Решение оригинальной смстемы 115 из файла ege23.doc
(x1 + x2) * (x1 * x2 => y1) = 1
(x2 + x3) * (x2 * x3 => y2) = 1
(x3 + x4) * (x3 * x4 => y3) = 1
(x4 + x5) * (x4 * x5 => y4) = 1
(x5 + x6) * (x5 * x6 => y5) = 1
(x6 + x7) * (x6 * x7 => y6) = 1
(x7 + x8) * (x7 + y7) = 1
x8 + y8 = 1
Мы инициируем пару перехода не меняя уравнений
(x1 + x2) * (x1 * x2 => y1) + y2⊕y2 = 1
(x2 + x3) * (x2 * x3 => y2) + y3⊕y3 = 1
(x3 + x4) * (x3 * x4 => y3) + y4⊕y4 = 1
(x4 + x5) * (x4 * x5 => y4) + y5⊕y5 = 1
(x5 + x6) * (x5 * x6 => y5) + y6⊕y6 = 1
(x6 + x7) * (x6 * x7 => y6) + y7⊕y7= 1
(x7 + x8) * (x7 + y7) + y8⊕y8 = 1
x8 + y8 = 1
(x1 + x2) * (x1 * x2 => y1) = 1
(x2 + x3) * (x2 * x3 => y2) = 1
(x3 + x4) * (x3 * x4 => y3) = 1
(x4 + x5) * (x4 * x5 => y4) = 1
(x5 + x6) * (x5 * x6 => y5) = 1
(x6 + x7) * (x6 * x7 => y6) = 1
(x7 + x8) * (x7 + y7) = 1
x8 + y8 = 1
Мы инициируем пару перехода не меняя уравнений
(x1 + x2) * (x1 * x2 => y1) + y2⊕y2 = 1
(x2 + x3) * (x2 * x3 => y2) + y3⊕y3 = 1
(x3 + x4) * (x3 * x4 => y3) + y4⊕y4 = 1
(x4 + x5) * (x4 * x5 => y4) + y5⊕y5 = 1
(x5 + x6) * (x5 * x6 => y5) + y6⊕y6 = 1
(x6 + x7) * (x6 * x7 => y6) + y7⊕y7= 1
(x7 + x8) * (x7 + y7) + y8⊕y8 = 1
x8 + y8 = 1

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