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SRS_Relative 2019-03-29 08.12 pair #432295372
details
property
value
status
complete
benchmark
zr02new.xml
ran by
Akihisa Yamada
cpu timeout
1200 seconds
wallclock timeout
300 seconds
memory limit
137438953472 bytes
execution host
n059.star.cs.uiowa.edu
space
Mixed_relative_SRS
run statistics
property
value
solver
ttt2-1.19
configuration
ttt2
runtime (wallclock)
5.85117 seconds
cpu usage
21.7354
user time
17.7258
system time
4.00967
max virtual memory
4895868.0
max residence set size
80840.0
stage attributes
key
value
starexec-result
YES
output
21.36/5.83 YES 21.71/5.84 21.71/5.84 Problem: 21.71/5.84 strict: 21.71/5.84 p(s(x1)) -> s(x1) 21.71/5.84 n(s(x1)) -> s(x1) 21.71/5.84 o(s(x1)) -> s(x1) 21.71/5.84 o(n(x1)) -> n(o(x1)) 21.71/5.84 o(m(x1)) -> n(o(x1)) 21.71/5.84 n(o(p(x1))) -> o(n(x1)) 21.71/5.84 weak: 21.71/5.84 t(x1) -> t(c(n(x1))) 21.71/5.84 p(n(x1)) -> m(p(x1)) 21.71/5.84 p(m(x1)) -> m(p(x1)) 21.71/5.84 n(p(x1)) -> p(n(x1)) 21.71/5.84 c(p(x1)) -> p(c(x1)) 21.71/5.84 c(m(x1)) -> m(c(x1)) 21.71/5.84 c(n(x1)) -> n(c(x1)) 21.71/5.84 c(o(x1)) -> o(c(x1)) 21.71/5.84 c(o(x1)) -> o(x1) 21.71/5.84 21.71/5.84 Proof: 21.71/5.84 Arctic Interpretation Processor: 21.71/5.84 dimension: 1 21.71/5.84 interpretation: 21.71/5.84 [c](x0) = x0, 21.71/5.84 21.71/5.84 [t](x0) = x0, 21.71/5.84 21.71/5.84 [m](x0) = x0, 21.71/5.84 21.71/5.84 [o](x0) = 8x0, 21.71/5.84 21.71/5.84 [n](x0) = x0, 21.71/5.84 21.71/5.84 [p](x0) = 14x0, 21.71/5.84 21.71/5.84 [s](x0) = x0 21.71/5.84 orientation: 21.71/5.84 p(s(x1)) = 14x1 >= x1 = s(x1) 21.71/5.84 21.71/5.84 n(s(x1)) = x1 >= x1 = s(x1) 21.71/5.84 21.71/5.84 o(s(x1)) = 8x1 >= x1 = s(x1) 21.71/5.84 21.71/5.84 o(n(x1)) = 8x1 >= 8x1 = n(o(x1)) 21.71/5.84 21.71/5.84 o(m(x1)) = 8x1 >= 8x1 = n(o(x1)) 21.71/5.84 21.71/5.84 n(o(p(x1))) = 22x1 >= 8x1 = o(n(x1)) 21.71/5.84 21.71/5.84 t(x1) = x1 >= x1 = t(c(n(x1))) 21.71/5.84 21.71/5.84 p(n(x1)) = 14x1 >= 14x1 = m(p(x1)) 21.71/5.84 21.71/5.84 p(m(x1)) = 14x1 >= 14x1 = m(p(x1)) 21.71/5.84 21.71/5.84 n(p(x1)) = 14x1 >= 14x1 = p(n(x1)) 21.71/5.84 21.71/5.84 c(p(x1)) = 14x1 >= 14x1 = p(c(x1)) 21.71/5.84 21.71/5.84 c(m(x1)) = x1 >= x1 = m(c(x1)) 21.71/5.84 21.71/5.84 c(n(x1)) = x1 >= x1 = n(c(x1)) 21.71/5.84 21.71/5.84 c(o(x1)) = 8x1 >= 8x1 = o(c(x1)) 21.71/5.84 21.71/5.84 c(o(x1)) = 8x1 >= 8x1 = o(x1) 21.71/5.84 problem: 21.71/5.84 strict: 21.71/5.84 n(s(x1)) -> s(x1) 21.71/5.84 o(n(x1)) -> n(o(x1)) 21.71/5.84 o(m(x1)) -> n(o(x1)) 21.71/5.84 weak: 21.71/5.84 t(x1) -> t(c(n(x1))) 21.71/5.84 p(n(x1)) -> m(p(x1)) 21.71/5.84 p(m(x1)) -> m(p(x1)) 21.71/5.84 n(p(x1)) -> p(n(x1)) 21.71/5.84 c(p(x1)) -> p(c(x1)) 21.71/5.84 c(m(x1)) -> m(c(x1)) 21.71/5.84 c(n(x1)) -> n(c(x1)) 21.71/5.84 c(o(x1)) -> o(c(x1)) 21.71/5.84 c(o(x1)) -> o(x1) 21.71/5.84 Matrix Interpretation Processor: dim=2 21.71/5.84 21.71/5.84 interpretation: 21.71/5.84 21.71/5.84 [c](x0) = x0, 21.71/5.84 21.71/5.84 [2 0] [2] 21.71/5.84 [t](x0) = [2 0]x0 + [0], 21.71/5.84 21.71/5.84 [1 0] [0] 21.71/5.84 [m](x0) = [0 2]x0 + [2], 21.71/5.84 21.71/5.84 [1 1] 21.71/5.84 [o](x0) = [0 1]x0, 21.71/5.84 21.71/5.84 [1 0] [0] 21.71/5.84 [n](x0) = [0 2]x0 + [2],
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