)/(4*Sqrt[-2*S[E^(-8*Pi)]+S[E^(-8*Pi)]^6/4+(1+11*S[E^(-8*Pi)]^5-S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(2/3)])]/2,S[E^(-21*Pi)]->S[E^(-7*Pi)]^3/4-Sqrt[-2*S[E^(-7*Pi)]+S[E^(-7*Pi)]^6/4+(1+11*S[E^(-7*Pi)]^5-S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-7*Pi)]+S[E^(-7*Pi)]^6/2-(1+11*S[E^(-7*Pi)]^5-S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(2/3)-(-8/S[E^(-7*Pi)]-12*S[E^(-7*Pi)]^4+S[E^(-7*Pi)]^9)/(4*Sqrt[-2*S[E^(-7*Pi)]+S[E^(-7*Pi)]^6/4+(1+11*S[E^(-7*Pi)]^5-S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(2/3)])]/2,S[E^(-18*Pi)]->S[E^(-6*Pi)]^3/4-Sqrt[-2*S[E^(-6*Pi)]+S[E^(-6*Pi)]^6/4+(1+11*S[E^(-6*Pi)]^5-S[E^(-6*Pi)]^10)^(1/3)/S[E^(-6*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-6*Pi)]+S[E^(-6*Pi)]^6/2-(1+11*S[E^(-6*Pi)]^5-S[E^(-6*Pi)]^10)^(1/3)/S[E^(-6*Pi)]^(2/3)-(-8/S[E^(-6*Pi)]-12*S[E^(-6*Pi)]^4+S[E^(-6*Pi)]^9)/(4*Sqrt[-2*S[E^(-6*Pi)]+S[E^(-6*Pi)]^6/4+(1+11*S[E^(-6*Pi)]^5-S[E^(-6*Pi)]^10)^(1/3)/S[E^(-6*Pi)]^(2/3)])]/2,S[E^(-15*Pi)]->S[E^(-5*Pi)]^3/4-Sqrt[-2*S[E^(-5*Pi)]+S[E^(-5*Pi)]^6/4+(1+11*S[E^(-5*Pi)]^5-S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-5*Pi)]+S[E^(-5*Pi)]^6/2-(1+11*S[E^(-5*Pi)]^5-S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(2/3)-(-8/S[E^(-5*Pi)]-12*S[E^(-5*Pi)]^4+S[E^(-5*Pi)]^9)/(4*Sqrt[-2*S[E^(-5*Pi)]+S[E^(-5*Pi)]^6/4+(1+11*S[E^(-5*Pi)]^5-S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(2/3)])]/2,S[E^(-12*Pi)]->S[E^(-4*Pi)]^3/4-Sqrt[-2*S[E^(-4*Pi)]+S[E^(-4*Pi)]^6/4+(1+11*S[E^(-4*Pi)]^5-S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-4*Pi)]+S[E^(-4*Pi)]^6/2-(1+11*S[E^(-4*Pi)]^5-S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(2/3)-(-8/S[E^(-4*Pi)]-12*S[E^(-4*Pi)]^4+S[E^(-4*Pi)]^9)/(4*Sqrt[-2*S[E^(-4*Pi)]+S[E^(-4*Pi)]^6/4+(1+11*S[E^(-4*Pi)]^5-S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(2/3)])]/2,S[E^((-21*Pi)/2)]->S[E^((-7*Pi)/2)]^3/4-Sqrt[-2*S[E^((-7*Pi)/2)]+S[E^((-7*Pi)/2)]^6/4+(1+11*S[E^((-7*Pi)/2)]^5-S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(2/3)]/2+Sqrt[-4*S[E^((-7*Pi)/2)]+S[E^((-7*Pi)/2)]^6/2-(1+11*S[E^((-7*Pi)/2)]^5-S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(2/3)-(-8/S[E^((-7*Pi)/2)]-12*S[E^((-7*Pi)/2)]^4+S[E^((-7*Pi)/2)]^9)/(4*Sqrt[-2*S[E^((-7*Pi)/2)]+S[E^((-7*Pi)/2)]^6/4+(1+11*S[E^((-7*Pi)/2)]^5-S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(2/3)])]/2,S[E^(-10*Pi)]->(2+((1-Sqrt[5])*(144-91*Sqrt[2]+52*5^(1/4)-31*Sqrt[2]*5^(1/4)+16*Sqrt[5]-64*5^(3/4)+47*Sqrt[2]*5^(3/4)-9*Sqrt[10]+Sqrt[64+(144-91*Sqrt[2]+52*5^(1/4)-31*Sqrt[2]*5^(1/4)+16*Sqrt[5]-64*5^(3/4)+47*Sqrt[2]*5^(3/4)-9*Sqrt[10])^2])^(1/5))/2^(3/5))/(-1+Sqrt[5]+2^(2/5)*(144-91*Sqrt[2]+52*5^(1/4)-31*Sqrt[2]*5^(1/4)+16*Sqrt[5]-64*5^(3/4)+47*Sqrt[2]*5^(3/4)-9*Sqrt[10]+Sqrt[64+(144-91*Sqrt[2]+52*5^(1/4)-31*Sqrt[2]*5^(1/4)+16*Sqrt[5]-64*5^(3/4)+47*Sqrt[2]*5^(3/4)-9*Sqrt[10])^2])^(1/5)),S[E^(-10*Pi)]->1/(3*R[E^(-20*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-20*Pi)]^5))/(6*R[E^(-20*Pi)]^2*(1-18*R[E^(-20*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^5+11*R[E^(-20*Pi)]^10+R[E^(-20*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-20*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-20*Pi)]^5+11*R[E^(-20*Pi)]^10+R[E^(-20*Pi)]^15])^(1/3))/(6*R[E^(-20*Pi)]^2),S[E^(-9*Pi)]->S[E^(-3*Pi)]^3/4-Sqrt[-2*S[E^(-3*Pi)]+S[E^(-3*Pi)]^6/4+(1+11*S[E^(-3*Pi)]^5-S[E^(-3*Pi)]^10)^(1/3)/S[E^(-3*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-3*Pi)]+S[E^(-3*Pi)]^6/2-(1+11*S[E^(-3*Pi)]^5-S[E^(-3*Pi)]^10)^(1/3)/S[E^(-3*Pi)]^(2/3)-(-8/S[E^(-3*Pi)]-12*S[E^(-3*Pi)]^4+S[E^(-3*Pi)]^9)/(4*Sqrt[-2*S[E^(-3*Pi)]+S[E^(-3*Pi)]^6/4+(1+11*S[E^(-3*Pi)]^5-S[E^(-3*Pi)]^10)^(1/3)/S[E^(-3*Pi)]^(2/3)])]/2,S[E^(-8*Pi)]->1/(3*R[E^(-16*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-16*Pi)]^5))/(6*R[E^(-16*Pi)]^2*(1-18*R[E^(-16*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-16*Pi)]^5+11*R[E^(-16*Pi)]^10+R[E^(-16*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-16*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-16*Pi)]^5+11*R[E^(-16*Pi)]^10+R[E^(-16*Pi)]^15])^(1/3))/(6*R[E^(-16*Pi)]^2),S[E^(-7*Pi)]->Root[{-7+#1^2&,-5+#2^2&,2+3263*#3+1235*#1*#3-1497*#2*#3-565*#1*#2*#3-1896*#3^2-720*#1*#3^2+794*#2*#3^2+300*#1*#2*#3^2-7071*#3^3-2675*#1*#3^3+3085*#2*#3^3+1165*#1*#2*#3^3+11705*#3^4+4425*#1*#3^4-5285*#2*#3^4-1995*#1*#2*#3^4+7071*#3^5+2675*#1*#3^5-3085*#2*#3^5-1165*#1*#2*#3^5-1896*#3^6-720*#1*#3^6+794*#2*#3^6+300*#1*#2*#3^6-3263*#3^7-1235*#1*#3^7+1497*#2*#3^7+565*#1*#2*#3^7+2*#3^8&},{2,2,3}],S[E^(-6*Pi)]->S[E^(-2*Pi)]^3/4-Sqrt[-2*S[E^(-2*Pi)]+S[E^(-2*Pi)]^6/4+(1+11*S[E^(-2*Pi)]^5-S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-2*Pi)]+S[E^(-2*Pi)]^6/2-(1+11*S[E^(-2*Pi)]^5-S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(2/3)-(-8/S[E^(-2*Pi)]-12*S[E^(-2*Pi)]^4+S[E^(-2*Pi)]^9)/(4*Sqrt[-2*S[E^(-2*Pi)]+S[E^(-2*Pi)]^6/4+(1+11*S[E^(-2*Pi)]^5-S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(2/3)])]/2,S[E^(-5*Pi)]->(2+(1-Sqrt[5])*((9-Sqrt[5]+3*Sqrt[10-2*Sqrt[5]])/2)^(1/5))/(-1+Sqrt[5]+2^(4/5)*(9-Sqrt[5]+3*Sqrt[10-2*Sqrt[5]])^(1/5)),S[E^(-4*Pi)]->1/(3*R[E^(-8*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-8*Pi)]^5))/(6*R[E^(-8*Pi)]^2*(1-18*R[E^(-8*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-8*Pi)]^5+11*R[E^(-8*Pi)]^10+R[E^(-8*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-8*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-8*Pi)]^5+11*R[E^(-8*Pi)]^10+R[E^(-8*Pi)]^15])^(1/3))/(6*R[E^(-8*Pi)]^2),S[E^((-7*Pi)/2)]->1/(3*R[E^(-7*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-7*Pi)]^5))/(6*R[E^(-7*Pi)]^2*(1-18*R[E^(-7*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^5+11*R[E^(-7*Pi)]^10+R[E^(-7*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-7*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-7*Pi)]^5+11*R[E^(-7*Pi)]^10+R[E^(-7*Pi)]^15])^(1/3))/(6*R[E^(-7*Pi)]^2),S[E^((-10*Pi)/3)]->-1/(4*S[E^(-10*Pi)]^3)+Sqrt[1/(4*S[E^(-10*Pi)]^6)+2/S[E^(-10*Pi)]+(-1-11*S[E^(-10*Pi)]^5+S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-10*Pi)]^6)+4/S[E^(-10*Pi)]-(-1-11*S[E^(-10*Pi)]^5+S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(8/3)+(-S[E^(-10*Pi)]^(-9)-12/S[E^(-10*Pi)]^4+8*S[E^(-10*Pi)])/(4*Sqrt[1/(4*S[E^(-10*Pi)]^6)+2/S[E^(-10*Pi)]+(-1-11*S[E^(-10*Pi)]^5+S[E^(-10*Pi)]^10)^(1/3)/S[E^(-10*Pi)]^(8/3)])]/2,S[E^(-3*Pi)]->(19-15*Sqrt[3]-11*Sqrt[5]+5*Sqrt[15]-2*Sqrt[5*(90-50*Sqrt[3]-39*Sqrt[5]+24*Sqrt[15])])/8+Sqrt[1+(-19+15*Sqrt[3]+11*Sqrt[5]-5*Sqrt[15]+2*Sqrt[5*(90-50*Sqrt[3]-39*Sqrt[5]+24*Sqrt[15])])^2/64],S[E^((-8*Pi)/3)]->-1/(4*S[E^(-8*Pi)]^3)+Sqrt[1/(4*S[E^(-8*Pi)]^6)+2/S[E^(-8*Pi)]+(-1-11*S[E^(-8*Pi)]^5+S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-8*Pi)]^6)+4/S[E^(-8*Pi)]-(-1-11*S[E^(-8*Pi)]^5+S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(8/3)+(-S[E^(-8*Pi)]^(-9)-12/S[E^(-8*Pi)]^4+8*S[E^(-8*Pi)])/(4*Sqrt[1/(4*S[E^(-8*Pi)]^6)+2/S[E^(-8*Pi)]+(-1-11*S[E^(-8*Pi)]^5+S[E^(-8*Pi)]^10)^(1/3)/S[E^(-8*Pi)]^(8/3)])]/2,S[E^((-7*Pi)/3)]->-1/(4*S[E^(-7*Pi)]^3)+Sqrt[1/(4*S[E^(-7*Pi)]^6)+2/S[E^(-7*Pi)]+(-1-11*S[E^(-7*Pi)]^5+S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-7*Pi)]^6)+4/S[E^(-7*Pi)]-(-1-11*S[E^(-7*Pi)]^5+S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(8/3)+(-S[E^(-7*Pi)]^(-9)-12/S[E^(-7*Pi)]^4+8*S[E^(-7*Pi)])/(4*Sqrt[1/(4*S[E^(-7*Pi)]^6)+2/S[E^(-7*Pi)]+(-1-11*S[E^(-7*Pi)]^5+S[E^(-7*Pi)]^10)^(1/3)/S[E^(-7*Pi)]^(8/3)])]/2,S[E^(-2*Pi)]->-Sqrt[5*(1145-810*Sqrt[2]+513*Sqrt[5]-362*Sqrt[10])]/4+(74-55*Sqrt[2]+34*Sqrt[5]-25*Sqrt[10])/8+1/(2*Sqrt[2/(5815-4105*Sqrt[2]+2599*Sqrt[5]-1835*Sqrt[10]+3*Sqrt[10*(1498275+670049*Sqrt[5]-164*Sqrt[2]*(6460+2889*Sqrt[5]))])]),S[E^((-9*Pi)/5)]->S[E^((-3*Pi)/5)]^3/4-Sqrt[-2*S[E^((-3*Pi)/5)]+S[E^((-3*Pi)/5)]^6/4+(1+11*S[E^((-3*Pi)/5)]^5-S[E^((-3*Pi)/5)]^10)^(1/3)/S[E^((-3*Pi)/5)]^(2/3)]/2+Sqrt[-4*S[E^((-3*Pi)/5)]+S[E^((-3*Pi)/5)]^6/2-(1+11*S[E^((-3*Pi)/5)]^5-S[E^((-3*Pi)/5)]^10)^(1/3)/S[E^((-3*Pi)/5)]^(2/3)-(-8/S[E^((-3*Pi)/5)]-12*S[E^((-3*Pi)/5)]^4+S[E^((-3*Pi)/5)]^9)/(4*Sqrt[-2*S[E^((-3*Pi)/5)]+S[E^((-3*Pi)/5)]^6/4+(1+11*S[E^((-3*Pi)/5)]^5-S[E^((-3*Pi)/5)]^10)^(1/3)/S[E^((-3*Pi)/5)]^(2/3)])]/2,S[E^((-5*Pi)/3)]->-1/(4*S[E^(-5*Pi)]^3)+Sqrt[1/(4*S[E^(-5*Pi)]^6)+2/S[E^(-5*Pi)]+(-1-11*S[E^(-5*Pi)]^5+S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-5*Pi)]^6)+4/S[E^(-5*Pi)]-(-1-11*S[E^(-5*Pi)]^5+S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(8/3)+(-S[E^(-5*Pi)]^(-9)-12/S[E^(-5*Pi)]^4+8*S[E^(-5*Pi)])/(4*Sqrt[1/(4*S[E^(-5*Pi)]^6)+2/S[E^(-5*Pi)]+(-1-11*S[E^(-5*Pi)]^5+S[E^(-5*Pi)]^10)^(1/3)/S[E^(-5*Pi)]^(8/3)])]/2,S[E^((-5*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-Pi/5)]-6*(-3+Sqrt[5])*S[E^(-Pi/5)]^2+4*(-1+Sqrt[5])*S[E^(-Pi/5)]^3+2*S[E^(-Pi/5)]^4)/(4*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(65*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(29*Sqrt[5]*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(240*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(108*Sqrt[5]*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(405*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(181*Sqrt[5]*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(175*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(77*Sqrt[5]*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(378*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(168*Sqrt[5]*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(455*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(203*Sqrt[5]*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(45*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(19*Sqrt[5]*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(240*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(108*Sqrt[5]*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(25*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(11*Sqrt[5]*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(47*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(21*Sqrt[5]*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(5*2^(2/3)*(-322*S[E^(-Pi/5)]+144*Sqrt[5]*S[E^(-Pi/5)]-7218*S[E^(-Pi/5)]^2+3228*Sqrt[5]*S[E^(-Pi/5)]^2-74394*S[E^(-Pi/5)]^3+33270*Sqrt[5]*S[E^(-Pi/5)]^3-465384*S[E^(-Pi/5)]^4+208126*Sqrt[5]*S[E^(-Pi/5)]^4-1961445*S[E^(-Pi/5)]^5+877185*Sqrt[5]*S[E^(-Pi/5)]^5-5831945*S[E^(-Pi/5)]^6+2608125*Sqrt[5]*S[E^(-Pi/5)]^6-12421000*S[E^(-Pi/5)]^7+5554840*Sqrt[5]*S[E^(-Pi/5)]^7-18937695*S[E^(-Pi/5)]^8+8469195*Sqrt[5]*S[E^(-Pi/5)]^8-21523755*S[E^(-Pi/5)]^9+9625715*Sqrt[5]*S[E^(-Pi/5)]^9-25707165*S[E^(-Pi/5)]^10+11496595*Sqrt[5]*S[E^(-Pi/5)]^10-53250260*S[E^(-Pi/5)]^11+23814240*Sqrt[5]*S[E^(-Pi/5)]^11-120109805*S[E^(-Pi/5)]^12+53714735*Sqrt[5]*S[E^(-Pi/5)]^12-191599855*S[E^(-Pi/5)]^13+85686065*Sqrt[5]*S[E^(-Pi/5)]^13-182285700*S[E^(-Pi/5)]^14+81520640*Sqrt[5]*S[E^(-Pi/5)]^14-48304080*S[E^(-Pi/5)]^15+21602240*Sqrt[5]*S[E^(-Pi/5)]^15+123370500*S[E^(-Pi/5)]^16-55172960*Sqrt[5]*S[E^(-Pi/5)]^16+184695145*S[E^(-Pi/5)]^17-82598185*Sqrt[5]*S[E^(-Pi/5)]^17+102603205*S[E^(-Pi/5)]^18-45885545*Sqrt[5]*S[E^(-Pi/5)]^18-8805460*S[E^(-Pi/5)]^19+3937920*Sqrt[5]*S[E^(-Pi/5)]^19-48905835*S[E^(-Pi/5)]^20+21871355*Sqrt[5]*S[E^(-Pi/5)]^20-32182755*S[E^(-Pi/5)]^21+14392565*Sqrt[5]*S[E^(-Pi/5)]^21-12264105*S[E^(-Pi/5)]^22+5484675*Sqrt[5]*S[E^(-Pi/5)]^22-2601800*S[E^(-Pi/5)]^23+1163560*Sqrt[5]*S[E^(-Pi/5)]^23+3441745*S[E^(-Pi/5)]^24-1539195*Sqrt[5]*S[E^(-Pi/5)]^24+4821555*S[E^(-Pi/5)]^25-2156265*Sqrt[5]*S[E^(-Pi/5)]^25+1938264*S[E^(-Pi/5)]^26-866818*Sqrt[5]*S[E^(-Pi/5)]^26-306954*S[E^(-Pi/5)]^27+137274*Sqrt[5]*S[E^(-Pi/5)]^27-457902*S[E^(-Pi/5)]^28+204780*Sqrt[5]*S[E^(-Pi/5)]^28-103682*S[E^(-Pi/5)]^29+46368*Sqrt[5]*S[E^(-Pi/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+47/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(116*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(52*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(252*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(112*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(308*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(140*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(245*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(105*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(112*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(56*Sqrt[5]*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(42*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(14*Sqrt[5]*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(4*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(4*Sqrt[5]*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+S[E^(-Pi/5)]^8/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-9/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(3*Sqrt[5])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(18*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(6*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(9*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(3*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(18*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(6*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(9*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(3*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(65*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(29*Sqrt[5]*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(240*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(108*Sqrt[5]*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(405*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(181*Sqrt[5]*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(175*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(77*Sqrt[5]*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(378*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(168*Sqrt[5]*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(455*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(203*Sqrt[5]*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(45*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(19*Sqrt[5]*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(240*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(108*Sqrt[5]*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(25*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(11*Sqrt[5]*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(47*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(21*Sqrt[5]*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(5*2^(2/3)*(-322*S[E^(-Pi/5)]+144*Sqrt[5]*S[E^(-Pi/5)]-7218*S[E^(-Pi/5)]^2+3228*Sqrt[5]*S[E^(-Pi/5)]^2-74394*S[E^(-Pi/5)]^3+33270*Sqrt[5]*S[E^(-Pi/5)]^3-465384*S[E^(-Pi/5)]^4+208126*Sqrt[5]*S[E^(-Pi/5)]^4-1961445*S[E^(-Pi/5)]^5+877185*Sqrt[5]*S[E^(-Pi/5)]^5-5831945*S[E^(-Pi/5)]^6+2608125*Sqrt[5]*S[E^(-Pi/5)]^6-12421000*S[E^(-Pi/5)]^7+5554840*Sqrt[5]*S[E^(-Pi/5)]^7-18937695*S[E^(-Pi/5)]^8+8469195*Sqrt[5]*S[E^(-Pi/5)]^8-21523755*S[E^(-Pi/5)]^9+9625715*Sqrt[5]*S[E^(-Pi/5)]^9-25707165*S[E^(-Pi/5)]^10+11496595*Sqrt[5]*S[E^(-Pi/5)]^10-53250260*S[E^(-Pi/5)]^11+23814240*Sqrt[5]*S[E^(-Pi/5)]^11-120109805*S[E^(-Pi/5)]^12+53714735*Sqrt[5]*S[E^(-Pi/5)]^12-191599855*S[E^(-Pi/5)]^13+85686065*Sqrt[5]*S[E^(-Pi/5)]^13-182285700*S[E^(-Pi/5)]^14+81520640*Sqrt[5]*S[E^(-Pi/5)]^14-48304080*S[E^(-Pi/5)]^15+21602240*Sqrt[5]*S[E^(-Pi/5)]^15+123370500*S[E^(-Pi/5)]^16-55172960*Sqrt[5]*S[E^(-Pi/5)]^16+184695145*S[E^(-Pi/5)]^17-82598185*Sqrt[5]*S[E^(-Pi/5)]^17+102603205*S[E^(-Pi/5)]^18-45885545*Sqrt[5]*S[E^(-Pi/5)]^18-8805460*S[E^(-Pi/5)]^19+3937920*Sqrt[5]*S[E^(-Pi/5)]^19-48905835*S[E^(-Pi/5)]^20+21871355*Sqrt[5]*S[E^(-Pi/5)]^20-32182755*S[E^(-Pi/5)]^21+14392565*Sqrt[5]*S[E^(-Pi/5)]^21-12264105*S[E^(-Pi/5)]^22+5484675*Sqrt[5]*S[E^(-Pi/5)]^22-2601800*S[E^(-Pi/5)]^23+1163560*Sqrt[5]*S[E^(-Pi/5)]^23+3441745*S[E^(-Pi/5)]^24-1539195*Sqrt[5]*S[E^(-Pi/5)]^24+4821555*S[E^(-Pi/5)]^25-2156265*Sqrt[5]*S[E^(-Pi/5)]^25+1938264*S[E^(-Pi/5)]^26-866818*Sqrt[5]*S[E^(-Pi/5)]^26-306954*S[E^(-Pi/5)]^27+137274*Sqrt[5]*S[E^(-Pi/5)]^27-457902*S[E^(-Pi/5)]^28+204780*Sqrt[5]*S[E^(-Pi/5)]^28-103682*S[E^(-Pi/5)]^29+46368*Sqrt[5]*S[E^(-Pi/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-47/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(116*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(52*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(252*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(112*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(308*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(140*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(245*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(105*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(112*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(56*Sqrt[5]*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(42*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(14*Sqrt[5]*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(4*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(4*Sqrt[5]*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-S[E^(-Pi/5)]^8/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-Pi/5)]+6*(-3+Sqrt[5])*S[E^(-Pi/5)]^2-4*(-1+Sqrt[5])*S[E^(-Pi/5)]^3-2*S[E^(-Pi/5)]^4)^2)/(4*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+9/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(3*Sqrt[5])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(18*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(6*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(9*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(3*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(18*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(6*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(9*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(3*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(6*(-3+Sqrt[5])*(1+S[E^(-Pi/5)]-S[E^(-Pi/5)]^2)^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+((-8*(2+S[E^(-Pi/5)]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-Pi/5)]-8*(-2+Sqrt[5])*S[E^(-Pi/5)]^2+(7-3*Sqrt[5])*S[E^(-Pi/5)]^3)))/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-Pi/5)]+6*(-3+Sqrt[5])*S[E^(-Pi/5)]^2-4*(-1+Sqrt[5])*S[E^(-Pi/5)]^3-2*S[E^(-Pi/5)]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-Pi/5)]+6*(-3+Sqrt[5])*S[E^(-Pi/5)]^2-4*(-1+Sqrt[5])*S[E^(-Pi/5)]^3-2*S[E^(-Pi/5)]^4)^2/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-Pi/5)]-S[E^(-Pi/5)]^2)^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))))/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(65*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(29*Sqrt[5]*S[E^(-Pi/5)])/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(240*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(108*Sqrt[5]*S[E^(-Pi/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(405*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(181*Sqrt[5]*S[E^(-Pi/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(175*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(77*Sqrt[5]*S[E^(-Pi/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(378*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(168*Sqrt[5]*S[E^(-Pi/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(455*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(203*Sqrt[5]*S[E^(-Pi/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(45*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(19*Sqrt[5]*S[E^(-Pi/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(240*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(108*Sqrt[5]*S[E^(-Pi/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(25*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(11*Sqrt[5]*S[E^(-Pi/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(47*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)-(21*Sqrt[5]*S[E^(-Pi/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+(5*2^(2/3)*(-322*S[E^(-Pi/5)]+144*Sqrt[5]*S[E^(-Pi/5)]-7218*S[E^(-Pi/5)]^2+3228*Sqrt[5]*S[E^(-Pi/5)]^2-74394*S[E^(-Pi/5)]^3+33270*Sqrt[5]*S[E^(-Pi/5)]^3-465384*S[E^(-Pi/5)]^4+208126*Sqrt[5]*S[E^(-Pi/5)]^4-1961445*S[E^(-Pi/5)]^5+877185*Sqrt[5]*S[E^(-Pi/5)]^5-5831945*S[E^(-Pi/5)]^6+2608125*Sqrt[5]*S[E^(-Pi/5)]^6-12421000*S[E^(-Pi/5)]^7+5554840*Sqrt[5]*S[E^(-Pi/5)]^7-18937695*S[E^(-Pi/5)]^8+8469195*Sqrt[5]*S[E^(-Pi/5)]^8-21523755*S[E^(-Pi/5)]^9+9625715*Sqrt[5]*S[E^(-Pi/5)]^9-25707165*S[E^(-Pi/5)]^10+11496595*Sqrt[5]*S[E^(-Pi/5)]^10-53250260*S[E^(-Pi/5)]^11+23814240*Sqrt[5]*S[E^(-Pi/5)]^11-120109805*S[E^(-Pi/5)]^12+53714735*Sqrt[5]*S[E^(-Pi/5)]^12-191599855*S[E^(-Pi/5)]^13+85686065*Sqrt[5]*S[E^(-Pi/5)]^13-182285700*S[E^(-Pi/5)]^14+81520640*Sqrt[5]*S[E^(-Pi/5)]^14-48304080*S[E^(-Pi/5)]^15+21602240*Sqrt[5]*S[E^(-Pi/5)]^15+123370500*S[E^(-Pi/5)]^16-55172960*Sqrt[5]*S[E^(-Pi/5)]^16+184695145*S[E^(-Pi/5)]^17-82598185*Sqrt[5]*S[E^(-Pi/5)]^17+102603205*S[E^(-Pi/5)]^18-45885545*Sqrt[5]*S[E^(-Pi/5)]^18-8805460*S[E^(-Pi/5)]^19+3937920*Sqrt[5]*S[E^(-Pi/5)]^19-48905835*S[E^(-Pi/5)]^20+21871355*Sqrt[5]*S[E^(-Pi/5)]^20-32182755*S[E^(-Pi/5)]^21+14392565*Sqrt[5]*S[E^(-Pi/5)]^21-12264105*S[E^(-Pi/5)]^22+5484675*Sqrt[5]*S[E^(-Pi/5)]^22-2601800*S[E^(-Pi/5)]^23+1163560*Sqrt[5]*S[E^(-Pi/5)]^23+3441745*S[E^(-Pi/5)]^24-1539195*Sqrt[5]*S[E^(-Pi/5)]^24+4821555*S[E^(-Pi/5)]^25-2156265*Sqrt[5]*S[E^(-Pi/5)]^25+1938264*S[E^(-Pi/5)]^26-866818*Sqrt[5]*S[E^(-Pi/5)]^26-306954*S[E^(-Pi/5)]^27+137274*Sqrt[5]*S[E^(-Pi/5)]^27-457902*S[E^(-Pi/5)]^28+204780*Sqrt[5]*S[E^(-Pi/5)]^28-103682*S[E^(-Pi/5)]^29+46368*Sqrt[5]*S[E^(-Pi/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-Pi/5)]+22*Sqrt[5]*S[E^(-Pi/5)]-245*S[E^(-Pi/5)]^2+109*Sqrt[5]*S[E^(-Pi/5)]^2-640*S[E^(-Pi/5)]^3+288*Sqrt[5]*S[E^(-Pi/5)]^3-910*S[E^(-Pi/5)]^4+406*Sqrt[5]*S[E^(-Pi/5)]^4-504*S[E^(-Pi/5)]^5+224*Sqrt[5]*S[E^(-Pi/5)]^5+350*S[E^(-Pi/5)]^6-154*Sqrt[5]*S[E^(-Pi/5)]^6+640*S[E^(-Pi/5)]^7-288*Sqrt[5]*S[E^(-Pi/5)]^7+205*S[E^(-Pi/5)]^8-91*Sqrt[5]*S[E^(-Pi/5)]^8-130*S[E^(-Pi/5)]^9+58*Sqrt[5]*S[E^(-Pi/5)]^9-76*S[E^(-Pi/5)]^10+34*Sqrt[5]*S[E^(-Pi/5)]^10)+47/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(116*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(52*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(252*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(112*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(308*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(140*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(245*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(105*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(112*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(56*Sqrt[5]*S[E^(-Pi/5)]^5)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(42*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(14*Sqrt[5]*S[E^(-Pi/5)]^6)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-(4*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+(4*Sqrt[5]*S[E^(-Pi/5)]^7)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)+S[E^(-Pi/5)]^8/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])^2*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)]))^2)-9/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(3*Sqrt[5])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(18*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(6*Sqrt[5]*S[E^(-Pi/5)])/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(9*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(3*Sqrt[5]*S[E^(-Pi/5)]^2)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(18*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(6*Sqrt[5]*S[E^(-Pi/5)]^3)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))-(9*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))+(3*Sqrt[5]*S[E^(-Pi/5)]^4)/((-1+(-1+S[E^(-Pi/5)])*S[E^(-Pi/5)])*(-1+Sqrt[5]+2*S[E^(-Pi/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-Pi/5)])))])]/2,S[E^((-3*Pi)/2)]->S[E^(-Pi/2)]^3/4-Sqrt[-2*S[E^(-Pi/2)]+S[E^(-Pi/2)]^6/4+(1+11*S[E^(-Pi/2)]^5-S[E^(-Pi/2)]^10)^(1/3)/S[E^(-Pi/2)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/2)]+S[E^(-Pi/2)]^6/2-(1+11*S[E^(-Pi/2)]^5-S[E^(-Pi/2)]^10)^(1/3)/S[E^(-Pi/2)]^(2/3)-(-8/S[E^(-Pi/2)]-12*S[E^(-Pi/2)]^4+S[E^(-Pi/2)]^9)/(4*Sqrt[-2*S[E^(-Pi/2)]+S[E^(-Pi/2)]^6/4+(1+11*S[E^(-Pi/2)]^5-S[E^(-Pi/2)]^10)^(1/3)/S[E^(-Pi/2)]^(2/3)])]/2,S[E^((-4*Pi)/3)]->-1/(4*S[E^(-4*Pi)]^3)+Sqrt[1/(4*S[E^(-4*Pi)]^6)+2/S[E^(-4*Pi)]+(-1-11*S[E^(-4*Pi)]^5+S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-4*Pi)]^6)+4/S[E^(-4*Pi)]-(-1-11*S[E^(-4*Pi)]^5+S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(8/3)+(-S[E^(-4*Pi)]^(-9)-12/S[E^(-4*Pi)]^4+8*S[E^(-4*Pi)])/(4*Sqrt[1/(4*S[E^(-4*Pi)]^6)+2/S[E^(-4*Pi)]+(-1-11*S[E^(-4*Pi)]^5+S[E^(-4*Pi)]^10)^(1/3)/S[E^(-4*Pi)]^(8/3)])]/2,S[E^((-7*Pi)/6)]->-1/(4*S[E^((-7*Pi)/2)]^3)+Sqrt[1/(4*S[E^((-7*Pi)/2)]^6)+2/S[E^((-7*Pi)/2)]+(-1-11*S[E^((-7*Pi)/2)]^5+S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(8/3)]/2+Sqrt[1/(2*S[E^((-7*Pi)/2)]^6)+4/S[E^((-7*Pi)/2)]-(-1-11*S[E^((-7*Pi)/2)]^5+S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(8/3)+(-S[E^((-7*Pi)/2)]^(-9)-12/S[E^((-7*Pi)/2)]^4+8*S[E^((-7*Pi)/2)])/(4*Sqrt[1/(4*S[E^((-7*Pi)/2)]^6)+2/S[E^((-7*Pi)/2)]+(-1-11*S[E^((-7*Pi)/2)]^5+S[E^((-7*Pi)/2)]^10)^(1/3)/S[E^((-7*Pi)/2)]^(8/3)])]/2,S[E^(-Pi)]->(1-Sqrt[5])/2+Sqrt[(5-Sqrt[5])/2],S[E^((-7*Pi)/9)]->-1/(4*S[E^((-7*Pi)/3)]^3)+Sqrt[1/(4*S[E^((-7*Pi)/3)]^6)+2/S[E^((-7*Pi)/3)]+(-1-11*S[E^((-7*Pi)/3)]^5+S[E^((-7*Pi)/3)]^10)^(1/3)/S[E^((-7*Pi)/3)]^(8/3)]/2+Sqrt[1/(2*S[E^((-7*Pi)/3)]^6)+4/S[E^((-7*Pi)/3)]-(-1-11*S[E^((-7*Pi)/3)]^5+S[E^((-7*Pi)/3)]^10)^(1/3)/S[E^((-7*Pi)/3)]^(8/3)+(-S[E^((-7*Pi)/3)]^(-9)-12/S[E^((-7*Pi)/3)]^4+8*S[E^((-7*Pi)/3)])/(4*Sqrt[1/(4*S[E^((-7*Pi)/3)]^6)+2/S[E^((-7*Pi)/3)]+(-1-11*S[E^((-7*Pi)/3)]^5+S[E^((-7*Pi)/3)]^10)^(1/3)/S[E^((-7*Pi)/3)]^(8/3)])]/2,S[E^((-3*Pi)/4)]->S[E^(-Pi/4)]^3/4-Sqrt[-2*S[E^(-Pi/4)]+S[E^(-Pi/4)]^6/4+(1+11*S[E^(-Pi/4)]^5-S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/4)]+S[E^(-Pi/4)]^6/2-(1+11*S[E^(-Pi/4)]^5-S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(2/3)-(-8/S[E^(-Pi/4)]-12*S[E^(-Pi/4)]^4+S[E^(-Pi/4)]^9)/(4*Sqrt[-2*S[E^(-Pi/4)]+S[E^(-Pi/4)]^6/4+(1+11*S[E^(-Pi/4)]^5-S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(2/3)])]/2,S[E^((-2*Pi)/3)]->-1/(4*S[E^(-2*Pi)]^3)+Sqrt[1/(4*S[E^(-2*Pi)]^6)+2/S[E^(-2*Pi)]+(-1-11*S[E^(-2*Pi)]^5+S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(8/3)]/2+Sqrt[1/(2*S[E^(-2*Pi)]^6)+4/S[E^(-2*Pi)]-(-1-11*S[E^(-2*Pi)]^5+S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(8/3)+(-S[E^(-2*Pi)]^(-9)-12/S[E^(-2*Pi)]^4+8*S[E^(-2*Pi)])/(4*Sqrt[1/(4*S[E^(-2*Pi)]^6)+2/S[E^(-2*Pi)]+(-1-11*S[E^(-2*Pi)]^5+S[E^(-2*Pi)]^10)^(1/3)/S[E^(-2*Pi)]^(8/3)])]/2,S[E^((-3*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-Pi/3)]^5)^(-1)+(11*S[E^(-Pi/3)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-Pi/3)]^5))-(5*Sqrt[5]*S[E^(-Pi/3)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-Pi/3)]^5)))^(1/5),S[E^((-3*Pi)/5)]->S[E^(-Pi/5)]^3/4-Sqrt[-2*S[E^(-Pi/5)]+S[E^(-Pi/5)]^6/4+(1+11*S[E^(-Pi/5)]^5-S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/5)]+S[E^(-Pi/5)]^6/2-(1+11*S[E^(-Pi/5)]^5-S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(2/3)-(-8/S[E^(-Pi/5)]-12*S[E^(-Pi/5)]^4+S[E^(-Pi/5)]^9)/(4*Sqrt[-2*S[E^(-Pi/5)]+S[E^(-Pi/5)]^6/4+(1+11*S[E^(-Pi/5)]^5-S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(2/3)])]/2,S[E^((-5*Pi)/9)]->-1/(4*S[E^((-5*Pi)/3)]^3)+Sqrt[1/(4*S[E^((-5*Pi)/3)]^6)+2/S[E^((-5*Pi)/3)]+(-1-11*S[E^((-5*Pi)/3)]^5+S[E^((-5*Pi)/3)]^10)^(1/3)/S[E^((-5*Pi)/3)]^(8/3)]/2+Sqrt[1/(2*S[E^((-5*Pi)/3)]^6)+4/S[E^((-5*Pi)/3)]-(-1-11*S[E^((-5*Pi)/3)]^5+S[E^((-5*Pi)/3)]^10)^(1/3)/S[E^((-5*Pi)/3)]^(8/3)+(-S[E^((-5*Pi)/3)]^(-9)-12/S[E^((-5*Pi)/3)]^4+8*S[E^((-5*Pi)/3)])/(4*Sqrt[1/(4*S[E^((-5*Pi)/3)]^6)+2/S[E^((-5*Pi)/3)]+(-1-11*S[E^((-5*Pi)/3)]^5+S[E^((-5*Pi)/3)]^10)^(1/3)/S[E^((-5*Pi)/3)]^(8/3)])]/2,S[E^(-Pi/2)]->1/(3*R[E^(-Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-Pi)]^5))/(6*R[E^(-Pi)]^2*(1-18*R[E^(-Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi)]^5+11*R[E^(-Pi)]^10+R[E^(-Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi)]^5+11*R[E^(-Pi)]^10+R[E^(-Pi)]^15])^(1/3))/(6*R[E^(-Pi)]^2),S[E^(-Pi/2)]->(2+S[E^(-2*Pi)]-Sqrt[5]*S[E^(-2*Pi)])/(-1+Sqrt[5]+2*S[E^(-2*Pi)]),S[E^((-3*Pi)/7)]->S[E^(-Pi/7)]^3/4-Sqrt[-2*S[E^(-Pi/7)]+S[E^(-Pi/7)]^6/4+(1+11*S[E^(-Pi/7)]^5-S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/7)]+S[E^(-Pi/7)]^6/2-(1+11*S[E^(-Pi/7)]^5-S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(2/3)-(-8/S[E^(-Pi/7)]-12*S[E^(-Pi/7)]^4+S[E^(-Pi/7)]^9)/(4*Sqrt[-2*S[E^(-Pi/7)]+S[E^(-Pi/7)]^6/4+(1+11*S[E^(-Pi/7)]^5-S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(2/3)])]/2,S[E^((-3*Pi)/8)]->S[E^(-Pi/8)]^3/4-Sqrt[-2*S[E^(-Pi/8)]+S[E^(-Pi/8)]^6/4+(1+11*S[E^(-Pi/8)]^5-S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/8)]+S[E^(-Pi/8)]^6/2-(1+11*S[E^(-Pi/8)]^5-S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(2/3)-(-8/S[E^(-Pi/8)]-12*S[E^(-Pi/8)]^4+S[E^(-Pi/8)]^9)/(4*Sqrt[-2*S[E^(-Pi/8)]+S[E^(-Pi/8)]^6/4+(1+11*S[E^(-Pi/8)]^5-S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(2/3)])]/2,S[E^(-Pi/3)]->(19-15*Sqrt[3]-11*Sqrt[5]+5*Sqrt[15]+Sqrt[2]*15^(1/4)*(-5+5*Sqrt[3]+4*Sqrt[5]-2*Sqrt[15]))/8+Sqrt[1+(-19+15*Sqrt[3]+11*Sqrt[5]-5*Sqrt[15]+Sqrt[2]*15^(1/4)*(5-5*Sqrt[3]-4*Sqrt[5]+2*Sqrt[15]))^2/64],S[E^((-3*Pi)/10)]->S[E^(-Pi/10)]^3/4-Sqrt[-2*S[E^(-Pi/10)]+S[E^(-Pi/10)]^6/4+(1+11*S[E^(-Pi/10)]^5-S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/10)]+S[E^(-Pi/10)]^6/2-(1+11*S[E^(-Pi/10)]^5-S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(2/3)-(-8/S[E^(-Pi/10)]-12*S[E^(-Pi/10)]^4+S[E^(-Pi/10)]^9)/(4*Sqrt[-2*S[E^(-Pi/10)]+S[E^(-Pi/10)]^6/4+(1+11*S[E^(-Pi/10)]^5-S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(2/3)])]/2,S[E^(-Pi/4)]->(2+S[E^(-4*Pi)]-Sqrt[5]*S[E^(-4*Pi)])/(-1+Sqrt[5]+2*S[E^(-4*Pi)]),S[E^((-2*Pi)/9)]->-1/(4*S[E^((-2*Pi)/3)]^3)+Sqrt[1/(4*S[E^((-2*Pi)/3)]^6)+2/S[E^((-2*Pi)/3)]+(-1-11*S[E^((-2*Pi)/3)]^5+S[E^((-2*Pi)/3)]^10)^(1/3)/S[E^((-2*Pi)/3)]^(8/3)]/2+Sqrt[1/(2*S[E^((-2*Pi)/3)]^6)+4/S[E^((-2*Pi)/3)]-(-1-11*S[E^((-2*Pi)/3)]^5+S[E^((-2*Pi)/3)]^10)^(1/3)/S[E^((-2*Pi)/3)]^(8/3)+(-S[E^((-2*Pi)/3)]^(-9)-12/S[E^((-2*Pi)/3)]^4+8*S[E^((-2*Pi)/3)])/(4*Sqrt[1/(4*S[E^((-2*Pi)/3)]^6)+2/S[E^((-2*Pi)/3)]+(-1-11*S[E^((-2*Pi)/3)]^5+S[E^((-2*Pi)/3)]^10)^(1/3)/S[E^((-2*Pi)/3)]^(8/3)])]/2,S[E^(-Pi/5)]->(3*Sqrt[(5-Sqrt[5])/2]+(9-Sqrt[5])/2)^(1/5),S[E^(-Pi/6)]->(2+(1-Sqrt[5])*S[E^(-6*Pi)])/(-1+Sqrt[5]+2*S[E^(-6*Pi)]),S[E^((-3*Pi)/20)]->S[E^(-Pi/20)]^3/4-Sqrt[-2*S[E^(-Pi/20)]+S[E^(-Pi/20)]^6/4+(1+11*S[E^(-Pi/20)]^5-S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/20)]+S[E^(-Pi/20)]^6/2-(1+11*S[E^(-Pi/20)]^5-S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(2/3)-(-8/S[E^(-Pi/20)]-12*S[E^(-Pi/20)]^4+S[E^(-Pi/20)]^9)/(4*Sqrt[-2*S[E^(-Pi/20)]+S[E^(-Pi/20)]^6/4+(1+11*S[E^(-Pi/20)]^5-S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(2/3)])]/2,S[E^(-Pi/7)]->(2+S[E^(-7*Pi)]-Sqrt[5]*S[E^(-7*Pi)])/(-1+Sqrt[5]+2*S[E^(-7*Pi)]),S[E^(-Pi/8)]->(2+S[E^(-8*Pi)]-Sqrt[5]*S[E^(-8*Pi)])/(-1+Sqrt[5]+2*S[E^(-8*Pi)]),S[E^((-3*Pi)/25)]->S[E^(-Pi/25)]^3/4-Sqrt[-2*S[E^(-Pi/25)]+S[E^(-Pi/25)]^6/4+(1+11*S[E^(-Pi/25)]^5-S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/25)]+S[E^(-Pi/25)]^6/2-(1+11*S[E^(-Pi/25)]^5-S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(2/3)-(-8/S[E^(-Pi/25)]-12*S[E^(-Pi/25)]^4+S[E^(-Pi/25)]^9)/(4*Sqrt[-2*S[E^(-Pi/25)]+S[E^(-Pi/25)]^6/4+(1+11*S[E^(-Pi/25)]^5-S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(2/3)])]/2,S[E^(-Pi/9)]->-1/(4*S[E^(-Pi/3)]^3)+Sqrt[1/(4*S[E^(-Pi/3)]^6)+2/S[E^(-Pi/3)]+(-1-11*S[E^(-Pi/3)]^5+S[E^(-Pi/3)]^10)^(1/3)/S[E^(-Pi/3)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/3)]^6)+4/S[E^(-Pi/3)]-(-1-11*S[E^(-Pi/3)]^5+S[E^(-Pi/3)]^10)^(1/3)/S[E^(-Pi/3)]^(8/3)+(-S[E^(-Pi/3)]^(-9)-12/S[E^(-Pi/3)]^4+8*S[E^(-Pi/3)])/(4*Sqrt[1/(4*S[E^(-Pi/3)]^6)+2/S[E^(-Pi/3)]+(-1-11*S[E^(-Pi/3)]^5+S[E^(-Pi/3)]^10)^(1/3)/S[E^(-Pi/3)]^(8/3)])]/2,S[E^(-Pi/10)]->1/(3*R[E^(-Pi/5)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-Pi/5)]^5))/(6*R[E^(-Pi/5)]^2*(1-18*R[E^(-Pi/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/5)]^5+11*R[E^(-Pi/5)]^10+R[E^(-Pi/5)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-Pi/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/5)]^5+11*R[E^(-Pi/5)]^10+R[E^(-Pi/5)]^15])^(1/3))/(6*R[E^(-Pi/5)]^2),S[E^(-Pi/10)]->(2+S[E^(-10*Pi)]-Sqrt[5]*S[E^(-10*Pi)])/(-1+Sqrt[5]+2*S[E^(-10*Pi)]),S[E^(-Pi/10)]->(((-1+Sqrt[5])^5/32+S[E^(-2*Pi)]^5)^(-1)+(11*S[E^(-2*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-2*Pi)]^5))-(5*Sqrt[5]*S[E^(-2*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-2*Pi)]^5)))^(1/5),S[E^((-3*Pi)/35)]->S[E^(-Pi/35)]^3/4-Sqrt[-2*S[E^(-Pi/35)]+S[E^(-Pi/35)]^6/4+(1+11*S[E^(-Pi/35)]^5-S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/35)]+S[E^(-Pi/35)]^6/2-(1+11*S[E^(-Pi/35)]^5-S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(2/3)-(-8/S[E^(-Pi/35)]-12*S[E^(-Pi/35)]^4+S[E^(-Pi/35)]^9)/(4*Sqrt[-2*S[E^(-Pi/35)]+S[E^(-Pi/35)]^6/4+(1+11*S[E^(-Pi/35)]^5-S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(2/3)])]/2,S[E^(-Pi/12)]->-1/(4*S[E^(-Pi/4)]^3)+Sqrt[1/(4*S[E^(-Pi/4)]^6)+2/S[E^(-Pi/4)]+(-1-11*S[E^(-Pi/4)]^5+S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/4)]^6)+4/S[E^(-Pi/4)]-(-1-11*S[E^(-Pi/4)]^5+S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(8/3)+(-S[E^(-Pi/4)]^(-9)-12/S[E^(-Pi/4)]^4+8*S[E^(-Pi/4)])/(4*Sqrt[1/(4*S[E^(-Pi/4)]^6)+2/S[E^(-Pi/4)]+(-1-11*S[E^(-Pi/4)]^5+S[E^(-Pi/4)]^10)^(1/3)/S[E^(-Pi/4)]^(8/3)])]/2,S[E^((-3*Pi)/40)]->S[E^(-Pi/40)]^3/4-Sqrt[-2*S[E^(-Pi/40)]+S[E^(-Pi/40)]^6/4+(1+11*S[E^(-Pi/40)]^5-S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/40)]+S[E^(-Pi/40)]^6/2-(1+11*S[E^(-Pi/40)]^5-S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(2/3)-(-8/S[E^(-Pi/40)]-12*S[E^(-Pi/40)]^4+S[E^(-Pi/40)]^9)/(4*Sqrt[-2*S[E^(-Pi/40)]+S[E^(-Pi/40)]^6/4+(1+11*S[E^(-Pi/40)]^5-S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(2/3)])]/2,S[E^(-Pi/15)]->-1/(4*S[E^(-Pi/5)]^3)+Sqrt[1/(4*S[E^(-Pi/5)]^6)+2/S[E^(-Pi/5)]+(-1-11*S[E^(-Pi/5)]^5+S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/5)]^6)+4/S[E^(-Pi/5)]-(-1-11*S[E^(-Pi/5)]^5+S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(8/3)+(-S[E^(-Pi/5)]^(-9)-12/S[E^(-Pi/5)]^4+8*S[E^(-Pi/5)])/(4*Sqrt[1/(4*S[E^(-Pi/5)]^6)+2/S[E^(-Pi/5)]+(-1-11*S[E^(-Pi/5)]^5+S[E^(-Pi/5)]^10)^(1/3)/S[E^(-Pi/5)]^(8/3)])]/2,S[E^((-3*Pi)/50)]->S[E^(-Pi/50)]^3/4-Sqrt[-2*S[E^(-Pi/50)]+S[E^(-Pi/50)]^6/4+(1+11*S[E^(-Pi/50)]^5-S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(2/3)]/2+Sqrt[-4*S[E^(-Pi/50)]+S[E^(-Pi/50)]^6/2-(1+11*S[E^(-Pi/50)]^5-S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(2/3)-(-8/S[E^(-Pi/50)]-12*S[E^(-Pi/50)]^4+S[E^(-Pi/50)]^9)/(4*Sqrt[-2*S[E^(-Pi/50)]+S[E^(-Pi/50)]^6/4+(1+11*S[E^(-Pi/50)]^5-S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(2/3)])]/2,S[E^(-Pi/18)]->-1/(4*S[E^(-Pi/6)]^3)+Sqrt[1/(4*S[E^(-Pi/6)]^6)+2/S[E^(-Pi/6)]+(-1-11*S[E^(-Pi/6)]^5+S[E^(-Pi/6)]^10)^(1/3)/S[E^(-Pi/6)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/6)]^6)+4/S[E^(-Pi/6)]-(-1-11*S[E^(-Pi/6)]^5+S[E^(-Pi/6)]^10)^(1/3)/S[E^(-Pi/6)]^(8/3)+(-S[E^(-Pi/6)]^(-9)-12/S[E^(-Pi/6)]^4+8*S[E^(-Pi/6)])/(4*Sqrt[1/(4*S[E^(-Pi/6)]^6)+2/S[E^(-Pi/6)]+(-1-11*S[E^(-Pi/6)]^5+S[E^(-Pi/6)]^10)^(1/3)/S[E^(-Pi/6)]^(8/3)])]/2,S[E^(-Pi/20)]->(((-1+Sqrt[5])^5/32+S[E^(-4*Pi)]^5)^(-1)+(11*S[E^(-4*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-4*Pi)]^5))-(5*Sqrt[5]*S[E^(-4*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-4*Pi)]^5)))^(1/5),S[E^(-Pi/21)]->-1/(4*S[E^(-Pi/7)]^3)+Sqrt[1/(4*S[E^(-Pi/7)]^6)+2/S[E^(-Pi/7)]+(-1-11*S[E^(-Pi/7)]^5+S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/7)]^6)+4/S[E^(-Pi/7)]-(-1-11*S[E^(-Pi/7)]^5+S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(8/3)+(-S[E^(-Pi/7)]^(-9)-12/S[E^(-Pi/7)]^4+8*S[E^(-Pi/7)])/(4*Sqrt[1/(4*S[E^(-Pi/7)]^6)+2/S[E^(-Pi/7)]+(-1-11*S[E^(-Pi/7)]^5+S[E^(-Pi/7)]^10)^(1/3)/S[E^(-Pi/7)]^(8/3)])]/2,S[E^(-Pi/24)]->-1/(4*S[E^(-Pi/8)]^3)+Sqrt[1/(4*S[E^(-Pi/8)]^6)+2/S[E^(-Pi/8)]+(-1-11*S[E^(-Pi/8)]^5+S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/8)]^6)+4/S[E^(-Pi/8)]-(-1-11*S[E^(-Pi/8)]^5+S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(8/3)+(-S[E^(-Pi/8)]^(-9)-12/S[E^(-Pi/8)]^4+8*S[E^(-Pi/8)])/(4*Sqrt[1/(4*S[E^(-Pi/8)]^6)+2/S[E^(-Pi/8)]+(-1-11*S[E^(-Pi/8)]^5+S[E^(-Pi/8)]^10)^(1/3)/S[E^(-Pi/8)]^(8/3)])]/2,S[E^(-Pi/25)]->(((-1+Sqrt[5])^5/32+S[E^(-5*Pi)]^5)^(-1)+(11*S[E^(-5*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-5*Pi)]^5))-(5*Sqrt[5]*S[E^(-5*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-5*Pi)]^5)))^(1/5),S[E^(-Pi/27)]->-1/(4*S[E^(-Pi/9)]^3)+Sqrt[1/(4*S[E^(-Pi/9)]^6)+2/S[E^(-Pi/9)]+(-1-11*S[E^(-Pi/9)]^5+S[E^(-Pi/9)]^10)^(1/3)/S[E^(-Pi/9)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/9)]^6)+4/S[E^(-Pi/9)]-(-1-11*S[E^(-Pi/9)]^5+S[E^(-Pi/9)]^10)^(1/3)/S[E^(-Pi/9)]^(8/3)+(-S[E^(-Pi/9)]^(-9)-12/S[E^(-Pi/9)]^4+8*S[E^(-Pi/9)])/(4*Sqrt[1/(4*S[E^(-Pi/9)]^6)+2/S[E^(-Pi/9)]+(-1-11*S[E^(-Pi/9)]^5+S[E^(-Pi/9)]^10)^(1/3)/S[E^(-Pi/9)]^(8/3)])]/2,S[E^(-Pi/30)]->-1/(4*S[E^(-Pi/10)]^3)+Sqrt[1/(4*S[E^(-Pi/10)]^6)+2/S[E^(-Pi/10)]+(-1-11*S[E^(-Pi/10)]^5+S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/10)]^6)+4/S[E^(-Pi/10)]-(-1-11*S[E^(-Pi/10)]^5+S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(8/3)+(-S[E^(-Pi/10)]^(-9)-12/S[E^(-Pi/10)]^4+8*S[E^(-Pi/10)])/(4*Sqrt[1/(4*S[E^(-Pi/10)]^6)+2/S[E^(-Pi/10)]+(-1-11*S[E^(-Pi/10)]^5+S[E^(-Pi/10)]^10)^(1/3)/S[E^(-Pi/10)]^(8/3)])]/2,S[E^(-Pi/35)]->(((-1+Sqrt[5])^5/32+S[E^(-7*Pi)]^5)^(-1)+(11*S[E^(-7*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-7*Pi)]^5))-(5*Sqrt[5]*S[E^(-7*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-7*Pi)]^5)))^(1/5),S[E^(-Pi/40)]->(((-1+Sqrt[5])^5/32+S[E^(-8*Pi)]^5)^(-1)+(11*S[E^(-8*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-8*Pi)]^5))-(5*Sqrt[5]*S[E^(-8*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-8*Pi)]^5)))^(1/5),S[E^(-Pi/45)]->(((-1+Sqrt[5])^5/32+S[E^(-9*Pi)]^5)^(-1)+(11*S[E^(-9*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-9*Pi)]^5))-(5*Sqrt[5]*S[E^(-9*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-9*Pi)]^5)))^(1/5),S[E^(-Pi/50)]->(((-1+Sqrt[5])^5/32+S[E^(-10*Pi)]^5)^(-1)+(11*S[E^(-10*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-10*Pi)]^5))-(5*Sqrt[5]*S[E^(-10*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-10*Pi)]^5)))^(1/5),S[E^(-Pi/60)]->-1/(4*S[E^(-Pi/20)]^3)+Sqrt[1/(4*S[E^(-Pi/20)]^6)+2/S[E^(-Pi/20)]+(-1-11*S[E^(-Pi/20)]^5+S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/20)]^6)+4/S[E^(-Pi/20)]-(-1-11*S[E^(-Pi/20)]^5+S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(8/3)+(-S[E^(-Pi/20)]^(-9)-12/S[E^(-Pi/20)]^4+8*S[E^(-Pi/20)])/(4*Sqrt[1/(4*S[E^(-Pi/20)]^6)+2/S[E^(-Pi/20)]+(-1-11*S[E^(-Pi/20)]^5+S[E^(-Pi/20)]^10)^(1/3)/S[E^(-Pi/20)]^(8/3)])]/2,S[E^(-Pi/75)]->-1/(4*S[E^(-Pi/25)]^3)+Sqrt[1/(4*S[E^(-Pi/25)]^6)+2/S[E^(-Pi/25)]+(-1-11*S[E^(-Pi/25)]^5+S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/25)]^6)+4/S[E^(-Pi/25)]-(-1-11*S[E^(-Pi/25)]^5+S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(8/3)+(-S[E^(-Pi/25)]^(-9)-12/S[E^(-Pi/25)]^4+8*S[E^(-Pi/25)])/(4*Sqrt[1/(4*S[E^(-Pi/25)]^6)+2/S[E^(-Pi/25)]+(-1-11*S[E^(-Pi/25)]^5+S[E^(-Pi/25)]^10)^(1/3)/S[E^(-Pi/25)]^(8/3)])]/2,S[E^(-Pi/105)]->-1/(4*S[E^(-Pi/35)]^3)+Sqrt[1/(4*S[E^(-Pi/35)]^6)+2/S[E^(-Pi/35)]+(-1-11*S[E^(-Pi/35)]^5+S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/35)]^6)+4/S[E^(-Pi/35)]-(-1-11*S[E^(-Pi/35)]^5+S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(8/3)+(-S[E^(-Pi/35)]^(-9)-12/S[E^(-Pi/35)]^4+8*S[E^(-Pi/35)])/(4*Sqrt[1/(4*S[E^(-Pi/35)]^6)+2/S[E^(-Pi/35)]+(-1-11*S[E^(-Pi/35)]^5+S[E^(-Pi/35)]^10)^(1/3)/S[E^(-Pi/35)]^(8/3)])]/2,S[E^(-Pi/120)]->-1/(4*S[E^(-Pi/40)]^3)+Sqrt[1/(4*S[E^(-Pi/40)]^6)+2/S[E^(-Pi/40)]+(-1-11*S[E^(-Pi/40)]^5+S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/40)]^6)+4/S[E^(-Pi/40)]-(-1-11*S[E^(-Pi/40)]^5+S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(8/3)+(-S[E^(-Pi/40)]^(-9)-12/S[E^(-Pi/40)]^4+8*S[E^(-Pi/40)])/(4*Sqrt[1/(4*S[E^(-Pi/40)]^6)+2/S[E^(-Pi/40)]+(-1-11*S[E^(-Pi/40)]^5+S[E^(-Pi/40)]^10)^(1/3)/S[E^(-Pi/40)]^(8/3)])]/2,S[E^(-Pi/135)]->-1/(4*S[E^(-Pi/45)]^3)+Sqrt[1/(4*S[E^(-Pi/45)]^6)+2/S[E^(-Pi/45)]+(-1-11*S[E^(-Pi/45)]^5+S[E^(-Pi/45)]^10)^(1/3)/S[E^(-Pi/45)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/45)]^6)+4/S[E^(-Pi/45)]-(-1-11*S[E^(-Pi/45)]^5+S[E^(-Pi/45)]^10)^(1/3)/S[E^(-Pi/45)]^(8/3)+(-S[E^(-Pi/45)]^(-9)-12/S[E^(-Pi/45)]^4+8*S[E^(-Pi/45)])/(4*Sqrt[1/(4*S[E^(-Pi/45)]^6)+2/S[E^(-Pi/45)]+(-1-11*S[E^(-Pi/45)]^5+S[E^(-Pi/45)]^10)^(1/3)/S[E^(-Pi/45)]^(8/3)])]/2,S[E^(-Pi/150)]->-1/(4*S[E^(-Pi/50)]^3)+Sqrt[1/(4*S[E^(-Pi/50)]^6)+2/S[E^(-Pi/50)]+(-1-11*S[E^(-Pi/50)]^5+S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(8/3)]/2+Sqrt[1/(2*S[E^(-Pi/50)]^6)+4/S[E^(-Pi/50)]-(-1-11*S[E^(-Pi/50)]^5+S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(8/3)+(-S[E^(-Pi/50)]^(-9)-12/S[E^(-Pi/50)]^4+8*S[E^(-Pi/50)])/(4*Sqrt[1/(4*S[E^(-Pi/50)]^6)+2/S[E^(-Pi/50)]+(-1-11*S[E^(-Pi/50)]^5+S[E^(-Pi/50)]^10)^(1/3)/S[E^(-Pi/50)]^(8/3)])]/2,S[E^(-(Sqrt[5/101]*Pi))]->(2+S[E^(-(Sqrt[101/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[101/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[101/5]*Pi))]),S[E^(-(Sqrt[5/89]*Pi))]->(2+S[E^(-(Sqrt[89/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[89/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[89/5]*Pi))]),S[E^(-(Sqrt[5/57]*Pi))]->(2+S[E^(-(Sqrt[57/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[57/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[57/5]*Pi))]),S[E^(-(Sqrt[5/53]*Pi))]->(2+S[E^(-(Sqrt[53/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[53/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[53/5]*Pi))]),S[E^(-(Sqrt[5/41]*Pi))]->(2+S[E^(-(Sqrt[41/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[41/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[41/5]*Pi))]),S[E^(-(Sqrt[5/39]*Pi))]->(2+S[E^(-(Sqrt[39/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[39/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[39/5]*Pi))]),S[E^(-(Sqrt[2/15]*Pi))]->(237897-168175*Sqrt[2]+137325*Sqrt[3]-97125*Sqrt[6]+15*Sqrt[5]*(-7091+5015*Sqrt[2]-4095*Sqrt[3]+2895*Sqrt[6])+2*Sqrt[15*(7544294250-5334621495*Sqrt[2]+4355700205*Sqrt[3]-3373910876*Sqrt[5]-3079945225*Sqrt[6]+2385715315*Sqrt[10]-1947928395*Sqrt[15]+1377393345*Sqrt[30])])^(1/5)/2^(2/5),S[E^(-(Sqrt[5/29]*Pi))]->(2+S[E^(-(Sqrt[29/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[29/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[29/5]*Pi))]),S[E^(-(Sqrt[5/23]*Pi))]->(2+S[E^(-(Sqrt[23/5]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[23/5]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[23/5]*Pi))]),S[E^(-(Sqrt[5/13]*Pi))]->(2-((-1+Sqrt[5])*(6247-2830*Sqrt[5]-1750*Sqrt[13]+775*Sqrt[65]-25*Sqrt[252266-112808*Sqrt[5]-69960*Sqrt[13]+31290*Sqrt[65]]+2*Sqrt[(5*(7960638102330-3560105576688*Sqrt[5]-2207883751600*Sqrt[13]+987395634170*Sqrt[65]+5*(-1584990663+708829714*Sqrt[5]+439597530*Sqrt[13]-196593895*Sqrt[65])*Sqrt[252266-112808*Sqrt[5]-69960*Sqrt[13]+31290*Sqrt[65]]))/(126133-56404*Sqrt[5]-34980*Sqrt[13]+15645*Sqrt[65])])^(1/5))/2^(2/5))/(-1+Sqrt[5]+2^(3/5)*(6247-2830*Sqrt[5]-1750*Sqrt[13]+775*Sqrt[65]-25*Sqrt[252266-112808*Sqrt[5]-69960*Sqrt[13]+31290*Sqrt[65]]+2*Sqrt[(5*(7960638102330-3560105576688*Sqrt[5]-2207883751600*Sqrt[13]+987395634170*Sqrt[65]+5*(-1584990663+708829714*Sqrt[5]+439597530*Sqrt[13]-196593895*Sqrt[65])*Sqrt[252266-112808*Sqrt[5]-69960*Sqrt[13]+31290*Sqrt[65]]))/(126133-56404*Sqrt[5]-34980*Sqrt[13]+15645*Sqrt[65])])^(1/5)),S[E^(-(Sqrt[5/13]*Pi)/3)]->(2+(1-Sqrt[5])*S[E^(-3*Sqrt[13/5]*Pi)])/(-1+Sqrt[5]+2*S[E^(-3*Sqrt[13/5]*Pi)]),S[E^(-(Sqrt[2/5]*Pi))]->(2/(711-500*Sqrt[2]+315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310-15775*Sqrt[2]+9977*Sqrt[5]-7055*Sqrt[10])]))^(-1/5),S[E^(-3*Sqrt[5/11]*Pi)]->S[E^(-(Sqrt[5/11]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[5/11]*Pi))]+S[E^(-(Sqrt[5/11]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[5/11]*Pi))]^5-S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[5/11]*Pi))]+S[E^(-(Sqrt[5/11]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[5/11]*Pi))]^5-S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[5/11]*Pi))]-12*S[E^(-(Sqrt[5/11]*Pi))]^4+S[E^(-(Sqrt[5/11]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[5/11]*Pi))]+S[E^(-(Sqrt[5/11]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[5/11]*Pi))]^5-S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[5/11]*Pi))]->(4-2^(2/5)*(-1+Sqrt[5])*(-81-45*Sqrt[5]-25*Sqrt[38+18*Sqrt[5]]+6*Sqrt[5*(225+103*Sqrt[5]+5*Sqrt[22*(181+81*Sqrt[5])])])^(1/5))/(2*(-1+Sqrt[5]+2^(2/5)*(-81-45*Sqrt[5]-25*Sqrt[38+18*Sqrt[5]]+6*Sqrt[5*(225+103*Sqrt[5]+5*Sqrt[22*(181+81*Sqrt[5])])])^(1/5))),S[E^(-(Sqrt[5/11]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[5/11]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[5/11]*Pi))]^6)+2/S[E^(-(Sqrt[5/11]*Pi))]+(-1-11*S[E^(-(Sqrt[5/11]*Pi))]^5+S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[5/11]*Pi))]^6)+4/S[E^(-(Sqrt[5/11]*Pi))]-(-1-11*S[E^(-(Sqrt[5/11]*Pi))]^5+S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(8/3)+(-S[E^(-(Sqrt[5/11]*Pi))]^(-9)-12/S[E^(-(Sqrt[5/11]*Pi))]^4+8*S[E^(-(Sqrt[5/11]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[5/11]*Pi))]^6)+2/S[E^(-(Sqrt[5/11]*Pi))]+(-1-11*S[E^(-(Sqrt[5/11]*Pi))]^5+S[E^(-(Sqrt[5/11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/11]*Pi))]^(8/3)])]/2,S[E^(-(Sqrt[5/11]*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^2+4*(-1+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^3+2*S[E^(-(Sqrt[11/5]*Pi))]^4)/(4*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(65*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(240*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(405*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(175*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(378*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(455*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(45*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(240*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(25*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(47*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[11/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-7218*S[E^(-(Sqrt[11/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-74394*S[E^(-(Sqrt[11/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-465384*S[E^(-(Sqrt[11/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-1961445*S[E^(-(Sqrt[11/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5-5831945*S[E^(-(Sqrt[11/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6-12421000*S[E^(-(Sqrt[11/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7-18937695*S[E^(-(Sqrt[11/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-21523755*S[E^(-(Sqrt[11/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-25707165*S[E^(-(Sqrt[11/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10-53250260*S[E^(-(Sqrt[11/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^11-120109805*S[E^(-(Sqrt[11/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^12-191599855*S[E^(-(Sqrt[11/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^13-182285700*S[E^(-(Sqrt[11/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^14-48304080*S[E^(-(Sqrt[11/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^15+123370500*S[E^(-(Sqrt[11/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^16+184695145*S[E^(-(Sqrt[11/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^17+102603205*S[E^(-(Sqrt[11/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^18-8805460*S[E^(-(Sqrt[11/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^19-48905835*S[E^(-(Sqrt[11/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^20-32182755*S[E^(-(Sqrt[11/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^21-12264105*S[E^(-(Sqrt[11/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^22-2601800*S[E^(-(Sqrt[11/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^23+3441745*S[E^(-(Sqrt[11/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^24+4821555*S[E^(-(Sqrt[11/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^25+1938264*S[E^(-(Sqrt[11/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^26-306954*S[E^(-(Sqrt[11/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^27-457902*S[E^(-(Sqrt[11/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^28-103682*S[E^(-(Sqrt[11/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+S[E^(-(Sqrt[11/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(18*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(9*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(18*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(9*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(65*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(29*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(240*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(405*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(181*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(175*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(77*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(378*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(168*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(455*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(203*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(45*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(19*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(240*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(25*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(11*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(47*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(21*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(5*2^(2/3)*(-322*S[E^(-(Sqrt[11/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-7218*S[E^(-(Sqrt[11/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-74394*S[E^(-(Sqrt[11/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-465384*S[E^(-(Sqrt[11/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-1961445*S[E^(-(Sqrt[11/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5-5831945*S[E^(-(Sqrt[11/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6-12421000*S[E^(-(Sqrt[11/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7-18937695*S[E^(-(Sqrt[11/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-21523755*S[E^(-(Sqrt[11/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-25707165*S[E^(-(Sqrt[11/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10-53250260*S[E^(-(Sqrt[11/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^11-120109805*S[E^(-(Sqrt[11/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^12-191599855*S[E^(-(Sqrt[11/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^13-182285700*S[E^(-(Sqrt[11/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^14-48304080*S[E^(-(Sqrt[11/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^15+123370500*S[E^(-(Sqrt[11/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^16+184695145*S[E^(-(Sqrt[11/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^17+102603205*S[E^(-(Sqrt[11/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^18-8805460*S[E^(-(Sqrt[11/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^19-48905835*S[E^(-(Sqrt[11/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^20-32182755*S[E^(-(Sqrt[11/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^21-12264105*S[E^(-(Sqrt[11/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^22-2601800*S[E^(-(Sqrt[11/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^23+3441745*S[E^(-(Sqrt[11/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^24+4821555*S[E^(-(Sqrt[11/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^25+1938264*S[E^(-(Sqrt[11/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^26-306954*S[E^(-(Sqrt[11/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^27-457902*S[E^(-(Sqrt[11/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^28-103682*S[E^(-(Sqrt[11/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-47/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(116*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(52*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(252*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(112*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(308*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(140*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(245*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(105*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(112*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(56*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(42*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(14*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(4*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(4*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-S[E^(-(Sqrt[11/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^3-2*S[E^(-(Sqrt[11/5]*Pi))]^4)^2)/(4*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+9/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(18*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(9*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(18*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(9*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[11/5]*Pi))]-S[E^(-(Sqrt[11/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+((-8*(2+S[E^(-(Sqrt[11/5]*Pi))]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^2+(7-3*Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^3)))/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^3-2*S[E^(-(Sqrt[11/5]*Pi))]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]^3-2*S[E^(-(Sqrt[11/5]*Pi))]^4)^2/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[11/5]*Pi))]-S[E^(-(Sqrt[11/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))))/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(65*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(240*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(405*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(175*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(378*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(455*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(45*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(240*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(25*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(47*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[11/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-7218*S[E^(-(Sqrt[11/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-74394*S[E^(-(Sqrt[11/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-465384*S[E^(-(Sqrt[11/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-1961445*S[E^(-(Sqrt[11/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5-5831945*S[E^(-(Sqrt[11/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6-12421000*S[E^(-(Sqrt[11/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7-18937695*S[E^(-(Sqrt[11/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-21523755*S[E^(-(Sqrt[11/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-25707165*S[E^(-(Sqrt[11/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10-53250260*S[E^(-(Sqrt[11/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^11-120109805*S[E^(-(Sqrt[11/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^12-191599855*S[E^(-(Sqrt[11/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^13-182285700*S[E^(-(Sqrt[11/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^14-48304080*S[E^(-(Sqrt[11/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^15+123370500*S[E^(-(Sqrt[11/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^16+184695145*S[E^(-(Sqrt[11/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^17+102603205*S[E^(-(Sqrt[11/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^18-8805460*S[E^(-(Sqrt[11/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^19-48905835*S[E^(-(Sqrt[11/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^20-32182755*S[E^(-(Sqrt[11/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^21-12264105*S[E^(-(Sqrt[11/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^22-2601800*S[E^(-(Sqrt[11/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^23+3441745*S[E^(-(Sqrt[11/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^24+4821555*S[E^(-(Sqrt[11/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^25+1938264*S[E^(-(Sqrt[11/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^26-306954*S[E^(-(Sqrt[11/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^27-457902*S[E^(-(Sqrt[11/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^28-103682*S[E^(-(Sqrt[11/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[11/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]-245*S[E^(-(Sqrt[11/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2-640*S[E^(-(Sqrt[11/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3-910*S[E^(-(Sqrt[11/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4-504*S[E^(-(Sqrt[11/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5+350*S[E^(-(Sqrt[11/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6+640*S[E^(-(Sqrt[11/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7+205*S[E^(-(Sqrt[11/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^8-130*S[E^(-(Sqrt[11/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^9-76*S[E^(-(Sqrt[11/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)+S[E^(-(Sqrt[11/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(18*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(9*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(18*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))-(9*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[11/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[11/5]*Pi))])*S[E^(-(Sqrt[11/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[11/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[11/5]*Pi))])))])]/2,S[E^(-3*Sqrt[3/5]*Pi)]->S[E^(-(Sqrt[3/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[3/5]*Pi))]+S[E^(-(Sqrt[3/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[3/5]*Pi))]^5-S[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[3/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[3/5]*Pi))]+S[E^(-(Sqrt[3/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[3/5]*Pi))]^5-S[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[3/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[3/5]*Pi))]-12*S[E^(-(Sqrt[3/5]*Pi))]^4+S[E^(-(Sqrt[3/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[3/5]*Pi))]+S[E^(-(Sqrt[3/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[3/5]*Pi))]^5-S[E^(-(Sqrt[3/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[3/5]*Pi))]^(2/3)])]/2,S[E^(-2*Sqrt[3/5]*Pi)]->(6*(11871912+6854250*Sqrt[3]+5309255*Sqrt[5]+3065300*Sqrt[15])-175*Sqrt[662714352116+382618309590*Sqrt[3]+296374868196*Sqrt[5]+171112109934*Sqrt[15]]+Sqrt[30*(1353040615136460+781178363373525*Sqrt[3]+605098158346094*Sqrt[5]+349353584607265*Sqrt[15]-1101473419476852141720*Sqrt[2/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-635935975240178162550*Sqrt[6/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-492593888271876434120*Sqrt[10/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-284399213994932297030*Sqrt[30/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])])])^(1/5)/2^(2/5),S[E^(-(Sqrt[3/5]*Pi))]->(-3-5*Sqrt[5]+Sqrt[30*(5+Sqrt[5])])^(1/5)/2^(2/5),S[E^(-(Sqrt[3/5]*Pi)/2)]->1/(3*R[E^(-(Sqrt[3/5]*Pi))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[3/5]*Pi))]^5))/(6*R[E^(-(Sqrt[3/5]*Pi))]^2*(1-18*R[E^(-(Sqrt[3/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3/5]*Pi))]^5+11*R[E^(-(Sqrt[3/5]*Pi))]^10+R[E^(-(Sqrt[3/5]*Pi))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[3/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3/5]*Pi))]^5+11*R[E^(-(Sqrt[3/5]*Pi))]^10+R[E^(-(Sqrt[3/5]*Pi))]^15])^(1/3))/(6*R[E^(-(Sqrt[3/5]*Pi))]^2),S[E^(-(Sqrt[3/5]*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/3]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[5/3]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/3]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5/3]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/3]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[5/7]*Pi)]->S[E^(-(Sqrt[5/7]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[5/7]*Pi))]+S[E^(-(Sqrt[5/7]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[5/7]*Pi))]^5-S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[5/7]*Pi))]+S[E^(-(Sqrt[5/7]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[5/7]*Pi))]^5-S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[5/7]*Pi))]-12*S[E^(-(Sqrt[5/7]*Pi))]^4+S[E^(-(Sqrt[5/7]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[5/7]*Pi))]+S[E^(-(Sqrt[5/7]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[5/7]*Pi))]^5-S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[5/7]*Pi))]->(2-(-1+Sqrt[5])*(-7-5*Sqrt[5]+Sqrt[35*(5+2*Sqrt[5])])^(1/5))/(-1+Sqrt[5]+2*(-7-5*Sqrt[5]+Sqrt[35*(5+2*Sqrt[5])])^(1/5)),S[E^(-(Sqrt[5/7]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[5/7]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[5/7]*Pi))]^6)+2/S[E^(-(Sqrt[5/7]*Pi))]+(-1-11*S[E^(-(Sqrt[5/7]*Pi))]^5+S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[5/7]*Pi))]^6)+4/S[E^(-(Sqrt[5/7]*Pi))]-(-1-11*S[E^(-(Sqrt[5/7]*Pi))]^5+S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(8/3)+(-S[E^(-(Sqrt[5/7]*Pi))]^(-9)-12/S[E^(-(Sqrt[5/7]*Pi))]^4+8*S[E^(-(Sqrt[5/7]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[5/7]*Pi))]^6)+2/S[E^(-(Sqrt[5/7]*Pi))]+(-1-11*S[E^(-(Sqrt[5/7]*Pi))]^5+S[E^(-(Sqrt[5/7]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/7]*Pi))]^(8/3)])]/2,S[E^(-(Sqrt[5/7]*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^2+4*(-1+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^3+2*S[E^(-(Sqrt[7/5]*Pi))]^4)/(4*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(65*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(240*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(405*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(175*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(378*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(455*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(45*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(240*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(25*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(47*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[7/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-7218*S[E^(-(Sqrt[7/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-74394*S[E^(-(Sqrt[7/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-465384*S[E^(-(Sqrt[7/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-1961445*S[E^(-(Sqrt[7/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5-5831945*S[E^(-(Sqrt[7/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6-12421000*S[E^(-(Sqrt[7/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7-18937695*S[E^(-(Sqrt[7/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-21523755*S[E^(-(Sqrt[7/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-25707165*S[E^(-(Sqrt[7/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10-53250260*S[E^(-(Sqrt[7/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^11-120109805*S[E^(-(Sqrt[7/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^12-191599855*S[E^(-(Sqrt[7/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^13-182285700*S[E^(-(Sqrt[7/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^14-48304080*S[E^(-(Sqrt[7/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^15+123370500*S[E^(-(Sqrt[7/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^16+184695145*S[E^(-(Sqrt[7/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^17+102603205*S[E^(-(Sqrt[7/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^18-8805460*S[E^(-(Sqrt[7/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^19-48905835*S[E^(-(Sqrt[7/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^20-32182755*S[E^(-(Sqrt[7/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^21-12264105*S[E^(-(Sqrt[7/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^22-2601800*S[E^(-(Sqrt[7/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^23+3441745*S[E^(-(Sqrt[7/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^24+4821555*S[E^(-(Sqrt[7/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^25+1938264*S[E^(-(Sqrt[7/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^26-306954*S[E^(-(Sqrt[7/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^27-457902*S[E^(-(Sqrt[7/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^28-103682*S[E^(-(Sqrt[7/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+S[E^(-(Sqrt[7/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(18*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(9*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(18*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(9*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(65*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(29*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(240*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(405*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(181*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(175*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(77*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(378*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(168*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(455*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(203*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(45*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(19*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(240*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(25*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(11*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(47*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(21*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(5*2^(2/3)*(-322*S[E^(-(Sqrt[7/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-7218*S[E^(-(Sqrt[7/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-74394*S[E^(-(Sqrt[7/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-465384*S[E^(-(Sqrt[7/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-1961445*S[E^(-(Sqrt[7/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5-5831945*S[E^(-(Sqrt[7/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6-12421000*S[E^(-(Sqrt[7/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7-18937695*S[E^(-(Sqrt[7/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-21523755*S[E^(-(Sqrt[7/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-25707165*S[E^(-(Sqrt[7/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10-53250260*S[E^(-(Sqrt[7/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^11-120109805*S[E^(-(Sqrt[7/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^12-191599855*S[E^(-(Sqrt[7/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^13-182285700*S[E^(-(Sqrt[7/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^14-48304080*S[E^(-(Sqrt[7/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^15+123370500*S[E^(-(Sqrt[7/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^16+184695145*S[E^(-(Sqrt[7/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^17+102603205*S[E^(-(Sqrt[7/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^18-8805460*S[E^(-(Sqrt[7/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^19-48905835*S[E^(-(Sqrt[7/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^20-32182755*S[E^(-(Sqrt[7/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^21-12264105*S[E^(-(Sqrt[7/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^22-2601800*S[E^(-(Sqrt[7/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^23+3441745*S[E^(-(Sqrt[7/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^24+4821555*S[E^(-(Sqrt[7/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^25+1938264*S[E^(-(Sqrt[7/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^26-306954*S[E^(-(Sqrt[7/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^27-457902*S[E^(-(Sqrt[7/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^28-103682*S[E^(-(Sqrt[7/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-47/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(116*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(52*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(252*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(112*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(308*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(140*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(245*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(105*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(112*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(56*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(42*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(14*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(4*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(4*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-S[E^(-(Sqrt[7/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^3-2*S[E^(-(Sqrt[7/5]*Pi))]^4)^2)/(4*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+9/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(18*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(9*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(18*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(9*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[7/5]*Pi))]-S[E^(-(Sqrt[7/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+((-8*(2+S[E^(-(Sqrt[7/5]*Pi))]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^2+(7-3*Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^3)))/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^3-2*S[E^(-(Sqrt[7/5]*Pi))]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]^3-2*S[E^(-(Sqrt[7/5]*Pi))]^4)^2/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[7/5]*Pi))]-S[E^(-(Sqrt[7/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))))/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(65*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(240*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(405*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(175*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(378*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(455*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(45*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(240*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(25*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(47*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[7/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-7218*S[E^(-(Sqrt[7/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-74394*S[E^(-(Sqrt[7/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-465384*S[E^(-(Sqrt[7/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-1961445*S[E^(-(Sqrt[7/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5-5831945*S[E^(-(Sqrt[7/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6-12421000*S[E^(-(Sqrt[7/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7-18937695*S[E^(-(Sqrt[7/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-21523755*S[E^(-(Sqrt[7/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-25707165*S[E^(-(Sqrt[7/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10-53250260*S[E^(-(Sqrt[7/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^11-120109805*S[E^(-(Sqrt[7/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^12-191599855*S[E^(-(Sqrt[7/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^13-182285700*S[E^(-(Sqrt[7/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^14-48304080*S[E^(-(Sqrt[7/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^15+123370500*S[E^(-(Sqrt[7/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^16+184695145*S[E^(-(Sqrt[7/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^17+102603205*S[E^(-(Sqrt[7/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^18-8805460*S[E^(-(Sqrt[7/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^19-48905835*S[E^(-(Sqrt[7/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^20-32182755*S[E^(-(Sqrt[7/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^21-12264105*S[E^(-(Sqrt[7/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^22-2601800*S[E^(-(Sqrt[7/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^23+3441745*S[E^(-(Sqrt[7/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^24+4821555*S[E^(-(Sqrt[7/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^25+1938264*S[E^(-(Sqrt[7/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^26-306954*S[E^(-(Sqrt[7/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^27-457902*S[E^(-(Sqrt[7/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^28-103682*S[E^(-(Sqrt[7/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[7/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]-245*S[E^(-(Sqrt[7/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2-640*S[E^(-(Sqrt[7/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3-910*S[E^(-(Sqrt[7/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4-504*S[E^(-(Sqrt[7/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5+350*S[E^(-(Sqrt[7/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6+640*S[E^(-(Sqrt[7/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7+205*S[E^(-(Sqrt[7/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^8-130*S[E^(-(Sqrt[7/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^9-76*S[E^(-(Sqrt[7/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)+S[E^(-(Sqrt[7/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(18*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(9*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(18*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))-(9*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[7/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[7/5]*Pi))])*S[E^(-(Sqrt[7/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[7/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[7/5]*Pi))])))])]/2,S[E^(-(Sqrt[13/15]*Pi))]->-1/(4*S[E^(-(Sqrt[39/5]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[39/5]*Pi))]^6)+2/S[E^(-(Sqrt[39/5]*Pi))]+(-1-11*S[E^(-(Sqrt[39/5]*Pi))]^5+S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[39/5]*Pi))]^6)+4/S[E^(-(Sqrt[39/5]*Pi))]-(-1-11*S[E^(-(Sqrt[39/5]*Pi))]^5+S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(8/3)+(-S[E^(-(Sqrt[39/5]*Pi))]^(-9)-12/S[E^(-(Sqrt[39/5]*Pi))]^4+8*S[E^(-(Sqrt[39/5]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[39/5]*Pi))]^6)+2/S[E^(-(Sqrt[39/5]*Pi))]+(-1-11*S[E^(-(Sqrt[39/5]*Pi))]^5+S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(8/3)])]/2,S[E^(-3*Sqrt[7/5]*Pi)]->S[E^(-(Sqrt[7/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[7/5]*Pi))]+S[E^(-(Sqrt[7/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[7/5]*Pi))]^5-S[E^(-(Sqrt[7/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[7/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[7/5]*Pi))]+S[E^(-(Sqrt[7/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[7/5]*Pi))]^5-S[E^(-(Sqrt[7/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[7/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[7/5]*Pi))]-12*S[E^(-(Sqrt[7/5]*Pi))]^4+S[E^(-(Sqrt[7/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[7/5]*Pi))]+S[E^(-(Sqrt[7/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[7/5]*Pi))]^5-S[E^(-(Sqrt[7/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[7/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[7/5]*Pi))]->(-7-5*Sqrt[5]+Sqrt[35*(5+2*Sqrt[5])])^(1/5),S[E^(-(Sqrt[7/5]*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/7]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[5/7]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/7]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5/7]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/7]*Pi))]^5)))^(1/5),S[E^(-(Sqrt[5/3]*Pi))]->(2-2^(4/5)*(-23+10*Sqrt[5]+Sqrt[15*(85-38*Sqrt[5])])^(1/5))/(-1+Sqrt[5]+2^(3/5)*(-3-5*Sqrt[5]+Sqrt[30*(5+Sqrt[5])])^(1/5)),S[E^(-(Sqrt[5/3]*Pi)/2)]->(2-((-1+Sqrt[5])*(71231472+41125500*Sqrt[3]+31855530*Sqrt[5]+18391800*Sqrt[15]-175*Sqrt[662714352116+382618309590*Sqrt[3]+296374868196*Sqrt[5]+171112109934*Sqrt[15]]+Sqrt[30*(1353040615136460+781178363373525*Sqrt[3]+605098158346094*Sqrt[5]+349353584607265*Sqrt[15]-1101473419476852141720*Sqrt[2/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-635935975240178162550*Sqrt[6/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-492593888271876434120*Sqrt[10/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-284399213994932297030*Sqrt[30/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])])])^(1/5))/2^(2/5))/(-1+Sqrt[5]+2^(3/5)*(71231472+41125500*Sqrt[3]+31855530*Sqrt[5]+18391800*Sqrt[15]-175*Sqrt[662714352116+382618309590*Sqrt[3]+296374868196*Sqrt[5]+171112109934*Sqrt[15]]+Sqrt[30*(1353040615136460+781178363373525*Sqrt[3]+605098158346094*Sqrt[5]+349353584607265*Sqrt[15]-1101473419476852141720*Sqrt[2/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-635935975240178162550*Sqrt[6/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-492593888271876434120*Sqrt[10/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])]-284399213994932297030*Sqrt[30/(331357176058+191309154795*Sqrt[3]+148187434098*Sqrt[5]+85556054967*Sqrt[15])])])^(1/5)),S[E^(-(Sqrt[5/3]*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^2+4*(-1+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^3+2*S[E^(-(Sqrt[3/5]*Pi))]^4)/(4*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(65*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(240*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(405*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(175*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(378*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(455*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(45*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(240*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(25*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(47*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[3/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-7218*S[E^(-(Sqrt[3/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-74394*S[E^(-(Sqrt[3/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-465384*S[E^(-(Sqrt[3/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-1961445*S[E^(-(Sqrt[3/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5-5831945*S[E^(-(Sqrt[3/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6-12421000*S[E^(-(Sqrt[3/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7-18937695*S[E^(-(Sqrt[3/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-21523755*S[E^(-(Sqrt[3/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-25707165*S[E^(-(Sqrt[3/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10-53250260*S[E^(-(Sqrt[3/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^11-120109805*S[E^(-(Sqrt[3/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^12-191599855*S[E^(-(Sqrt[3/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^13-182285700*S[E^(-(Sqrt[3/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^14-48304080*S[E^(-(Sqrt[3/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^15+123370500*S[E^(-(Sqrt[3/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^16+184695145*S[E^(-(Sqrt[3/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^17+102603205*S[E^(-(Sqrt[3/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^18-8805460*S[E^(-(Sqrt[3/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^19-48905835*S[E^(-(Sqrt[3/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^20-32182755*S[E^(-(Sqrt[3/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^21-12264105*S[E^(-(Sqrt[3/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^22-2601800*S[E^(-(Sqrt[3/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^23+3441745*S[E^(-(Sqrt[3/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^24+4821555*S[E^(-(Sqrt[3/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^25+1938264*S[E^(-(Sqrt[3/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^26-306954*S[E^(-(Sqrt[3/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^27-457902*S[E^(-(Sqrt[3/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^28-103682*S[E^(-(Sqrt[3/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+S[E^(-(Sqrt[3/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(18*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(9*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(18*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(9*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(65*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(29*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(240*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(405*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(181*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(175*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(77*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(378*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(168*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(455*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(203*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(45*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(19*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(240*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(25*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(11*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(47*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(21*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(5*2^(2/3)*(-322*S[E^(-(Sqrt[3/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-7218*S[E^(-(Sqrt[3/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-74394*S[E^(-(Sqrt[3/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-465384*S[E^(-(Sqrt[3/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-1961445*S[E^(-(Sqrt[3/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5-5831945*S[E^(-(Sqrt[3/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6-12421000*S[E^(-(Sqrt[3/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7-18937695*S[E^(-(Sqrt[3/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-21523755*S[E^(-(Sqrt[3/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-25707165*S[E^(-(Sqrt[3/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10-53250260*S[E^(-(Sqrt[3/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^11-120109805*S[E^(-(Sqrt[3/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^12-191599855*S[E^(-(Sqrt[3/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^13-182285700*S[E^(-(Sqrt[3/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^14-48304080*S[E^(-(Sqrt[3/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^15+123370500*S[E^(-(Sqrt[3/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^16+184695145*S[E^(-(Sqrt[3/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^17+102603205*S[E^(-(Sqrt[3/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^18-8805460*S[E^(-(Sqrt[3/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^19-48905835*S[E^(-(Sqrt[3/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^20-32182755*S[E^(-(Sqrt[3/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^21-12264105*S[E^(-(Sqrt[3/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^22-2601800*S[E^(-(Sqrt[3/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^23+3441745*S[E^(-(Sqrt[3/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^24+4821555*S[E^(-(Sqrt[3/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^25+1938264*S[E^(-(Sqrt[3/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^26-306954*S[E^(-(Sqrt[3/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^27-457902*S[E^(-(Sqrt[3/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^28-103682*S[E^(-(Sqrt[3/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-47/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(116*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(52*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(252*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(112*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(308*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(140*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(245*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(105*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(112*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(56*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(42*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(14*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(4*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(4*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-S[E^(-(Sqrt[3/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^3-2*S[E^(-(Sqrt[3/5]*Pi))]^4)^2)/(4*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+9/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(18*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(9*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(18*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(9*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[3/5]*Pi))]-S[E^(-(Sqrt[3/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+((-8*(2+S[E^(-(Sqrt[3/5]*Pi))]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^2+(7-3*Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^3)))/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^3-2*S[E^(-(Sqrt[3/5]*Pi))]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]^3-2*S[E^(-(Sqrt[3/5]*Pi))]^4)^2/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[3/5]*Pi))]-S[E^(-(Sqrt[3/5]*Pi))]^2)^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))))/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(65*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(240*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(405*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(175*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(378*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(455*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(45*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(240*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(25*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(47*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[3/5]*Pi))]+144*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-7218*S[E^(-(Sqrt[3/5]*Pi))]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-74394*S[E^(-(Sqrt[3/5]*Pi))]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-465384*S[E^(-(Sqrt[3/5]*Pi))]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-1961445*S[E^(-(Sqrt[3/5]*Pi))]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5-5831945*S[E^(-(Sqrt[3/5]*Pi))]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6-12421000*S[E^(-(Sqrt[3/5]*Pi))]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7-18937695*S[E^(-(Sqrt[3/5]*Pi))]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-21523755*S[E^(-(Sqrt[3/5]*Pi))]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-25707165*S[E^(-(Sqrt[3/5]*Pi))]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10-53250260*S[E^(-(Sqrt[3/5]*Pi))]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^11-120109805*S[E^(-(Sqrt[3/5]*Pi))]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^12-191599855*S[E^(-(Sqrt[3/5]*Pi))]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^13-182285700*S[E^(-(Sqrt[3/5]*Pi))]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^14-48304080*S[E^(-(Sqrt[3/5]*Pi))]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^15+123370500*S[E^(-(Sqrt[3/5]*Pi))]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^16+184695145*S[E^(-(Sqrt[3/5]*Pi))]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^17+102603205*S[E^(-(Sqrt[3/5]*Pi))]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^18-8805460*S[E^(-(Sqrt[3/5]*Pi))]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^19-48905835*S[E^(-(Sqrt[3/5]*Pi))]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^20-32182755*S[E^(-(Sqrt[3/5]*Pi))]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^21-12264105*S[E^(-(Sqrt[3/5]*Pi))]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^22-2601800*S[E^(-(Sqrt[3/5]*Pi))]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^23+3441745*S[E^(-(Sqrt[3/5]*Pi))]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^24+4821555*S[E^(-(Sqrt[3/5]*Pi))]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^25+1938264*S[E^(-(Sqrt[3/5]*Pi))]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^26-306954*S[E^(-(Sqrt[3/5]*Pi))]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^27-457902*S[E^(-(Sqrt[3/5]*Pi))]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^28-103682*S[E^(-(Sqrt[3/5]*Pi))]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3/5]*Pi))]+22*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]-245*S[E^(-(Sqrt[3/5]*Pi))]^2+109*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2-640*S[E^(-(Sqrt[3/5]*Pi))]^3+288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3-910*S[E^(-(Sqrt[3/5]*Pi))]^4+406*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4-504*S[E^(-(Sqrt[3/5]*Pi))]^5+224*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5+350*S[E^(-(Sqrt[3/5]*Pi))]^6-154*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6+640*S[E^(-(Sqrt[3/5]*Pi))]^7-288*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7+205*S[E^(-(Sqrt[3/5]*Pi))]^8-91*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^8-130*S[E^(-(Sqrt[3/5]*Pi))]^9+58*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^9-76*S[E^(-(Sqrt[3/5]*Pi))]^10+34*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(116*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(252*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(308*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(245*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(112*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^5)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(42*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^6)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-(4*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^7)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)+S[E^(-(Sqrt[3/5]*Pi))]^8/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))]))^2)-9/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(18*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))])/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(9*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^2)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(18*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(6*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^3)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))-(9*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))+(3*Sqrt[5]*S[E^(-(Sqrt[3/5]*Pi))]^4)/((-1+(-1+S[E^(-(Sqrt[3/5]*Pi))])*S[E^(-(Sqrt[3/5]*Pi))])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3/5]*Pi))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3/5]*Pi))])))])]/2,S[E^(-(Sqrt[5/3]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[5/3]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[5/3]*Pi))]^6)+2/S[E^(-(Sqrt[5/3]*Pi))]+(-1-11*S[E^(-(Sqrt[5/3]*Pi))]^5+S[E^(-(Sqrt[5/3]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/3]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[5/3]*Pi))]^6)+4/S[E^(-(Sqrt[5/3]*Pi))]-(-1-11*S[E^(-(Sqrt[5/3]*Pi))]^5+S[E^(-(Sqrt[5/3]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/3]*Pi))]^(8/3)+(-S[E^(-(Sqrt[5/3]*Pi))]^(-9)-12/S[E^(-(Sqrt[5/3]*Pi))]^4+8*S[E^(-(Sqrt[5/3]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[5/3]*Pi))]^6)+2/S[E^(-(Sqrt[5/3]*Pi))]+(-1-11*S[E^(-(Sqrt[5/3]*Pi))]^5+S[E^(-(Sqrt[5/3]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[5/3]*Pi))]^(8/3)])]/2,S[E^(-(Pi/Sqrt[2]))]->1/(3*R[E^(-(Sqrt[2]*Pi))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[2]*Pi))]^5))/(6*R[E^(-(Sqrt[2]*Pi))]^2*(1-18*R[E^(-(Sqrt[2]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2]*Pi))]^5+11*R[E^(-(Sqrt[2]*Pi))]^10+R[E^(-(Sqrt[2]*Pi))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[2]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[2]*Pi))]^5+11*R[E^(-(Sqrt[2]*Pi))]^10+R[E^(-(Sqrt[2]*Pi))]^15])^(1/3))/(6*R[E^(-(Sqrt[2]*Pi))]^2),S[E^(-Pi/(2*Sqrt[2]))]->(2+(1-Sqrt[5])*S[E^(-2*Sqrt[2]*Pi)])/(-1+Sqrt[5]+2*S[E^(-2*Sqrt[2]*Pi)]),S[E^(-2*Sqrt[2]*Pi)]->Root[{-5+#1^2&,-2+#2^2&,-2-602*#3-274*#1*#3-430*#2*#3-190*#1*#2*#3+6432*#3^2+2920*#1*#3^2+4625*#2*#3^2+2035*#1*#2*#3^2-21080*#3^3-9360*#1*#3^3-14800*#2*#3^3-6660*#1*#2*#3^3+21635*#3^4+9945*#1*#3^4+15725*#2*#3^4+6845*#1*#2*#3^4+12888*#3^5+5840*#1*#3^5+9250*#2*#3^5+4070*#1*#2*#3^5-27072*#3^6-11764*#1*#3^6-18605*#2*#3^6-8565*#1*#2*#3^6-12888*#3^7-5840*#1*#3^7-9250*#2*#3^7-4070*#1*#2*#3^7+21635*#3^8+9945*#1*#3^8+15725*#2*#3^8+6845*#1*#2*#3^8+21080*#3^9+9360*#1*#3^9+14800*#2*#3^9+6660*#1*#2*#3^9+6432*#3^10+2920*#1*#3^10+4625*#2*#3^10+2035*#1*#2*#3^10+602*#3^11+274*#1*#3^11+430*#2*#3^11+190*#1*#2*#3^11-2*#3^12&},{2,2,3}],S[E^(-(Sqrt[2]*Pi))]->(2+(1-Sqrt[5])*S[E^(-(Pi/Sqrt[2]))])/(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[2]))]),S[E^(-3*Sqrt[11/5]*Pi)]->S[E^(-(Sqrt[11/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[11/5]*Pi))]+S[E^(-(Sqrt[11/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[11/5]*Pi))]^5-S[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[11/5]*Pi))]+S[E^(-(Sqrt[11/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[11/5]*Pi))]^5-S[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[11/5]*Pi))]-12*S[E^(-(Sqrt[11/5]*Pi))]^4+S[E^(-(Sqrt[11/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[11/5]*Pi))]+S[E^(-(Sqrt[11/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[11/5]*Pi))]^5-S[E^(-(Sqrt[11/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[11/5]*Pi))]->((11-(5*Sqrt[5]*(-Sqrt[-1+3*Sqrt[5]]+Sqrt[7+3*Sqrt[5]])^3)/(-Sqrt[19+9*Sqrt[5]]+Sqrt[27+9*Sqrt[5]])^3)/2+Sqrt[1+(-11+(5*Sqrt[5]*(-Sqrt[-1+3*Sqrt[5]]+Sqrt[7+3*Sqrt[5]])^3)/(-Sqrt[19+9*Sqrt[5]]+Sqrt[27+9*Sqrt[5]])^3)^2/4])^(1/5),S[E^(-(Sqrt[11/5]*Pi))]->(2+(1-Sqrt[5])*S[E^(-(Sqrt[5/11]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[5/11]*Pi))]),S[E^(-(Sqrt[11/5]*Pi)/2)]->1/(3*R[E^(-(Sqrt[11/5]*Pi))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[11/5]*Pi))]^5))/(6*R[E^(-(Sqrt[11/5]*Pi))]^2*(1-18*R[E^(-(Sqrt[11/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[11/5]*Pi))]^5+11*R[E^(-(Sqrt[11/5]*Pi))]^10+R[E^(-(Sqrt[11/5]*Pi))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[11/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[11/5]*Pi))]^5+11*R[E^(-(Sqrt[11/5]*Pi))]^10+R[E^(-(Sqrt[11/5]*Pi))]^15])^(1/3))/(6*R[E^(-(Sqrt[11/5]*Pi))]^2),S[E^(-(Sqrt[11/5]*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/11]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[5/11]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/11]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5/11]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/11]*Pi))]^5)))^(1/5),S[E^(-(Sqrt[5/2]*Pi))]->(2-(-1+Sqrt[5])/(2/(711-500*Sqrt[2]+315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310-15775*Sqrt[2]+9977*Sqrt[5]-7055*Sqrt[10])]))^(1/5))/(-1+Sqrt[5]+2^(4/5)*(711-500*Sqrt[2]+315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310-15775*Sqrt[2]+9977*Sqrt[5]-7055*Sqrt[10])])^(1/5)),S[E^(-3*Sqrt[13/5]*Pi)]->((990431637611-571826259875*Sqrt[3]-442934716285*Sqrt[5]-274696449875*Sqrt[13]+255728349200*Sqrt[15]+158595989600*Sqrt[39]+122847925300*Sqrt[65]-70926318375*Sqrt[195])/2-(25*Sqrt[12556228116637249933325-7249341683145949055850*Sqrt[3]-5615315921958301090438*Sqrt[5]+3242004159127825882704*Sqrt[15]+2*Sqrt[13]*(-1741235550036635650605+1005302813536324552304*Sqrt[3]+778704210944329027074*Sqrt[5]-449585085807746747921*Sqrt[15])])/2+Sqrt[10*(1569528514581835185048345-906167710394501646161850*Sqrt[3]-701914490245762089898902*Sqrt[5]+405250519891540836100240*Sqrt[15]+10*Sqrt[13]*(-43530888750976324311585+25132570338443004825712*Sqrt[3]+19467605273635252143266*Sqrt[5]-11239627145209272443525*Sqrt[15]))+(50*(-99488709597898080328259435492090175+57439833267674961131455371450736425*Sqrt[3]+44492703530927175180984291335098543*Sqrt[5]-25687874360555017331467967499819744*Sqrt[15]+Sqrt[13]*(27593203368074450530665615248979585-15930943392361872309329449441489088*Sqrt[3]-12340055689598124343164483479509528*Sqrt[5]+7124534474204450085872853850956917*Sqrt[15])))/Sqrt[12556228116637249933325-7249341683145949055850*Sqrt[3]-5615315921958301090438*Sqrt[5]+3242004159127825882704*Sqrt[15]+2*Sqrt[13]*(-1741235550036635650605+1005302813536324552304*Sqrt[3]+778704210944329027074*Sqrt[5]-449585085807746747921*Sqrt[15])]]/2)^(1/5),S[E^(-(Sqrt[13/5]*Pi))]->(2+(1-Sqrt[5])*S[E^(-(Sqrt[5/13]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[5/13]*Pi))]),S[E^(-(Sqrt[13/5]*Pi)/2)]->1/(3*R[E^(-(Sqrt[13/5]*Pi))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[13/5]*Pi))]^5))/(6*R[E^(-(Sqrt[13/5]*Pi))]^2*(1-18*R[E^(-(Sqrt[13/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[13/5]*Pi))]^5+11*R[E^(-(Sqrt[13/5]*Pi))]^10+R[E^(-(Sqrt[13/5]*Pi))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[13/5]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[13/5]*Pi))]^5+11*R[E^(-(Sqrt[13/5]*Pi))]^10+R[E^(-(Sqrt[13/5]*Pi))]^15])^(1/3))/(6*R[E^(-(Sqrt[13/5]*Pi))]^2),S[E^(-(Sqrt[13/5]*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/13]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[5/13]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/13]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5/13]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5/13]*Pi))]^5)))^(1/5),S[E^((-5*Pi)/Sqrt[3])]->(2-(-1+Sqrt[5])*(3-Sqrt[5]+Sqrt[15-6*Sqrt[5]])^(1/5))/(-1+Sqrt[5]+2*(3-Sqrt[5]+Sqrt[15-6*Sqrt[5]])^(1/5)),S[E^((-5*Pi)/(2*Sqrt[3]))]->1/(3*R[E^((-5*Pi)/Sqrt[3])]^2)+((1-I*Sqrt[3])*(-1+3*R[E^((-5*Pi)/Sqrt[3])]^5))/(6*R[E^((-5*Pi)/Sqrt[3])]^2*(1-18*R[E^((-5*Pi)/Sqrt[3])]^5+3*Sqrt[3]*Sqrt[-R[E^((-5*Pi)/Sqrt[3])]^5+11*R[E^((-5*Pi)/Sqrt[3])]^10+R[E^((-5*Pi)/Sqrt[3])]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^((-5*Pi)/Sqrt[3])]^5+3*Sqrt[3]*Sqrt[-R[E^((-5*Pi)/Sqrt[3])]^5+11*R[E^((-5*Pi)/Sqrt[3])]^10+R[E^((-5*Pi)/Sqrt[3])]^15])^(1/3))/(6*R[E^((-5*Pi)/Sqrt[3])]^2),S[E^((-2*Pi)/Sqrt[3])]->Root[{-5+#1^2&,-3+#2^2&,-2+#3^2&,4+3022*#4-1346*#1*#4-1740*#2*#4+780*#1*#2*#4+2130*#3*#4-960*#1*#3*#4-1240*#2*#3*#4+550*#1*#2*#3*#4+1860*#4^2-832*#1*#4^2-1080*#2*#4^2+480*#1*#2*#4^2+1335*#3*#4^2-585*#1*#3*#4^2-755*#2*#3*#4^2+345*#1*#2*#3*#4^2+7910*#4^3-3534*#1*#4^3-4560*#2*#4^3+2040*#1*#2*#4^3+5595*#3*#4^3-2505*#1*#3*#4^3-3235*#2*#3*#4^3+1445*#1*#2*#3*#4^3-1860*#4^4+832*#1*#4^4+1080*#2*#4^4-480*#1*#2*#4^4-1335*#3*#4^4+585*#1*#3*#4^4+755*#2*#3*#4^4-345*#1*#2*#3*#4^4+3022*#4^5-1346*#1*#4^5-1740*#2*#4^5+780*#1*#2*#4^5+2130*#3*#4^5-960*#1*#3*#4^5-1240*#2*#3*#4^5+550*#1*#2*#3*#4^5-4*#4^6&},{2,2,2,2}],S[E^((-5*Pi)/(3*Sqrt[3]))]->-1/(4*S[E^((-5*Pi)/Sqrt[3])]^3)+Sqrt[1/(4*S[E^((-5*Pi)/Sqrt[3])]^6)+2/S[E^((-5*Pi)/Sqrt[3])]+(-1-11*S[E^((-5*Pi)/Sqrt[3])]^5+S[E^((-5*Pi)/Sqrt[3])]^10)^(1/3)/S[E^((-5*Pi)/Sqrt[3])]^(8/3)]/2+Sqrt[1/(2*S[E^((-5*Pi)/Sqrt[3])]^6)+4/S[E^((-5*Pi)/Sqrt[3])]-(-1-11*S[E^((-5*Pi)/Sqrt[3])]^5+S[E^((-5*Pi)/Sqrt[3])]^10)^(1/3)/S[E^((-5*Pi)/Sqrt[3])]^(8/3)+(-S[E^((-5*Pi)/Sqrt[3])]^(-9)-12/S[E^((-5*Pi)/Sqrt[3])]^4+8*S[E^((-5*Pi)/Sqrt[3])])/(4*Sqrt[1/(4*S[E^((-5*Pi)/Sqrt[3])]^6)+2/S[E^((-5*Pi)/Sqrt[3])]+(-1-11*S[E^((-5*Pi)/Sqrt[3])]^5+S[E^((-5*Pi)/Sqrt[3])]^10)^(1/3)/S[E^((-5*Pi)/Sqrt[3])]^(8/3)])]/2,S[E^((-5*Pi)/(3*Sqrt[3]))]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^2+4*(-1+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^3+2*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(4*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(65*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(240*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(405*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(175*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(378*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(455*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(45*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(240*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(25*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(47*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[3]*Pi)/5)]+144*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-7218*S[E^(-(Sqrt[3]*Pi)/5)]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-74394*S[E^(-(Sqrt[3]*Pi)/5)]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-465384*S[E^(-(Sqrt[3]*Pi)/5)]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-1961445*S[E^(-(Sqrt[3]*Pi)/5)]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5-5831945*S[E^(-(Sqrt[3]*Pi)/5)]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6-12421000*S[E^(-(Sqrt[3]*Pi)/5)]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7-18937695*S[E^(-(Sqrt[3]*Pi)/5)]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-21523755*S[E^(-(Sqrt[3]*Pi)/5)]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-25707165*S[E^(-(Sqrt[3]*Pi)/5)]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10-53250260*S[E^(-(Sqrt[3]*Pi)/5)]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^11-120109805*S[E^(-(Sqrt[3]*Pi)/5)]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^12-191599855*S[E^(-(Sqrt[3]*Pi)/5)]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^13-182285700*S[E^(-(Sqrt[3]*Pi)/5)]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^14-48304080*S[E^(-(Sqrt[3]*Pi)/5)]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^15+123370500*S[E^(-(Sqrt[3]*Pi)/5)]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^16+184695145*S[E^(-(Sqrt[3]*Pi)/5)]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^17+102603205*S[E^(-(Sqrt[3]*Pi)/5)]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^18-8805460*S[E^(-(Sqrt[3]*Pi)/5)]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^19-48905835*S[E^(-(Sqrt[3]*Pi)/5)]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^20-32182755*S[E^(-(Sqrt[3]*Pi)/5)]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^21-12264105*S[E^(-(Sqrt[3]*Pi)/5)]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^22-2601800*S[E^(-(Sqrt[3]*Pi)/5)]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^23+3441745*S[E^(-(Sqrt[3]*Pi)/5)]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^24+4821555*S[E^(-(Sqrt[3]*Pi)/5)]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^25+1938264*S[E^(-(Sqrt[3]*Pi)/5)]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^26-306954*S[E^(-(Sqrt[3]*Pi)/5)]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^27-457902*S[E^(-(Sqrt[3]*Pi)/5)]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^28-103682*S[E^(-(Sqrt[3]*Pi)/5)]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(116*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(252*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(308*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(245*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(112*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(42*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(4*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+S[E^(-(Sqrt[3]*Pi)/5)]^8/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-9/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(18*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(9*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(18*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(9*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(65*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(29*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(240*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(405*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(181*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(175*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(77*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(378*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(168*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(455*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(203*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(45*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(19*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(240*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(25*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(11*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(47*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(21*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(5*2^(2/3)*(-322*S[E^(-(Sqrt[3]*Pi)/5)]+144*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-7218*S[E^(-(Sqrt[3]*Pi)/5)]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-74394*S[E^(-(Sqrt[3]*Pi)/5)]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-465384*S[E^(-(Sqrt[3]*Pi)/5)]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-1961445*S[E^(-(Sqrt[3]*Pi)/5)]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5-5831945*S[E^(-(Sqrt[3]*Pi)/5)]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6-12421000*S[E^(-(Sqrt[3]*Pi)/5)]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7-18937695*S[E^(-(Sqrt[3]*Pi)/5)]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-21523755*S[E^(-(Sqrt[3]*Pi)/5)]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-25707165*S[E^(-(Sqrt[3]*Pi)/5)]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10-53250260*S[E^(-(Sqrt[3]*Pi)/5)]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^11-120109805*S[E^(-(Sqrt[3]*Pi)/5)]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^12-191599855*S[E^(-(Sqrt[3]*Pi)/5)]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^13-182285700*S[E^(-(Sqrt[3]*Pi)/5)]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^14-48304080*S[E^(-(Sqrt[3]*Pi)/5)]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^15+123370500*S[E^(-(Sqrt[3]*Pi)/5)]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^16+184695145*S[E^(-(Sqrt[3]*Pi)/5)]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^17+102603205*S[E^(-(Sqrt[3]*Pi)/5)]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^18-8805460*S[E^(-(Sqrt[3]*Pi)/5)]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^19-48905835*S[E^(-(Sqrt[3]*Pi)/5)]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^20-32182755*S[E^(-(Sqrt[3]*Pi)/5)]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^21-12264105*S[E^(-(Sqrt[3]*Pi)/5)]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^22-2601800*S[E^(-(Sqrt[3]*Pi)/5)]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^23+3441745*S[E^(-(Sqrt[3]*Pi)/5)]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^24+4821555*S[E^(-(Sqrt[3]*Pi)/5)]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^25+1938264*S[E^(-(Sqrt[3]*Pi)/5)]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^26-306954*S[E^(-(Sqrt[3]*Pi)/5)]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^27-457902*S[E^(-(Sqrt[3]*Pi)/5)]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^28-103682*S[E^(-(Sqrt[3]*Pi)/5)]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-47/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(116*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(52*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(252*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(112*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(308*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(140*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(245*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(105*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(112*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(56*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(42*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(14*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(4*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(4*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-S[E^(-(Sqrt[3]*Pi)/5)]^8/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^3-2*S[E^(-(Sqrt[3]*Pi)/5)]^4)^2)/(4*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+9/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(18*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(9*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(18*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(9*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[3]*Pi)/5)]-S[E^(-(Sqrt[3]*Pi)/5)]^2)^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+((-8*(2+S[E^(-(Sqrt[3]*Pi)/5)]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^2+(7-3*Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^3)))/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^3-2*S[E^(-(Sqrt[3]*Pi)/5)]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]+6*(-3+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^2-4*(-1+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]^3-2*S[E^(-(Sqrt[3]*Pi)/5)]^4)^2/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Sqrt[3]*Pi)/5)]-S[E^(-(Sqrt[3]*Pi)/5)]^2)^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))))/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(65*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(29*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(240*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(405*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(181*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(175*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(77*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(378*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(168*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(455*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(203*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(45*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(19*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(240*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(108*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(25*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(11*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(47*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)-(21*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+(5*2^(2/3)*(-322*S[E^(-(Sqrt[3]*Pi)/5)]+144*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-7218*S[E^(-(Sqrt[3]*Pi)/5)]^2+3228*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-74394*S[E^(-(Sqrt[3]*Pi)/5)]^3+33270*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-465384*S[E^(-(Sqrt[3]*Pi)/5)]^4+208126*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-1961445*S[E^(-(Sqrt[3]*Pi)/5)]^5+877185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5-5831945*S[E^(-(Sqrt[3]*Pi)/5)]^6+2608125*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6-12421000*S[E^(-(Sqrt[3]*Pi)/5)]^7+5554840*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7-18937695*S[E^(-(Sqrt[3]*Pi)/5)]^8+8469195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-21523755*S[E^(-(Sqrt[3]*Pi)/5)]^9+9625715*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-25707165*S[E^(-(Sqrt[3]*Pi)/5)]^10+11496595*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10-53250260*S[E^(-(Sqrt[3]*Pi)/5)]^11+23814240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^11-120109805*S[E^(-(Sqrt[3]*Pi)/5)]^12+53714735*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^12-191599855*S[E^(-(Sqrt[3]*Pi)/5)]^13+85686065*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^13-182285700*S[E^(-(Sqrt[3]*Pi)/5)]^14+81520640*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^14-48304080*S[E^(-(Sqrt[3]*Pi)/5)]^15+21602240*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^15+123370500*S[E^(-(Sqrt[3]*Pi)/5)]^16-55172960*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^16+184695145*S[E^(-(Sqrt[3]*Pi)/5)]^17-82598185*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^17+102603205*S[E^(-(Sqrt[3]*Pi)/5)]^18-45885545*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^18-8805460*S[E^(-(Sqrt[3]*Pi)/5)]^19+3937920*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^19-48905835*S[E^(-(Sqrt[3]*Pi)/5)]^20+21871355*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^20-32182755*S[E^(-(Sqrt[3]*Pi)/5)]^21+14392565*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^21-12264105*S[E^(-(Sqrt[3]*Pi)/5)]^22+5484675*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^22-2601800*S[E^(-(Sqrt[3]*Pi)/5)]^23+1163560*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^23+3441745*S[E^(-(Sqrt[3]*Pi)/5)]^24-1539195*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^24+4821555*S[E^(-(Sqrt[3]*Pi)/5)]^25-2156265*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^25+1938264*S[E^(-(Sqrt[3]*Pi)/5)]^26-866818*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^26-306954*S[E^(-(Sqrt[3]*Pi)/5)]^27+137274*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^27-457902*S[E^(-(Sqrt[3]*Pi)/5)]^28+204780*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^28-103682*S[E^(-(Sqrt[3]*Pi)/5)]^29+46368*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Sqrt[3]*Pi)/5)]+22*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]-245*S[E^(-(Sqrt[3]*Pi)/5)]^2+109*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2-640*S[E^(-(Sqrt[3]*Pi)/5)]^3+288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3-910*S[E^(-(Sqrt[3]*Pi)/5)]^4+406*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4-504*S[E^(-(Sqrt[3]*Pi)/5)]^5+224*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5+350*S[E^(-(Sqrt[3]*Pi)/5)]^6-154*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6+640*S[E^(-(Sqrt[3]*Pi)/5)]^7-288*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7+205*S[E^(-(Sqrt[3]*Pi)/5)]^8-91*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^8-130*S[E^(-(Sqrt[3]*Pi)/5)]^9+58*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^9-76*S[E^(-(Sqrt[3]*Pi)/5)]^10+34*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^10)+47/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(116*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(52*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(252*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(112*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(308*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(140*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(245*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(105*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(112*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(56*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^5)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(42*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(14*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^6)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-(4*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+(4*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^7)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)+S[E^(-(Sqrt[3]*Pi)/5)]^8/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])^2*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)]))^2)-9/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(18*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)])/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(9*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^2)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(18*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(6*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^3)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))-(9*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))+(3*Sqrt[5]*S[E^(-(Sqrt[3]*Pi)/5)]^4)/((-1+(-1+S[E^(-(Sqrt[3]*Pi)/5)])*S[E^(-(Sqrt[3]*Pi)/5)])*(-1+Sqrt[5]+2*S[E^(-(Sqrt[3]*Pi)/5)]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Sqrt[3]*Pi)/5)])))])]/2,S[E^(-(Pi/Sqrt[3]))]->(-3+Sqrt[5]+Sqrt[6*(5-Sqrt[5])])/4,S[E^((-2*Pi)/(3*Sqrt[3]))]->(2+(1-Sqrt[5])*S[E^((-3*Sqrt[3]*Pi)/2)])/(-1+Sqrt[5]+2*S[E^((-3*Sqrt[3]*Pi)/2)]),S[E^(-Pi/(2*Sqrt[3]))]->1/(3*R[E^(-(Pi/Sqrt[3]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Pi/Sqrt[3]))]^5))/(6*R[E^(-(Pi/Sqrt[3]))]^2*(1-18*R[E^(-(Pi/Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[3]))]^5+11*R[E^(-(Pi/Sqrt[3]))]^10+R[E^(-(Pi/Sqrt[3]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Pi/Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[3]))]^5+11*R[E^(-(Pi/Sqrt[3]))]^10+R[E^(-(Pi/Sqrt[3]))]^15])^(1/3))/(6*R[E^(-(Pi/Sqrt[3]))]^2),S[E^((-2*Pi)/(5*Sqrt[3]))]->(2+(1-Sqrt[5])*S[E^((-5*Sqrt[3]*Pi)/2)])/(-1+Sqrt[5]+2*S[E^((-5*Sqrt[3]*Pi)/2)]),S[E^(-Pi/(3*Sqrt[3]))]->-2+Sqrt[5]-5^(2/3)/(3+Sqrt[5])+5/(2*(20+9*Sqrt[5])^(1/3))+Sqrt[1+(-8+5*5^(1/6)+4*Sqrt[5]-3*5^(2/3)+10/(20+9*Sqrt[5])^(1/3))^2/16],S[E^(-Pi/(5*Sqrt[3]))]->(3+Sqrt[5]+Sqrt[15+6*Sqrt[5]])^(1/5),S[E^(-Pi/(6*Sqrt[3]))]->1/(3*R[E^(-Pi/(3*Sqrt[3]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-Pi/(3*Sqrt[3]))]^5))/(6*R[E^(-Pi/(3*Sqrt[3]))]^2*(1-18*R[E^(-Pi/(3*Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(3*Sqrt[3]))]^5+11*R[E^(-Pi/(3*Sqrt[3]))]^10+R[E^(-Pi/(3*Sqrt[3]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-Pi/(3*Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(3*Sqrt[3]))]^5+11*R[E^(-Pi/(3*Sqrt[3]))]^10+R[E^(-Pi/(3*Sqrt[3]))]^15])^(1/3))/(6*R[E^(-Pi/(3*Sqrt[3]))]^2),S[E^(-Pi/(10*Sqrt[3]))]->1/(3*R[E^(-Pi/(5*Sqrt[3]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-Pi/(5*Sqrt[3]))]^5))/(6*R[E^(-Pi/(5*Sqrt[3]))]^2*(1-18*R[E^(-Pi/(5*Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(5*Sqrt[3]))]^5+11*R[E^(-Pi/(5*Sqrt[3]))]^10+R[E^(-Pi/(5*Sqrt[3]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-Pi/(5*Sqrt[3]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(5*Sqrt[3]))]^5+11*R[E^(-Pi/(5*Sqrt[3]))]^10+R[E^(-Pi/(5*Sqrt[3]))]^15])^(1/3))/(6*R[E^(-Pi/(5*Sqrt[3]))]^2),S[E^(-Pi/(25*Sqrt[3]))]->(((-1+Sqrt[5])^5/32+S[E^(-5*Sqrt[3]*Pi)]^5)^(-1)+(11*S[E^(-5*Sqrt[3]*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-5*Sqrt[3]*Pi)]^5))-(5*Sqrt[5]*S[E^(-5*Sqrt[3]*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-5*Sqrt[3]*Pi)]^5)))^(1/5),S[E^(-15*Sqrt[3]*Pi)]->S[E^(-5*Sqrt[3]*Pi)]^3/4-Sqrt[-2*S[E^(-5*Sqrt[3]*Pi)]+S[E^(-5*Sqrt[3]*Pi)]^6/4+(1+11*S[E^(-5*Sqrt[3]*Pi)]^5-S[E^(-5*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-5*Sqrt[3]*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-5*Sqrt[3]*Pi)]+S[E^(-5*Sqrt[3]*Pi)]^6/2-(1+11*S[E^(-5*Sqrt[3]*Pi)]^5-S[E^(-5*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-5*Sqrt[3]*Pi)]^(2/3)-(-8/S[E^(-5*Sqrt[3]*Pi)]-12*S[E^(-5*Sqrt[3]*Pi)]^4+S[E^(-5*Sqrt[3]*Pi)]^9)/(4*Sqrt[-2*S[E^(-5*Sqrt[3]*Pi)]+S[E^(-5*Sqrt[3]*Pi)]^6/4+(1+11*S[E^(-5*Sqrt[3]*Pi)]^5-S[E^(-5*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-5*Sqrt[3]*Pi)]^(2/3)])]/2,S[E^(-9*Sqrt[3]*Pi)]->S[E^(-3*Sqrt[3]*Pi)]^3/4-Sqrt[-2*S[E^(-3*Sqrt[3]*Pi)]+S[E^(-3*Sqrt[3]*Pi)]^6/4+(1+11*S[E^(-3*Sqrt[3]*Pi)]^5-S[E^(-3*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[3]*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-3*Sqrt[3]*Pi)]+S[E^(-3*Sqrt[3]*Pi)]^6/2-(1+11*S[E^(-3*Sqrt[3]*Pi)]^5-S[E^(-3*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[3]*Pi)]^(2/3)-(-8/S[E^(-3*Sqrt[3]*Pi)]-12*S[E^(-3*Sqrt[3]*Pi)]^4+S[E^(-3*Sqrt[3]*Pi)]^9)/(4*Sqrt[-2*S[E^(-3*Sqrt[3]*Pi)]+S[E^(-3*Sqrt[3]*Pi)]^6/4+(1+11*S[E^(-3*Sqrt[3]*Pi)]^5-S[E^(-3*Sqrt[3]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[3]*Pi)]^(2/3)])]/2,S[E^(-6*Sqrt[3]*Pi)]->(2+(1-Sqrt[5])*S[E^(-Pi/(6*Sqrt[3]))])/(-1+Sqrt[5]+2*S[E^(-Pi/(6*Sqrt[3]))]),S[E^(-5*Sqrt[3]*Pi)]->(2-(-1+Sqrt[5])*(3+Sqrt[5]+Sqrt[15+6*Sqrt[5]])^(1/5))/(-1+Sqrt[5]+2*(3+Sqrt[5]+Sqrt[15+6*Sqrt[5]])^(1/5)),S[E^(-3*Sqrt[3]*Pi)]->-2-Sqrt[5]-((20+9*Sqrt[5])^(1/3)*(Sqrt[5]+5^(2/3)))/2+Sqrt[1+(2*(2+Sqrt[5])+(20+9*Sqrt[5])^(1/3)*(Sqrt[5]+5^(2/3)))^2/4],S[E^((-5*Sqrt[3]*Pi)/2)]->1/(3*R[E^(-5*Sqrt[3]*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-5*Sqrt[3]*Pi)]^5))/(6*R[E^(-5*Sqrt[3]*Pi)]^2*(1-18*R[E^(-5*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-5*Sqrt[3]*Pi)]^5+11*R[E^(-5*Sqrt[3]*Pi)]^10+R[E^(-5*Sqrt[3]*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-5*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-5*Sqrt[3]*Pi)]^5+11*R[E^(-5*Sqrt[3]*Pi)]^10+R[E^(-5*Sqrt[3]*Pi)]^15])^(1/3))/(6*R[E^(-5*Sqrt[3]*Pi)]^2),S[E^(-2*Sqrt[3]*Pi)]->Root[{-5+#1^2&,-3+#2^2&,-2+#3^2&,-4-3022*#4-1346*#1*#4-1740*#2*#4-780*#1*#2*#4+2130*#3*#4+960*#1*#3*#4+1240*#2*#3*#4+550*#1*#2*#3*#4-1860*#4^2-832*#1*#4^2-1080*#2*#4^2-480*#1*#2*#4^2+1335*#3*#4^2+585*#1*#3*#4^2+755*#2*#3*#4^2+345*#1*#2*#3*#4^2-7910*#4^3-3534*#1*#4^3-4560*#2*#4^3-2040*#1*#2*#4^3+5595*#3*#4^3+2505*#1*#3*#4^3+3235*#2*#3*#4^3+1445*#1*#2*#3*#4^3+1860*#4^4+832*#1*#4^4+1080*#2*#4^4+480*#1*#2*#4^4-1335*#3*#4^4-585*#1*#3*#4^4-755*#2*#3*#4^4-345*#1*#2*#3*#4^4-3022*#4^5-1346*#1*#4^5-1740*#2*#4^5-780*#1*#2*#4^5+2130*#3*#4^5+960*#1*#3*#4^5+1240*#2*#3*#4^5+550*#1*#2*#3*#4^5+4*#4^6&},{2,2,2,2}],S[E^((-3*Sqrt[3]*Pi)/2)]->1/(3*R[E^(-3*Sqrt[3]*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-3*Sqrt[3]*Pi)]^5))/(6*R[E^(-3*Sqrt[3]*Pi)]^2*(1-18*R[E^(-3*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-3*Sqrt[3]*Pi)]^5+11*R[E^(-3*Sqrt[3]*Pi)]^10+R[E^(-3*Sqrt[3]*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-3*Sqrt[3]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-3*Sqrt[3]*Pi)]^5+11*R[E^(-3*Sqrt[3]*Pi)]^10+R[E^(-3*Sqrt[3]*Pi)]^15])^(1/3))/(6*R[E^(-3*Sqrt[3]*Pi)]^2),S[E^(-(Sqrt[3]*Pi))]->(-3-Sqrt[5]+Sqrt[6*(5+Sqrt[5])])/4,S[E^((-3*Sqrt[3]*Pi)/5)]->(((-1+Sqrt[5])^5/32+S[E^(-Pi/(3*Sqrt[3]))]^5)^(-1)+(11*S[E^(-Pi/(3*Sqrt[3]))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-Pi/(3*Sqrt[3]))]^5))-(5*Sqrt[5]*S[E^(-Pi/(3*Sqrt[3]))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-Pi/(3*Sqrt[3]))]^5)))^(1/5),S[E^((-3*Sqrt[3]*Pi)/5)]->S[E^(-(Sqrt[3]*Pi)/5)]^3/4-Sqrt[-2*S[E^(-(Sqrt[3]*Pi)/5)]+S[E^(-(Sqrt[3]*Pi)/5)]^6/4+(1+11*S[E^(-(Sqrt[3]*Pi)/5)]^5-S[E^(-(Sqrt[3]*Pi)/5)]^10)^(1/3)/S[E^(-(Sqrt[3]*Pi)/5)]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[3]*Pi)/5)]+S[E^(-(Sqrt[3]*Pi)/5)]^6/2-(1+11*S[E^(-(Sqrt[3]*Pi)/5)]^5-S[E^(-(Sqrt[3]*Pi)/5)]^10)^(1/3)/S[E^(-(Sqrt[3]*Pi)/5)]^(2/3)-(-8/S[E^(-(Sqrt[3]*Pi)/5)]-12*S[E^(-(Sqrt[3]*Pi)/5)]^4+S[E^(-(Sqrt[3]*Pi)/5)]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[3]*Pi)/5)]+S[E^(-(Sqrt[3]*Pi)/5)]^6/4+(1+11*S[E^(-(Sqrt[3]*Pi)/5)]^5-S[E^(-(Sqrt[3]*Pi)/5)]^10)^(1/3)/S[E^(-(Sqrt[3]*Pi)/5)]^(2/3)])]/2,S[E^(-(Sqrt[3]*Pi)/2)]->1/(3*R[E^(-(Sqrt[3]*Pi))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[3]*Pi))]^5))/(6*R[E^(-(Sqrt[3]*Pi))]^2*(1-18*R[E^(-(Sqrt[3]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3]*Pi))]^5+11*R[E^(-(Sqrt[3]*Pi))]^10+R[E^(-(Sqrt[3]*Pi))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[3]*Pi))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3]*Pi))]^5+11*R[E^(-(Sqrt[3]*Pi))]^10+R[E^(-(Sqrt[3]*Pi))]^15])^(1/3))/(6*R[E^(-(Sqrt[3]*Pi))]^2),S[E^((-2*Sqrt[3]*Pi)/5)]->(2+(1-Sqrt[5])*S[E^((-5*Pi)/(2*Sqrt[3]))])/(-1+Sqrt[5]+2*S[E^((-5*Pi)/(2*Sqrt[3]))]),S[E^(-(Sqrt[3]*Pi)/5)]->(3-Sqrt[5]+Sqrt[15-6*Sqrt[5]])^(1/5),S[E^(-(Sqrt[3]*Pi)/10)]->1/(3*R[E^(-(Sqrt[3]*Pi)/5)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Sqrt[3]*Pi)/5)]^5))/(6*R[E^(-(Sqrt[3]*Pi)/5)]^2*(1-18*R[E^(-(Sqrt[3]*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3]*Pi)/5)]^5+11*R[E^(-(Sqrt[3]*Pi)/5)]^10+R[E^(-(Sqrt[3]*Pi)/5)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Sqrt[3]*Pi)/5)]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Sqrt[3]*Pi)/5)]^5+11*R[E^(-(Sqrt[3]*Pi)/5)]^10+R[E^(-(Sqrt[3]*Pi)/5)]^15])^(1/3))/(6*R[E^(-(Sqrt[3]*Pi)/5)]^2),S[E^(-(Sqrt[3]*Pi)/25)]->(((-1+Sqrt[5])^5/32+S[E^((-5*Pi)/Sqrt[3])]^5)^(-1)+(11*S[E^((-5*Pi)/Sqrt[3])]^5)/(2*((-1+Sqrt[5])^5/32+S[E^((-5*Pi)/Sqrt[3])]^5))-(5*Sqrt[5]*S[E^((-5*Pi)/Sqrt[3])]^5)/(2*((-1+Sqrt[5])^5/32+S[E^((-5*Pi)/Sqrt[3])]^5)))^(1/5),S[E^(-3*Sqrt[23/5]*Pi)]->S[E^(-(Sqrt[23/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[23/5]*Pi))]+S[E^(-(Sqrt[23/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[23/5]*Pi))]^5-S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[23/5]*Pi))]+S[E^(-(Sqrt[23/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[23/5]*Pi))]^5-S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[23/5]*Pi))]-12*S[E^(-(Sqrt[23/5]*Pi))]^4+S[E^(-(Sqrt[23/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[23/5]*Pi))]+S[E^(-(Sqrt[23/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[23/5]*Pi))]^5-S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[23/5]*Pi))]->(-207-95*Sqrt[5]+3*Sqrt[5*(1955+874*Sqrt[5])])^(1/5),S[E^(-(Sqrt[23/5]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[23/5]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[23/5]*Pi))]^6)+2/S[E^(-(Sqrt[23/5]*Pi))]+(-1-11*S[E^(-(Sqrt[23/5]*Pi))]^5+S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[23/5]*Pi))]^6)+4/S[E^(-(Sqrt[23/5]*Pi))]-(-1-11*S[E^(-(Sqrt[23/5]*Pi))]^5+S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(8/3)+(-S[E^(-(Sqrt[23/5]*Pi))]^(-9)-12/S[E^(-(Sqrt[23/5]*Pi))]^4+8*S[E^(-(Sqrt[23/5]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[23/5]*Pi))]^6)+2/S[E^(-(Sqrt[23/5]*Pi))]+(-1-11*S[E^(-(Sqrt[23/5]*Pi))]^5+S[E^(-(Sqrt[23/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[23/5]*Pi))]^(8/3)])]/2,S[E^((-9*Pi)/Sqrt[5])]->S[E^((-3*Pi)/Sqrt[5])]^3/4-Sqrt[-2*S[E^((-3*Pi)/Sqrt[5])]+S[E^((-3*Pi)/Sqrt[5])]^6/4+(1+11*S[E^((-3*Pi)/Sqrt[5])]^5-S[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/S[E^((-3*Pi)/Sqrt[5])]^(2/3)]/2+Sqrt[-4*S[E^((-3*Pi)/Sqrt[5])]+S[E^((-3*Pi)/Sqrt[5])]^6/2-(1+11*S[E^((-3*Pi)/Sqrt[5])]^5-S[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/S[E^((-3*Pi)/Sqrt[5])]^(2/3)-(-8/S[E^((-3*Pi)/Sqrt[5])]-12*S[E^((-3*Pi)/Sqrt[5])]^4+S[E^((-3*Pi)/Sqrt[5])]^9)/(4*Sqrt[-2*S[E^((-3*Pi)/Sqrt[5])]+S[E^((-3*Pi)/Sqrt[5])]^6/4+(1+11*S[E^((-3*Pi)/Sqrt[5])]^5-S[E^((-3*Pi)/Sqrt[5])]^10)^(1/3)/S[E^((-3*Pi)/Sqrt[5])]^(2/3)])]/2,S[E^((-3*Pi)/Sqrt[5])]->((1-3*Sqrt[5]+2*Sqrt[15])/(-32-25*Sqrt[3]-14*Sqrt[5]+11*Sqrt[15]+2*Sqrt[1450-190*Sqrt[5]]))^(-1/5),S[E^((-3*Pi)/Sqrt[5])]->((11-(5*Sqrt[5]*(-1+3*Sqrt[5]+2*Sqrt[15]))/(1-3*Sqrt[5]+2*Sqrt[15]))/2+Sqrt[1+(-11+(5*Sqrt[5]*(-1+3*Sqrt[5]+2*Sqrt[15]))/(1-3*Sqrt[5]+2*Sqrt[15]))^2/4])^(1/5),S[E^((-3*Pi)/(2*Sqrt[5]))]->1/(3*R[E^((-3*Pi)/Sqrt[5])]^2)+((1-I*Sqrt[3])*(-1+3*R[E^((-3*Pi)/Sqrt[5])]^5))/(6*R[E^((-3*Pi)/Sqrt[5])]^2*(1-18*R[E^((-3*Pi)/Sqrt[5])]^5+3*Sqrt[3]*Sqrt[-R[E^((-3*Pi)/Sqrt[5])]^5+11*R[E^((-3*Pi)/Sqrt[5])]^10+R[E^((-3*Pi)/Sqrt[5])]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^((-3*Pi)/Sqrt[5])]^5+3*Sqrt[3]*Sqrt[-R[E^((-3*Pi)/Sqrt[5])]^5+11*R[E^((-3*Pi)/Sqrt[5])]^10+R[E^((-3*Pi)/Sqrt[5])]^15])^(1/3))/(6*R[E^((-3*Pi)/Sqrt[5])]^2),S[E^(-(Pi/Sqrt[5]))]->-((-5+Sqrt[5])*(-4+5^(1/4)*Sqrt[2*(1+Sqrt[5])]*(5+3*Sqrt[5]))^(1/5))/(2*2^(2/5)*Sqrt[5]),S[E^((-2*Pi)/(3*Sqrt[5]))]->((110144730405544-77884085783325*Sqrt[2]-63592089749500*Sqrt[3]+49258220910080*Sqrt[5]+44966397892625*Sqrt[6]-34830822035425*Sqrt[10]-28439247102200*Sqrt[15]+20109584478225*Sqrt[30])/8-25/(2*Sqrt[2/(19410978618189290550579200-13725634610388727297311730*Sqrt[2]-11206933730445656852640945*Sqrt[3]+7924498837106375856038766*Sqrt[6]+Sqrt[5]*(8680853540013237887017728-6138290404630607077250790*Sqrt[2]-5011893128122358646747637*Sqrt[3]+3543943617477577852441298*Sqrt[6]))])+Sqrt[-6065930818183699802100699738+4289260815746156611051812200*Sqrt[2]+(7004333581528011882031544625*Sqrt[3])/2-2712766731253934030583535880*Sqrt[5]-2476405886595557316471889500*Sqrt[6]+1918215751446921303944265550*Sqrt[10]+(3132433205076239970429344025*Sqrt[15])/2-1107482380461660282415667350*Sqrt[30]+(3*(110144730405544-77884085783325*Sqrt[2]-63592089749500*Sqrt[3]+49258220910080*Sqrt[5]+44966397892625*Sqrt[6]-34830822035425*Sqrt[10]-28439247102200*Sqrt[15]+20109584478225*Sqrt[30])^2)/16-(25*(110144730405544-77884085783325*Sqrt[2]-63592089749500*Sqrt[3]+49258220910080*Sqrt[5]+44966397892625*Sqrt[6]-34830822035425*Sqrt[10]-28439247102200*Sqrt[15]+20109584478225*Sqrt[30]))/(2*Sqrt[2/(19410978618189290550579200-13725634610388727297311730*Sqrt[2]-11206933730445656852640945*Sqrt[3]+8680853540013237887017728*Sqrt[5]+7924498837106375856038766*Sqrt[6]-6138290404630607077250790*Sqrt[10]-5011893128122358646747637*Sqrt[15]+3543943617477577852441298*Sqrt[30])])]/2)^(1/5),S[E^((-3*Pi)/(5*Sqrt[5]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi)/3)]^5)^(-1)+(11*S[E^(-(Sqrt[5]*Pi)/3)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi)/3)]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5]*Pi)/3)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi)/3)]^5)))^(1/5),S[E^(-Pi/(2*Sqrt[5]))]->1/(3*R[E^(-(Pi/Sqrt[5]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Pi/Sqrt[5]))]^5))/(6*R[E^(-(Pi/Sqrt[5]))]^2*(1-18*R[E^(-(Pi/Sqrt[5]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[5]))]^5+11*R[E^(-(Pi/Sqrt[5]))]^10+R[E^(-(Pi/Sqrt[5]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Pi/Sqrt[5]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[5]))]^5+11*R[E^(-(Pi/Sqrt[5]))]^10+R[E^(-(Pi/Sqrt[5]))]^15])^(1/3))/(6*R[E^(-(Pi/Sqrt[5]))]^2),S[E^(-Pi/(3*Sqrt[5]))]->(568-325*Sqrt[3]-260*Sqrt[5]+150*Sqrt[15]+2*Sqrt[5*(65750-37960*Sqrt[3]-29393*Sqrt[5]+16970*Sqrt[15])])^(1/5),S[E^(-Pi/(5*Sqrt[5]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[5]*Pi))]^5)))^(1/5),S[E^(-Pi/(6*Sqrt[5]))]->1/(3*R[E^(-Pi/(3*Sqrt[5]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-Pi/(3*Sqrt[5]))]^5))/(6*R[E^(-Pi/(3*Sqrt[5]))]^2*(1-18*R[E^(-Pi/(3*Sqrt[5]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(3*Sqrt[5]))]^5+11*R[E^(-Pi/(3*Sqrt[5]))]^10+R[E^(-Pi/(3*Sqrt[5]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-Pi/(3*Sqrt[5]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-Pi/(3*Sqrt[5]))]^5+11*R[E^(-Pi/(3*Sqrt[5]))]^10+R[E^(-Pi/(3*Sqrt[5]))]^15])^(1/3))/(6*R[E^(-Pi/(3*Sqrt[5]))]^2),S[E^(-Pi/(15*Sqrt[5]))]->(((-1+Sqrt[5])^5/32+S[E^(-3*Sqrt[5]*Pi)]^5)^(-1)+(11*S[E^(-3*Sqrt[5]*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-3*Sqrt[5]*Pi)]^5))-(5*Sqrt[5]*S[E^(-3*Sqrt[5]*Pi)]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-3*Sqrt[5]*Pi)]^5)))^(1/5),S[E^(-9*Sqrt[5]*Pi)]->S[E^(-3*Sqrt[5]*Pi)]^3/4-Sqrt[-2*S[E^(-3*Sqrt[5]*Pi)]+S[E^(-3*Sqrt[5]*Pi)]^6/4+(1+11*S[E^(-3*Sqrt[5]*Pi)]^5-S[E^(-3*Sqrt[5]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[5]*Pi)]^(2/3)]/2+Sqrt[-4*S[E^(-3*Sqrt[5]*Pi)]+S[E^(-3*Sqrt[5]*Pi)]^6/2-(1+11*S[E^(-3*Sqrt[5]*Pi)]^5-S[E^(-3*Sqrt[5]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[5]*Pi)]^(2/3)-(-8/S[E^(-3*Sqrt[5]*Pi)]-12*S[E^(-3*Sqrt[5]*Pi)]^4+S[E^(-3*Sqrt[5]*Pi)]^9)/(4*Sqrt[-2*S[E^(-3*Sqrt[5]*Pi)]+S[E^(-3*Sqrt[5]*Pi)]^6/4+(1+11*S[E^(-3*Sqrt[5]*Pi)]^5-S[E^(-3*Sqrt[5]*Pi)]^10)^(1/3)/S[E^(-3*Sqrt[5]*Pi)]^(2/3)])]/2,S[E^(-3*Sqrt[5]*Pi)]->(2-(-1+Sqrt[5])*(568-325*Sqrt[3]-260*Sqrt[5]+150*Sqrt[15]+2*Sqrt[5*(65750-37960*Sqrt[3]-29393*Sqrt[5]+16970*Sqrt[15])])^(1/5))/(-1+Sqrt[5]+2*(568-325*Sqrt[3]-260*Sqrt[5]+150*Sqrt[15]+2*Sqrt[5*(65750-37960*Sqrt[3]-29393*Sqrt[5]+16970*Sqrt[15])])^(1/5)),S[E^((-3*Sqrt[5]*Pi)/2)]->(2+(1-Sqrt[5])*S[E^((-2*Pi)/(3*Sqrt[5]))])/(-1+Sqrt[5]+2*S[E^((-2*Pi)/(3*Sqrt[5]))]),S[E^(-(Sqrt[5]*Pi))]->(1-Sqrt[5])/2+Sqrt[5]/(1+(-1+(5^(3/4)*(1+Sqrt[5])^(5/2))/(4*Sqrt[2]))^(1/5)),S[E^(-(Sqrt[5]*Pi)/3)]->(1-Sqrt[5]+2*((1-3*Sqrt[5]+2*Sqrt[15])/(-32-25*Sqrt[3]-14*Sqrt[5]+11*Sqrt[15]+2*Sqrt[1450-190*Sqrt[5]]))^(1/5))/(2+(-1+Sqrt[5])*((1-3*Sqrt[5]+2*Sqrt[15])/(-32-25*Sqrt[3]-14*Sqrt[5]+11*Sqrt[15]+2*Sqrt[1450-190*Sqrt[5]]))^(1/5)),S[E^(-(Sqrt[5]*Pi)/9)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]-6*(-3+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^2+4*(-1+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^3+2*S[E^((-3*Pi)/Sqrt[5])]^4)/(4*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(65*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(29*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(240*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(405*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(181*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(175*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(77*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(378*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(168*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(455*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(203*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(45*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(19*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(240*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(25*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(11*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(47*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(21*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(5*2^(2/3)*(-322*S[E^((-3*Pi)/Sqrt[5])]+144*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-7218*S[E^((-3*Pi)/Sqrt[5])]^2+3228*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-74394*S[E^((-3*Pi)/Sqrt[5])]^3+33270*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-465384*S[E^((-3*Pi)/Sqrt[5])]^4+208126*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-1961445*S[E^((-3*Pi)/Sqrt[5])]^5+877185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5-5831945*S[E^((-3*Pi)/Sqrt[5])]^6+2608125*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6-12421000*S[E^((-3*Pi)/Sqrt[5])]^7+5554840*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7-18937695*S[E^((-3*Pi)/Sqrt[5])]^8+8469195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-21523755*S[E^((-3*Pi)/Sqrt[5])]^9+9625715*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-25707165*S[E^((-3*Pi)/Sqrt[5])]^10+11496595*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10-53250260*S[E^((-3*Pi)/Sqrt[5])]^11+23814240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^11-120109805*S[E^((-3*Pi)/Sqrt[5])]^12+53714735*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^12-191599855*S[E^((-3*Pi)/Sqrt[5])]^13+85686065*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^13-182285700*S[E^((-3*Pi)/Sqrt[5])]^14+81520640*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^14-48304080*S[E^((-3*Pi)/Sqrt[5])]^15+21602240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^15+123370500*S[E^((-3*Pi)/Sqrt[5])]^16-55172960*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^16+184695145*S[E^((-3*Pi)/Sqrt[5])]^17-82598185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^17+102603205*S[E^((-3*Pi)/Sqrt[5])]^18-45885545*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^18-8805460*S[E^((-3*Pi)/Sqrt[5])]^19+3937920*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^19-48905835*S[E^((-3*Pi)/Sqrt[5])]^20+21871355*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^20-32182755*S[E^((-3*Pi)/Sqrt[5])]^21+14392565*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^21-12264105*S[E^((-3*Pi)/Sqrt[5])]^22+5484675*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^22-2601800*S[E^((-3*Pi)/Sqrt[5])]^23+1163560*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^23+3441745*S[E^((-3*Pi)/Sqrt[5])]^24-1539195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^24+4821555*S[E^((-3*Pi)/Sqrt[5])]^25-2156265*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^25+1938264*S[E^((-3*Pi)/Sqrt[5])]^26-866818*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^26-306954*S[E^((-3*Pi)/Sqrt[5])]^27+137274*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^27-457902*S[E^((-3*Pi)/Sqrt[5])]^28+204780*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^28-103682*S[E^((-3*Pi)/Sqrt[5])]^29+46368*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+47/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(116*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(52*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(252*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(112*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(308*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(140*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(245*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(105*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(112*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(56*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(42*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(14*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(4*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(4*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+S[E^((-3*Pi)/Sqrt[5])]^8/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-9/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(3*Sqrt[5])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(18*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(9*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(18*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(9*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(65*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(29*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(240*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(405*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(181*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(175*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(77*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(378*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(168*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(455*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(203*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(45*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(19*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(240*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(25*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(11*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(47*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(21*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(5*2^(2/3)*(-322*S[E^((-3*Pi)/Sqrt[5])]+144*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-7218*S[E^((-3*Pi)/Sqrt[5])]^2+3228*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-74394*S[E^((-3*Pi)/Sqrt[5])]^3+33270*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-465384*S[E^((-3*Pi)/Sqrt[5])]^4+208126*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-1961445*S[E^((-3*Pi)/Sqrt[5])]^5+877185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5-5831945*S[E^((-3*Pi)/Sqrt[5])]^6+2608125*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6-12421000*S[E^((-3*Pi)/Sqrt[5])]^7+5554840*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7-18937695*S[E^((-3*Pi)/Sqrt[5])]^8+8469195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-21523755*S[E^((-3*Pi)/Sqrt[5])]^9+9625715*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-25707165*S[E^((-3*Pi)/Sqrt[5])]^10+11496595*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10-53250260*S[E^((-3*Pi)/Sqrt[5])]^11+23814240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^11-120109805*S[E^((-3*Pi)/Sqrt[5])]^12+53714735*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^12-191599855*S[E^((-3*Pi)/Sqrt[5])]^13+85686065*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^13-182285700*S[E^((-3*Pi)/Sqrt[5])]^14+81520640*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^14-48304080*S[E^((-3*Pi)/Sqrt[5])]^15+21602240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^15+123370500*S[E^((-3*Pi)/Sqrt[5])]^16-55172960*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^16+184695145*S[E^((-3*Pi)/Sqrt[5])]^17-82598185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^17+102603205*S[E^((-3*Pi)/Sqrt[5])]^18-45885545*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^18-8805460*S[E^((-3*Pi)/Sqrt[5])]^19+3937920*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^19-48905835*S[E^((-3*Pi)/Sqrt[5])]^20+21871355*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^20-32182755*S[E^((-3*Pi)/Sqrt[5])]^21+14392565*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^21-12264105*S[E^((-3*Pi)/Sqrt[5])]^22+5484675*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^22-2601800*S[E^((-3*Pi)/Sqrt[5])]^23+1163560*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^23+3441745*S[E^((-3*Pi)/Sqrt[5])]^24-1539195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^24+4821555*S[E^((-3*Pi)/Sqrt[5])]^25-2156265*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^25+1938264*S[E^((-3*Pi)/Sqrt[5])]^26-866818*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^26-306954*S[E^((-3*Pi)/Sqrt[5])]^27+137274*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^27-457902*S[E^((-3*Pi)/Sqrt[5])]^28+204780*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^28-103682*S[E^((-3*Pi)/Sqrt[5])]^29+46368*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-47/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(116*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(52*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(252*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(112*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(308*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(140*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(245*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(105*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(112*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(56*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(42*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(14*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(4*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(4*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-S[E^((-3*Pi)/Sqrt[5])]^8/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]+6*(-3+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^2-4*(-1+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^3-2*S[E^((-3*Pi)/Sqrt[5])]^4)^2)/(4*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+9/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(3*Sqrt[5])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(18*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(9*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(18*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(9*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(6*(-3+Sqrt[5])*(1+S[E^((-3*Pi)/Sqrt[5])]-S[E^((-3*Pi)/Sqrt[5])]^2)^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+((-8*(2+S[E^((-3*Pi)/Sqrt[5])]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]-8*(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^2+(7-3*Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^3)))/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]+6*(-3+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^2-4*(-1+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^3-2*S[E^((-3*Pi)/Sqrt[5])]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]+6*(-3+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^2-4*(-1+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]^3-2*S[E^((-3*Pi)/Sqrt[5])]^4)^2/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2))-(12*(-3+Sqrt[5])*(1+S[E^((-3*Pi)/Sqrt[5])]-S[E^((-3*Pi)/Sqrt[5])]^2)^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))))/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(65*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(29*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(240*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(405*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(181*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(175*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(77*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(378*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(168*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(455*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(203*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(45*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(19*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(240*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(108*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(25*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(11*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(47*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)-(21*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+(5*2^(2/3)*(-322*S[E^((-3*Pi)/Sqrt[5])]+144*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-7218*S[E^((-3*Pi)/Sqrt[5])]^2+3228*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-74394*S[E^((-3*Pi)/Sqrt[5])]^3+33270*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-465384*S[E^((-3*Pi)/Sqrt[5])]^4+208126*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-1961445*S[E^((-3*Pi)/Sqrt[5])]^5+877185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5-5831945*S[E^((-3*Pi)/Sqrt[5])]^6+2608125*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6-12421000*S[E^((-3*Pi)/Sqrt[5])]^7+5554840*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7-18937695*S[E^((-3*Pi)/Sqrt[5])]^8+8469195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-21523755*S[E^((-3*Pi)/Sqrt[5])]^9+9625715*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-25707165*S[E^((-3*Pi)/Sqrt[5])]^10+11496595*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10-53250260*S[E^((-3*Pi)/Sqrt[5])]^11+23814240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^11-120109805*S[E^((-3*Pi)/Sqrt[5])]^12+53714735*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^12-191599855*S[E^((-3*Pi)/Sqrt[5])]^13+85686065*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^13-182285700*S[E^((-3*Pi)/Sqrt[5])]^14+81520640*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^14-48304080*S[E^((-3*Pi)/Sqrt[5])]^15+21602240*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^15+123370500*S[E^((-3*Pi)/Sqrt[5])]^16-55172960*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^16+184695145*S[E^((-3*Pi)/Sqrt[5])]^17-82598185*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^17+102603205*S[E^((-3*Pi)/Sqrt[5])]^18-45885545*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^18-8805460*S[E^((-3*Pi)/Sqrt[5])]^19+3937920*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^19-48905835*S[E^((-3*Pi)/Sqrt[5])]^20+21871355*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^20-32182755*S[E^((-3*Pi)/Sqrt[5])]^21+14392565*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^21-12264105*S[E^((-3*Pi)/Sqrt[5])]^22+5484675*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^22-2601800*S[E^((-3*Pi)/Sqrt[5])]^23+1163560*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^23+3441745*S[E^((-3*Pi)/Sqrt[5])]^24-1539195*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^24+4821555*S[E^((-3*Pi)/Sqrt[5])]^25-2156265*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^25+1938264*S[E^((-3*Pi)/Sqrt[5])]^26-866818*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^26-306954*S[E^((-3*Pi)/Sqrt[5])]^27+137274*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^27-457902*S[E^((-3*Pi)/Sqrt[5])]^28+204780*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^28-103682*S[E^((-3*Pi)/Sqrt[5])]^29+46368*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^((-3*Pi)/Sqrt[5])]+22*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]-245*S[E^((-3*Pi)/Sqrt[5])]^2+109*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2-640*S[E^((-3*Pi)/Sqrt[5])]^3+288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3-910*S[E^((-3*Pi)/Sqrt[5])]^4+406*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4-504*S[E^((-3*Pi)/Sqrt[5])]^5+224*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5+350*S[E^((-3*Pi)/Sqrt[5])]^6-154*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6+640*S[E^((-3*Pi)/Sqrt[5])]^7-288*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7+205*S[E^((-3*Pi)/Sqrt[5])]^8-91*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^8-130*S[E^((-3*Pi)/Sqrt[5])]^9+58*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^9-76*S[E^((-3*Pi)/Sqrt[5])]^10+34*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^10)+47/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(116*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(52*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(252*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(112*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(308*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(140*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(245*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(105*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(112*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(56*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^5)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(42*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(14*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^6)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-(4*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+(4*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^7)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)+S[E^((-3*Pi)/Sqrt[5])]^8/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])^2*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])]))^2)-9/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(3*Sqrt[5])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(18*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])])/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(9*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^2)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(18*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(6*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^3)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))-(9*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))+(3*Sqrt[5]*S[E^((-3*Pi)/Sqrt[5])]^4)/((-1+(-1+S[E^((-3*Pi)/Sqrt[5])])*S[E^((-3*Pi)/Sqrt[5])])*(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[5])]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^((-3*Pi)/Sqrt[5])])))])]/2,S[E^(-(Sqrt[5]*Pi)/9)]->-1/(4*S[E^(-(Sqrt[5]*Pi)/3)]^3)+Sqrt[1/(4*S[E^(-(Sqrt[5]*Pi)/3)]^6)+2/S[E^(-(Sqrt[5]*Pi)/3)]+(-1-11*S[E^(-(Sqrt[5]*Pi)/3)]^5+S[E^(-(Sqrt[5]*Pi)/3)]^10)^(1/3)/S[E^(-(Sqrt[5]*Pi)/3)]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[5]*Pi)/3)]^6)+4/S[E^(-(Sqrt[5]*Pi)/3)]-(-1-11*S[E^(-(Sqrt[5]*Pi)/3)]^5+S[E^(-(Sqrt[5]*Pi)/3)]^10)^(1/3)/S[E^(-(Sqrt[5]*Pi)/3)]^(8/3)+(-S[E^(-(Sqrt[5]*Pi)/3)]^(-9)-12/S[E^(-(Sqrt[5]*Pi)/3)]^4+8*S[E^(-(Sqrt[5]*Pi)/3)])/(4*Sqrt[1/(4*S[E^(-(Sqrt[5]*Pi)/3)]^6)+2/S[E^(-(Sqrt[5]*Pi)/3)]+(-1-11*S[E^(-(Sqrt[5]*Pi)/3)]^5+S[E^(-(Sqrt[5]*Pi)/3)]^10)^(1/3)/S[E^(-(Sqrt[5]*Pi)/3)]^(8/3)])]/2,S[E^(-(Sqrt[29/5]*Pi))]->((11-(5*Sqrt[5/2]*(-Sqrt[9+Sqrt[145]]+Sqrt[17+Sqrt[145]])^3)/(2*(-Sqrt[-1+2*Sqrt[5]+Sqrt[29]]+Sqrt[1+2*Sqrt[5]+Sqrt[29]])^6))/2+Sqrt[1+(-11+(5*Sqrt[5/2]*(-Sqrt[9+Sqrt[145]]+Sqrt[17+Sqrt[145]])^3)/(2*(-Sqrt[-1+2*Sqrt[5]+Sqrt[29]]+Sqrt[1+2*Sqrt[5]+Sqrt[29]])^6))^2/4])^(1/5),S[E^(-(Pi/Sqrt[6]))]->(2+(1-Sqrt[5])*S[E^(-(Sqrt[6]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[6]*Pi))]),S[E^(-Pi/(2*Sqrt[6]))]->(2+(1-Sqrt[5])*S[E^(-2*Sqrt[6]*Pi)])/(-1+Sqrt[5]+2*S[E^(-2*Sqrt[6]*Pi)]),S[E^(-2*Sqrt[6]*Pi)]->Root[{-5+#1^2&,-3+#2^2&,-2+#3^2&,-4-111246*#4-49726*#1*#4-64230*#2*#4-28710*#1*#2*#4-78620*#3*#4-35180*#1*#3*#4-45390*#2*#3*#4-20310*#1*#2*#3*#4+2212582*#4^2+989462*#1*#4^2+1277460*#2*#4^2+571260*#1*#2*#4^2+1564465*#3*#4^2+699695*#1*#3*#4^2+903255*#2*#3*#4^2+403965*#1*#2*#3*#4^2+4536442*#4^3+2028650*#1*#4^3+2619150*#2*#4^3+1171230*#1*#2*#4^3+3207550*#3*#4^3+1434570*#1*#3*#4^3+1851900*#2*#3*#4^3+828240*#1*#2*#3*#4^3-2546360*#4^4-1138640*#1*#4^4-1470150*#2*#4^4-657390*#1*#2*#4^4-1800325*#3*#4^4-805235*#1*#3*#4^4-1039425*#2*#3*#4^4-464895*#1*#2*#3*#4^4-4536442*#4^5-2028650*#1*#4^5-2619150*#2*#4^5-1171230*#1*#2*#4^5-3207550*#3*#4^5-1434570*#1*#3*#4^5-1851900*#2*#3*#4^5-828240*#1*#2*#3*#4^5+2212582*#4^6+989462*#1*#4^6+1277460*#2*#4^6+571260*#1*#2*#4^6+1564465*#3*#4^6+699695*#1*#3*#4^6+903255*#2*#3*#4^6+403965*#1*#2*#3*#4^6+111246*#4^7+49726*#1*#4^7+64230*#2*#4^7+28710*#1*#2*#4^7+78620*#3*#4^7+35180*#1*#3*#4^7+45390*#2*#3*#4^7+20310*#1*#2*#3*#4^7-4*#4^8&},{2,2,2,5}],S[E^(-(Sqrt[6]*Pi))]->1/(3*R[E^(-2*Sqrt[6]*Pi)]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-2*Sqrt[6]*Pi)]^5))/(6*R[E^(-2*Sqrt[6]*Pi)]^2*(1-18*R[E^(-2*Sqrt[6]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^5+11*R[E^(-2*Sqrt[6]*Pi)]^10+R[E^(-2*Sqrt[6]*Pi)]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-2*Sqrt[6]*Pi)]^5+3*Sqrt[3]*Sqrt[-R[E^(-2*Sqrt[6]*Pi)]^5+11*R[E^(-2*Sqrt[6]*Pi)]^10+R[E^(-2*Sqrt[6]*Pi)]^15])^(1/3))/(6*R[E^(-2*Sqrt[6]*Pi)]^2),S[E^(-(Pi/Sqrt[7]))]->Root[{-5+#1^2&,2-4*#2+2*#1*#2+4*#1*#2^2-5*#2^3+3*#1*#2^3-4*#1*#2^4-4*#2^5+2*#1*#2^5-2*#2^6&},{2,2}],S[E^(-(Sqrt[7]*Pi))]->Root[{-5+#1^2&,-2+4*#2+2*#1*#2+4*#1*#2^2+5*#2^3+3*#1*#2^3-4*#1*#2^4+4*#2^5+2*#1*#2^5+2*#2^6&},{2,2}],S[E^(-(Sqrt[15/2]*Pi))]->(2+((1-Sqrt[5])*(237897-168175*Sqrt[2]+137325*Sqrt[3]-97125*Sqrt[6]+15*Sqrt[5]*(-7091+5015*Sqrt[2]-4095*Sqrt[3]+2895*Sqrt[6])+2*Sqrt[15*(7544294250-5334621495*Sqrt[2]+4355700205*Sqrt[3]-3373910876*Sqrt[5]-3079945225*Sqrt[6]+2385715315*Sqrt[10]-1947928395*Sqrt[15]+1377393345*Sqrt[30])])^(1/5))/2^(2/5))/(-1+Sqrt[5]+2^(3/5)*(237897-168175*Sqrt[2]+137325*Sqrt[3]-97125*Sqrt[6]+15*Sqrt[5]*(-7091+5015*Sqrt[2]-4095*Sqrt[3]+2895*Sqrt[6])+2*Sqrt[15*(7544294250-5334621495*Sqrt[2]+4355700205*Sqrt[3]-3373910876*Sqrt[5]-3079945225*Sqrt[6]+2385715315*Sqrt[10]-1947928395*Sqrt[15]+1377393345*Sqrt[30])])^(1/5)),S[E^(-3*Sqrt[39/5]*Pi)]->S[E^(-(Sqrt[39/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[39/5]*Pi))]+S[E^(-(Sqrt[39/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[39/5]*Pi))]^5-S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[39/5]*Pi))]+S[E^(-(Sqrt[39/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[39/5]*Pi))]^5-S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[39/5]*Pi))]-12*S[E^(-(Sqrt[39/5]*Pi))]^4+S[E^(-(Sqrt[39/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[39/5]*Pi))]+S[E^(-(Sqrt[39/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[39/5]*Pi))]^5-S[E^(-(Sqrt[39/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[39/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[39/5]*Pi))]->((11-(5*Sqrt[5]*(3+Sqrt[13])^3*(8+Sqrt[65]))/8)/2+Sqrt[1+(-11+(5*Sqrt[5]*(3+Sqrt[13])^3*(8+Sqrt[65]))/8)^2/4])^(1/5),S[E^(-3*Sqrt[41/5]*Pi)]->S[E^(-(Sqrt[41/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[41/5]*Pi))]+S[E^(-(Sqrt[41/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[41/5]*Pi))]^5-S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[41/5]*Pi))]+S[E^(-(Sqrt[41/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[41/5]*Pi))]^5-S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[41/5]*Pi))]-12*S[E^(-(Sqrt[41/5]*Pi))]^4+S[E^(-(Sqrt[41/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[41/5]*Pi))]+S[E^(-(Sqrt[41/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[41/5]*Pi))]^5-S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[41/5]*Pi))]->((11-(10*Sqrt[10]*(-Sqrt[17+3*Sqrt[41]]+Sqrt[25+3*Sqrt[41]])^3)/(-Sqrt[19+3*Sqrt[41]]+Sqrt[23+3*Sqrt[41]])^6)/2+Sqrt[1+(-11+(10*Sqrt[10]*(-Sqrt[17+3*Sqrt[41]]+Sqrt[25+3*Sqrt[41]])^3)/(-Sqrt[19+3*Sqrt[41]]+Sqrt[23+3*Sqrt[41]])^6)^2/4])^(1/5),S[E^(-(Sqrt[41/5]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[41/5]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[41/5]*Pi))]^6)+2/S[E^(-(Sqrt[41/5]*Pi))]+(-1-11*S[E^(-(Sqrt[41/5]*Pi))]^5+S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[41/5]*Pi))]^6)+4/S[E^(-(Sqrt[41/5]*Pi))]-(-1-11*S[E^(-(Sqrt[41/5]*Pi))]^5+S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(8/3)+(-S[E^(-(Sqrt[41/5]*Pi))]^(-9)-12/S[E^(-(Sqrt[41/5]*Pi))]^4+8*S[E^(-(Sqrt[41/5]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[41/5]*Pi))]^6)+2/S[E^(-(Sqrt[41/5]*Pi))]+(-1-11*S[E^(-(Sqrt[41/5]*Pi))]^5+S[E^(-(Sqrt[41/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[41/5]*Pi))]^(8/3)])]/2,S[E^(-(Pi/Sqrt[10]))]->(2/(711+500*Sqrt[2]-315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310+15775*Sqrt[2]-9977*Sqrt[5]-7055*Sqrt[10])]))^(-1/5),S[E^(-(Sqrt[10]*Pi))]->(2-(-1+Sqrt[5])/(2/(711+500*Sqrt[2]-315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310+15775*Sqrt[2]-9977*Sqrt[5]-7055*Sqrt[10])]))^(1/5))/(-1+Sqrt[5]+2^(4/5)*(711+500*Sqrt[2]-315*Sqrt[5]-225*Sqrt[10]+3*Sqrt[10*(22310+15775*Sqrt[2]-9977*Sqrt[5]-7055*Sqrt[10])])^(1/5)),S[E^(-(Sqrt[53/5]*Pi))]->((11-(40*Sqrt[5]*(-Sqrt[12+Sqrt[265]]+Sqrt[16+Sqrt[265]])^3)/(-Sqrt[-2+17*Sqrt[5]+5*Sqrt[53]]+Sqrt[2+17*Sqrt[5]+5*Sqrt[53]])^6)/2+Sqrt[1+(-11+(40*Sqrt[5]*(-Sqrt[12+Sqrt[265]]+Sqrt[16+Sqrt[265]])^3)/(-Sqrt[-2+17*Sqrt[5]+5*Sqrt[53]]+Sqrt[2+17*Sqrt[5]+5*Sqrt[53]])^6)^2/4])^(1/5),S[E^(-(Pi/Sqrt[11]))]->(2+S[E^(-(Sqrt[11]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[11]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[11]*Pi))]),S[E^(-Pi/(5*Sqrt[11]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[11]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[11]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[11]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[11]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[11]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[11]*Pi)]->S[E^(-(Sqrt[11]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[11]*Pi))]+S[E^(-(Sqrt[11]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[11]*Pi))]^5-S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[11]*Pi))]+S[E^(-(Sqrt[11]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[11]*Pi))]^5-S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[11]*Pi))]-12*S[E^(-(Sqrt[11]*Pi))]^4+S[E^(-(Sqrt[11]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[11]*Pi))]+S[E^(-(Sqrt[11]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[11]*Pi))]^5-S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[11]*Pi))]->(-3-2*Sqrt[5])/4-(5^(3/4)*Sqrt[4+Sqrt[5]])/4+Sqrt[1+((5^(3/4)*Sqrt[4+Sqrt[5]])/4+(3+2*Sqrt[5])/4)^2],S[E^(-(Sqrt[11]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[11]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[11]*Pi))]^6)+2/S[E^(-(Sqrt[11]*Pi))]+(-1-11*S[E^(-(Sqrt[11]*Pi))]^5+S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[11]*Pi))]^6)+4/S[E^(-(Sqrt[11]*Pi))]-(-1-11*S[E^(-(Sqrt[11]*Pi))]^5+S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(8/3)+(-S[E^(-(Sqrt[11]*Pi))]^(-9)-12/S[E^(-(Sqrt[11]*Pi))]^4+8*S[E^(-(Sqrt[11]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[11]*Pi))]^6)+2/S[E^(-(Sqrt[11]*Pi))]+(-1-11*S[E^(-(Sqrt[11]*Pi))]^5+S[E^(-(Sqrt[11]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[11]*Pi))]^(8/3)])]/2,S[E^(-(Sqrt[57/5]*Pi))]->(2/(11-(5*Sqrt[5]*(702+160*Sqrt[19]-24*Sqrt[1700+390*Sqrt[19]])^(1/4)*((151*(97+56*Sqrt[3])+20*Sqrt[19]*(168+97*Sqrt[3]))*(279+64*Sqrt[19]+12*Sqrt[1081+248*Sqrt[19]])*(53+12*Sqrt[19]-Sqrt[5541+1272*Sqrt[19]]))^(3/4))/2+Sqrt[125-55*Sqrt[5]*(702+160*Sqrt[19]-24*Sqrt[1700+390*Sqrt[19]])^(1/4)*((151*(97+56*Sqrt[3])+20*Sqrt[19]*(168+97*Sqrt[3]))*(279+64*Sqrt[19]+12*Sqrt[1081+248*Sqrt[19]])*(53+12*Sqrt[19]-Sqrt[5541+1272*Sqrt[19]]))^(3/4)+(125*Sqrt[702+160*Sqrt[19]-24*Sqrt[1700+390*Sqrt[19]]]*((151*(97+56*Sqrt[3])+20*Sqrt[19]*(168+97*Sqrt[3]))*(279+64*Sqrt[19]+12*Sqrt[1081+248*Sqrt[19]])*(53+12*Sqrt[19]-Sqrt[5541+1272*Sqrt[19]]))^(3/2))/4]))^(-1/5),S[E^((-4*Pi)/Sqrt[15])]->((-25*Sqrt[1318117519932399809445264989092-932049836744994127074571494285*Sqrt[2]+761015504956532934228856952280*Sqrt[3]-538119224142869106523320857553*Sqrt[6]+Sqrt[5]*(-589480075380455994755983696836+416825358675877637509927419439*Sqrt[2]-340336480202827155871959396912*Sqrt[3]+240654233036580265133154534219*Sqrt[6])])/4+(5073902128680936-3587790602228875*Sqrt[2]-2269118014158085*Sqrt[5]+1604508735140850*Sqrt[10]+75*Sqrt[3]*(39058916797810-27618824933238*Sqrt[2]-17467678617296*Sqrt[5]+12351514002009*Sqrt[10]))/2+Sqrt[-823823449956379949136593750775252+582531147964652641379612974483875*Sqrt[2]-475634690597042153418761739177000*Sqrt[3]+368425047112172344611515703038460*Sqrt[5]+336324515088733919275269407640975*Sqrt[6]-260515849171990312981526586750225*Sqrt[10]+212710300126413257558784129637200*Sqrt[15]-150408895647612551531267324297925*Sqrt[30]+12*(5073902128680936-3587790602228875*Sqrt[2]+2929418759835750*Sqrt[3]-2269118014158085*Sqrt[5]-2071411869992850*Sqrt[6]+1604508735140850*Sqrt[10]-1310075896297200*Sqrt[15]+926363550150675*Sqrt[30])^2-100*(5073902128680936-3587790602228875*Sqrt[2]+2929418759835750*Sqrt[3]-2269118014158085*Sqrt[5]-2071411869992850*Sqrt[6]+1604508735140850*Sqrt[10]-1310075896297200*Sqrt[15]+926363550150675*Sqrt[30])*Sqrt[1318117519932399809445264989092-932049836744994127074571494285*Sqrt[2]+761015504956532934228856952280*Sqrt[3]-538119224142869106523320857553*Sqrt[6]+Sqrt[5]*(-589480075380455994755983696836+416825358675877637509927419439*Sqrt[2]-340336480202827155871959396912*Sqrt[3]+240654233036580265133154534219*Sqrt[6])]]/4)^(1/5),S[E^((-2*Pi)/Sqrt[15])]->(-175*Sqrt[662714352116+382618309590*Sqrt[3]-296374868196*Sqrt[5]-171112109934*Sqrt[15]]+6*(11871912+6854250*Sqrt[3]-5309255*Sqrt[5]-3065300*Sqrt[15])+Sqrt[30*(1353040615136460+781178363373525*Sqrt[3]-605098158346094*Sqrt[5]-349353584607265*Sqrt[15]+385*(-130044087305413476-75080988812299665*Sqrt[3]+58157483857364396*Sqrt[5]+33577238960440649*Sqrt[15])*Sqrt[2*(8839858-5103675*Sqrt[3]+3*Sqrt[16834634223995-9719480600860*Sqrt[3]])])])^(1/5)/2^(2/5),S[E^(-(Pi/Sqrt[15]))]->(-3+5*Sqrt[5]+Sqrt[30*(5-Sqrt[5])])^(1/5)/2^(2/5),S[E^(-Pi/(2*Sqrt[15]))]->1/(3*R[E^(-(Pi/Sqrt[15]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Pi/Sqrt[15]))]^5))/(6*R[E^(-(Pi/Sqrt[15]))]^2*(1-18*R[E^(-(Pi/Sqrt[15]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[15]))]^5+11*R[E^(-(Pi/Sqrt[15]))]^10+R[E^(-(Pi/Sqrt[15]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Pi/Sqrt[15]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[15]))]^5+11*R[E^(-(Pi/Sqrt[15]))]^10+R[E^(-(Pi/Sqrt[15]))]^15])^(1/3))/(6*R[E^(-(Pi/Sqrt[15]))]^2),S[E^(-Pi/(5*Sqrt[15]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[15]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[15]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[15]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[15]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[15]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[15]*Pi)]->S[E^(-(Sqrt[15]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[15]*Pi))]+S[E^(-(Sqrt[15]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[15]*Pi))]^5-S[E^(-(Sqrt[15]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[15]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[15]*Pi))]+S[E^(-(Sqrt[15]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[15]*Pi))]^5-S[E^(-(Sqrt[15]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[15]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[15]*Pi))]-12*S[E^(-(Sqrt[15]*Pi))]^4+S[E^(-(Sqrt[15]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[15]*Pi))]+S[E^(-(Sqrt[15]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[15]*Pi))]^5-S[E^(-(Sqrt[15]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[15]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[15]*Pi))]->(2-2^(3/5)*(79-35*Sqrt[5]+Sqrt[30*(445-199*Sqrt[5])])^(1/5))/(-1+Sqrt[5]+2^(3/5)*(-3+5*Sqrt[5]+Sqrt[30*(5-Sqrt[5])])^(1/5)),S[E^(-(Sqrt[15]*Pi)/2)]->(2+(1-Sqrt[5])*S[E^((-2*Pi)/Sqrt[15])])/(-1+Sqrt[5]+2*S[E^((-2*Pi)/Sqrt[15])]),S[E^(-(Sqrt[15]*Pi)/4)]->(2+(1-Sqrt[5])*S[E^((-4*Pi)/Sqrt[15])])/(-1+Sqrt[5]+2*S[E^((-4*Pi)/Sqrt[15])]),S[E^(-3*Sqrt[89/5]*Pi)]->S[E^(-(Sqrt[89/5]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[89/5]*Pi))]+S[E^(-(Sqrt[89/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[89/5]*Pi))]^5-S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[89/5]*Pi))]+S[E^(-(Sqrt[89/5]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[89/5]*Pi))]^5-S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[89/5]*Pi))]-12*S[E^(-(Sqrt[89/5]*Pi))]^4+S[E^(-(Sqrt[89/5]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[89/5]*Pi))]+S[E^(-(Sqrt[89/5]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[89/5]*Pi))]^5-S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[89/5]*Pi))]->((11-(5*Sqrt[5/2]*(-Sqrt[77+9*Sqrt[89]]+Sqrt[85+9*Sqrt[89]])^3)/(2*(-Sqrt[83+9*Sqrt[89]]+Sqrt[85+9*Sqrt[89]])^6))/2+Sqrt[1+(-11+(5*Sqrt[5/2]*(-Sqrt[77+9*Sqrt[89]]+Sqrt[85+9*Sqrt[89]])^3)/(2*(-Sqrt[83+9*Sqrt[89]]+Sqrt[85+9*Sqrt[89]])^6))^2/4])^(1/5),S[E^(-(Sqrt[89/5]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[89/5]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[89/5]*Pi))]^6)+2/S[E^(-(Sqrt[89/5]*Pi))]+(-1-11*S[E^(-(Sqrt[89/5]*Pi))]^5+S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[89/5]*Pi))]^6)+4/S[E^(-(Sqrt[89/5]*Pi))]-(-1-11*S[E^(-(Sqrt[89/5]*Pi))]^5+S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(8/3)+(-S[E^(-(Sqrt[89/5]*Pi))]^(-9)-12/S[E^(-(Sqrt[89/5]*Pi))]^4+8*S[E^(-(Sqrt[89/5]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[89/5]*Pi))]^6)+2/S[E^(-(Sqrt[89/5]*Pi))]+(-1-11*S[E^(-(Sqrt[89/5]*Pi))]^5+S[E^(-(Sqrt[89/5]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[89/5]*Pi))]^(8/3)])]/2,S[E^(-(Pi/Sqrt[19]))]->(2+S[E^(-(Sqrt[19]*Pi))]-Sqrt[5]*S[E^(-(Sqrt[19]*Pi))])/(-1+Sqrt[5]+2*S[E^(-(Sqrt[19]*Pi))]),S[E^(-Pi/(5*Sqrt[19]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[19]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[19]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[19]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[19]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[19]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[19]*Pi)]->S[E^(-(Sqrt[19]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[19]*Pi))]+S[E^(-(Sqrt[19]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[19]*Pi))]^5-S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[19]*Pi))]+S[E^(-(Sqrt[19]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[19]*Pi))]^5-S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[19]*Pi))]-12*S[E^(-(Sqrt[19]*Pi))]^4+S[E^(-(Sqrt[19]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[19]*Pi))]+S[E^(-(Sqrt[19]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[19]*Pi))]^5-S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[19]*Pi))]->(-8-3*Sqrt[5]-Sqrt[125+60*Sqrt[5]])/4+Sqrt[(125+54*Sqrt[5]+Sqrt[95*(295+132*Sqrt[5])])/2]/2,S[E^(-(Sqrt[19]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[19]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[19]*Pi))]^6)+2/S[E^(-(Sqrt[19]*Pi))]+(-1-11*S[E^(-(Sqrt[19]*Pi))]^5+S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[19]*Pi))]^6)+4/S[E^(-(Sqrt[19]*Pi))]-(-1-11*S[E^(-(Sqrt[19]*Pi))]^5+S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(8/3)+(-S[E^(-(Sqrt[19]*Pi))]^(-9)-12/S[E^(-(Sqrt[19]*Pi))]^4+8*S[E^(-(Sqrt[19]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[19]*Pi))]^6)+2/S[E^(-(Sqrt[19]*Pi))]+(-1-11*S[E^(-(Sqrt[19]*Pi))]^5+S[E^(-(Sqrt[19]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[19]*Pi))]^(8/3)])]/2,S[E^(-(Sqrt[101/5]*Pi))]->((11-(5*Sqrt[5/2]*(-Sqrt[105+5*Sqrt[505]]+Sqrt[113+5*Sqrt[505]])^3)/(2*(-Sqrt[-1+58*Sqrt[5]+13*Sqrt[101]]+Sqrt[1+58*Sqrt[5]+13*Sqrt[101]])^6))/2+Sqrt[1+(-11+(5*Sqrt[5/2]*(-Sqrt[105+5*Sqrt[505]]+Sqrt[113+5*Sqrt[505]])^3)/(2*(-Sqrt[-1+58*Sqrt[5]+13*Sqrt[101]]+Sqrt[1+58*Sqrt[5]+13*Sqrt[101]])^6))^2/4])^(1/5),S[E^((-3*Pi)/Sqrt[35])]->S[E^(-(Pi/Sqrt[35]))]^3/4-Sqrt[-2*S[E^(-(Pi/Sqrt[35]))]+S[E^(-(Pi/Sqrt[35]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[35]))]^5-S[E^(-(Pi/Sqrt[35]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[35]))]^(2/3)]/2+Sqrt[-4*S[E^(-(Pi/Sqrt[35]))]+S[E^(-(Pi/Sqrt[35]))]^6/2-(1+11*S[E^(-(Pi/Sqrt[35]))]^5-S[E^(-(Pi/Sqrt[35]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[35]))]^(2/3)-(-8/S[E^(-(Pi/Sqrt[35]))]-12*S[E^(-(Pi/Sqrt[35]))]^4+S[E^(-(Pi/Sqrt[35]))]^9)/(4*Sqrt[-2*S[E^(-(Pi/Sqrt[35]))]+S[E^(-(Pi/Sqrt[35]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[35]))]^5-S[E^(-(Pi/Sqrt[35]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[35]))]^(2/3)])]/2,S[E^(-(Pi/Sqrt[35]))]->(-7+5*Sqrt[5]+Sqrt[35*(5-2*Sqrt[5])])^(1/5),S[E^(-Pi/(5*Sqrt[35]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[35]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[35]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[35]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[35]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[35]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[35]*Pi)]->S[E^(-(Sqrt[35]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[35]*Pi))]+S[E^(-(Sqrt[35]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[35]*Pi))]^5-S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[35]*Pi))]+S[E^(-(Sqrt[35]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[35]*Pi))]^5-S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[35]*Pi))]-12*S[E^(-(Sqrt[35]*Pi))]^4+S[E^(-(Sqrt[35]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[35]*Pi))]+S[E^(-(Sqrt[35]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[35]*Pi))]^5-S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[35]*Pi))]->(2-(-1+Sqrt[5])*(-7+5*Sqrt[5]+Sqrt[35*(5-2*Sqrt[5])])^(1/5))/(-1+Sqrt[5]+2*(-7+5*Sqrt[5]+Sqrt[35*(5-2*Sqrt[5])])^(1/5)),S[E^(-(Sqrt[35]*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]-6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^2+4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^3+2*S[E^(-(Pi/Sqrt[35]))]^4)/(4*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(65*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(29*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(240*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(405*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(181*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(175*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(77*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(378*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(168*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(455*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(203*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(45*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(19*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(240*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(25*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(11*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(47*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(21*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[35]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-7218*S[E^(-(Pi/Sqrt[35]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-74394*S[E^(-(Pi/Sqrt[35]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-465384*S[E^(-(Pi/Sqrt[35]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-1961445*S[E^(-(Pi/Sqrt[35]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5-5831945*S[E^(-(Pi/Sqrt[35]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6-12421000*S[E^(-(Pi/Sqrt[35]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7-18937695*S[E^(-(Pi/Sqrt[35]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-21523755*S[E^(-(Pi/Sqrt[35]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-25707165*S[E^(-(Pi/Sqrt[35]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10-53250260*S[E^(-(Pi/Sqrt[35]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^11-120109805*S[E^(-(Pi/Sqrt[35]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^12-191599855*S[E^(-(Pi/Sqrt[35]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^13-182285700*S[E^(-(Pi/Sqrt[35]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^14-48304080*S[E^(-(Pi/Sqrt[35]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^15+123370500*S[E^(-(Pi/Sqrt[35]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^16+184695145*S[E^(-(Pi/Sqrt[35]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^17+102603205*S[E^(-(Pi/Sqrt[35]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^18-8805460*S[E^(-(Pi/Sqrt[35]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^19-48905835*S[E^(-(Pi/Sqrt[35]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^20-32182755*S[E^(-(Pi/Sqrt[35]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^21-12264105*S[E^(-(Pi/Sqrt[35]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^22-2601800*S[E^(-(Pi/Sqrt[35]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^23+3441745*S[E^(-(Pi/Sqrt[35]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^24+4821555*S[E^(-(Pi/Sqrt[35]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^25+1938264*S[E^(-(Pi/Sqrt[35]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^26-306954*S[E^(-(Pi/Sqrt[35]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^27-457902*S[E^(-(Pi/Sqrt[35]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^28-103682*S[E^(-(Pi/Sqrt[35]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(116*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(52*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(252*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(112*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(308*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(140*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(245*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(105*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(112*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(56*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(42*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(14*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(4*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(4*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+S[E^(-(Pi/Sqrt[35]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-9/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(18*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(9*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(18*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(9*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(65*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(29*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(240*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(405*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(181*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(175*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(77*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(378*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(168*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(455*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(203*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(45*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(19*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(240*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(25*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(11*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(47*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(21*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[35]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-7218*S[E^(-(Pi/Sqrt[35]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-74394*S[E^(-(Pi/Sqrt[35]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-465384*S[E^(-(Pi/Sqrt[35]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-1961445*S[E^(-(Pi/Sqrt[35]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5-5831945*S[E^(-(Pi/Sqrt[35]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6-12421000*S[E^(-(Pi/Sqrt[35]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7-18937695*S[E^(-(Pi/Sqrt[35]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-21523755*S[E^(-(Pi/Sqrt[35]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-25707165*S[E^(-(Pi/Sqrt[35]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10-53250260*S[E^(-(Pi/Sqrt[35]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^11-120109805*S[E^(-(Pi/Sqrt[35]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^12-191599855*S[E^(-(Pi/Sqrt[35]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^13-182285700*S[E^(-(Pi/Sqrt[35]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^14-48304080*S[E^(-(Pi/Sqrt[35]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^15+123370500*S[E^(-(Pi/Sqrt[35]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^16+184695145*S[E^(-(Pi/Sqrt[35]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^17+102603205*S[E^(-(Pi/Sqrt[35]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^18-8805460*S[E^(-(Pi/Sqrt[35]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^19-48905835*S[E^(-(Pi/Sqrt[35]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^20-32182755*S[E^(-(Pi/Sqrt[35]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^21-12264105*S[E^(-(Pi/Sqrt[35]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^22-2601800*S[E^(-(Pi/Sqrt[35]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^23+3441745*S[E^(-(Pi/Sqrt[35]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^24+4821555*S[E^(-(Pi/Sqrt[35]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^25+1938264*S[E^(-(Pi/Sqrt[35]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^26-306954*S[E^(-(Pi/Sqrt[35]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^27-457902*S[E^(-(Pi/Sqrt[35]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^28-103682*S[E^(-(Pi/Sqrt[35]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(116*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(52*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(252*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(112*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(308*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(140*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(245*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(105*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(112*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(56*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(42*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(14*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(4*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(4*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-S[E^(-(Pi/Sqrt[35]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^3-2*S[E^(-(Pi/Sqrt[35]))]^4)^2)/(4*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+9/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(18*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(9*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(18*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(9*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Pi/Sqrt[35]))]-S[E^(-(Pi/Sqrt[35]))]^2)^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+((-8*(2+S[E^(-(Pi/Sqrt[35]))]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^2+(7-3*Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^3)))/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^3-2*S[E^(-(Pi/Sqrt[35]))]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]^3-2*S[E^(-(Pi/Sqrt[35]))]^4)^2/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Pi/Sqrt[35]))]-S[E^(-(Pi/Sqrt[35]))]^2)^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))))/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(65*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(29*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(240*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(405*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(181*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(175*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(77*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(378*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(168*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(455*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(203*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(45*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(19*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(240*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(25*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(11*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(47*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)-(21*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[35]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-7218*S[E^(-(Pi/Sqrt[35]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-74394*S[E^(-(Pi/Sqrt[35]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-465384*S[E^(-(Pi/Sqrt[35]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-1961445*S[E^(-(Pi/Sqrt[35]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5-5831945*S[E^(-(Pi/Sqrt[35]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6-12421000*S[E^(-(Pi/Sqrt[35]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7-18937695*S[E^(-(Pi/Sqrt[35]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-21523755*S[E^(-(Pi/Sqrt[35]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-25707165*S[E^(-(Pi/Sqrt[35]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10-53250260*S[E^(-(Pi/Sqrt[35]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^11-120109805*S[E^(-(Pi/Sqrt[35]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^12-191599855*S[E^(-(Pi/Sqrt[35]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^13-182285700*S[E^(-(Pi/Sqrt[35]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^14-48304080*S[E^(-(Pi/Sqrt[35]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^15+123370500*S[E^(-(Pi/Sqrt[35]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^16+184695145*S[E^(-(Pi/Sqrt[35]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^17+102603205*S[E^(-(Pi/Sqrt[35]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^18-8805460*S[E^(-(Pi/Sqrt[35]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^19-48905835*S[E^(-(Pi/Sqrt[35]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^20-32182755*S[E^(-(Pi/Sqrt[35]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^21-12264105*S[E^(-(Pi/Sqrt[35]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^22-2601800*S[E^(-(Pi/Sqrt[35]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^23+3441745*S[E^(-(Pi/Sqrt[35]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^24+4821555*S[E^(-(Pi/Sqrt[35]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^25+1938264*S[E^(-(Pi/Sqrt[35]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^26-306954*S[E^(-(Pi/Sqrt[35]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^27-457902*S[E^(-(Pi/Sqrt[35]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^28-103682*S[E^(-(Pi/Sqrt[35]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[35]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]-245*S[E^(-(Pi/Sqrt[35]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2-640*S[E^(-(Pi/Sqrt[35]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3-910*S[E^(-(Pi/Sqrt[35]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4-504*S[E^(-(Pi/Sqrt[35]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5+350*S[E^(-(Pi/Sqrt[35]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6+640*S[E^(-(Pi/Sqrt[35]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7+205*S[E^(-(Pi/Sqrt[35]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^8-130*S[E^(-(Pi/Sqrt[35]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^9-76*S[E^(-(Pi/Sqrt[35]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^10)+47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(116*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(52*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(252*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(112*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(308*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(140*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(245*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(105*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(112*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(56*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(42*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(14*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-(4*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+(4*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)+S[E^(-(Pi/Sqrt[35]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))]))^2)-9/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(18*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))])/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(9*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(18*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))-(9*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[35]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[35]))])*S[E^(-(Pi/Sqrt[35]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[35]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[35]))])))])]/2,S[E^(-(Sqrt[35]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[35]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[35]*Pi))]^6)+2/S[E^(-(Sqrt[35]*Pi))]+(-1-11*S[E^(-(Sqrt[35]*Pi))]^5+S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[35]*Pi))]^6)+4/S[E^(-(Sqrt[35]*Pi))]-(-1-11*S[E^(-(Sqrt[35]*Pi))]^5+S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(8/3)+(-S[E^(-(Sqrt[35]*Pi))]^(-9)-12/S[E^(-(Sqrt[35]*Pi))]^4+8*S[E^(-(Sqrt[35]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[35]*Pi))]^6)+2/S[E^(-(Sqrt[35]*Pi))]+(-1-11*S[E^(-(Sqrt[35]*Pi))]^5+S[E^(-(Sqrt[35]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[35]*Pi))]^(8/3)])]/2,S[E^((-3*Pi)/Sqrt[55])]->S[E^(-(Pi/Sqrt[55]))]^3/4-Sqrt[-2*S[E^(-(Pi/Sqrt[55]))]+S[E^(-(Pi/Sqrt[55]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[55]))]^5-S[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[55]))]^(2/3)]/2+Sqrt[-4*S[E^(-(Pi/Sqrt[55]))]+S[E^(-(Pi/Sqrt[55]))]^6/2-(1+11*S[E^(-(Pi/Sqrt[55]))]^5-S[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[55]))]^(2/3)-(-8/S[E^(-(Pi/Sqrt[55]))]-12*S[E^(-(Pi/Sqrt[55]))]^4+S[E^(-(Pi/Sqrt[55]))]^9)/(4*Sqrt[-2*S[E^(-(Pi/Sqrt[55]))]+S[E^(-(Pi/Sqrt[55]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[55]))]^5-S[E^(-(Pi/Sqrt[55]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[55]))]^(2/3)])]/2,S[E^(-(Pi/Sqrt[55]))]->(-81/8-(45*Sqrt[5])/8+(25*Sqrt[(19+9*Sqrt[5])/2])/4+(3*Sqrt[5*(225+103*Sqrt[5]-5*Sqrt[22*(181+81*Sqrt[5])])])/4)^(1/5),S[E^(-Pi/(2*Sqrt[55]))]->1/(3*R[E^(-(Pi/Sqrt[55]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Pi/Sqrt[55]))]^5))/(6*R[E^(-(Pi/Sqrt[55]))]^2*(1-18*R[E^(-(Pi/Sqrt[55]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[55]))]^5+11*R[E^(-(Pi/Sqrt[55]))]^10+R[E^(-(Pi/Sqrt[55]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Pi/Sqrt[55]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[55]))]^5+11*R[E^(-(Pi/Sqrt[55]))]^10+R[E^(-(Pi/Sqrt[55]))]^15])^(1/3))/(6*R[E^(-(Pi/Sqrt[55]))]^2),S[E^(-Pi/(5*Sqrt[55]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[55]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[55]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[55]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[55]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[55]*Pi))]^5)))^(1/5),S[E^(-3*Sqrt[55]*Pi)]->S[E^(-(Sqrt[55]*Pi))]^3/4-Sqrt[-2*S[E^(-(Sqrt[55]*Pi))]+S[E^(-(Sqrt[55]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[55]*Pi))]^5-S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(2/3)]/2+Sqrt[-4*S[E^(-(Sqrt[55]*Pi))]+S[E^(-(Sqrt[55]*Pi))]^6/2-(1+11*S[E^(-(Sqrt[55]*Pi))]^5-S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(2/3)-(-8/S[E^(-(Sqrt[55]*Pi))]-12*S[E^(-(Sqrt[55]*Pi))]^4+S[E^(-(Sqrt[55]*Pi))]^9)/(4*Sqrt[-2*S[E^(-(Sqrt[55]*Pi))]+S[E^(-(Sqrt[55]*Pi))]^6/4+(1+11*S[E^(-(Sqrt[55]*Pi))]^5-S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(2/3)])]/2,S[E^(-(Sqrt[55]*Pi))]->(4-2^(2/5)*(-1+Sqrt[5])*(-81-45*Sqrt[5]+25*Sqrt[38+18*Sqrt[5]]+6*Sqrt[5*(225+103*Sqrt[5]-5*Sqrt[22*(181+81*Sqrt[5])])])^(1/5))/(2*(-1+Sqrt[5]+2^(2/5)*(-81-45*Sqrt[5]+25*Sqrt[38+18*Sqrt[5]]+6*Sqrt[5*(225+103*Sqrt[5]-5*Sqrt[22*(181+81*Sqrt[5])])])^(1/5))),S[E^(-(Sqrt[55]*Pi)/3)]->(7-3*Sqrt[5]+8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]-6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^2+4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^3+2*S[E^(-(Pi/Sqrt[55]))]^4)/(4*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(65*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(29*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(240*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(405*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(181*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(175*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(77*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(378*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(168*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(455*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(203*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(45*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(19*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(240*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(25*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(11*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(47*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(21*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[55]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-7218*S[E^(-(Pi/Sqrt[55]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-74394*S[E^(-(Pi/Sqrt[55]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-465384*S[E^(-(Pi/Sqrt[55]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-1961445*S[E^(-(Pi/Sqrt[55]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5-5831945*S[E^(-(Pi/Sqrt[55]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6-12421000*S[E^(-(Pi/Sqrt[55]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7-18937695*S[E^(-(Pi/Sqrt[55]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-21523755*S[E^(-(Pi/Sqrt[55]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-25707165*S[E^(-(Pi/Sqrt[55]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10-53250260*S[E^(-(Pi/Sqrt[55]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^11-120109805*S[E^(-(Pi/Sqrt[55]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^12-191599855*S[E^(-(Pi/Sqrt[55]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^13-182285700*S[E^(-(Pi/Sqrt[55]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^14-48304080*S[E^(-(Pi/Sqrt[55]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^15+123370500*S[E^(-(Pi/Sqrt[55]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^16+184695145*S[E^(-(Pi/Sqrt[55]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^17+102603205*S[E^(-(Pi/Sqrt[55]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^18-8805460*S[E^(-(Pi/Sqrt[55]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^19-48905835*S[E^(-(Pi/Sqrt[55]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^20-32182755*S[E^(-(Pi/Sqrt[55]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^21-12264105*S[E^(-(Pi/Sqrt[55]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^22-2601800*S[E^(-(Pi/Sqrt[55]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^23+3441745*S[E^(-(Pi/Sqrt[55]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^24+4821555*S[E^(-(Pi/Sqrt[55]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^25+1938264*S[E^(-(Pi/Sqrt[55]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^26-306954*S[E^(-(Pi/Sqrt[55]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^27-457902*S[E^(-(Pi/Sqrt[55]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^28-103682*S[E^(-(Pi/Sqrt[55]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(116*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(52*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(252*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(112*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(308*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(140*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(245*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(105*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(112*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(56*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(42*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(14*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(4*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(4*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+S[E^(-(Pi/Sqrt[55]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-9/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(18*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(9*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(18*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(9*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))]/2+Sqrt[7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(65*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(29*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(240*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(405*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(181*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(175*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(77*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(378*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(168*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(455*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(203*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(45*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(19*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(240*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(25*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(11*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(47*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(21*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[55]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-7218*S[E^(-(Pi/Sqrt[55]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-74394*S[E^(-(Pi/Sqrt[55]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-465384*S[E^(-(Pi/Sqrt[55]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-1961445*S[E^(-(Pi/Sqrt[55]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5-5831945*S[E^(-(Pi/Sqrt[55]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6-12421000*S[E^(-(Pi/Sqrt[55]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7-18937695*S[E^(-(Pi/Sqrt[55]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-21523755*S[E^(-(Pi/Sqrt[55]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-25707165*S[E^(-(Pi/Sqrt[55]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10-53250260*S[E^(-(Pi/Sqrt[55]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^11-120109805*S[E^(-(Pi/Sqrt[55]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^12-191599855*S[E^(-(Pi/Sqrt[55]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^13-182285700*S[E^(-(Pi/Sqrt[55]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^14-48304080*S[E^(-(Pi/Sqrt[55]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^15+123370500*S[E^(-(Pi/Sqrt[55]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^16+184695145*S[E^(-(Pi/Sqrt[55]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^17+102603205*S[E^(-(Pi/Sqrt[55]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^18-8805460*S[E^(-(Pi/Sqrt[55]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^19-48905835*S[E^(-(Pi/Sqrt[55]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^20-32182755*S[E^(-(Pi/Sqrt[55]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^21-12264105*S[E^(-(Pi/Sqrt[55]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^22-2601800*S[E^(-(Pi/Sqrt[55]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^23+3441745*S[E^(-(Pi/Sqrt[55]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^24+4821555*S[E^(-(Pi/Sqrt[55]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^25+1938264*S[E^(-(Pi/Sqrt[55]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^26-306954*S[E^(-(Pi/Sqrt[55]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^27-457902*S[E^(-(Pi/Sqrt[55]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^28-103682*S[E^(-(Pi/Sqrt[55]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(116*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(52*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(252*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(112*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(308*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(140*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(245*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(105*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(112*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(56*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(42*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(14*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(4*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(4*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-S[E^(-(Pi/Sqrt[55]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(3*(-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^3-2*S[E^(-(Pi/Sqrt[55]))]^4)^2)/(4*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+9/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(18*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(9*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(18*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(9*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(6*(-3+Sqrt[5])*(1+S[E^(-(Pi/Sqrt[55]))]-S[E^(-(Pi/Sqrt[55]))]^2)^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+((-8*(2+S[E^(-(Pi/Sqrt[55]))]*(4-4*Sqrt[5]-6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^2+(7-3*Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^3)))/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^3-2*S[E^(-(Pi/Sqrt[55]))]^4)*(-((-7+3*Sqrt[5]-8*(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]+6*(-3+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^2-4*(-1+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]^3-2*S[E^(-(Pi/Sqrt[55]))]^4)^2/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2))-(12*(-3+Sqrt[5])*(1+S[E^(-(Pi/Sqrt[55]))]-S[E^(-(Pi/Sqrt[55]))]^2)^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))))/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))))/(4*Sqrt[-7/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(3*Sqrt[5])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(65*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(29*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(240*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(405*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(181*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(175*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(77*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(378*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(168*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(455*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(203*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(45*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(19*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(240*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(108*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(25*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(11*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(47*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)-(21*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+(5*2^(2/3)*(-322*S[E^(-(Pi/Sqrt[55]))]+144*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-7218*S[E^(-(Pi/Sqrt[55]))]^2+3228*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-74394*S[E^(-(Pi/Sqrt[55]))]^3+33270*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-465384*S[E^(-(Pi/Sqrt[55]))]^4+208126*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-1961445*S[E^(-(Pi/Sqrt[55]))]^5+877185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5-5831945*S[E^(-(Pi/Sqrt[55]))]^6+2608125*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6-12421000*S[E^(-(Pi/Sqrt[55]))]^7+5554840*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7-18937695*S[E^(-(Pi/Sqrt[55]))]^8+8469195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-21523755*S[E^(-(Pi/Sqrt[55]))]^9+9625715*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-25707165*S[E^(-(Pi/Sqrt[55]))]^10+11496595*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10-53250260*S[E^(-(Pi/Sqrt[55]))]^11+23814240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^11-120109805*S[E^(-(Pi/Sqrt[55]))]^12+53714735*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^12-191599855*S[E^(-(Pi/Sqrt[55]))]^13+85686065*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^13-182285700*S[E^(-(Pi/Sqrt[55]))]^14+81520640*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^14-48304080*S[E^(-(Pi/Sqrt[55]))]^15+21602240*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^15+123370500*S[E^(-(Pi/Sqrt[55]))]^16-55172960*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^16+184695145*S[E^(-(Pi/Sqrt[55]))]^17-82598185*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^17+102603205*S[E^(-(Pi/Sqrt[55]))]^18-45885545*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^18-8805460*S[E^(-(Pi/Sqrt[55]))]^19+3937920*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^19-48905835*S[E^(-(Pi/Sqrt[55]))]^20+21871355*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^20-32182755*S[E^(-(Pi/Sqrt[55]))]^21+14392565*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^21-12264105*S[E^(-(Pi/Sqrt[55]))]^22+5484675*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^22-2601800*S[E^(-(Pi/Sqrt[55]))]^23+1163560*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^23+3441745*S[E^(-(Pi/Sqrt[55]))]^24-1539195*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^24+4821555*S[E^(-(Pi/Sqrt[55]))]^25-2156265*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^25+1938264*S[E^(-(Pi/Sqrt[55]))]^26-866818*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^26-306954*S[E^(-(Pi/Sqrt[55]))]^27+137274*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^27-457902*S[E^(-(Pi/Sqrt[55]))]^28+204780*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^28-103682*S[E^(-(Pi/Sqrt[55]))]^29+46368*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^29)^(1/3))/(-4+2*Sqrt[5]-50*S[E^(-(Pi/Sqrt[55]))]+22*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]-245*S[E^(-(Pi/Sqrt[55]))]^2+109*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2-640*S[E^(-(Pi/Sqrt[55]))]^3+288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3-910*S[E^(-(Pi/Sqrt[55]))]^4+406*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4-504*S[E^(-(Pi/Sqrt[55]))]^5+224*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5+350*S[E^(-(Pi/Sqrt[55]))]^6-154*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6+640*S[E^(-(Pi/Sqrt[55]))]^7-288*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7+205*S[E^(-(Pi/Sqrt[55]))]^8-91*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^8-130*S[E^(-(Pi/Sqrt[55]))]^9+58*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^9-76*S[E^(-(Pi/Sqrt[55]))]^10+34*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^10)+47/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(21*Sqrt[5])/(2*(-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(116*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(52*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(252*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(112*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(308*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(140*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(245*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(105*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(112*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(56*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^5)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(42*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(14*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^6)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-(4*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+(4*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^7)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)+S[E^(-(Pi/Sqrt[55]))]^8/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])^2*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))]))^2)-9/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(3*Sqrt[5])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(18*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))])/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(9*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^2)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(18*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(6*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^3)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))-(9*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))+(3*Sqrt[5]*S[E^(-(Pi/Sqrt[55]))]^4)/((-1+(-1+S[E^(-(Pi/Sqrt[55]))])*S[E^(-(Pi/Sqrt[55]))])*(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[55]))]*(-3+Sqrt[5]+(-2+Sqrt[5])*S[E^(-(Pi/Sqrt[55]))])))])]/2,S[E^(-(Sqrt[55]*Pi)/3)]->-1/(4*S[E^(-(Sqrt[55]*Pi))]^3)+Sqrt[1/(4*S[E^(-(Sqrt[55]*Pi))]^6)+2/S[E^(-(Sqrt[55]*Pi))]+(-1-11*S[E^(-(Sqrt[55]*Pi))]^5+S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Sqrt[55]*Pi))]^6)+4/S[E^(-(Sqrt[55]*Pi))]-(-1-11*S[E^(-(Sqrt[55]*Pi))]^5+S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(8/3)+(-S[E^(-(Sqrt[55]*Pi))]^(-9)-12/S[E^(-(Sqrt[55]*Pi))]^4+8*S[E^(-(Sqrt[55]*Pi))])/(4*Sqrt[1/(4*S[E^(-(Sqrt[55]*Pi))]^6)+2/S[E^(-(Sqrt[55]*Pi))]+(-1-11*S[E^(-(Sqrt[55]*Pi))]^5+S[E^(-(Sqrt[55]*Pi))]^10)^(1/3)/S[E^(-(Sqrt[55]*Pi))]^(8/3)])]/2,S[E^((-3*Pi)/Sqrt[65])]->S[E^(-(Pi/Sqrt[65]))]^3/4-Sqrt[-2*S[E^(-(Pi/Sqrt[65]))]+S[E^(-(Pi/Sqrt[65]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[65]))]^5-S[E^(-(Pi/Sqrt[65]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[65]))]^(2/3)]/2+Sqrt[-4*S[E^(-(Pi/Sqrt[65]))]+S[E^(-(Pi/Sqrt[65]))]^6/2-(1+11*S[E^(-(Pi/Sqrt[65]))]^5-S[E^(-(Pi/Sqrt[65]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[65]))]^(2/3)-(-8/S[E^(-(Pi/Sqrt[65]))]-12*S[E^(-(Pi/Sqrt[65]))]^4+S[E^(-(Pi/Sqrt[65]))]^9)/(4*Sqrt[-2*S[E^(-(Pi/Sqrt[65]))]+S[E^(-(Pi/Sqrt[65]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[65]))]^5-S[E^(-(Pi/Sqrt[65]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[65]))]^(2/3)])]/2,S[E^(-(Pi/Sqrt[65]))]->((6247+2830*Sqrt[5]+1750*Sqrt[13]+775*Sqrt[65])/4-(25*Sqrt[(126133+56404*Sqrt[5]+34980*Sqrt[13]+15645*Sqrt[65])/2])/2+Sqrt[5*(15779445+7056276*Sqrt[5]+4376100*Sqrt[13]+1957205*Sqrt[65]-5*Sqrt[2*(19917819196493+8907519512824*Sqrt[5]+5524209093080*Sqrt[13]+2470501417645*Sqrt[65])])]/2)^(1/5),S[E^(-(Pi/Sqrt[65]))]->((2+11*((11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))/2+Sqrt[1+(11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))^2/4])-5*Sqrt[5]*((11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))/2+Sqrt[1+(11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))^2/4]))/(-11+5*Sqrt[5]+2*((11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))/2+Sqrt[1+(11-(5*Sqrt[5]*(Sqrt[-1+Sqrt[65]]-Sqrt[7+Sqrt[65]])^3)/(8*(Sqrt[7+Sqrt[65]]-Sqrt[9+Sqrt[65]])^3))^2/4])))^(1/5),S[E^(-Pi/(2*Sqrt[65]))]->1/(3*R[E^(-(Pi/Sqrt[65]))]^2)+((1-I*Sqrt[3])*(-1+3*R[E^(-(Pi/Sqrt[65]))]^5))/(6*R[E^(-(Pi/Sqrt[65]))]^2*(1-18*R[E^(-(Pi/Sqrt[65]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[65]))]^5+11*R[E^(-(Pi/Sqrt[65]))]^10+R[E^(-(Pi/Sqrt[65]))]^15])^(1/3))-((1+I*Sqrt[3])*(1-18*R[E^(-(Pi/Sqrt[65]))]^5+3*Sqrt[3]*Sqrt[-R[E^(-(Pi/Sqrt[65]))]^5+11*R[E^(-(Pi/Sqrt[65]))]^10+R[E^(-(Pi/Sqrt[65]))]^15])^(1/3))/(6*R[E^(-(Pi/Sqrt[65]))]^2),S[E^(-Pi/(5*Sqrt[65]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[65]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[65]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[65]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[65]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[65]*Pi))]^5)))^(1/5),S[E^(-(Sqrt[65]*Pi))]->(4-2^(3/5)*(-1+Sqrt[5])*(6247+2830*Sqrt[5]+1750*Sqrt[13]+775*Sqrt[65]-25*Sqrt[252266+112808*Sqrt[5]+69960*Sqrt[13]+31290*Sqrt[65]]+2*Sqrt[5*(15779445+7056276*Sqrt[5]+4376100*Sqrt[13]+1957205*Sqrt[65]-5*Sqrt[2*(19917819196493+8907519512824*Sqrt[5]+5524209093080*Sqrt[13]+2470501417645*Sqrt[65])])])^(1/5))/(2*(-1+Sqrt[5]+2^(3/5)*(6247+2830*Sqrt[5]+1750*Sqrt[13]+775*Sqrt[65]-25*Sqrt[252266+112808*Sqrt[5]+69960*Sqrt[13]+31290*Sqrt[65]]+2*Sqrt[5*(15779445+7056276*Sqrt[5]+4376100*Sqrt[13]+1957205*Sqrt[65]-5*Sqrt[2*(19917819196493+8907519512824*Sqrt[5]+5524209093080*Sqrt[13]+2470501417645*Sqrt[65])])])^(1/5))),S[E^(-(Sqrt[65]*Pi)/3)]->(2+(1-Sqrt[5])*S[E^((-3*Pi)/Sqrt[65])])/(-1+Sqrt[5]+2*S[E^((-3*Pi)/Sqrt[65])]),S[E^((-3*Pi)/Sqrt[115])]->S[E^(-(Pi/Sqrt[115]))]^3/4-Sqrt[-2*S[E^(-(Pi/Sqrt[115]))]+S[E^(-(Pi/Sqrt[115]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[115]))]^5-S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(2/3)]/2+Sqrt[-4*S[E^(-(Pi/Sqrt[115]))]+S[E^(-(Pi/Sqrt[115]))]^6/2-(1+11*S[E^(-(Pi/Sqrt[115]))]^5-S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(2/3)-(-8/S[E^(-(Pi/Sqrt[115]))]-12*S[E^(-(Pi/Sqrt[115]))]^4+S[E^(-(Pi/Sqrt[115]))]^9)/(4*Sqrt[-2*S[E^(-(Pi/Sqrt[115]))]+S[E^(-(Pi/Sqrt[115]))]^6/4+(1+11*S[E^(-(Pi/Sqrt[115]))]^5-S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(2/3)])]/2,S[E^(-(Pi/Sqrt[115]))]->(-207+95*Sqrt[5]+3*Sqrt[5*(1955-874*Sqrt[5])])^(1/5),S[E^(-Pi/(3*Sqrt[115]))]->-1/(4*S[E^(-(Pi/Sqrt[115]))]^3)+Sqrt[1/(4*S[E^(-(Pi/Sqrt[115]))]^6)+2/S[E^(-(Pi/Sqrt[115]))]+(-1-11*S[E^(-(Pi/Sqrt[115]))]^5+S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(8/3)]/2+Sqrt[1/(2*S[E^(-(Pi/Sqrt[115]))]^6)+4/S[E^(-(Pi/Sqrt[115]))]-(-1-11*S[E^(-(Pi/Sqrt[115]))]^5+S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(8/3)+(-S[E^(-(Pi/Sqrt[115]))]^(-9)-12/S[E^(-(Pi/Sqrt[115]))]^4+8*S[E^(-(Pi/Sqrt[115]))])/(4*Sqrt[1/(4*S[E^(-(Pi/Sqrt[115]))]^6)+2/S[E^(-(Pi/Sqrt[115]))]+(-1-11*S[E^(-(Pi/Sqrt[115]))]^5+S[E^(-(Pi/Sqrt[115]))]^10)^(1/3)/S[E^(-(Pi/Sqrt[115]))]^(8/3)])]/2,S[E^(-(Sqrt[115]*Pi))]->(2+S[E^(-(Pi/Sqrt[115]))]-Sqrt[5]*S[E^(-(Pi/Sqrt[115]))])/(-1+Sqrt[5]+2*S[E^(-(Pi/Sqrt[115]))]),S[E^(-(Pi/Sqrt[145]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[29/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[29/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[29/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[29/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[29/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[195]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[39/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[39/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[39/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[39/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[39/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[205]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[41/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[41/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[41/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[41/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[41/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[265]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[53/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[53/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[53/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[53/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[53/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[285]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[57/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[57/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[57/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[57/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[57/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[445]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[89/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[89/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[89/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[89/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[89/5]*Pi))]^5)))^(1/5),S[E^(-(Pi/Sqrt[505]))]->(((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[101/5]*Pi))]^5)^(-1)+(11*S[E^(-(Sqrt[101/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[101/5]*Pi))]^5))-(5*Sqrt[5]*S[E^(-(Sqrt[101/5]*Pi))]^5)/(2*((-1+Sqrt[5])^5/32+S[E^(-(Sqrt[101/5]*Pi))]^5)))^(1/5)};  (* Length[SList2]==251 *)

Manipulate[
Module[{},
If[laaQ,
(HoldForm@@ {If[rsf===R,Sort[allRArgs2, #1<#2&], Sort[allSArgs2, #1<#2&]]}) /.E^u_ :> Exp[u],
If[saq, x = Exp[-Which[at===1,kk, at==4, 1/kk,at===2,Sqrt[kk],at===3,1/Sqrt[kk] ]Pi] ];

 With[{res = findGoodChain[rsf[ 
X=Which[rsf===S && MemberQ[allSArgs2, x], x,
                rsf===R && MemberQ[allRArgs2, x], x,
               True, x = Exp[-Pi]]]]},RES= res;
           Column[Join[
Riffle[res/. Rule -> Equal, Text[Style["where", Gray]]],
If[sdQ, 
{Text[Style["definitions", Gray]],
S[q]==(((q^(1/5)) QPochhammer[-q,-(q^5)] QPochhammer[(q^4),-(q^5)])/(QPochhammer[(q^2),-(q^5)] QPochhammer[-(q^3),-(q^5)])),
                    R[q]==(q^(1/5)) ((QPochhammer[q,(q^5)]QPochhammer[(q^4),(q^5)])/(QPochhammer[(q^2),(q^5)]QPochhammer[(q^3),(q^5)])),
QPochhammer[a,q]==HoldForm[Product[1-a*q^k,{k,0,Infinity}]]},{}],
If[snvQ, Prepend[
TildeTilde @@@ Transpose[{(First /@ RES),N[(First /@ RES)/.{S[1] ->  (1/2) (1+(Sqrt[5])),R[1]-> GoldenRatio-1}/.{S ->Function[q, (((q^(1/5)) QPochhammer[-q,-(q^5)] QPochhammer[(q^4),-(q^5)])/(QPochhammer[(q^2),-(q^5)] QPochhammer[-(q^3),-(q^5)]))] , R -> Function[q, (q^(1/5)) ((QPochhammer[q,(q^5)]QPochhammer[(q^4),(q^5)])/(QPochhammer[(q^2),(q^5)]QPochhammer[(q^3),(q^5)]))]},20]}], Text[Style["numerical values", Gray]]],{}]
]]]]],
{{rsf,  S,"function"}, 
{R -> Row[{"Rogers\[Hyphen]Ramanujan ", Style["R", Italic]}] , 
S -> Row[{"Rogers\[Hyphen]Ramanujan ", Style["S", Italic]}]}},
Delimiter,

Dynamic[
Quiet[With[{L = If[rsf ===S,allSArgs2,allRArgs2]},
Style[Graphics[{PointSize[0.002], 
MapIndexed[Function[{ξ,p}, { If[x===ξ, Directive[Darker[Red],PointSize[0.006]],Black],
EventHandler[Tooltip[Point[{p[[1]],ξ}], Style[ξ, Large]],{"MouseClicked":>(x=ξ)}]}] , L]}, 
Frame -> True,FrameTicks -> {False, True},AspectRatio-> 1/5,ImageSize -> {600,120}] ]
]]],
Style["click a point to see a closed form for the Rogers\[Hyphen]Ramanujan continued fraction", Gray],  
Delimiter,
Row[{Row[{ "use simple ", Style["R/S", Italic], " argument "}],
     Control[{{saq, False,""},{True,False}}], 
      Control[{{at, 1,""}, {1 -> HoldForm[Exp[Row[{-Style["k", Italic] ," ", Pi}]]],
                                                   4-> HoldForm[Exp[Row[{-1/Style["k", Italic] ," ", Pi}]]],
                                                 2 -> HoldForm[Exp[Row[{-Sqrt[Style["k", Italic]] ," ", Pi}]]],
                                                 3 -> HoldForm[Exp[Row[{-1/Sqrt[Style["k", Italic]] ," ", Pi}]]]}, SetterBar, Appearance -> "Vertical"}], "  where ", 
      Row[{Control[{{kk, 1, Row[{Style["k", Italic],"=="}]}, Range[10], SetterBar}]}]}],

Delimiter,
Row[{Control[{{sdQ, False, "show function definitions"}, {True, False}}]," where ",
      Control[ {{snvQ, True, "show numerical values"}, {True, False}}]}],
Delimiter,
{{laaQ, False, "show"}, { False->"function values",True->"available arguments"}, SetterBar},

{{x, 1}, ControlType -> None},

 ContentSize->{620,320}, SaveDefinitions -> True, TrackedSymbols :> {rsf, x,sdQ,snvQ, kk,at, saq, laaQ}, SynchronousInitialization->False,SynchronousUpdating->False, AutorunSequencing->{1}]

With (Subscript[(a;q), ∞])==(∏_(k=0)^∞)(1-a (q^k)) (Mathematica's QPochhammer[a,q]), the expressions (((q^(1/5))(Subscript[(-q;-(q^5)), ∞])(Subscript[((q^4);-(q^5)), ∞]))/((Subscript[((q^2);-(q^5)), ∞])(Subscript[(-(q^3);-(q^5)), ∞]))) and (((q^(1/5))(Subscript[(q;-(q^5)), ∞])(Subscript[((q^4);(q^5)), ∞]))/((Subscript[((q^2);(q^5)), ∞])(Subscript[((q^3);(q^5)), ∞]))) represent Roger–Ramanujan R and Roger–Ramanujan S, also representable as (q^(1/5)) (Underoverscript[\[ContinuedFractionK], (k=1), ∞])((q^(k-1))/1) and (q^(1/5)) (Underoverscript[\[ContinuedFractionK], (k=1), ∞])((((-q))^(k-1))/1), using Mathematica's K notation for continued fractions (the ContinuedFractionK[] function). In 1919, months before his death, Ramanujan wrote down various elegant results for this function in what became the "lost notebook."

Ramanujan claimed that many equations like S((e^(-(((Sqrt[3]) π)/5)))) can be expressed in terms of radicals [1]. This notebook collects many of these results.

References

[1] S. Ramanujan, The Lost Notebook and Other Unpublished Papers, New Delhi: Narosa Publishing House, 1988 p. 210.

[2] G. E. Andrews and B. C. Berndt, Ramanujan's Lost Notebook: Part I, New York: Springer, 2005 pp. 58–84.

[3] Wikipedia. "Ramanujan's Lost Notebook." (Apr 9, 2013) en.wikipedia.org/wiki/Ramanujan%27s_lost _notebook.

[4] K.G. Ramanathan, On the Rogers - Ramanujan continued fraction, Proc.Indian Acad.Sci.(Math.Sci.), Voi.93, Nos 2 & 3, December 1984,  pp.67 - 77.

Contributed by: Oleg Marichev, Michael Trott, and Ed Pegg Jr