xnor 2 electric boogaloo

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evaluate xnor again

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Sample input:_

((1 xnor ((1 xnor 1) xnor (0 xnor 0))) xnor (((1 xnor 0) xnor (1 xnor 1)) xnor (0 xnor (1 xnor 0))))
((((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor 1)))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))))
(1 xnor (1 xnor 1))
(0 xnor (0 xnor ((0 xnor 1) xnor (1 xnor 0))))
((((0 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor ((0 xnor (1 xnor 1)) xnor ((0 xnor 1) xnor 0)))
(((1 xnor 0) xnor ((1 xnor 0) xnor (1 xnor 0))) xnor (((0 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((0 xnor (1 xnor 1)) xnor (((0 xnor 0) xnor 0) xnor 0))
(((1 xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 0))))
(0 xnor (1 xnor ((0 xnor 0) xnor (0 xnor 0))))
(((1 xnor (0 xnor 1)) xnor (0 xnor (0 xnor 0))) xnor (((0 xnor 0) xnor 0) xnor 0))
((0 xnor ((0 xnor 0) xnor (1 xnor 1))) xnor 0)
((((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor 0)
(((1 xnor (0 xnor 0)) xnor 0) xnor (((1 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))))
((((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((0 xnor 1) xnor 0) xnor (1 xnor (1 xnor 0))))
((((1 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor 1)))
(1 xnor (((0 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor 0)))
((((1 xnor 1) xnor (1 xnor 0)) xnor 1) xnor 0)
((((1 xnor 0) xnor (0 xnor 0)) xnor 0) xnor ((0 xnor (1 xnor 1)) xnor (0 xnor (0 xnor 0))))
(((0 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor 1)) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))))
(1 xnor (0 xnor (1 xnor (1 xnor 0))))
((1 xnor (1 xnor (0 xnor 0))) xnor 0)
(0 xnor (1 xnor ((0 xnor 1) xnor (0 xnor 0))))
(((0 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor 1)) xnor 1)
((((1 xnor 1) xnor (1 xnor 0)) xnor 0) xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (0 xnor 1))))
((((1 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (1 xnor ((0 xnor 1) xnor 0)))
((1 xnor 1) xnor (0 xnor ((0 xnor 1) xnor (0 xnor 1))))
((((0 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 0) xnor 1)) xnor 1)
((0 xnor ((0 xnor 0) xnor 0)) xnor ((1 xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 1))) xnor 0)
((0 xnor ((1 xnor 0) xnor (0 xnor 0))) xnor (((1 xnor 1) xnor 0) xnor 1))
(0 xnor (1 xnor ((1 xnor 0) xnor 0)))
((((0 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))) xnor (0 xnor ((0 xnor 1) xnor (0 xnor 0))))
((((0 xnor 1) xnor (1 xnor 0)) xnor 0) xnor (((0 xnor 0) xnor 1) xnor 1))
(0 xnor (((0 xnor 1) xnor (0 xnor 1)) xnor 0))
((((0 xnor 1) xnor (0 xnor 1)) xnor (1 xnor (1 xnor 1))) xnor (1 xnor (1 xnor (0 xnor 0))))
(1 xnor (0 xnor (1 xnor 1)))
((1 xnor ((0 xnor 0) xnor 1)) xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor 1)))
((((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((0 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((((1 xnor 1) xnor (1 xnor 0)) xnor (1 xnor (0 xnor 0))) xnor (((0 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((((0 xnor 1) xnor 1) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (0 xnor (1 xnor (1 xnor 1))))
(0 xnor (((0 xnor 0) xnor (1 xnor 0)) xnor 0))
((((1 xnor 1) xnor (0 xnor 0)) xnor 0) xnor (((0 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor 1)))
((0 xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor 0) xnor ((0 xnor 0) xnor (0 xnor 1))))
(((1 xnor (0 xnor 0)) xnor (0 xnor (0 xnor 0))) xnor (((0 xnor 1) xnor 0) xnor ((1 xnor 1) xnor (1 xnor 0))))
(0 xnor (1 xnor ((1 xnor 0) xnor 0)))
(((1 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor 1)) xnor (((1 xnor 0) xnor 1) xnor ((1 xnor 0) xnor (1 xnor 1))))
((((0 xnor 1) xnor 1) xnor (1 xnor (1 xnor 0))) xnor 0)
((((0 xnor 1) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (0 xnor 1))))
((((1 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((1 xnor 1) xnor 0)))
((((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))) xnor (((0 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))))
(1 xnor 0)
(0 xnor (1 xnor ((1 xnor 1) xnor (1 xnor 0))))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))))
(((0 xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))) xnor (((0 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((((1 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))) xnor 0)
((((1 xnor 1) xnor (1 xnor 0)) xnor 1) xnor (1 xnor ((0 xnor 1) xnor (1 xnor 1))))
(((0 xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 0)) xnor (1 xnor (1 xnor 0))))
(0 xnor (((0 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))))
((((1 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor 0)
((((0 xnor 0) xnor (1 xnor 1)) xnor 0) xnor ((1 xnor (1 xnor 0)) xnor (0 xnor (0 xnor 1))))
((((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))) xnor 1)
((((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (0 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 0))
(((1 xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 1))) xnor ((1 xnor (0 xnor 0)) xnor 0))
((0 xnor ((1 xnor 0) xnor 0)) xnor 1)
((((0 xnor 1) xnor 0) xnor (0 xnor 1)) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 1))))
(1 xnor ((1 xnor 0) xnor 0))
(0 xnor (((0 xnor 0) xnor 0) xnor ((1 xnor 0) xnor 0)))
((((1 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 1))
((((1 xnor 0) xnor (0 xnor 1)) xnor 1) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 1))))
((((0 xnor 1) xnor (0 xnor 0)) xnor (0 xnor 1)) xnor 1)
((((1 xnor 1) xnor 0) xnor ((1 xnor 1) xnor (1 xnor 0))) xnor (((0 xnor 1) xnor (0 xnor 1)) xnor 1))
((((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 1))) xnor (((1 xnor 0) xnor (0 xnor 0)) xnor 0))
((1 xnor ((1 xnor 0) xnor (0 xnor 0))) xnor ((0 xnor (0 xnor 0)) xnor 0))
(1 xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (1 xnor 1))))
(1 xnor 0)
((((0 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor 1)) xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))))
((0 xnor ((1 xnor 0) xnor (0 xnor 1))) xnor (((1 xnor 1) xnor 1) xnor ((0 xnor 0) xnor (1 xnor 0))))
(1 xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((((0 xnor 0) xnor 0) xnor (0 xnor 0)) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor 0))
((((1 xnor 1) xnor (0 xnor 0)) xnor (0 xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 0))
((((0 xnor 0) xnor (0 xnor 1)) xnor 1) xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor 1)))
((((0 xnor 1) xnor 0) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 1))))
((((1 xnor 1) xnor 1) xnor ((1 xnor 0) xnor (0 xnor 1))) xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((((0 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))) xnor (((0 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (1 xnor 0))))
((((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))))
((0 xnor ((0 xnor 0) xnor 1)) xnor (((1 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (0 xnor 0))))
((1 xnor 0) xnor (((1 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (0 xnor 0))))
((0 xnor ((1 xnor 1) xnor (0 xnor 0))) xnor (1 xnor ((1 xnor 1) xnor (1 xnor 0))))
((((1 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 0) xnor 0) xnor 1))
((((0 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 0) xnor 1)) xnor 1)
((1 xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 1))
((((0 xnor 0) xnor (0 xnor 1)) xnor (0 xnor (1 xnor 1))) xnor (0 xnor ((0 xnor 1) xnor (1 xnor 1))))
(((0 xnor (1 xnor 0)) xnor (0 xnor (1 xnor 1))) xnor (1 xnor 0))
(((0 xnor (0 xnor 0)) xnor (0 xnor 1)) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 1))))
((1 xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (1 xnor ((1 xnor 0) xnor (0 xnor 1))))
((0 xnor ((0 xnor 0) xnor 1)) xnor (((1 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (0 xnor 0))))
((((1 xnor 0) xnor (0 xnor 1)) xnor 1) xnor ((1 xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))))
(0 xnor (0 xnor ((0 xnor 0) xnor (0 xnor 1))))
(((1 xnor (0 xnor 0)) xnor ((0 xnor 0) xnor 1)) xnor (0 xnor ((1 xnor 1) xnor (1 xnor 1))))
(1 xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor 1)))
(((0 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor 1)) xnor 1)
((((0 xnor 1) xnor (0 xnor 0)) xnor (0 xnor 1)) xnor 1)
((1 xnor ((0 xnor 0) xnor 0)) xnor (((0 xnor 1) xnor (1 xnor 1)) xnor (0 xnor (1 xnor 1))))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor (1 xnor 1))
(((0 xnor 1) xnor (0 xnor (0 xnor 1))) xnor 1)
(1 xnor ((1 xnor (1 xnor 1)) xnor 0))
((((1 xnor 0) xnor (0 xnor 1)) xnor 0) xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 1))))
((1 xnor ((1 xnor 1) xnor 1)) xnor (((0 xnor 1) xnor 0) xnor ((1 xnor 0) xnor (0 xnor 0))))
(1 xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 0))
((((0 xnor 1) xnor (0 xnor 0)) xnor 1) xnor 0)
((((0 xnor 0) xnor 0) xnor ((0 xnor 1) xnor 0)) xnor (1 xnor 1))
((((0 xnor 1) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (0 xnor 1))))
((((0 xnor 1) xnor (0 xnor 0)) xnor (1 xnor (1 xnor 1))) xnor (((1 xnor 0) xnor 0) xnor ((1 xnor 0) xnor 1)))
((((1 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 1))) xnor (1 xnor ((0 xnor 0) xnor (1 xnor 1))))
((((1 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor 1)
(((0 xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 0))))
((1 xnor 1) xnor 1)
((((1 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))))
((((0 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))))
(0 xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 0))))
(0 xnor (((1 xnor 0) xnor (0 xnor 1)) xnor 1))
((((0 xnor 1) xnor (1 xnor 0)) xnor 1) xnor (0 xnor (1 xnor (1 xnor 0))))
((1 xnor (1 xnor (1 xnor 0))) xnor (((0 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))))
((((1 xnor 0) xnor (1 xnor 0)) xnor 1) xnor (0 xnor ((1 xnor 1) xnor (1 xnor 1))))
((0 xnor ((0 xnor 1) xnor (1 xnor 1))) xnor ((1 xnor (1 xnor 1)) xnor 1))
((((0 xnor 1) xnor (1 xnor 1)) xnor (1 xnor (1 xnor 0))) xnor (((0 xnor 1) xnor (0 xnor 0)) xnor ((1 xnor 0) xnor (0 xnor 0))))
((((1 xnor 0) xnor (1 xnor 1)) xnor 1) xnor (0 xnor ((0 xnor 0) xnor (1 xnor 0))))
(((1 xnor (1 xnor 1)) xnor (1 xnor (0 xnor 1))) xnor (((0 xnor 1) xnor (0 xnor 0)) xnor 0))
((((0 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor 0)
(((0 xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor (1 xnor 1))
(((1 xnor (1 xnor 1)) xnor ((1 xnor 1) xnor 0)) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor 0))
(((0 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (((1 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))))
(0 xnor (((0 xnor 0) xnor 0) xnor ((0 xnor 0) xnor (0 xnor 0))))
((((0 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor (((1 xnor 0) xnor (0 xnor 0)) xnor (0 xnor 1)))
(0 xnor (((0 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))))
(0 xnor 0)
(1 xnor 0)
((((1 xnor 0) xnor 0) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (0 xnor 0))))
((1 xnor (1 xnor (0 xnor 0))) xnor (((0 xnor 1) xnor 1) xnor 1))
(0 xnor (((0 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (0 xnor 0))))
((((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor (((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (1 xnor 0))))
((((1 xnor 0) xnor 1) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (((1 xnor 1) xnor 1) xnor ((1 xnor 0) xnor 1)))
((((0 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 1))))
((0 xnor ((1 xnor 1) xnor 1)) xnor ((0 xnor (1 xnor 1)) xnor 0))
((((0 xnor 1) xnor 1) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor (1 xnor (1 xnor 0))))
((((0 xnor 0) xnor 1) xnor ((1 xnor 1) xnor (0 xnor 1))) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 0) xnor (1 xnor 1))))
(0 xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 0))))
(((0 xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (0 xnor 1))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor ((0 xnor (1 xnor 1)) xnor (0 xnor (1 xnor 0))))
((((1 xnor 0) xnor 1) xnor (0 xnor (0 xnor 0))) xnor (0 xnor ((0 xnor 1) xnor 0)))
((((0 xnor 0) xnor (1 xnor 0)) xnor (0 xnor (0 xnor 0))) xnor ((1 xnor (0 xnor 0)) xnor ((0 xnor 0) xnor 0)))
(1 xnor (((0 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 1))))
((((0 xnor 0) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor 0)
(((0 xnor 1) xnor (0 xnor (0 xnor 1))) xnor (((0 xnor 0) xnor 1) xnor ((1 xnor 1) xnor (0 xnor 1))))
(((0 xnor 1) xnor (0 xnor (0 xnor 1))) xnor 1)
((((1 xnor 0) xnor (0 xnor 0)) xnor 0) xnor (((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 1))))
((((0 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor 0)))
(0 xnor (1 xnor ((1 xnor 1) xnor (1 xnor 1))))
((((1 xnor 1) xnor 1) xnor ((1 xnor 0) xnor (1 xnor 1))) xnor (((0 xnor 0) xnor 0) xnor (1 xnor (1 xnor 0))))
(((0 xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 1))) xnor (1 xnor ((1 xnor 1) xnor (1 xnor 1))))
(0 xnor (((1 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((((1 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor (0 xnor 0)) xnor (1 xnor (0 xnor 0))))
((((0 xnor 1) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor 0)) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor 0)))
((1 xnor (1 xnor (1 xnor 0))) xnor ((1 xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))))
((((0 xnor 0) xnor (1 xnor 0)) xnor 0) xnor (((1 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 1))))
((((1 xnor 1) xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (0 xnor 0))) xnor 0)
(((0 xnor 1) xnor ((1 xnor 0) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (1 xnor 1))))
((((0 xnor 1) xnor 1) xnor 0) xnor ((0 xnor (0 xnor 1)) xnor ((1 xnor 1) xnor 1)))
((((1 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((((0 xnor 1) xnor 0) xnor ((1 xnor 1) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 0))))
((((0 xnor 1) xnor 1) xnor (1 xnor (1 xnor 0))) xnor 0)
(0 xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))))
(1 xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 1))))
(0 xnor ((0 xnor (0 xnor 0)) xnor (0 xnor 0)))
(((0 xnor (0 xnor 0)) xnor ((1 xnor 0) xnor 0)) xnor (((0 xnor 1) xnor (1 xnor 0)) xnor 0))
((((0 xnor 1) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (1 xnor 1))) xnor (((1 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 0))))
((((1 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 0) xnor 1)) xnor (((0 xnor 0) xnor (0 xnor 1)) xnor (0 xnor (1 xnor 1))))
((((0 xnor 1) xnor (0 xnor 1)) xnor 0) xnor 0)
((((0 xnor 0) xnor 0) xnor ((0 xnor 1) xnor 0)) xnor (1 xnor 1))
((((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor 0))
((((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 0) xnor (0 xnor 1)) xnor (1 xnor (0 xnor 1))))
((((0 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 0))) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 0))))
(1 xnor (((0 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 0) xnor 0)))
((((1 xnor 1) xnor (1 xnor 0)) xnor (1 xnor (1 xnor 0))) xnor 0)
((((1 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor 1)
((((0 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 1) xnor 1)) xnor (((1 xnor 1) xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))))
(((0 xnor (0 xnor 1)) xnor 1) xnor (((0 xnor 1) xnor (1 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))))
((0 xnor ((0 xnor 0) xnor 0)) xnor (((1 xnor 0) xnor (0 xnor 1)) xnor (0 xnor (0 xnor 0))))
((((1 xnor 0) xnor 1) xnor (0 xnor (0 xnor 1))) xnor 1)
((((1 xnor 0) xnor (1 xnor 0)) xnor 1) xnor 0)
((((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 0))) xnor ((1 xnor 0) xnor ((1 xnor 0) xnor (1 xnor 0))))
((0 xnor ((0 xnor 0) xnor (0 xnor 1))) xnor (1 xnor 1))
((((1 xnor 0) xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 1) xnor 1) xnor 0))
(0 xnor (1 xnor ((0 xnor 0) xnor (0 xnor 0))))
((1 xnor 1) xnor ((1 xnor (0 xnor 0)) xnor 0))
((((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor 1)
((((0 xnor 0) xnor (1 xnor 1)) xnor (0 xnor (1 xnor 0))) xnor 1)
((((0 xnor 0) xnor 0) xnor ((1 xnor 0) xnor (1 xnor 0))) xnor 1)
(((1 xnor (0 xnor 1)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (1 xnor 0))))
((((1 xnor 1) xnor 1) xnor ((1 xnor 0) xnor (0 xnor 1))) xnor ((1 xnor (0 xnor 0)) xnor ((1 xnor 0) xnor (1 xnor 0))))
((((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 0))) xnor ((1 xnor (0 xnor 1)) xnor ((1 xnor 0) xnor (0 xnor 1))))
(0 xnor (0 xnor ((0 xnor 1) xnor 1)))
((((1 xnor 1) xnor (0 xnor 0)) xnor ((0 xnor 1) xnor (0 xnor 1))) xnor 0)
((1 xnor ((0 xnor 1) xnor (1 xnor 0))) xnor (0 xnor ((1 xnor 0) xnor (1 xnor 0))))
((((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 0) xnor (1 xnor 0))) xnor (((1 xnor 0) xnor (1 xnor 1)) xnor 1))
((((0 xnor 0) xnor (1 xnor 0)) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (((0 xnor 0) xnor (1 xnor 1)) xnor ((1 xnor 1) xnor (0 xnor 1))))
((((0 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (0 xnor 1))) xnor (((0 xnor 1) xnor (0 xnor 0)) xnor (0 xnor (1 xnor 0))))
((((0 xnor 1) xnor (1 xnor 0)) xnor (1 xnor (0 xnor 1))) xnor (((1 xnor 0) xnor 0) xnor (0 xnor (0 xnor 0))))
((((1 xnor 1) xnor (1 xnor 1)) xnor ((0 xnor 0) xnor (0 xnor 0))) xnor (((0 xnor 1) xnor (1 xnor 0)) xnor (1 xnor (1 xnor 0))))
(0 xnor (((1 xnor 0) xnor (0 xnor 0)) xnor (1 xnor 1)))
((((0 xnor 1) xnor (0 xnor 0)) xnor 0) xnor ((0 xnor (1 xnor 0)) xnor ((1 xnor 1) xnor (1 xnor 0))))
((1 xnor (1 xnor (1 xnor 0))) xnor (((1 xnor 0) xnor (0 xnor 0)) xnor ((1 xnor 0) xnor 1)))
(((0 xnor 0) xnor (0 xnor 0)) xnor ((0 xnor (1 xnor 1)) xnor ((0 xnor 1) xnor (1 xnor 1))))

Sample output:

Ranking

Ruby _

Rank	User	Size	Time	Date	Statistics
1	rotary-o	21	0.0408	2023/02/17 22:44:06	0B / 15B / 5B

Ruby2 _

Rank	User	Size	Time	Date	Statistics
1	rotary-o	21	0.0622	2023/02/17 22:43:54	0B / 15B / 5B

Perl _

Rank	User	Size	Time	Date	Statistics
1	Hydrazer	21	0.0153	2023/02/17 09:26:09	0B / 11B / 10B
2	teebee	21	0.0151	2023/02/17 09:38:39	0B / 11B / 10B
3	tails	21	0.0154	2023/02/17 09:48:36	0B / 11B / 10B
4	rotary-o	21	0.0214	2023/02/17 22:34:01	0B / 11B / 8B

Python _

Rank	User	Size	Time	Date	Statistics
1	orthoplex	30	0.0313	2023/02/17 08:03:34	0B / 17B / 13B
2	Dingledooper	30	0.0311	2023/02/17 15:25:39	0B / 17B / 13B
3	Sisyphus	33	0.0315	2023/02/17 06:51:24	0B / 24B / 8B

Python3 _

Rank	User	Size	Time	Date	Statistics
1	fuzzylojik	31	0.0463	2023/09/27 04:54:03	0B / 16B / 15B

JavaScript _

Rank	User	Size	Time	Date	Statistics
1	ZED.CWT	42	0.0846	2023/02/18 15:42:32	0B / 29B / 13B
2	KrausRaus	42	0.0243	2023/02/21 15:12:27	0B / 29B / 13B

J _

Rank	User	Size	Time	Date	Statistics
1	Frowny	27	0.0357	2023/02/17 07:35:36	0B / ?B / ?B
2	4hg	27	0.0372	2023/02/17 10:29:45	0B / 14B / 12B

C _

Rank	User	Size	Time	Date	Statistics
1	tails	51	0.1435	2023/02/21 16:22:03	0B / 30B / 21B
2	rotary-o	59	0.0141	2023/02/17 23:27:05	0B / 33B / 26B

Java _

Rank	User	Size	Time	Date	Statistics
1	rotary-o	106	0.0667	2023/02/21 21:19:53	7B / 56B / 41B

C# _

Rank	User	Size	Time	Date	Statistics
1	rotary-o	118	0.0524	2023/02/17 22:54:53	0B / 75B / 38B

AWK _

Rank	User	Size	Time	Date	Statistics
1	McBusLuck	17	0.0164	2023/02/19 20:38:35	0B / 9B / 8B
2	Fleur	17	0.0141	2023/02/27 15:07:22	0B / 9B / 8B
3	teebee	17	0.0142	2023/02/27 16:28:36	0B / 9B / 8B
4	zzo38	18	0.0142	2023/02/28 09:47:25	0B / 9B / 9B

sed _

Rank	User	Size	Time	Date	Statistics
1	galloj	37	0.0368	2023/03/17 05:29:45	0B / 16B / 17B

Bash (builtins) _

Rank	User	Size	Time	Date	Statistics
1	McBusLuck	33	0.0774	2023/02/19 20:29:33	0B / 10B / 18B

dc _

Rank	User	Size	Time	Date	Statistics
1	tails	71	0.0092	2023/02/17 10:36:44	0B / 67B / 4B

xgawk _

Rank	User	Size	Time	Date	Statistics
1	McBusLuck	17	0.0203	2023/02/19 20:38:43	0B / 9B / 8B

gs2 _

Rank	User	Size	Time	Date	Statistics
1	McBusLuck	4	0.1970	2023/02/19 20:37:45	0B / 3B / 1B
2	whio	4	0.0868	2023/02/25 06:05:23	0B / 3B / 1B

Nibbles _

Rank	User	Size	Time	Date	Statistics
1	McBusLuck	3	0.0919	2023/02/19 20:37:08	1B / 1B / 1B

FerNANDo _

Rank	User	Size	Time	Date	Statistics
1	test1	85	0.1594	2023/03/05 03:46:09	0B / ?B / ?B

Scala _

Rank	User	Size	Time	Date	Statistics
1	rotary-o	36	4.2307	2023/02/17 22:44:25	0B / 28B / 8B

Language Ranking_

Rank	Lang	User	Size	Score
1	Nibbles	McBusLuck	3	10000
2	gs2	McBusLuck	4	7500
3	AWK	McBusLuck	17	1764
4	xgawk	McBusLuck	17	1764
5	Perl	Hydrazer	21	1428
6	Ruby2	rotary-o	21	1428
7	Ruby	rotary-o	21	1428
8	J	Frowny	27	1111
9	Python	orthoplex	30	1000
10	Python3	fuzzylojik	31	967
11	Bash (builtins)	McBusLuck	33	909
12	Scala	rotary-o	36	833
13	sed	galloj	37	810
14	JavaScript	ZED.CWT	42	714
15	C	tails	51	588
16	dc	tails	71	422
17	FerNANDo	test1	85	352
18	Java	rotary-o	106	283
19	C#	rotary-o	118	254

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