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$ v; J/ |6 O% T( q: Q; jfrom W.D.G

( @7 d' P# |9 c' \* [one fifth theta pi/2 is one tenth pi,the number of one tenth pi ,if it is discovered by mathematics ? if I have the equtation,where I could publish?

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A mathematics equtation from W.D.G

x^6+y^6=3x^2y^2

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5 w* P4 H  T' |* _1 @8 L9 y0 jA mathematics equtation from W.D.G

) A, u: a5 c/ B" lx^2+x^3-x^6=y^2

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. N8 J! \+ y. r2 E# l7 T((x^2-1)^2+(y^2-1)^2)^4 = ((x^2-1)^2-(y^2-1)^2)^2

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$ ~" y+ M+ E. X3 A4 B% ~x^2-x^6=y^2

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$ j. [4 T$ M: r, A( H9 X: dmathematics equtation from W.D.G

two equtation:
(x^4-4x^2-y^4+4y^2)^2 = (x^4+y^4-4x^2-4y^2)^4

((x^2-2)^2-(y^2-2)^2)^2=((x^2-2)^2+(y^2-2)^2))^4
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mathematics equtation from W.D.G

xy(6x^6-1)(6y^6-1)(6x^2-1)(6y^2-1)=(x^2+y^2)^12
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  Q! z0 d) u% Q- wmathematics equtation from W.D.G

  }. D5 C8 T2 |* R- v& U. M(x^2-y^2)^2=(x^2+y^2)^2(x^2+y^2-1)^4

mathematics equtation from W.D.G
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! U0 q' A: X8 ?9 u% n. m5 x/ [$ j(3x^2-y^2)^2(3x^2+y^2)^2(-3x^2-18y)^2(3x^2-18y)^2=(x^2+y^2)^12
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mathematics equtation from W.D.G
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x^3 = (x^2+y^2+1)^2-4(x^2+y^2)
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