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(3*x)/4-(1/3) = 1-((2/3)*(x-(1/6))) // - 1-((2/3)*(x-(1/6)))
(2/3)*(x-(1/6))+(3*x)/4-(1/3)-1 = 0
(2/3)*(x-1/6)+(3*x)/4-1/3-1 = 0
2/3*(x-1/6)+(3*x)/4-1/3-1 = 0
(2/3*3*4*(x-1/6))/(3*4)+(3*3*x)/(3*4)+(-1*4)/(3*4)+(-1*3*4)/(3*4) = 0
2/3*3*4*(x-1/6)+3*3*x-1*4-1*3*4 = 0
17*x-12-4-4/3 = 0
17*x-12-16/3 = 0
17*x-52/3 = 0
(17*x-52/3)/(3*4) = 0
(17*x-52/3)/(3*4) = 0 // * 3*4
17*x-52/3 = 0
17*x-52/3 = 0 // + 52/3
17*x = 52/3 // : 17
x = 52/3/17
x = 52/51
x = 52/51
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