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SRS_Standard 2019-03-29 03.29 pair #432287169
details
property
value
status
complete
benchmark
26291.xml
ran by
Akihisa Yamada
cpu timeout
1200 seconds
wallclock timeout
300 seconds
memory limit
137438953472 bytes
execution host
n172.star.cs.uiowa.edu
space
ICFP_2010
run statistics
property
value
solver
MultumNonMulta 3.12 20G
configuration
default
runtime (wallclock)
2.42476 seconds
cpu usage
8.44014
user time
7.81418
system time
0.625964
max virtual memory
2.5384912E7
max residence set size
2271780.0
stage attributes
key
value
starexec-result
YES
output
7.94/2.32 YES 7.94/2.33 7.94/2.33 7.94/2.33 The dependency pairs transformation was applied. 7.94/2.33 7.94/2.33 Remains to prove termination of the 21-rule system 7.94/2.33 { (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,true) (1,false) (2,false) (1,false) -> (0,true) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) } 7.94/2.33 7.94/2.33 7.94/2.33 7.94/2.33 7.94/2.33 The system was filtered by the following matrix interpretation 7.94/2.33 of type E_J with J = {1,...,2} and dimension 5: 7.94/2.33 7.94/2.33 (0,true) is interpreted by 7.94/2.33 / \ 7.94/2.33 | 1 0 1 0 0 | 7.94/2.33 | 0 1 0 0 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 \ / 7.94/2.33 (1,false) is interpreted by 7.94/2.33 / \ 7.94/2.33 | 1 0 0 0 0 | 7.94/2.33 | 0 1 0 0 0 | 7.94/2.33 | 0 0 0 1 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 | 0 1 0 0 1 | 7.94/2.33 \ / 7.94/2.33 (2,false) is interpreted by 7.94/2.33 / \ 7.94/2.33 | 1 0 0 0 0 | 7.94/2.33 | 0 1 0 0 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 | 0 0 0 0 1 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 \ / 7.94/2.33 (0,false) is interpreted by 7.94/2.33 / \ 7.94/2.33 | 1 0 0 0 0 | 7.94/2.33 | 0 1 0 0 0 | 7.94/2.33 | 0 1 1 0 0 | 7.94/2.33 | 0 0 0 0 0 | 7.94/2.33 | 0 0 1 0 0 | 7.94/2.33 \ / 7.94/2.33 7.94/2.33 Remains to prove termination of the 10-rule system 7.94/2.33 { (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) , 7.94/2.33 (0,false) (1,false) (2,false) (1,false) ->= (1,false) (2,false) (1,false) (1,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) (0,false) (1,false) (2,false) } 7.94/2.33 7.94/2.33 7.94/2.33 The system is trivially terminating. 8.41/2.42 EOF
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