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x in (-oo:+oo)
((x^1)/2+x-(1/2))^2 = 63*x-1 // - 63*x-1
((x^1)/2+x-(1/2))^2-(63*x)+1 = 0
(x/2+x-1/2)^2-63*x+1 = 0
(3/2*x-1/2)^2-63*x+1 = 0
(3/2*x-1/2)^2-63*x+1 = 0
9/4*x^2-129/2*x+1/4+1 = 0
9/4*x^2-129/2*x+5/4 = 0
9/4*x^2-129/2*x+5/4 = 0
1/2*(9/2*x^2-129*x+5/2) = 0
9/2*x^2-129*x+5/2 = 0
DELTA = (-129)^2-(5/2*4*9/2)
DELTA = 16596
DELTA > 0
x = (16596^(1/2)+129)/(2*9/2) or x = (129-16596^(1/2))/(2*9/2)
x = (6*461^(1/2)+129)/9 or x = (129-6*461^(1/2))/9
1/2*(x-((129-6*461^(1/2))/9))*(x-((6*461^(1/2)+129)/9)) = 0
1/2*(x-((129-6*461^(1/2))/9))*(x-((6*461^(1/2)+129)/9)) = 0
( x-((129-6*461^(1/2))/9) )
x-((129-6*461^(1/2))/9) = 0 // + (129-6*461^(1/2))/9
x = (129-6*461^(1/2))/9
( x-((6*461^(1/2)+129)/9) )
x-((6*461^(1/2)+129)/9) = 0 // + (6*461^(1/2)+129)/9
x = (6*461^(1/2)+129)/9
x in { (129-6*461^(1/2))/9, (6*461^(1/2)+129)/9 }
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