About the Execution of ITS-Tools for AirplaneLD-PT-4000
Execution Summary | |||||
Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
0.000 | 2305484.00 | 0.00 | 0.00 | FFTT?FTTFTTFFFFF | normal |
Execution Chart
Sorry, for this execution, no execution chart could be reported.
Trace from the execution
Formatting '/data/fkordon/mcc2024-input.r004-smll-171620118300307.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2024-input.qcow2 backing_fmt=qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
..................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................
=====================================================================
Generated by BenchKit 2-5568
Executing tool itstools
Input is AirplaneLD-PT-4000, examination is LTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r004-smll-171620118300307
=====================================================================
--------------------
preparation of the directory to be used:
/home/mcc/execution
total 88M
-rw-r--r-- 1 mcc users 1.9M Apr 12 10:01 CTLCardinality.txt
-rw-r--r-- 1 mcc users 5.6M Apr 12 10:01 CTLCardinality.xml
-rw-r--r-- 1 mcc users 1.9M Apr 12 07:07 CTLFireability.txt
-rw-r--r-- 1 mcc users 11M Apr 12 07:07 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 18 16:42 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.5K May 18 16:42 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 1.4M Apr 22 14:27 LTLCardinality.txt
-rw-r--r-- 1 mcc users 3.4M Apr 22 14:27 LTLCardinality.xml
-rw-r--r-- 1 mcc users 900K Apr 22 14:27 LTLFireability.txt
-rw-r--r-- 1 mcc users 3.7M Apr 22 14:27 LTLFireability.xml
-rw-r--r-- 1 mcc users 5.0M Apr 12 16:19 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 16M Apr 12 16:19 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 3.3M Apr 12 13:51 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 18M Apr 12 13:51 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 191K Apr 22 14:27 UpperBounds.txt
-rw-r--r-- 1 mcc users 358K Apr 22 14:27 UpperBounds.xml
-rw-r--r-- 1 mcc users 5 May 18 16:42 equiv_col
-rw-r--r-- 1 mcc users 5 May 18 16:42 instance
-rw-r--r-- 1 mcc users 6 May 18 16:42 iscolored
-rw-r--r-- 1 mcc users 18M May 18 16:42 model.pnml
--------------------
content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of booleans
BOOL_VECTOR
here is the order used to build the result vector(from text file)
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-00
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-01
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-02
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-03
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-04
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-05
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-06
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-07
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-08
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-09
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-10
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-11
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-12
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-13
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-14
FORMULA_NAME AirplaneLD-PT-4000-LTLCardinality-15
=== Now, execution of the tool begins
BK_START 1716419588714
Invoking MCC driver with
BK_TOOL=itstools
BK_EXAMINATION=LTLCardinality
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=AirplaneLD-PT-4000
BK_MEMORY_CONFINEMENT=16384
Not applying reductions.
Model is PT
LTLCardinality PT
Running Version 202405141337
[2024-05-22 23:13:10] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLCardinality, -its, -ltsmin, -greatspnpath, /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/, -order, META, -manyOrder, -smt, -timeout, 3600]
[2024-05-22 23:13:11] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2024-05-22 23:13:13] [INFO ] Load time of PNML (sax parser for PT used): 1927 ms
[2024-05-22 23:13:13] [INFO ] Transformed 28019 places.
[2024-05-22 23:13:13] [INFO ] Transformed 32008 transitions.
[2024-05-22 23:13:13] [INFO ] Found NUPN structural information;
[2024-05-22 23:13:13] [INFO ] Parsed PT model containing 28019 places and 32008 transitions and 122028 arcs in 2341 ms.
Parsed 16 properties from file /home/mcc/execution/LTLCardinality.xml in 227 ms.
Working with output stream class java.io.PrintStream
Initial state reduction rules removed 1 formulas.
Reduce places removed 12002 places and 0 transitions.
FORMULA AirplaneLD-PT-4000-LTLCardinality-03 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-10 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-11 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-14 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-07 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-09 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Support contains 8014 out of 16017 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 16017/16017 places, 32008/32008 transitions.
Discarding 7995 places :
Symmetric choice reduction at 0 with 7995 rule applications. Total rules 7995 place count 8022 transition count 24013
Iterating global reduction 0 with 7995 rules applied. Total rules applied 15990 place count 8022 transition count 24013
Ensure Unique test removed 7995 transitions
Reduce isomorphic transitions removed 7995 transitions.
Iterating post reduction 0 with 7995 rules applied. Total rules applied 23985 place count 8022 transition count 16018
Applied a total of 23985 rules in 1575 ms. Remains 8022 /16017 variables (removed 7995) and now considering 16018/32008 (removed 15990) transitions.
// Phase 1: matrix 16018 rows 8022 cols
[2024-05-22 23:13:28] [INFO ] Computed 3 invariants in 12404 ms
[2024-05-22 23:13:30] [INFO ] Implicit Places using invariants in 14781 ms returned [8021]
Discarding 1 places :
Implicit Place search using SMT only with invariants took 14864 ms to find 1 implicit places.
Starting structural reductions in LTL mode, iteration 1 : 8021/16017 places, 16018/32008 transitions.
Applied a total of 0 rules in 72 ms. Remains 8021 /8021 variables (removed 0) and now considering 16018/16018 (removed 0) transitions.
Finished structural reductions in LTL mode , in 2 iterations and 16541 ms. Remains : 8021/16017 places, 16018/32008 transitions.
Support contains 8014 out of 8021 places after structural reductions.
[2024-05-22 23:13:32] [INFO ] Flatten gal took : 1044 ms
[2024-05-22 23:13:33] [INFO ] Flatten gal took : 591 ms
[2024-05-22 23:13:34] [INFO ] Input system was already deterministic with 16018 transitions.
Support contains 8013 out of 8021 places (down from 8014) after GAL structural reductions.
RANDOM walk for 40000 steps (5027 resets) in 112886 ms. (0 steps per ms) remains 3/13 properties
BEST_FIRST walk for 40004 steps (8 resets) in 287 ms. (138 steps per ms) remains 3/3 properties
BEST_FIRST walk for 40004 steps (8 resets) in 289 ms. (137 steps per ms) remains 3/3 properties
BEST_FIRST walk for 40004 steps (8 resets) in 227 ms. (175 steps per ms) remains 3/3 properties
// Phase 1: matrix 16018 rows 8021 cols
[2024-05-22 23:14:15] [INFO ] Computed 2 invariants in 11158 ms
At refinement iteration 0 (INCLUDED_ONLY) 0/4 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 3 unsolved
Problem AtomicPropp5 is UNSAT
Problem AtomicPropp6 is UNSAT
At refinement iteration 1 (OVERLAPS) 7/11 variables, 2/2 constraints. Problems are: Problem set: 2 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/11 variables, 0/2 constraints. Problems are: Problem set: 2 solved, 1 unsolved
At refinement iteration 3 (OVERLAPS) 8012/8023 variables, 11/13 constraints. Problems are: Problem set: 2 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/8023 variables, 0/13 constraints. Problems are: Problem set: 2 solved, 1 unsolved
SMT process timed out in 16500ms, After SMT, problems are : Problem set: 2 solved, 1 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 2 out of 8021 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Graph (complete) has 20035 edges and 8021 vertex of which 4016 are kept as prefixes of interest. Removing 4005 places using SCC suffix rule.36 ms
Discarding 4005 places :
Also discarding 1 output transitions
Drop transitions (Output transitions of discarded places.) removed 1 transitions
Drop transitions (Empty/Sink Transition effects.) removed 8005 transitions
Reduce isomorphic transitions removed 8005 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 0 with 8006 rules applied. Total rules applied 8007 place count 4016 transition count 8011
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 8008 place count 4015 transition count 8011
Performed 3 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 3 Pre rules applied. Total rules applied 8008 place count 4015 transition count 8008
Deduced a syphon composed of 3 places in 1 ms
Reduce places removed 3 places and 0 transitions.
Iterating global reduction 2 with 6 rules applied. Total rules applied 8014 place count 4012 transition count 8008
Discarding 4001 places :
Symmetric choice reduction at 2 with 4001 rule applications. Total rules 12015 place count 11 transition count 4007
Iterating global reduction 2 with 4001 rules applied. Total rules applied 16016 place count 11 transition count 4007
Ensure Unique test removed 4001 transitions
Reduce isomorphic transitions removed 4001 transitions.
Iterating post reduction 2 with 4001 rules applied. Total rules applied 20017 place count 11 transition count 6
Performed 3 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 3 Pre rules applied. Total rules applied 20017 place count 11 transition count 3
Deduced a syphon composed of 3 places in 0 ms
Ensure Unique test removed 2 places
Reduce places removed 5 places and 0 transitions.
Iterating global reduction 3 with 8 rules applied. Total rules applied 20025 place count 6 transition count 3
Applied a total of 20025 rules in 496 ms. Remains 6 /8021 variables (removed 8015) and now considering 3/16018 (removed 16015) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 496 ms. Remains : 6/8021 places, 3/16018 transitions.
RANDOM walk for 40000 steps (10000 resets) in 393 ms. (101 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40000 steps (10000 resets) in 208 ms. (191 steps per ms) remains 1/1 properties
Probably explored full state space saw : 4 states, properties seen :0
Probabilistic random walk after 7 steps, saw 4 distinct states, run finished after 8 ms. (steps per millisecond=0 ) properties seen :0
Explored full state space saw : 4 states, properties seen :0
Exhaustive walk after 7 steps, saw 4 distinct states, run finished after 1 ms. (steps per millisecond=7 ) properties seen :0
FORMULA AirplaneLD-PT-4000-LTLCardinality-13 FALSE TECHNIQUES REACHABILITY_KNOWLEDGE
Successfully simplified 3 atomic propositions for a total of 9 simplifications.
FORMULA AirplaneLD-PT-4000-LTLCardinality-05 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-06 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA AirplaneLD-PT-4000-LTLCardinality-12 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Computed a total of 8021 stabilizing places and 16018 stable transitions
Complete graph has no SCC; deadlocks are unavoidable. place count 8021 transition count 16018
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge (and all enablings converge to false).
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(F(G(p0)))'
Support contains 2 out of 8021 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Graph (complete) has 20035 edges and 8021 vertex of which 8012 are kept as prefixes of interest. Removing 9 places using SCC suffix rule.38 ms
Discarding 9 places :
Also discarding 7 output transitions
Drop transitions (Output transitions of discarded places.) removed 7 transitions
Drop transitions (Trivial Post-Agglo cleanup.) removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 8012 transition count 16010
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 3 place count 8011 transition count 16010
Discarding 7999 places :
Symmetric choice reduction at 2 with 7999 rule applications. Total rules 8002 place count 12 transition count 8011
Iterating global reduction 2 with 7999 rules applied. Total rules applied 16001 place count 12 transition count 8011
Ensure Unique test removed 7999 transitions
Reduce isomorphic transitions removed 7999 transitions.
Iterating post reduction 2 with 7999 rules applied. Total rules applied 24000 place count 12 transition count 12
Applied a total of 24000 rules in 566 ms. Remains 12 /8021 variables (removed 8009) and now considering 12/16018 (removed 16006) transitions.
// Phase 1: matrix 12 rows 12 cols
[2024-05-22 23:14:21] [INFO ] Computed 0 invariants in 1 ms
[2024-05-22 23:14:21] [INFO ] Implicit Places using invariants in 27 ms returned []
[2024-05-22 23:14:21] [INFO ] Invariant cache hit.
[2024-05-22 23:14:21] [INFO ] Implicit Places using invariants and state equation in 42 ms returned []
Implicit Place search using SMT with State Equation took 72 ms to find 0 implicit places.
[2024-05-22 23:14:21] [INFO ] Redundant transitions in 0 ms returned []
Running 5 sub problems to find dead transitions.
[2024-05-22 23:14:22] [INFO ] Invariant cache hit.
At refinement iteration 0 (INCLUDED_ONLY) 0/8 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 1 (OVERLAPS) 11/19 variables, 8/8 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/19 variables, 0/8 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 3 (OVERLAPS) 5/24 variables, 4/12 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/24 variables, 0/12 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 5 (OVERLAPS) 0/24 variables, 0/12 constraints. Problems are: Problem set: 0 solved, 5 unsolved
No progress, stopping.
After SMT solving in domain Real declared 24/24 variables, and 12 constraints, problems are : Problem set: 0 solved, 5 unsolved in 89 ms.
Refiners :[State Equation: 12/12 constraints, PredecessorRefiner: 5/5 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 5 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/8 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 1 (OVERLAPS) 11/19 variables, 8/8 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/19 variables, 5/13 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/19 variables, 0/13 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 4 (OVERLAPS) 5/24 variables, 4/17 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/24 variables, 0/17 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 6 (OVERLAPS) 0/24 variables, 0/17 constraints. Problems are: Problem set: 0 solved, 5 unsolved
No progress, stopping.
After SMT solving in domain Int declared 24/24 variables, and 17 constraints, problems are : Problem set: 0 solved, 5 unsolved in 108 ms.
Refiners :[State Equation: 12/12 constraints, PredecessorRefiner: 5/5 constraints, Known Traps: 0/0 constraints]
After SMT, in 216ms problems are : Problem set: 0 solved, 5 unsolved
Search for dead transitions found 0 dead transitions in 217ms
Starting structural reductions in SI_LTL mode, iteration 1 : 12/8021 places, 12/16018 transitions.
Finished structural reductions in SI_LTL mode , in 1 iterations and 864 ms. Remains : 12/8021 places, 12/16018 transitions.
Stuttering acceptance computed with spot in 199 ms :[(NOT p0)]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-00
Stuttering criterion allowed to conclude after 4 steps with 0 reset in 2 ms.
FORMULA AirplaneLD-PT-4000-LTLCardinality-00 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-4000-LTLCardinality-00 finished in 1147 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X(X(F(p0))))'
Support contains 2 out of 8021 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Reduce places removed 2 places and 0 transitions.
Iterating post reduction 0 with 2 rules applied. Total rules applied 2 place count 8019 transition count 16018
Discarding 8000 places :
Symmetric choice reduction at 1 with 8000 rule applications. Total rules 8002 place count 19 transition count 8018
Iterating global reduction 1 with 8000 rules applied. Total rules applied 16002 place count 19 transition count 8018
Ensure Unique test removed 8000 transitions
Reduce isomorphic transitions removed 8000 transitions.
Iterating post reduction 1 with 8000 rules applied. Total rules applied 24002 place count 19 transition count 18
Applied a total of 24002 rules in 348 ms. Remains 19 /8021 variables (removed 8002) and now considering 18/16018 (removed 16000) transitions.
// Phase 1: matrix 18 rows 19 cols
[2024-05-22 23:14:22] [INFO ] Computed 1 invariants in 0 ms
[2024-05-22 23:14:22] [INFO ] Implicit Places using invariants in 40 ms returned []
[2024-05-22 23:14:22] [INFO ] Invariant cache hit.
[2024-05-22 23:14:22] [INFO ] Implicit Places using invariants and state equation in 40 ms returned []
Implicit Place search using SMT with State Equation took 88 ms to find 0 implicit places.
Running 9 sub problems to find dead transitions.
[2024-05-22 23:14:22] [INFO ] Invariant cache hit.
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 2/15 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/15 variables, 0/1 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (OVERLAPS) 18/33 variables, 15/16 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/33 variables, 0/16 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (OVERLAPS) 4/37 variables, 4/20 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/37 variables, 0/20 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 7 (OVERLAPS) 0/37 variables, 0/20 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Real declared 37/37 variables, and 20 constraints, problems are : Problem set: 0 solved, 9 unsolved in 149 ms.
Refiners :[Positive P Invariants (semi-flows): 1/1 constraints, State Equation: 19/19 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 9 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 2/15 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/15 variables, 0/1 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (OVERLAPS) 18/33 variables, 15/16 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/33 variables, 9/25 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/33 variables, 0/25 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 6 (OVERLAPS) 4/37 variables, 4/29 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/37 variables, 0/29 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 8 (OVERLAPS) 0/37 variables, 0/29 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Int declared 37/37 variables, and 29 constraints, problems are : Problem set: 0 solved, 9 unsolved in 160 ms.
Refiners :[Positive P Invariants (semi-flows): 1/1 constraints, State Equation: 19/19 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
After SMT, in 318ms problems are : Problem set: 0 solved, 9 unsolved
Search for dead transitions found 0 dead transitions in 319ms
Starting structural reductions in LTL mode, iteration 1 : 19/8021 places, 18/16018 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 758 ms. Remains : 19/8021 places, 18/16018 transitions.
Stuttering acceptance computed with spot in 110 ms :[(NOT p0), (NOT p0), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-01
Stuttering criterion allowed to conclude after 48 steps with 14 reset in 1 ms.
FORMULA AirplaneLD-PT-4000-LTLCardinality-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-4000-LTLCardinality-01 finished in 889 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X(X((G(((p0&&X(p1)) U p1))||F(p0)))))'
Support contains 3 out of 8021 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Reduce places removed 3 places and 0 transitions.
Iterating post reduction 0 with 3 rules applied. Total rules applied 3 place count 8018 transition count 16018
Discarding 8000 places :
Symmetric choice reduction at 1 with 8000 rule applications. Total rules 8003 place count 18 transition count 8018
Iterating global reduction 1 with 8000 rules applied. Total rules applied 16003 place count 18 transition count 8018
Ensure Unique test removed 8000 transitions
Reduce isomorphic transitions removed 8000 transitions.
Iterating post reduction 1 with 8000 rules applied. Total rules applied 24003 place count 18 transition count 18
Applied a total of 24003 rules in 551 ms. Remains 18 /8021 variables (removed 8003) and now considering 18/16018 (removed 16000) transitions.
// Phase 1: matrix 18 rows 18 cols
[2024-05-22 23:14:23] [INFO ] Computed 0 invariants in 0 ms
[2024-05-22 23:14:23] [INFO ] Implicit Places using invariants in 27 ms returned []
[2024-05-22 23:14:24] [INFO ] Invariant cache hit.
[2024-05-22 23:14:24] [INFO ] Implicit Places using invariants and state equation in 32 ms returned []
Implicit Place search using SMT with State Equation took 62 ms to find 0 implicit places.
Running 9 sub problems to find dead transitions.
[2024-05-22 23:14:24] [INFO ] Invariant cache hit.
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 18/31 variables, 13/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/31 variables, 0/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (OVERLAPS) 5/36 variables, 5/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/36 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (OVERLAPS) 0/36 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Real declared 36/36 variables, and 18 constraints, problems are : Problem set: 0 solved, 9 unsolved in 111 ms.
Refiners :[State Equation: 18/18 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 9 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 18/31 variables, 13/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/31 variables, 9/22 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/31 variables, 0/22 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (OVERLAPS) 5/36 variables, 5/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/36 variables, 0/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 6 (OVERLAPS) 0/36 variables, 0/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Int declared 36/36 variables, and 27 constraints, problems are : Problem set: 0 solved, 9 unsolved in 116 ms.
Refiners :[State Equation: 18/18 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
After SMT, in 237ms problems are : Problem set: 0 solved, 9 unsolved
Search for dead transitions found 0 dead transitions in 237ms
Starting structural reductions in LTL mode, iteration 1 : 18/8021 places, 18/16018 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 853 ms. Remains : 18/8021 places, 18/16018 transitions.
Stuttering acceptance computed with spot in 209 ms :[(NOT p0), (AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1))]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-02
Product exploration explored 100000 steps with 24444 reset in 400 ms.
Product exploration explored 100000 steps with 24460 reset in 197 ms.
Computed a total of 18 stabilizing places and 18 stable transitions
Complete graph has no SCC; deadlocks are unavoidable. place count 18 transition count 18
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge (and all enablings converge to false).
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge : F ( (Ga|G!a) & (Gb|G!b)...)
Knowledge obtained : [(AND (NOT p0) p1), (X (X (NOT (AND (NOT p1) (NOT p0))))), (X (X p1)), (F (G p0)), (F (OR (G p1) (G (NOT p1))))]
False Knowledge obtained : [(X (X (AND p1 (NOT p0)))), (X (X (NOT (AND p1 (NOT p0))))), (X (X p0)), (X (X (NOT p0)))]
Property proved to be true thanks to knowledge (Minato strategy)
Knowledge based reduction with 5 factoid took 22 ms. Reduced automaton from 4 states, 5 edges and 2 AP (stutter sensitive) to 1 states, 0 edges and 0 AP (stutter insensitive).
FORMULA AirplaneLD-PT-4000-LTLCardinality-02 TRUE TECHNIQUES KNOWLEDGE
Treatment of property AirplaneLD-PT-4000-LTLCardinality-02 finished in 1876 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G(F(p0)))'
Support contains 8001 out of 8021 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Graph (complete) has 20035 edges and 8021 vertex of which 8012 are kept as prefixes of interest. Removing 9 places using SCC suffix rule.27 ms
Discarding 9 places :
Also discarding 7 output transitions
Drop transitions (Output transitions of discarded places.) removed 7 transitions
Drop transitions (Trivial Post-Agglo cleanup.) removed 1 transitions
Trivial Post-agglo rules discarded 1 transitions
Performed 1 trivial Post agglomeration. Transition count delta: 1
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 8012 transition count 16010
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 1 with 1 rules applied. Total rules applied 3 place count 8011 transition count 16010
Discarding 1 places :
Symmetric choice reduction at 2 with 1 rule applications. Total rules 4 place count 8010 transition count 16009
Iterating global reduction 2 with 1 rules applied. Total rules applied 5 place count 8010 transition count 16009
Ensure Unique test removed 1 transitions
Reduce isomorphic transitions removed 1 transitions.
Iterating post reduction 2 with 1 rules applied. Total rules applied 6 place count 8010 transition count 16008
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 1 Pre rules applied. Total rules applied 6 place count 8010 transition count 16007
Deduced a syphon composed of 1 places in 6 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 3 with 2 rules applied. Total rules applied 8 place count 8009 transition count 16007
Applied a total of 8 rules in 520 ms. Remains 8009 /8021 variables (removed 12) and now considering 16007/16018 (removed 11) transitions.
// Phase 1: matrix 16007 rows 8009 cols
[2024-05-22 23:14:36] [INFO ] Computed 0 invariants in 11052 ms
[2024-05-22 23:14:38] [INFO ] Implicit Places using invariants in 12914 ms returned []
Implicit Place search using SMT only with invariants took 12924 ms to find 0 implicit places.
Running 8003 sub problems to find dead transitions.
[2024-05-22 23:14:38] [INFO ] Invariant cache hit.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30368 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8003/2 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 8003 unsolved
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30142 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8001/2 constraints, Known Traps: 0/0 constraints]
After SMT, in 195246ms problems are : Problem set: 0 solved, 8003 unsolved
Search for dead transitions found 0 dead transitions in 195480ms
Starting structural reductions in SI_LTL mode, iteration 1 : 8009/8021 places, 16007/16018 transitions.
Finished structural reductions in SI_LTL mode , in 1 iterations and 208973 ms. Remains : 8009/8021 places, 16007/16018 transitions.
Stuttering acceptance computed with spot in 93 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-04
Product exploration timeout after 2250 steps with 458 reset in 10010 ms.
Product exploration timeout after 2260 steps with 462 reset in 10062 ms.
Computed a total of 8009 stabilizing places and 16007 stable transitions
Complete graph has no SCC; deadlocks are unavoidable. place count 8009 transition count 16007
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge (and all enablings converge to false).
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge : F ( (Ga|G!a) & (Gb|G!b)...)
Knowledge obtained : [p0, (X p0), (F (OR (G p0) (G (NOT p0))))]
False Knowledge obtained : []
Knowledge based reduction with 3 factoid took 99 ms. Reduced automaton from 2 states, 3 edges and 1 AP (stutter insensitive) to 2 states, 3 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 163 ms :[(NOT p0), (NOT p0)]
RANDOM walk for 283 steps (59 resets) in 1897 ms. (0 steps per ms) remains 0/1 properties
Knowledge obtained : [p0, (X p0), (F (OR (G p0) (G (NOT p0))))]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 3 factoid took 119 ms. Reduced automaton from 2 states, 3 edges and 1 AP (stutter insensitive) to 2 states, 3 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 81 ms :[(NOT p0), (NOT p0)]
Stuttering acceptance computed with spot in 78 ms :[(NOT p0), (NOT p0)]
Support contains 8001 out of 8009 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 8009/8009 places, 16007/16007 transitions.
Applied a total of 0 rules in 97 ms. Remains 8009 /8009 variables (removed 0) and now considering 16007/16007 (removed 0) transitions.
[2024-05-22 23:18:29] [INFO ] Invariant cache hit.
[2024-05-22 23:18:31] [INFO ] Implicit Places using invariants in 1841 ms returned []
Implicit Place search using SMT only with invariants took 1842 ms to find 0 implicit places.
Running 8003 sub problems to find dead transitions.
[2024-05-22 23:18:31] [INFO ] Invariant cache hit.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30222 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8003/2 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 8003 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30171 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8001/2 constraints, Known Traps: 0/0 constraints]
After SMT, in 194506ms problems are : Problem set: 0 solved, 8003 unsolved
Search for dead transitions found 0 dead transitions in 194635ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 196626 ms. Remains : 8009/8009 places, 16007/16007 transitions.
Computed a total of 8009 stabilizing places and 16007 stable transitions
Complete graph has no SCC; deadlocks are unavoidable. place count 8009 transition count 16007
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge (and all enablings converge to false).
Detected that all paths lead to deadlock. Applying this knowledge to assert that all AP eventually converge : F ( (Ga|G!a) & (Gb|G!b)...)
Knowledge obtained : [p0, (X p0), (F (OR (G p0) (G (NOT p0))))]
False Knowledge obtained : []
Knowledge based reduction with 3 factoid took 132 ms. Reduced automaton from 2 states, 3 edges and 1 AP (stutter insensitive) to 2 states, 3 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 96 ms :[(NOT p0), (NOT p0)]
RANDOM walk for 66 steps (10 resets) in 433 ms. (0 steps per ms) remains 0/1 properties
Knowledge obtained : [p0, (X p0), (F (OR (G p0) (G (NOT p0))))]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 3 factoid took 127 ms. Reduced automaton from 2 states, 3 edges and 1 AP (stutter insensitive) to 2 states, 3 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 69 ms :[(NOT p0), (NOT p0)]
Stuttering acceptance computed with spot in 70 ms :[(NOT p0), (NOT p0)]
Stuttering acceptance computed with spot in 88 ms :[(NOT p0), (NOT p0)]
Product exploration timeout after 2230 steps with 461 reset in 10039 ms.
Product exploration timeout after 2290 steps with 465 reset in 10027 ms.
Built C files in :
/tmp/ltsmin17989174694639666232
[2024-05-22 23:22:18] [INFO ] Too many transitions (16007) to apply POR reductions. Disabling POR matrices.
[2024-05-22 23:22:18] [INFO ] Built C files in 394ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin17989174694639666232
Running compilation step : cd /tmp/ltsmin17989174694639666232;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin17989174694639666232;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin17989174694639666232;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:840)
Support contains 8001 out of 8009 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 8009/8009 places, 16007/16007 transitions.
Applied a total of 0 rules in 82 ms. Remains 8009 /8009 variables (removed 0) and now considering 16007/16007 (removed 0) transitions.
[2024-05-22 23:22:22] [INFO ] Invariant cache hit.
[2024-05-22 23:22:23] [INFO ] Implicit Places using invariants in 1814 ms returned []
Implicit Place search using SMT only with invariants took 1822 ms to find 0 implicit places.
Running 8003 sub problems to find dead transitions.
[2024-05-22 23:22:24] [INFO ] Invariant cache hit.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30137 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8003/2 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 8003 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 1)
(s2 1)
(s3 1)
(s4 1)
(s5 1)
(s6 1)
(s7 1)
(s8 1)
(s9 1)
(s10 1)
(s11 1)
(s12 1)
(s13 1)
(s14 1)
(s15 1)
(s16 1)
(s17 1)
(s18 1)
(s19 1)
(s20 1)
(s21 1)
(s22 1)
(s23 1)
(s24 1)
(s25 1)
(s26 1)
(s27 1)
(s28 1)
(s29 1)
(s30 1)
(s31 1)
(s32 1)
(s33 1)
(s34 1)
(s35 1)
(s36 1)
(s37 1)
(s38 1)
(s39 1)
(s40 1)
(s41 1)
(s42 1)
(s43 1)
(s44 1)
(s45 1)
(s46 1)
(s47 1)
(s48 1)
(s49 1)
(s50 1)
(s51 1)
(s52 1)
(s53 1)
(s54 1)
(s55 1)
(s56 1)
(s57 1)
(s58 1)
(s59 1)
(s60 1)
(s61 1)
(s62 1)
(s63 1)
(s64 1)
(s65 1)
(s66 1)
(s67 1)
(s68 1)
(s69 1)
(s70 1)
(s71 1)
(s72 1)
(s73 1)
(s74 1)
(s75 1)
(s76 1)
(s77 1)
(s78 1)
(s79 1)
(s80 1)
(s81 1)
(s82 1)
(s83 1)
(s84 1)
(s85 1)
(s86 1)
(s87 1)
(s88 1)
(s89 1)
(s90 1)
(s91 1)
(s92 1)
(s93 1)
(s94 1)
(s95 1)
(s96 1)
(s97 1)
(s98 1)
(s99 1)
(s100 1)
(s101 1)
(s102 1)
(s103 1)
(s104 1)
(s105 1)
(s106 1)
(s107 1)
(s108 1)
(s109 1)
(s110 1)
(s111 1)
(s112 1)
(s113 1)
(s114 1)
(s115 1)
(s116 1)
(s117 1)
(s118 1)
(s119 1)
(s120 1)
(s121 1)
(s122 1)
(s123 1)
(s124 1)
(s125 1)
(s126 1)
(s127 1)
(s128 1)
(s129 1)
(s130 1)
(s131 1)
(s132 1)
(s133 1)
(s134 1)
(s135 1)
(s136 1)
(s137 1)
(s138 1)
(s139 1)
(s140 1)
(s141 1)
(s142 1)
(s143 1)
(s144 1)
(s145 1)
(s146 1)
(s147 1)
(s148 1)
(s149 1)
(s150 1)
(s151 1)
(s152 1)
(s153 1)
(s154 1)
(s155 1)
(s156 1)
(s157 1)
(s158 1)
(s159 1)
(s160 1)
(s161 1)
(s162 1)
(s163 1)
(s164 1)
(s165 1)
(s166 1)
(s167 1)
(s168 1)
(s169 1)
(s170 1)
(s171 1)
(s172 1)
(s173 1)
(s174 1)
(s175 1)
(s176 1)
(s177 1)
(s178 1)
(s179 1)
(s180 1)
(s181 1)
(s182 1)
(s183 1)
(s184 1)
(s185 1)
(s186 1)
(s187 1)
(s188 1)
(s189 1)
(s190 1)
(s191 1)
(s192 1)
(s193 1)
(s194 1)
(s195 1)
(s196 1)
(s197 1)
(s198 1)
(s199 1)
(s200 1)
(s201 1)
(s202 1)
(s203 1)
(s204 1)
(s205 1)
(s206 1)
(s207 1)
(s208 1)
(s209 1)
(s210 1)
(s211 1)
(s212 1)
(s213 1)
(s214 1)
(s215 1)
(s216 1)
(s217 1)
(s218 1)
(s219 1)
(s220 1)
(s221 1)
(s222 1)
(s223 1)
(s224 1)
(s225 1)
(s226 1)
(s227 1)
(s228 1)
(s229 1)
(s230 1)
(s231 1)
(s232 1)
(s233 1)
(s234 1)
(s235 1)
(s236 1)
(s237 1)
(s238 1)
(s239 1)
(s240 1)
(s241 1)
(s242 1)
(s243 1)
(s244 1)
(s245 1)
(s246 1)
(s247 1)
(s248 1)
(s249 1)
(s250 1)
(s251 1)
(s252 1)
(s253 1)
(s254 1)
(s255 1)
(s256 1)
(s257 1)
(s258 1)
(s259 1)
(s260 1)
(s261 1)
(s262 1)
(s263 1)
(s264 1)
(s265 1)
(s266 1)
(s267 1)
(s268 1)
(s269 1)
(s270 1)
(s271 1)
(s272 1)
(s273 1)
(s274 1)
(s275 1)
(s276 1)
(s277 1)
(s278 1)
(s279 1)
(s280 1)
(s281 1)
(s282 1)
(s283 1)
(s284 1)
(s285 1)
(s286 1)
(s287 1)
(s288 1)
(s289 1)
(s290 1)
(s291 1)
(s292 1)
(s293 1)
(s294 1)
(s295 1)
(s296 1)
(s297 1)
(s298 1)
(s299 1)
(s300 1)
(s301 1)
(s302 1)
(s303 1)
(s304 1)
(s305 1)
(s306 1)
(s307 1)
(s308 1)
(s309 1)
(s310 1)
(s311 1)
(s312 1)
(s313 1)
(s314 1)
(s315 1)
(s316 1)
(s317 1)
(s318 1)
(s319 1)
(s320 1)
(s321 1)
(s322 1)
(s323 1)
(s324 1)
(s325 1)
(s326 1)
(s327 1)
(s328 1)
(s329 1)
(s330 1)
(s331 1)
(s332 1)
(s333 1)
(s334 1)
(s335 1)
(s336 1)
(s337 1)
(s338 1)
(s339 1)
(s340 1)
(s341 1)
(s342 1)
(s343 1)
(s344 1)
(s345 1)
(s346 1)
(s347 1)
(s348 1)
(s349 1)
(s350 1)
(s351 1)
(s352 1)
(s353 1)
(s354 1)
(s355 1)
(s356 1)
(s357 1)
(s358 1)
(s359 1)
(s360 1)
(s361 1)
(s362 1)
(s363 1)
(s364 1)
(s365 1)
(s366 1)
(s367 1)
(s368 1)
(s369 1)
(s370 1)
(s371 1)
(s372 1)
(s373 1)
(s374 1)
(s375 1)
(s376 1)
(s377 1)
(s378 1)
(s379 1)
(s380 1)
(s381 1)
(s382 1)
(s383 1)
(s384 1)
(s385 1)
(s386 1)
(s387 1)
(s388 1)
(s389 1)
(s390 1)
(s391 1)
(s392 1)
(s393 1)
(s394 1)
(s395 1)
(s396 1)
(s397 1)
(s398 1)
(s399 1)
(s400 1)
(s401 1)
(s402 1)
(s403 1)
(s404 1)
(s405 1)
(s406 1)
(s407 1)
(s408 1)
(s409 1)
(s410 1)
(s411 1)
(s412 1)
(s413 1)
(s414 1)
(s415 1)
(s416 1)
(s417 1)
(s418 1)
(s419 1)
(s420 1)
(s421 1)
(s422 1)
(s423 1)
(s424 1)
(s425 1)
(s426 1)
(s427 1)
(s428 1)
(s429 1)
(s430 1)
(s431 1)
(s432 1)
(s433 1)
(s434 1)
(s435 1)
(s436 1)
(s437 1)
(s438 1)
(s439 1)
(s440 1)
(s441 1)
(s442 1)
(s443 1)
(s444 1)
(s445 1)
(s446 1)
(s447 1)
(s448 1)
(s449 1)
(s450 1)
(s451 1)
(s452 1)
(s453 1)
(s454 1)
(s455 1)
(s456 1)
(s457 1)
(s458 1)
(s459 1)
(s460 1)
(s461 1)
(s462 1)
(s463 1)
(s464 1)
(s465 1)
(s466 1)
(s467 1)
(s468 1)
(s469 1)
(s470 1)
(s471 1)
(s472 1)
(s473 1)
(s474 1)
(s475 1)
(s476 1)
(s477 1)
(s478 1)
(s479 1)
(s480 1)
(s481 1)
(s482 1)
(s483 1)
(s484 1)
(s485 1)
(s486 1)
(s487 1)
(s488 1)
(s489 1)
(s490 1)
(s491 1)
(s492 1)
(s493 1)
(s494 1)
(s495 1)
(s496 1)
(s497 1)
(s498 1)
(s499 1)
(s500 1)
(s501 1)
(s502 1)
(s503 1)
(s504 1)
(s505 1)
(s506 1)
(s507 1)
(s508 1)
(s509 1)
(s510 1)
(s511 1)
(s512 1)
(s513 1)
(s514 1)
(s515 1)
(s516 1)
(s517 1)
(s518 1)
(s519 1)
(s520 1)
(s521 1)
(s522 1)
(s523 1)
(s524 1)
(s525 1)
(s526 1)
(s527 1)
(s528 1)
(s529 1)
(s530 1)
(s531 1)
(s532 1)
(s533 1)
(s534 1)
(s535 1)
(s536 1)
(s537 1)
(s538 1)
(s539 1)
(s540 1)
(s541 1)
(s542 1)
(s543 1)
(s544 1)
(s545 1)
(s546 1)
(s547 1)
(s548 1)
(s549 1)
(s550 1)
(s551 1)
(s552 1)
(s553 1)
(s554 1)
(s555 1)
(s556 1)
(s557 1)
(s558 1)
(s559 1)
(s560 1)
(s561 1)
(s562 1)
(s563 1)
(s564 1)
(s565 1)
(s566 1)
(s567 1)
(s568 1)
(s569 1)
(s570 1)
(s571 1)
(s572 1)
(s573 1)
(s574 1)
(s575 1)
(s576 1)
(s577 1)
(s578 1)
(s579 1)
(s580 1)
(s581 1)
(s582 1)
(s583 1)
(s584 1)
(s585 1)
(s586 1)
(s587 1)
(s588 1)
(s589 1)
(s590 1)
(s591 1)
(s592 1)
(s593 1)
(s594 1)
(s595 1)
(s596 1)
(s597 1)
(s598 1)
(s599 1)
(s600 1)
(s601 1)
(s602 1)
(s603 1)
(s604 1)
(s605 1)
(s606 1)
(s607 1)
(s608 1)
(s609 1)
(s610 1)
(s611 1)
(s612 1)
(s613 1)
(s614 1)
(s615 1)
(s616 1)
(s617 1)
(s618 1)
(s619 1)
(s620 1)
(s621 1)
(s622 1)
(s623 1)
(s624 1)
(s625 1)
(s626 1)
(s627 1)
(s628 1)
(s629 1)
(s630 1)
(s631 1)
(s632 1)
(s633 1)
(s634 1)
(s635 1)
(s636 1)
(s637 1)
(s638 1)
(s639 1)
(s640 1)
(s641 1)
(s642 1)
(s643 1)
(s644 1)
(s645 1)
(s646 1)
(s647 1)
(s648 1)
(s649 1)
(s650 1)
(s651 1)
(s652 1)
(s653 1)
(s654 1)
(s655 1)
(s656 1)
(s657 1)
(s658 1)
(s659 1)
(s660 1)
(s661 1)
(s662 1)
(s663 1)
(s664 1)
(s665 1)
(s666 1)
(s667 1)
(s668 1)
(s669 1)
(s670 1)
(s671 1)
(s672 1)
(s673 1)
(s674 1)
(s675 1)
(s676 1)
(s677 1)
(s678 1)
(s679 1)
(s680 1)
(s681 1)
(s682 1)
(s683 1)
(s684 1)
(s685 1)
(s686 1)
(s687 1)
(s688 1)
(s689 1)
(s690 1)
(s691 1)
(s692 1)
(s693 1)
(s694 1)
(s695 1)
(s696 1)
(s697 1)
(s698 1)
(s699 1)
(s700 1)
(s701 1)
(s702 1)
(s703 1)
(s704 1)
(s705 1)
(s706 1)
(s707 1)
(s708 1)
(s709 1)
(s710 1)
(s711 1)
(s712 1)
(s713 1)
(s714 1)
(s715 1)
(s716 1)
(s717 1)
(s718 1)
(s719 1)
(s720 1)
(s721 1)
(s722 1)
(s723 1)
(s724 1)
(s725 1)
(s726 1)
(s727 1)
(s728 1)
(s729 1)
(s730 1)
(s731 1)
(s732 1)
(s733 1)
(s734 1)
(s735 1)
(s736 1)
(s737 1)
(s738 1)
(s739 1)
(s740 1)
(s741 1)
(s742 1)
(s743 1)
(s744 1)
(s745 1)
(s746 1)
(s747 1)
(s748 1)
(s749 1)
(s750 1)
(s751 1)
(s752 1)
(s753 1)
(s754 1)
(s755 1)
(s756 1)
(s757 1)
(s758 1)
(s759 1)
(s760 1)
(s761 1)
(s762 1)
(s763 1)
(s764 1)
(s765 1)
(s766 1)
(s767 1)
(s768 1)
(s769 1)
(s770 1)
(s771 1)
(s772 1)
(s773 1)
(s774 1)
(s775 1)
(s776 1)
(s777 1)
(s778 1)
(s779 1)
(s780 1)
(s781 1)
(s782 1)
(s783 1)
(s784 1)
(s785 1)
(s786 1)
(s787 1)
(s788 1)
(s789 1)
(s790 1)
(s791 1)
(s792 1)
(s793 1)
(s794 1)
(s795 1)
(s796 1)
(s797 1)
(s798 1)
(s799 1)
(s800 1)
(s801 1)
(s802 1)
(s803 1)
(s804 1)
(s805 1)
(s806 1)
(s807 1)
(s808 1)
(s809 1)
(s810 1)
(s811 1)
(s812 1)
(s813 1)
(s814 1)
(s815 1)
(s816 1)
(s817 1)
(s818 1)
(s819 1)
(s820 1)
(s821 1)
(s822 1)
(s823 1)
(s824 1)
(s825 1)
(s826 1)
(s827 1)
(s828 1)
(s829 1)
(s830 1)
(s831 1)
(s832 1)
(s833 1)
(s834 1)
(s835 1)
(s836 1)
(s837 1)
(s838 1)
(s839 1)
(s840 1)
(s841 1)
(s842 1)
(s843 1)
(s844 1)
(s845 1)
(s846 1)
(s847 1)
(s848 1)
(s849 1)
(s850 1)
(s851 1)
(s852 1)
(s853 1)
(s854 1)
(s855 1)
(s856 1)
(s857 1)
(s858 1)
(s859 1)
(s860 1)
(s861 1)
(s862 1)
(s863 1)
(s864 1)
(s865 1)
(s866 1)
(s867 1)
(s868 1)
(s869 1)
(s870 1)
(s871 1)
(s872 1)
(s873 1)
(s874 1)
(s875 1)
(s876 1)
(s877 1)
(s878 1)
(s879 1)
(s880 1)
(s881 1)
(s882 1)
(s883 1)
(s884 1)
(s885 1)
(s886 1)
(s887 1)
(s888 1)
(s889 1)
(s890 1)
(s891 1)
(s892 1)
(s893 1)
(s894 1)
(s895 1)
(s896 1)
(s897 1)
(s898 1)
(s899 1)
(s900 1)
(s901 1)
(s902 1)
(s903 1)
(s904 1)
(s905 1)
(s906 1)
(s907 1)
(s908 1)
(s909 1)
(s910 1)
(s911 1)
(s912 1)
(s913 1)
(s914 1)
(s915 1)
(s916 1)
(s917 1)
(s918 1)
(s919 1)
(s920 1)
(s921 1)
(s922 1)
(s923 1)
(s924 1)
(s925 1)
(s926 1)
(s927 1)
(s928 1)
(s929 1)
(s930 1)
(s931 1)
(s932 1)
(s933 1)
(s934 1)
(s935 1)
(s936 1)
(s937 1)
(s938 1)
(s939 1)
(s940 1)
(s941 1)
(s942 1)
(s943 1)
(s944 1)
(s945 1)
(s946 1)
(s947 1)
(s948 1)
(s949 1)
(s950 1)
(s951 1)
(s952 1)
(s953 1)
(s954 1)
(s955 1)
(s956 1)
(s957 1)
(s958 1)
(s959 1)
(s960 1)
(s961 1)
(s962 1)
(s963 1)
(s964 1)
(s965 1)
(s966 1)
(s967 1)
(s968 1)
(s969 1)
(s970 1)
(s971 1)
(s972 1)
(s973 1)
(s974 1)
(s975 1)
(s976 1)
(s977 1)
(s978 1)
(s979 1)
(s980 1)
(s981 1)
(s982 1)
(s983 1)
(s984 1)
(s985 1)
(s986 1)
(s987 1)
(s988 1)
(s989 1)
(s990 1)
(s991 1)
(s992 1)
(s993 1)
(s994 1)
(s995 1)
(s996 1)
(s997 1)
(s998 1)
(s999 1)
(s1000 1)
(s1001 1)
(s1002 1)
(s1003 1)
(s1004 1)
(s1005 1)
(s1006 1)
(s1007 1)
(s1008 1)
(s1009 1)
(s1010 1)
(s1011 1)
(s1012 1)
(s1013 1)
(s1014 1)
(s1015 1)
(s1016 1)
(s1017 1)
(s1018 1)
(s1019 1)
(s1020 1)
(s1021 1)
(s1022 1)
(s1023 1)
(s1024 1)
(s1025 1)
(s1026 1)
(s1027 1)
(s1028 1)
(s1029 1)
(s1030 1)
(s1031 1)
(s1032 1)
(s1033 1)
(s1034 1)
(s1035 1)
(s1036 1)
(s1037 1)
(s1038 1)
(s1039 1)
(s1040 1)
(s1041 1)
(s1042 1)
(s1043 1)
(s1044 1)
(s1045 1)
(s1046 1)
(s1047 1)
(s1048 1)
(s1049 1)
(s1050 1)
(s1051 1)
(s1052 1)
(s1053 1)
(s1054 1)
(s1055 1)
(s1056 1)
(s1057 1)
(s1058 1)
(s1059 1)
(s1060 1)
(s1061 1)
(s1062 1)
(s1063 1)
(s1064 1)
(s1065 1)
(s1066 1)
(s1067 1)
(s1068 1)
(s1069 1)
(s1070 1)
(s1071 1)
(s1072 1)
(s1073 1)
(s1074 1)
(s1075 1)
(s1076 1)
(s1077 1)
(s1078 1)
(s1079 1)
(s1080 1)
(s1081 1)
(s1082 1)
(s1083 1)
(s1084 1)
(s1085 1)
(s1086 1)
(s1087 1)
(s1088 1)
(s1089 1)
(s1090 1)
(s1091 1)
(s1092 1)
(s1093 1)
(s1094 1)
(s1095 1)
(s1096 1)
(s1097 1)
(s1098 1)
(s1099 1)
(s1100 1)
(s1101 1)
(s1102 1)
(s1103 1)
(s1104 1)
(s1105 1)
(s1106 1)
(s1107 1)
(s1108 1)
(s1109 1)
(s1110 1)
(s1111 1)
(s1112 1)
(s1113 1)
(s1114 1)
(s1115 1)
(s1116 1)
(s1117 1)
(s1118 1)
(s1119 1)
(s1120 1)
(s1121 1)
(s1122 1)
(s1123 1)
(s1124 1)
(s1125 1)
(s1126 1)
(s1127 1)
(s1128 1)
(s1129 1)
(s1130 1)
(s1131 1)
(s1132 1)
(s1133 1)
(s1134 1)
(s1135 1)
(s1136 1)
(s1137 1)
(s1138 1)
(s1139 1)
(s1140 1)
(s1141 1)
(s1142 1)
(s1143 1)
(s1144 1)
(s1145 1)
(s1146 1)
(s1147 1)
(s1148 1)
(s1149 1)
(s1150 1)
(s1151 1)
(s1152 1)
(s1153 1)
(s1154 1)
(s1155 1)
(s1156 1)
(s1157 1)
(s1158 1)
(s1159 1)
(s1160 1)
(s1161 1)
(s1162 1)
(s1163 1)
(s1164 1)
(s1165 1)
(s1166 1)
(s1167 1)
(s1168 1)
(s1169 1)
(s1170 1)
(s1171 1)
(s1172 1)
(s1173 1)
(s1174 1)
(s1175 1)
(s1176 1)
(s1177 1)
(s1178 1)
(s1179 1)
(s1180 1)
(s1181 1)
(s1182 1)
(s1183 1)
(s1184 1)
(s1185 1)
(s1186 1)
(s1187 1)
(s1188 1)
(s1189 1)
(s1190 1)
(s1191 1)
(s1192 1)
(s1193 1)
(s1194 1)
(s1195 1)
(s1196 1)
(s1197 1)
(s1198 1)
(s1199 1)
(s1200 1)
(s1201 1)
(s1202 1)
(s1203 1)
(s1204 1)
(s1205 1)
(s1206 1)
(s1207 1)
(s1208 1)
(s1209 1)
(s1210 1)
(s1211 1)
(s1212 1)
(s1213 1)
(s1214 1)
(s1215 1)
(s1216 1)
(s1217 1)
(s1218 1)
(s1219 1)
(s1220 1)
(s1221 1)
(s1222 1)
(s1223 1)
(s1224 1)
(s1225 1)
(s1226 1)
(s1227 1)
(s1228 1)
(s1229 1)
(s1230 1)
(s1231 1)
(s1232 1)
(s1233 1)
(s1234 1)
(s1235 1)
(s1236 1)
(s1237 1)
(s1238 1)
(s1239 1)
(s1240 1)
(s1241 1)
(s1242 1)
(s1243 1)
(s1244 1)
(s1245 1)
(s1246 1)
(s1247 1)
(s1248 1)
(s1249 1)
(s1250 1)
(s1251 1)
(s1252 1)
(s1253 1)
(s1254 1)
(s1255 1)
(s1256 1)
(s1257 1)
(s1258 1)
(s1259 1)
(s1260 1)
(s1261 1)
(s1262 1)
(s1263 1)
(s1264 1)
(s1265 1)
(s1266 1)
(s1267 1)
(s1268 1)
(s1269 1)
(s1270 1)
(s1271 1)
(s1272 1)
(s1273 1)
(s1274 1)
(s1275 1)
(s1276 1)
(s1277 1)
(s1278 1)
(s1279 1)
(s1280 1)
(s1281 1)
(s1282 1)
(s1283 1)
(s1284 1)
(s1285 1)
(s1286 1)
(s1287 1)
(s1288 1)
(s1289 1)
(s1290 1)
(s1291 1)
(s1292 1)
(s1293 1)
(s1294 1)
(s1295 1)
(s1296 1)
(s1297 1)
(s1298 1)
(s1299 1)
(s1300 1)
(s1301 1)
(s1302 1)
(s1303 1)
(s1304 1)
(s1305 1)
(s1306 1)
(s1307 1)
(s1308 1)
(s1309 1)
(s1310 1)
(s1311 1)
(s1312 1)
(s1313 1)
(s1314 1)
(s1315 1)
(s1316 1)
(s1317 1)
(s1318 1)
(s1319 1)
(s1320 1)
(s1321 1)
(s1322 1)
(s1323 1)
(s1324 1)
(s1325 1)
(s1326 1)
(s1327 1)
(s1328 1)
(s1329 1)
(s1330 1)
(s1331 1)
(s1332 1)
(s1333 1)
(s1334 1)
(s1335 1)
(s1336 1)
(s1337 1)
(s1338 1)
(s1339 1)
(s1340 1)
(s1341 1)
(s1342 1)
(s1343 1)
(s1344 1)
(s1345 1)
(s1346 1)
(s1347 1)
(s1348 1)
(s1349 1)
(s1350 1)
(s1351 1)
(s1352 1)
(s1353 1)
(s1354 1)
(s1355 1)
(s1356 1)
(s1357 1)
(s1358 1)
(s1359 1)
(s1360 1)
(s1361 1)
(s1362 1)
(s1363 1)
(s1364 1)
(s1365 1)
(s1366 1)
(s1367 1)
(s1368 1)
(s1369 1)
(s1370 1)
(s1371 1)
(s1372 1)
(s1373 1)
(s1374 1)
(s1375 1)
(s1376 1)
(s1377 1)
(s1378 1)
(s1379 1)
(s1380 1)
(s1381 1)
(s1382 1)
(s1383 1)
(s1384 1)
(s1385 1)
(s1386 1)
(s1387 1)
(s1388 1)
(s1389 1)
(s1390 1)
(s1391 1)
(s1392 1)
(s1393 1)
(s1394 1)
(s1395 1)
(s1396 1)
(s1397 1)
(s1398 1)
(s1399 1)
(s1400 1)
(s1401 1)
(s1402 1)
(s1403 1)
(s1404 1)
(s1405 1)
(s1406 1)
(s1407 1)
(s1408 1)
(s1409 1)
(s1410 1)
(s1411 1)
(s1412 1)
(s1413 1)
(s1414 1)
(s1415 1)
(s1416 1)
(s1417 1)
(s1418 1)
(s1419 1)
(s1420 1)
(s1421 1)
(s1422 1)
(s1423 1)
(s1424 1)
(s1425 1)
(s1426 1)
(s1427 1)
(s1428 1)
(s1429 1)
(s1430 1)
(s1431 1)
(s1432 1)
(s1433 1)
(s1434 1)
(s1435 1)
(s1436 1)
(s1437 1)
(s1438 1)
(s1439 1)
(s1440 1)
(s1441 1)
(s1442 1)
(s1443 1)
(s1444 1)
(s1445 1)
(s1446 1)
(s1447 1)
(s1448 1)
(s1449 1)
(s1450 1)
(s1451 1)
(s1452 1)
(s1453 1)
(s1454 1)
(s1455 1)
(s1456 1)
(s1457 1)
(s1458 1)
(s1459 1)
(s1460 1)
(s1461 1)
(s1462 1)
(s1463 1)
(s1464 1)
(s1465 1)
(s1466 1)
(s1467 1)
(s1468 1)
(s1469 1)
(s1470 1)
(s1471 1)
(s1472 1)
(s1473 1)
(s1474 1)
(s1475 1)
(s1476 1)
(s1477 1)
(s1478 1)
(s1479 1)
(s1480 1)
(s1481 1)
(s1482 1)
(s1483 1)
(s1484 1)
(s1485 1)
(s1486 1)
(s1487 1)
(s1488 1)
(s1489 1)
(s1490 1)
(s1491 1)
(s1492 1)
(s1493 1)
(s1494 1)
(s1495 1)
(s1496 1)
(s1497 1)
(s1498 1)
(s1499 1)
(s1500 1)
(s1501 1)
(s1502 1)
(s1503 1)
(s1504 1)
(s1505 1)
(s1506 1)
(s1507 1)
(s1508 1)
(s1509 1)
(s1510 1)
(s1511 1)
(s1512 1)
(s1513 1)
(s1514 1)
(s1515 1)
(s1516 1)
(s1517 1)
(s1518 1)
(s1519 1)
(s1520 1)
(s1521 1)
(s1522 1)
(s1523 1)
(s1524 1)
(s1525 1)
(s1526 1)
(s1527 1)
(s1528 1)
(s1529 1)
(s1530 1)
(s1531 1)
(s1532 1)
(s1533 1)
(s1534 1)
(s1535 1)
(s1536 1)
(s1537 1)
(s1538 1)
(s1539 1)
(s1540 1)
(s1541 1)
(s1542 1)
(s1543 1)
(s1544 1)
(s1545 1)
(s1546 1)
(s1547 1)
(s1548 1)
(s1549 1)
(s1550 1)
(s1551 1)
(s1552 1)
(s1553 1)
(s1554 1)
(s1555 1)
(s1556 1)
(s1557 1)
(s1558 1)
(s1559 1)
(s1560 1)
(s1561 1)
(s1562 1)
(s1563 1)
(s1564 1)
(s1565 1)
(s1566 1)
(s1567 1)
(s1568 1)
(s1569 1)
(s1570 1)
(s1571 1)
(s1572 1)
(s1573 1)
(s1574 1)
(s1575 1)
(s1576 1)
(s1577 1)
(s1578 1)
(s1579 1)
(s1580 1)
(s1581 1)
(s1582 1)
(s1583 1)
(s1584 1)
(s1585 1)
(s1586 1)
(s1587 1)
(s1588 1)
(s1589 1)
(s1590 1)
(s1591 1)
(s1592 1)
(s1593 1)
(s1594 1)
(s1595 1)
(s1596 1)
(s1597 1)
(s1598 1)
(s1599 1)
(s1600 1)
(s1601 1)
(s1602 1)
(s1603 1)
(s1604 1)
(s1605 1)
(s1606 1)
(s1607 1)
(s1608 1)
(s1609 1)
(s1610 1)
(s1611 1)
(s1612 1)
(s1613 1)
(s1614 1)
(s1615 1)
(s1616 1)
(s1617 1)
(s1618 1)
(s1619 1)
(s1620 1)
(s1621 1)
(s1622 1)
(s1623 1)
(s1624 1)
(s1625 1)
(s1626 1)
(s1627 1)
(s1628 1)
(s1629 1)
(s1630 1)
(s1631 1)
(s1632 1)
(s1633 1)
(s1634 1)
(s1635 1)
(s1636 1)
(s1637 1)
(s1638 1)
(s1639 1)
(s1640 1)
(s1641 1)
(s1642 1)
(s1643 1)
(s1644 1)
(s1645 1)
(s1646 1)
(s1647 1)
(s1648 1)
(s1649 1)
(s1650 1)
(s1651 1)
(s1652 1)
(s1653 1)
(s1654 1)
(s1655 1)
(s1656 1)
(s1657 1)
(s1658 1)
(s1659 1)
(s1660 1)
(s1661 1)
(s1662 1)
(s1663 1)
(s1664 1)
(s1665 1)
(s1666 1)
(s1667 1)
(s1668 1)
(s1669 1)
(s1670 1)
(s1671 1)
(s1672 1)
(s1673 1)
(s1674 1)
(s1675 1)
(s1676 1)
(s1677 1)
(s1678 1)
(s1679 1)
(s1680 1)
(s1681 1)
(s1682 1)
(s1683 1)
(s1684 1)
(s1685 1)
(s1686 1)
(s1687 1)
(s1688 1)
(s1689 1)
(s1690 1)
(s1691 1)
(s1692 1)
(s1693 1)
(s1694 1)
(s1695 1)
(s1696 1)
(s1697 1)
(s1698 1)
(s1699 1)
(s1700 1)
(s1701 1)
(s1702 1)
(s1703 1)
(s1704 1)
(s1705 1)
(s1706 1)
(s1707 1)
(s1708 1)
(s1709 1)
(s1710 1)
(s1711 1)
(s1712 1)
(s1713 1)
(s1714 1)
(s1715 1)
(s1716 1)
(s1717 1)
(s1718 1)
(s1719 1)
(s1720 1)
(s1721 1)
(s1722 1)
(s1723 1)
(s1724 1)
(s1725 1)
(s1726 1)
(s1727 1)
(s1728 1)
(s1729 1)
(s1730 1)
(s1731 1)
(s1732 1)
(s1733 1)
(s1734 1)
(s1735 1)
(s1736 1)
(s1737 1)
(s1738 1)
(s1739 1)
(s1740 1)
(s1741 1)
(s1742 1)
(s1743 1)
(s1744 1)
(s1745 1)
(s1746 1)
(s1747 1)
(s1748 1)
(s1749 1)
(s1750 1)
(s1751 1)
(s1752 1)
(s1753 1)
(s1754 1)
(s1755 1)
(s1756 1)
(s1757 1)
(s1758 1)
(s1759 1)
(s1760 1)
(s1761 1)
(s1762 1)
(s1763 1)
(s1764 1)
(s1765 1)
(s1766 1)
(s1767 1)
(s1768 1)
(s1769 1)
(s1770 1)
(s1771 1)
(s1772 1)
(s1773 1)
(s1774 1)
(s1775 1)
(s1776 1)
(s1777 1)
(s1778 1)
(s1779 1)
(s1780 1)
(s1781 1)
(s1782 1)
(s1783 1)
(s1784 1)
(s1785 1)
(s1786 1)
(s1787 1)
(s1788 1)
(s1789 1)
(s1790 1)
(s1791 1)
(s1792 1)
(s1793 1)
(s1794 1)
(s1795 1)
(s1796 1)
(s1797 1)
(s1798 1)
(s1799 1)
(s1800 1)
(s1801 1)
(s1802 1)
(s1803 1)
(s1804 1)
(s1805 1)
(s1806 1)
(s1807 1)
(s1808 1)
(s1809 1)
(s1810 1)
(s1811 1)
(s1812 1)
(s1813 1)
(s1814 1)
(s1815 1)
(s1816 1)
(s1817 1)
(s1818 1)
(s1819 1)
(s1820 1)
(s1821 1)
(s1822 1)
(s1823 1)
(s1824 1)
(s1825 1)
(s1826 1)
(s1827 1)
(s1828 1)
(s1829 1)
(s1830 1)
(s1831 1)
(s1832 1)
(s1833 1)
(s1834 1)
(s1835 1)
(s1836 1)
(s1837 1)
(s1838 1)
(s1839 1)
(s1840 1)
(s1841 1)
(s1842 1)
(s1843 1)
(s1844 1)
(s1845 1)
(s1846 1)
(s1847 1)
(s1848 1)
(s1849 1)
(s1850 1)
(s1851 1)
(s1852 1)
(s1853 1)
(s1854 1)
(s1855 1)
(s1856 1)
(s1857 1)
(s1858 1)
(s1859 1)
(s1860 1)
(s1861 1)
(s1862 1)
(s1863 1)
(s1864 1)
(s1865 1)
(s1866 1)
(s1867 1)
(s1868 1)
(s1869 1)
(s1870 1)
(s1871 1)
(s1872 1)
(s1873 1)
(s1874 1)
(s1875 1)
(s1876 1)
(s1877 1)
(s1878 1)
(s1879 1)
(s1880 1)
(s1881 1)
(s1882 1)
(s1883 1)
(s1884 1)
(s1885 1)
(s1886 1)
(s1887 1)
(s1888 1)
(s1889 1)
(s1890 1)
(s1891 1)
(s1892 1)
(s1893 1)
(s1894 1)
(s1895 1)
(s1896 1)
(s1897 1)
(s1898 1)
(s1899 1)
(s1900 1)
(s1901 1)
(s1902 1)
(s1903 1)
(s1904 1)
(s1905 1)
(s1906 1)
(s1907 1)
(s1908 1)
(s1909 1)
(s1910 1)
(s1911 1)
(s1912 1)
(s1913 1)
(s1914 1)
(s1915 1)
(s1916 1)
(s1917 1)
(s1918 1)
(s1919 1)
(s1920 1)
(s1921 1)
(s1922 1)
(s1923 1)
(s1924 1)
(s1925 1)
(s1926 1)
(s1927 1)
(s1928 1)
(s1929 1)
(s1930 1)
(s1931 1)
(s1932 1)
(s1933 1)
(s1934 1)
(s1935 1)
(s1936 1)
(s1937 1)
(s1938 1)
(s1939 1)
(s1940 1)
(s1941 1)
(s1942 1)
(s1943 1)
(s1944 1)
(s1945 1)
(s1946 1)
(s1947 1)
(s1948 1)
(s1949 1)
(s1950 1)
(s1951 1)
(s1952 1)
(s1953 1)
(s1954 1)
(s1955 1)
(s1956 1)
(s1957 1)
(s1958 1)
(s1959 1)
(s1960 1)
(s1961 1)
(s1962 1)
(s1963 1)
(s1964 1)
(s1965 1)
(s1966 1)
(s1967 1)
(s1968 1)
(s1969 1)
(s1970 1)
(s1971 1)
(s1972 1)
(s1973 1)
(s1974 1)
(s1975 1)
(s1976 1)
(s1977 1)
(s1978 1)
(s1979 1)
(s1980 1)
(s1981 1)
(s1982 1)
(s1983 1)
(s1984 1)
(s1985 1)
(s1986 1)
(s1987 1)
(s1988 1)
(s1989 1)
(s1990 1)
(s1991 1)
(s1992 1)
(s1993 1)
(s1994 1)
(s1995 1)
(s1996 1)
(s1997 1)
(s1998 1)
(s1999 1)
(s2000 1)
(s2001 1)
(s2002 1)
(s2003 1)
(s2004 1)
(s2005 1)
(s2006 1)
(s2007 1)
(s2008 1)
(s2009 1)
(s2010 1)
(s2011 1)
(s2012 1)
(s2013 1)
(s2014 1)
(s2015 1)
(s2016 1)
(s2017 1)
(s2018 1)
(s2019 1)
(s2020 1)
(s2021 1)
(s2022 1)
(s2023 1)
(s2024 1)
(s2025 1)
(s2026 1)
(s2027 1)
(s2028 1)
(s2029 1)
(s2030 1)
(s2031 1)
(s2032 1)
(s2033 1)
(s2034 1)
(s2035 1)
(s2036 1)
(s2037 1)
(s2038 1)
(s2039 1)
(s2040 1)
(s2041 1)
(s2042 1)
(s2043 1)
(s2044 1)
(s2045 1)
(s2046 1)
(s2047 1)
(s2048 1)
(s2049 1)
(s2050 1)
(s2051 1)
(s2052 1)
(s2053 1)
(s2054 1)
(s2055 1)
(s2056 1)
(s2057 1)
(s2058 1)
(s2059 1)
(s2060 1)
(s2061 1)
(s2062 1)
(s2063 1)
(s2064 1)
(s2065 1)
(s2066 1)
(s2067 1)
(s2068 1)
(s2069 1)
(s2070 1)
(s2071 1)
(s2072 1)
(s2073 1)
(s2074 1)
(s2075 1)
(s2076 1)
(s2077 1)
(s2078 1)
(s2079 1)
(s2080 1)
(s2081 1)
(s2082 1)
(s2083 1)
(s2084 1)
(s2085 1)
(s2086 1)
(s2087 1)
(s2088 1)
(s2089 1)
(s2090 1)
(s2091 1)
(s2092 1)
(s2093 1)
(s2094 1)
(s2095 1)
(s2096 1)
(s2097 1)
(s2098 1)
(s2099 1)
(s2100 1)
(s2101 1)
(s2102 1)
(s2103 1)
(s2104 1)
(s2105 1)
(s2106 1)
(s2107 1)
(s2108 1)
(s2109 1)
(s2110 1)
(s2111 1)
(s2112 1)
(s2113 1)
(s2114 1)
(s2115 1)
(s2116 1)
(s2117 1)
(s2118 1)
(s2119 1)
(s2120 1)
(s2121 1)
(s2122 1)
(s2123 1)
(s2124 1)
(s2125 1)
(s2126 1)
(s2127 1)
(s2128 1)
(s2129 1)
(s2130 1)
(s2131 1)
(s2132 1)
(s2133 1)
(s2134 1)
(s2135 1)
(s2136 1)
(s2137 1)
(s2138 1)
(s2139 1)
(s2140 1)
(s2141 1)
(s2142 1)
(s2143 1)
(s2144 1)
(s2145 1)
(s2146 1)
(s2147 1)
(s2148 1)
(s2149 1)
(s2150 1)
(s2151 1)
(s2152 1)
(s2153 1)
(s2154 1)
(s2155 1)
(s2156 1)
(s2157 1)
(s2158 1)
(s2159 1)
(s2160 1)
(s2161 1)
(s2162 1)
(s2163 1)
(s2164 1)
(s2165 1)
(s2166 1)
(s2167 1)
(s2168 1)
(s2169 1)
(s2170 1)
(s2171 1)
(s2172 1)
(s2173 1)
(s2174 1)
(s2175 1)
(s2176 1)
(s2177 1)
(s2178 1)
(s2179 1)
(s2180 1)
(s2181 1)
(s2182 1)
(s2183 1)
(s2184 1)
(s2185 1)
(s2186 1)
(s2187 1)
(s2188 1)
(s2189 1)
(s2190 1)
(s2191 1)
(s2192 1)
(s2193 1)
(s2194 1)
(s2195 1)
(s2196 1)
(s2197 1)
(s2198 1)
(s2199 1)
(s2200 1)
(s2201 1)
(s2202 1)
(s2203 1)
(s2204 1)
(s2205 1)
(s2206 1)
(s2207 1)
(s2208 1)
(s2209 1)
(s2210 1)
(s2211 1)
(s2212 1)
(s2213 1)
(s2214 1)
(s2215 1)
(s2216 1)
(s2217 1)
(s2218 1)
(s2219 1)
(s2220 1)
(s2221 1)
(s2222 1)
(s2223 1)
(s2224 1)
(s2225 1)
(s2226 1)
(s2227 1)
(s2228 1)
(s2229 1)
(s2230 1)
(s2231 1)
(s2232 1)
(s2233 1)
(s2234 1)
(s2235 1)
(s2236 1)
(s2237 1)
(s2238 1)
(s2239 1)
(s2240 1)
(s2241 1)
(s2242 1)
(s2243 1)
(s2244 1)
(s2245 1)
(s2246 1)
(s2247 1)
(s2248 1)
(s2249 1)
(s2250 1)
(s2251 1)
(s2252 1)
(s2253 1)
(s2254 1)
(s2255 1)
(s2256 1)
(s2257 1)
(s2258 1)
(s2259 1)
(s2260 1)
(s2261 1)
(s2262 1)
(s2263 1)
(s2264 1)
(s2265 1)
(s2266 1)
(s2267 1)
(s2268 1)
(s2269 1)
(s2270 1)
(s2271 1)
(s2272 1)
(s2273 1)
(s2274 1)
(s2275 1)
(s2276 1)
(s2277 1)
(s2278 1)
(s2279 1)
(s2280 1)
(s2281 1)
(s2282 1)
(s2283 1)
(s2284 1)
(s2285 1)
(s2286 1)
(s2287 1)
(s2288 1)
(s2289 1)
(s2290 1)
(s2291 1)
(s2292 1)
(s2293 1)
(s2294 1)
(s2295 1)
(s2296 1)
(s2297 1)
(s2298 1)
(s2299 1)
(s2300 1)
(s2301 1)
(s2302 1)
(s2303 1)
(s2304 1)
(s2305 1)
(s2306 1)
(s2307 1)
(s2308 1)
(s2309 1)
(s2310 1)
(s2311 1)
(s2312 1)
(s2313 1)
(s2314 1)
(s2315 1)
(s2316 1)
(s2317 1)
(s2318 1)
(s2319 1)
(s2320 1)
(s2321 1)
(s2322 1)
(s2323 1)
(s2324 1)
(s2325 1)
(s2326 1)
(s2327 1)
(s2328 1)
(s2329 1)
(s2330 1)
(s2331 1)
(s2332 1)
(s2333 1)
(s2334 1)
(s2335 1)
(s2336 1)
(s2337 1)
(s2338 1)
(s2339 1)
(s2340 1)
(s2341 1)
(s2342 1)
(s2343 1)
(s2344 1)
(s2345 1)
(s2346 1)
(s2347 1)
(s2348 1)
(s2349 1)
(s2350 1)
(s2351 1)
(s2352 1)
(s2353 1)
(s2354 1)
(s2355 1)
(s2356 1)
(s2357 1)
(s2358 1)
(s2359 1)
(s2360 1)
(s2361 1)
(s2362 1)
(s2363 1)
(s2364 1)
(s2365 1)
(s2366 1)
(s2367 1)
(s2368 1)
(s2369 1)
(s2370 1)
(s2371 1)
(s2372 1)
(s2373 1)
(s2374 1)
(s2375 1)
(s2376 1)
(s2377 1)
(s2378 1)
(s2379 1)
(s2380 1)
(s2381 1)
(s2382 1)
(s2383 1)
(s2384 1)
(s2385 1)
(s2386 1)
(s2387 1)
(s2388 1)
(s2389 1)
(s2390 1)
(s2391 1)
(s2392 1)
(s2393 1)
(s2394 1)
(s2395 1)
(s2396 1)
(s2397 1)
(s2398 1)
(s2399 1)
(s2400 1)
(s2401 1)
(s2402 1)
(s2403 1)
(s2404 1)
(s2405 1)
(s2406 1)
(s2407 1)
(s2408 1)
(s2409 1)
(s2410 1)
(s2411 1)
(s2412 1)
(s2413 1)
(s2414 1)
(s2415 1)
(s2416 1)
(s2417 1)
(s2418 1)
(s2419 1)
(s2420 1)
(s2421 1)
(s2422 1)
(s2423 1)
(s2424 1)
(s2425 1)
(s2426 1)
(s2427 1)
(s2428 1)
(s2429 1)
(s2430 1)
(s2431 1)
(s2432 1)
(s2433 1)
(s2434 1)
(s2435 1)
(s2436 1)
(s2437 1)
(s2438 1)
(s2439 1)
(s2440 1)
(s2441 1)
(s2442 1)
(s2443 1)
(s2444 1)
(s2445 1)
(s2446 1)
(s2447 1)
(s2448 1)
(s2449 1)
(s2450 1)
(s2451 1)
(s2452 1)
(s2453 1)
(s2454 1)
(s2455 1)
(s2456 1)
(s2457 1)
(s2458 1)
(s2459 1)
(s2460 1)
(s2461 1)
(s2462 1)
(s2463 1)
(s2464 1)
(s2465 1)
(s2466 1)
(s2467 1)
(s2468 1)
(s2469 1)
(s2470 1)
(s2471 1)
(s2472 1)
(s2473 1)
(s2474 1)
(s2475 1)
(s2476 1)
(s2477 1)
(s2478 1)
(s2479 1)
(s2480 1)
(s2481 1)
(s2482 1)
(s2483 1)
(s2484 1)
(s2485 1)
(s2486 1)
(s2487 1)
(s2488 1)
(s2489 1)
(s2490 1)
(s2491 1)
(s2492 1)
(s2493 1)
(s2494 1)
(s2495 1)
(s2496 1)
(s2497 1)
(s2498 1)
(s2499 1)
(s2500 1)
(s2501 1)
(s2502 1)
(s2503 1)
(s2504 1)
(s2505 1)
(s2506 1)
(s2507 1)
(s2508 1)
(s2509 1)
(s2510 1)
(s2511 1)
(s2512 1)
(s2513 1)
(s2514 1)
(s2515 1)
(s2516 1)
(s2517 1)
(s2518 1)
(s2519 1)
(s2520 1)
(s2521 1)
(s2522 1)
(s2523 1)
(s2524 1)
(s2525 1)
(s2526 1)
(s2527 1)
(s2528 1)
(s2529 1)
(s2530 1)
(s2531 1)
(s2532 1)
(s2533 1)
(s2534 1)
(s2535 1)
(s2536 1)
(s2537 1)
(s2538 1)
(s2539 1)
(s2540 1)
(s2541 1)
(s2542 1)
(s2543 1)
(s2544 1)
(s2545 1)
(s2546 1)
(s2547 1)
(s2548 1)
(s2549 1)
(s2550 1)
(s2551 1)
(s2552 1)
(s2553 1)
(s2554 1)
(s2555 1)
(s2556 1)
(s2557 1)
(s2558 1)
(s2559 1)
(s2560 1)
(s2561 1)
(s2562 1)
(s2563 1)
(s2564 1)
(s2565 1)
(s2566 1)
(s2567 1)
(s2568 1)
(s2569 1)
(s2570 1)
(s2571 1)
(s2572 1)
(s2573 1)
(s2574 1)
(s2575 1)
(s2576 1)
(s2577 1)
(s2578 1)
(s2579 1)
(s2580 1)
(s2581 1)
(s2582 1)
(s2583 1)
(s2584 1)
(s2585 1)
(s2586 1)
(s2587 1)
(s2588 1)
(s2589 1)
(s2590 1)
(s2591 1)
(s2592 1)
(s2593 1)
(s2594 1)
(s2595 1)
(s2596 1)
(s2597 1)
(s2598 1)
(s2599 1)
(s2600 1)
(s2601 1)
(s2602 1)
(s2603 1)
(s2604 1)
(s2605 1)
(s2606 1)
(s2607 1)
(s2608 1)
(s2609 1)
(s2610 1)
(s2611 1)
(s2612 1)
(s2613 1)
(s2614 1)
(s2615 1)
(s2616 1)
(s2617 1)
(s2618 1)
(s2619 1)
(s2620 1)
(s2621 1)
(s2622 1)
(s2623 1)
(s2624 1)
(s2625 1)
(s2626 1)
(s2627 1)
(s2628 1)
(s2629 1)
(s2630 1)
(s2631 1)
(s2632 1)
(s2633 1)
(s2634 1)
(s2635 1)
(s2636 1)
(s2637 1)
(s2638 1)
(s2639 1)
(s2640 1)
(s2641 1)
(s2642 1)
(s2643 1)
(s2644 1)
(s2645 1)
(s2646 1)
(s2647 1)
(s2648 1)
(s2649 1)
(s2650 1)
(s2651 1)
(s2652 1)
(s2653 1)
(s2654 1)
(s2655 1)
(s2656 1)
(s2657 1)
(s2658 1)
(s2659 1)
(s2660 1)
(s2661 1)
(s2662 1)
(s2663 1)
(s2664 1)
(s2665 1)
(s2666 1)
(s2667 1)
(s2668 1)
(s2669 1)
(s2670 1)
(s2671 1)
(s2672 1)
(s2673 1)
(s2674 1)
(s2675 1)
(s2676 1)
(s2677 1)
(s2678 1)
(s2679 1)
(s2680 1)
(s2681 1)
(s2682 1)
(s2683 1)
(s2684 1)
(s2685 1)
(s2686 1)
(s2687 1)
(s2688 1)
(s2689 1)
(s2690 1)
(s2691 1)
(s2692 1)
(s2693 1)
(s2694 1)
(s2695 1)
(s2696 1)
(s2697 1)
(s2698 1)
(s2699 1)
(s2700 1)
(s2701 1)
(s2702 1)
(s2703 1)
(s2704 1)
(s2705 1)
(s2706 1)
(s2707 1)
(s2708 1)
(s2709 1)
(s2710 1)
(s2711 1)
(s2712 1)
(s2713 1)
(s2714 1)
(s2715 1)
(s2716 1)
(s2717 1)
(s2718 1)
(s2719 1)
(s2720 1)
(s2721 1)
(s2722 1)
(s2723 1)
(s2724 1)
(s2725 1)
(s2726 1)
(s2727 1)
(s2728 1)
(s2729 1)
(s2730 1)
(s2731 1)
(s2732 1)
(s2733 1)
(s2734 1)
(s2735 1)
(s2736 1)
(s2737 1)
(s2738 1)
(s2739 1)
(s2740 1)
(s2741 1)
(s2742 1)
(s2743 1)
(s2744 1)
(s2745 1)
(s2746 1)
(s2747 1)
(s2748 1)
(s2749 1)
(s2750 1)
(s2751 1)
(s2752 1)
(s2753 1)
(s2754 1)
(s2755 1)
(s2756 1)
(s2757 1)
(s2758 1)
(s2759 1)
(s2760 1)
(s2761 1)
(s2762 1)
(s2763 1)
(s2764 1)
(s2765 1)
(s2766 1)
(s2767 1)
(s2768 1)
(s2769 1)
(s2770 1)
(s2771 1)
(s2772 1)
(s2773 1)
(s2774 1)
(s2775 1)
(s2776 1)
(s2777 1)
(s2778 1)
(s2779 1)
(s2780 1)
(s2781 1)
(s2782 1)
(s2783 1)
(s2784 1)
(s2785 1)
(s2786 1)
(s2787 1)
(s2788 1)
(s2789 1)
(s2790 1)
(s2791 1)
(s2792 1)
(s2793 1)
(s2794 1)
(s2795 1)
(s2796 1)
(s2797 1)
(s2798 1)
(s2799 1)
(s2800 1)
(s2801 1)
(s2802 1)
(s2803 1)
(s2804 1)
(s2805 1)
(s2806 1)
(s2807 1)
(s2808 1)
(s2809 1)
(s2810 1)
(s2811 1)
(s2812 1)
(s2813 1)
(s2814 1)
(s2815 1)
(s2816 1)
(s2817 1)
(s2818 1)
(s2819 1)
(s2820 1)
(s2821 1)
(s2822 1)
(s2823 1)
(s2824 1)
(s2825 1)
(s2826 1)
(s2827 1)
(s2828 1)
(s2829 1)
(s2830 1)
(s2831 1)
(s2832 1)
(s2833 1)
(s2834 1)
(s2835 1)
(s2836 1)
(s2837 1)
(s2838 1)
(s2839 1)
(s2840 1)
(s2841 1)
(s2842 1)
(s2843 1)
(s2844 1)
(s2845 1)
(s2846 1)
(s2847 1)
(s2848 1)
(s2849 1)
(s2850 1)
(s2851 1)
(s2852 1)
(s2853 1)
(s2854 1)
(s2855 1)
(s2856 1)
(s2857 1)
(s2858 1)
(s2859 1)
(s2860 1)
(s2861 1)
(s2862 1)
(s2863 1)
(s2864 1)
(s2865 1)
(s2866 1)
(s2867 1)
(s2868 1)
(s2869 1)
(s2870 1)
(s2871 1)
(s2872 1)
(s2873 1)
(s2874 1)
(s2875 1)
(s2876 1)
(s2877 1)
(s2878 1)
(s2879 1)
(s2880 1)
(s2881 1)
(s2882 1)
(s2883 1)
(s2884 1)
(s2885 1)
(s2886 1)
(s2887 1)
(s2888 1)
(s2889 1)
(s2890 1)
(s2891 1)
(s2892 1)
(s2893 1)
(s2894 1)
(s2895 1)
(s2896 1)
(s2897 1)
(s2898 1)
(s2899 1)
(s2900 1)
(s2901 1)
(s2902 1)
(s2903 1)
(s2904 1)
(s2905 1)
(s2906 1)
(s2907 1)
(s2908 1)
(s2909 1)
(s2910 1)
(s2911 1)
(s2912 1)
(s2913 1)
(s2914 1)
(s2915 1)
(s2916 1)
(s2917 1)
(s2918 1)
(s2919 1)
(s2920 1)
(s2921 1)
(s2922 1)
(s2923 1)
(s2924 1)
(s2925 1)
(s2926 1)
(s2927 1)
(s2928 1)
(s2929 1)
(s2930 1)
(s2931 1)
(s2932 1)
(s2933 1)
(s2934 1)
(s2935 1)
(s2936 1)
(s2937 1)
(s2938 1)
(s2939 1)
(s2940 1)
(s2941 1)
(s2942 1)
(s2943 1)
(s2944 1)
(s2945 1)
(s2946 1)
(s2947 1)
(s2948 1)
(s2949 1)
(s2950 1)
(s2951 1)
(s2952 1)
(s2953 1)
(s2954 1)
(s2955 1)
(s2956 1)
(s2957 1)
(s2958 1)
(s2959 1)
(s2960 1)
(s2961 1)
(s2962 1)
(s2963 1)
(s2964 1)
(s2965 1)
(s2966 1)
(s2967 1)
(s2968 1)
(s2969 1)
(s2970 1)
(s2971 1)
(s2972 1)
(s2973 1)
(s2974 1)
(s2975 1)
(s2976 1)
(s2977 1)
(s2978 1)
(s2979 1)
(s2980 1)
(s2981 1)
(s2982 1)
(s2983 1)
(s2984 1)
(s2985 1)
(s2986 1)
(s2987 1)
(s2988 1)
(s2989 1)
(s2990 1)
(s2991 1)
(s2992 1)
(s2993 1)
(s2994 1)
(s2995 1)
(s2996 1)
(s2997 1)
(s2998 1)
(s2999 1)
(s3000 1)
(s3001 1)
(s3002 1)
(s3003 1)
(s3004 1)
(s3005 1)
(s3006 1)
(s3007 1)
(s3008 1)
(s3009 1)
(s3010 1)
(s3011 1)
(s3012 1)
(s3013 1)
(s3014 1)
(s3015 1)
(s3016 1)
(s3017 1)
(s3018 1)
(s3019 1)
(s3020 1)
(s3021 1)
(s3022 1)
(s3023 1)
(s3024 1)
(s3025 1)
(s3026 1)
(s3027 1)
(s3028 1)
(s3029 1)
(s3030 1)
(s3031 1)
(s3032 1)
(s3033 1)
(s3034 1)
(s3035 1)
(s3036 1)
(s3037 1)
(s3038 1)
(s3039 1)
(s3040 1)
(s3041 1)
(s3042 1)
(s3043 1)
(s3044 1)
(s3045 1)
(s3046 1)
(s3047 1)
(s3048 1)
(s3049 1)
(s3050 1)
(s3051 1)
(s3052 1)
(s3053 1)
(s3054 1)
(s3055 1)
(s3056 1)
(s3057 1)
(s3058 1)
(s3059 1)
(s3060 1)
(s3061 1)
(s3062 1)
(s3063 1)
(s3064 1)
(s3065 1)
(s3066 1)
(s3067 1)
(s3068 1)
(s3069 1)
(s3070 1)
(s3071 1)
(s3072 1)
(s3073 1)
(s3074 1)
(s3075 1)
(s3076 1)
(s3077 1)
(s3078 1)
(s3079 1)
(s3080 1)
(s3081 1)
(s3082 1)
(s3083 1)
(s3084 1)
(s3085 1)
(s3086 1)
(s3087 1)
(s3088 1)
(s3089 1)
(s3090 1)
(s3091 1)
(s3092 1)
(s3093 1)
(s3094 1)
(s3095 1)
(s3096 1)
(s3097 1)
(s3098 1)
(s3099 1)
(s3100 1)
(s3101 1)
(s3102 1)
(s3103 1)
(s3104 1)
(s3105 1)
(s3106 1)
(s3107 1)
(s3108 1)
(s3109 1)
(s3110 1)
(s3111 1)
(s3112 1)
(s3113 1)
(s3114 1)
(s3115 1)
(s3116 1)
(s3117 1)
(s3118 1)
(s3119 1)
(s3120 1)
(s3121 1)
(s3122 1)
(s3123 1)
(s3124 1)
(s3125 1)
(s3126 1)
(s3127 1)
(s3128 1)
(s3129 1)
(s3130 1)
(s3131 1)
(s3132 1)
(s3133 1)
(s3134 1)
(s3135 1)
(s3136 1)
(s3137 1)
(s3138 1)
(s3139 1)
(s3140 1)
(s3141 1)
(s3142 1)
(s3143 1)
(s3144 1)
(s3145 1)
(s3146 1)
(s3147 1)
(s3148 1)
(s3149 1)
(s3150 1)
(s3151 1)
(s3152 1)
(s3153 1)
(s3154 1)
(s3155 1)
(s3156 1)
(s3157 1)
(s3158 1)
(s3159 1)
(s3160 1)
(s3161 1)
(s3162 1)
(s3163 1)
(s3164 1)
(s3165 1)
(s3166 1)
(s3167 1)
(s3168 1)
(s3169 1)
(s3170 1)
(s3171 1)
(s3172 1)
(s3173 1)
(s3174 1)
(s3175 1)
(s3176 1)
(s3177 1)
(s3178 1)
(s3179 1)
(s3180 1)
(s3181 1)
(s3182 1)
(s3183 1)
(s3184 1)
(s3185 1)
(s3186 1)
(s3187 1)
(s3188 1)
(s3189 1)
(s3190 1)
(s3191 1)
(s3192 1)
(s3193 1)
(s3194 1)
(s3195 1)
(s3196 1)
(s3197 1)
(s3198 1)
(s3199 1)
(s3200 1)
(s3201 1)
(s3202 1)
(s3203 1)
(s3204 1)
(s3205 1)
(s3206 1)
(s3207 1)
(s3208 1)
(s3209 1)
(s3210 1)
(s3211 1)
(s3212 1)
(s3213 1)
(s3214 1)
(s3215 1)
(s3216 1)
(s3217 1)
(s3218 1)
(s3219 1)
(s3220 1)
(s3221 1)
(s3222 1)
(s3223 1)
(s3224 1)
(s3225 1)
(s3226 1)
(s3227 1)
(s3228 1)
(s3229 1)
(s3230 1)
(s3231 1)
(s3232 1)
(s3233 1)
(s3234 1)
(s3235 1)
(s3236 1)
(s3237 1)
(s3238 1)
(s3239 1)
(s3240 1)
(s3241 1)
(s3242 1)
(s3243 1)
(s3244 1)
(s3245 1)
(s3246 1)
(s3247 1)
(s3248 1)
(s3249 1)
(s3250 1)
(s3251 1)
(s3252 1)
(s3253 1)
(s3254 1)
(s3255 1)
(s3256 1)
(s3257 1)
(s3258 1)
(s3259 1)
(s3260 1)
(s3261 1)
(s3262 1)
(s3263 1)
(s3264 1)
(s3265 1)
(s3266 1)
(s3267 1)
(s3268 1)
(s3269 1)
(s3270 1)
(s3271 1)
(s3272 1)
(s3273 1)
(s3274 1)
(s3275 1)
(s3276 1)
(s3277 1)
(s3278 1)
(s3279 1)
(s3280 1)
(s3281 1)
(s3282 1)
(s3283 1)
(s3284 1)
(s3285 1)
(s3286 1)
(s3287 1)
(s3288 1)
(s3289 1)
(s3290 1)
(s3291 1)
(s3292 1)
(s3293 1)
(s3294 1)
(s3295 1)
(s3296 1)
(s3297 1)
(s3298 1)
(s3299 1)
(s3300 1)
(s3301 1)
(s3302 1)
(s3303 1)
(s3304 1)
(s3305 1)
(s3306 1)
(s3307 1)
(s3308 1)
(s3309 1)
(s3310 1)
(s3311 1)
(s3312 1)
(s3313 1)
(s3314 1)
(s3315 1)
(s3316 1)
(s3317 1)
(s3318 1)
(s3319 1)
(s3320 1)
(s3321 1)
(s3322 1)
(s3323 1)
(s3324 1)
(s3325 1)
(s3326 1)
(s3327 1)
(s3328 1)
(s3329 1)
(s3330 1)
(s3331 1)
(s3332 1)
(s3333 1)
(s3334 1)
(s3335 1)
(s3336 1)
(s3337 1)
(s3338 1)
(s3339 1)
(s3340 1)
(s3341 1)
(s3342 1)
(s3343 1)
(s3344 1)
(s3345 1)
(s3346 1)
(s3347 1)
(s3348 1)
(s3349 1)
(s3350 1)
(s3351 1)
(s3352 1)
(s3353 1)
(s3354 1)
(s3355 1)
(s3356 1)
(s3357 1)
(s3358 1)
(s3359 1)
(s3360 1)
(s3361 1)
(s3362 1)
(s3363 1)
(s3364 1)
(s3365 1)
(s3366 1)
(s3367 1)
(s3368 1)
(s3369 1)
(s3370 1)
(s3371 1)
(s3372 1)
(s3373 1)
(s3374 1)
(s3375 1)
(s3376 1)
(s3377 1)
(s3378 1)
(s3379 1)
(s3380 1)
(s3381 1)
(s3382 1)
(s3383 1)
(s3384 1)
(s3385 1)
(s3386 1)
(s3387 1)
(s3388 1)
(s3389 1)
(s3390 1)
(s3391 1)
(s3392 1)
(s3393 1)
(s3394 1)
(s3395 1)
(s3396 1)
(s3397 1)
(s3398 1)
(s3399 1)
(s3400 1)
(s3401 1)
(s3402 1)
(s3403 1)
(s3404 1)
(s3405 1)
(s3406 1)
(s3407 1)
(s3408 1)
(s3409 1)
(s3410 1)
(s3411 1)
(s3412 1)
(s3413 1)
(s3414 1)
(s3415 1)
(s3416 1)
(s3417 1)
(s3418 1)
(s3419 1)
(s3420 1)
(s3421 1)
(s3422 1)
(s3423 1)
(s3424 1)
(s3425 1)
(s3426 1)
(s3427 1)
(s3428 1)
(s3429 1)
(s3430 1)
(s3431 1)
(s3432 1)
(s3433 1)
(s3434 1)
(s3435 1)
(s3436 1)
(s3437 1)
(s3438 1)
(s3439 1)
(s3440 1)
(s3441 1)
(s3442 1)
(s3443 1)
(s3444 1)
(s3445 1)
(s3446 1)
(s3447 1)
(s3448 1)
(s3449 1)
(s3450 1)
(s3451 1)
(s3452 1)
(s3453 1)
(s3454 1)
(s3455 1)
(s3456 1)
(s3457 1)
(s3458 1)
(s3459 1)
(s3460 1)
(s3461 1)
(s3462 1)
(s3463 1)
(s3464 1)
(s3465 1)
(s3466 1)
(s3467 1)
(s3468 1)
(s3469 1)
(s3470 1)
(s3471 1)
(s3472 1)
(s3473 1)
(s3474 1)
(s3475 1)
(s3476 1)
(s3477 1)
(s3478 1)
(s3479 1)
(s3480 1)
(s3481 1)
(s3482 1)
(s3483 1)
(s3484 1)
(s3485 1)
(s3486 1)
(s3487 1)
(s3488 1)
(s3489 1)
(s3490 1)
(s3491 1)
(s3492 1)
(s3493 1)
(s3494 1)
(s3495 1)
(s3496 1)
(s3497 1)
(s3498 1)
(s3499 1)
(s3500 1)
(s3501 1)
(s3502 1)
(s3503 1)
(s3504 1)
(s3505 1)
(s3506 1)
(s3507 1)
(s3508 1)
(s3509 1)
(s3510 1)
(s3511 1)
(s3512 1)
(s3513 1)
(s3514 1)
(s3515 1)
(s3516 1)
(s3517 1)
(s3518 1)
(s3519 1)
(s3520 1)
(s3521 1)
(s3522 1)
(s3523 1)
(s3524 1)
(s3525 1)
(s3526 1)
(s3527 1)
(s3528 1)
(s3529 1)
(s3530 1)
(s3531 1)
(s3532 1)
(s3533 1)
(s3534 1)
(s3535 1)
(s3536 1)
(s3537 1)
(s3538 1)
(s3539 1)
(s3540 1)
(s3541 1)
(s3542 1)
(s3543 1)
(s3544 1)
(s3545 1)
(s3546 1)
(s3547 1)
(s3548 1)
(s3549 1)
(s3550 1)
(s3551 1)
(s3552 1)
(s3553 1)
(s3554 1)
(s3555 1)
(s3556 1)
(s3557 1)
(s3558 1)
(s3559 1)
(s3560 1)
(s3561 1)
(s3562 1)
(s3563 1)
(s3564 1)
(s3565 1)
(s3566 1)
(s3567 1)
(s3568 1)
(s3569 1)
(s3570 1)
(s3571 1)
(s3572 1)
(s3573 1)
(s3574 1)
(s3575 1)
(s3576 1)
(s3577 1)
(s3578 1)
(s3579 1)
(s3580 1)
(s3581 1)
(s3582 1)
(s3583 1)
(s3584 1)
(s3585 1)
(s3586 1)
(s3587 1)
(s3588 1)
(s3589 1)
(s3590 1)
(s3591 1)
(s3592 1)
(s3593 1)
(s3594 1)
(s3595 1)
(s3596 1)
(s3597 1)
(s3598 1)
(s3599 1)
(s3600 1)
(s3601 1)
(s3602 1)
(s3603 1)
(s3604 1)
(s3605 1)
(s3606 1)
(s3607 1)
(s3608 1)
(s3609 1)
(s3610 1)
(s3611 1)
(s3612 1)
(s3613 1)
(s3614 1)
(s3615 1)
(s3616 1)
(s3617 1)
(s3618 1)
(s3619 1)
(s3620 1)
(s3621 1)
(s3622 1)
(s3623 1)
(s3624 1)
(s3625 1)
(s3626 1)
(s3627 1)
(s3628 1)
(s3629 1)
(s3630 1)
(s3631 1)
(s3632 1)
(s3633 1)
(s3634 1)
(s3635 1)
(s3636 1)
(s3637 1)
(s3638 1)
(s3639 1)
(s3640 1)
(s3641 1)
(s3642 1)
(s3643 1)
(s3644 1)
(s3645 1)
(s3646 1)
(s3647 1)
(s3648 1)
(s3649 1)
(s3650 1)
(s3651 1)
(s3652 1)
(s3653 1)
(s3654 1)
(s3655 1)
(s3656 1)
(s3657 1)
(s3658 1)
(s3659 1)
(s3660 1)
(s3661 1)
(s3662 1)
(s3663 1)
(s3664 1)
(s3665 1)
(s3666 1)
(s3667 1)
(s3668 1)
(s3669 1)
(s3670 1)
(s3671 1)
(s3672 1)
(s3673 1)
(s3674 1)
(s3675 1)
(s3676 1)
(s3677 1)
(s3678 1)
(s3679 1)
(s3680 1)
(s3681 1)
(s3682 1)
(s3683 1)
(s3684 1)
(s3685 1)
(s3686 1)
(s3687 1)
(s3688 1)
(s3689 1)
(s3690 1)
(s3691 1)
(s3692 1)
(s3693 1)
(s3694 1)
(s3695 1)
(s3696 1)
(s3697 1)
(s3698 1)
(s3699 1)
(s3700 1)
(s3701 1)
(s3702 1)
(s3703 1)
(s3704 1)
(s3705 1)
(s3706 1)
(s3707 1)
(s3708 1)
(s3709 1)
(s3710 1)
(s3711 1)
(s3712 1)
(s3713 1)
(s3714 1)
(s3715 1)
(s3716 1)
(s3717 1)
(s3718 1)
(s3719 1)
(s3720 1)
(s3721 1)
(s3722 1)
(s3723 1)
(s3724 1)
(s3725 1)
(s3726 1)
(s3727 1)
(s3728 1)
(s3729 1)
(s3730 1)
(s3731 1)
(s3732 1)
(s3733 1)
(s3734 1)
(s3735 1)
(s3736 1)
(s3737 1)
(s3738 1)
(s3739 1)
(s3740 1)
(s3741 1)
(s3742 1)
(s3743 1)
(s3744 1)
(s3745 1)
(s3746 1)
(s3747 1)
(s3748 1)
(s3749 1)
(s3750 1)
(s3751 1)
(s3752 1)
(s3753 1)
(s3754 1)
(s3755 1)
(s3756 1)
(s3757 1)
(s3758 1)
(s3759 1)
(s3760 1)
(s3761 1)
(s3762 1)
(s3763 1)
(s3764 1)
(s3765 1)
(s3766 1)
(s3767 1)
(s3768 1)
(s3769 1)
(s3770 1)
(s3771 1)
(s3772 1)
(s3773 1)
(s3774 1)
(s3775 1)
(s3776 1)
(s3777 1)
(s3778 1)
(s3779 1)
(s3780 1)
(s3781 1)
(s3782 1)
(s3783 1)
(s3784 1)
(s3785 1)
(s3786 1)
(s3787 1)
(s3788 1)
(s3789 1)
(s3790 1)
(s3791 1)
(s3792 1)
(s3793 1)
(s3794 1)
(s3795 1)
(s3796 1)
(s3797 1)
(s3798 1)
(s3799 1)
(s3800 1)
(s3801 1)
(s3802 1)
(s3803 1)
(s3804 1)
(s3805 1)
(s3806 1)
(s3807 1)
(s3808 1)
(s3809 1)
(s3810 1)
(s3811 1)
(s3812 1)
(s3813 1)
(s3814 1)
(s3815 1)
(s3816 1)
(s3817 1)
(s3818 1)
(s3819 1)
(s3820 1)
(s3821 1)
(s3822 1)
(s3823 1)
(s3824 1)
(s3825 1)
(s3826 1)
(s3827 1)
(s3828 1)
(s3829 1)
(s3830 1)
(s3831 1)
(s3832 1)
(s3833 1)
(s3834 1)
(s3835 1)
(s3836 1)
(s3837 1)
(s3838 1)
(s3839 1)
(s3840 1)
(s3841 1)
(s3842 1)
(s3843 1)
(s3844 1)
(s3845 1)
(s3846 1)
(s3847 1)
(s3848 1)
(s3849 1)
(s3850 1)
(s3851 1)
(s3852 1)
(s3853 1)
(s3854 1)
(s3855 1)
(s3856 1)
(s3857 1)
(s3858 1)
(s3859 1)
(s3860 1)
(s3861 1)
(s3862 1)
(s3863 1)
(s3864 1)
(s3865 1)
(s3866 1)
(s3867 1)
(s3868 1)
(s3869 1)
(s3870 1)
(s3871 1)
(s3872 1)
(s3873 1)
(s3874 1)
(s3875 1)
(s3876 1)
(s3877 1)
(s3878 1)
(s3879 1)
(s3880 1)
(s3881 1)
(s3882 1)
(s3883 1)
(s3884 1)
(s3885 1)
(s3886 1)
(s3887 1)
(s3888 1)
(s3889 1)
(s3890 1)
(s3891 1)
(s3892 1)
(s3893 1)
(s3894 1)
(s3895 1)
(s3896 1)
(s3897 1)
(s3898 1)
(s3899 1)
(s3900 1)
(s3901 1)
(s3902 1)
(s3903 1)
(s3904 1)
(s3905 1)
(s3906 1)
(s3907 1)
(s3908 1)
(s3909 1)
(s3910 1)
(s3911 1)
(s3912 1)
(s3913 1)
(s3914 1)
(s3915 1)
(s3916 1)
(s3917 1)
(s3918 1)
(s3919 1)
(s3920 1)
(s3921 1)
(s3922 1)
(s3923 1)
(s3924 1)
(s3925 1)
(s3926 1)
(s3927 1)
(s3928 1)
(s3929 1)
(s3930 1)
(s3931 1)
(s3932 1)
(s3933 1)
(s3934 1)
(s3935 1)
(s3936 1)
(s3937 1)
(s3938 1)
(s3939 1)
(s3940 1)
(s3941 1)
(s3942 1)
(s3943 1)
(s3944 1)
(s3945 1)
(s3946 1)
(s3947 1)
(s3948 1)
(s3949 1)
(s3950 1)
(s3951 1)
(s3952 1)
(s3953 1)
(s3954 1)
(s3955 1)
(s3956 1)
(s3957 1)
(s3958 1)
(s3959 1)
(s3960 1)
(s3961 1)
(s3962 1)
(s3963 1)
(s3964 1)
(s3965 1)
(s3966 1)
(s3967 1)
(s3968 1)
(s3969 1)
(s3970 1)
(s3971 1)
(s3972 1)
(s3973 1)
(s3974 1)
(s3975 1)
(s3976 1)
(s3977 1)
(s3978 1)
(s3979 1)
(s3980 1)
(s3981 1)
(s3982 1)
(s3983 1)
(s3984 1)
(s3985 1)
(s3986 1)
(s3987 1)
(s3988 1)
(s3989 1)
(s3990 1)
(s3991 1)
(s3992 1)
(s3993 1)
(s3994 1)
(s3995 1)
(s3996 1)
(s3997 1)
(s3998 1)
(s3999 1)
(s4000 1)
(s4001 1)
(s4002 1)
(s4003 1)
(s4004 1)
(s4005 1)
(s4006 1)
(s4007 1)
(s4008 1)
(s4009 1)
(s4010 1)
(s4011 1)
(s4012 1)
(s4013 1)
(s4014 1)
(s4015 1)
(s4016 1)
(s4017 1)
(s4018 1)
(s4019 1)
(s4020 1)
(s4021 1)
(s4022 1)
(s4023 1)
(s4024 1)
(s4025 1)
(s4026 1)
(s4027 1)
(s4028 1)
(s4029 1)
(s4030 1)
(s4031 1)
(s4032 1)
(s4033 1)
(s4034 1)
(s4035 1)
(s4036 1)
(s4037 1)
(s4038 1)
(s4039 1)
(s4040 1)
(s4041 1)
(s4042 1)
(s4043 1)
(s4044 1)
(s4045 1)
(s4046 1)
(s4047 1)
(s4048 1)
(s4049 1)
(s4050 1)
(s4051 1)
(s4052 1)
(s4053 1)
(s4054 1)
(s4055 1)
(s4056 1)
(s4057 1)
(s4058 1)
(s4059 1)
(s4060 1)
(s4061 1)
(s4062 1)
(s4063 1)
(s4064 1)
(s4065 1)
(s4066 1)
(s4067 1)
(s4068 1)
(s4069 1)
(s4070 1)
(s4071 1)
(s4072 1)
(s4073 1)
(s4074 1)
(s4075 1)
(s4076 1)
(s4077 1)
(s4078 1)
(s4079 1)
(s4080 1)
(s4081 1)
(s4082 1)
(s4083 1)
(s4084 1)
(s4085 1)
(s4086 1)
(s4087 1)
(s4088 1)
(s4089 1)
(s4090 1)
(s4091 1)
(s4092 1)
(s4093 1)
(s4094 1)
(s4095 1)
(s4096 1)
(s4097 1)
(s4098 1)
(s4099 1)
(s4100 1)
(s4101 1)
(s4102 1)
(s4103 1)
(s4104 1)
(s4105 1)
(s4106 1)
(s4107 1)
(s4108 1)
(s4109 1)
(s4110 1)
(s4111 1)
(s4112 1)
(s4113 1)
(s4114 1)
(s4115 1)
(s4116 1)
(s4117 1)
(s4118 1)
(s4119 1)
(s4120 1)
(s4121 1)
(s4122 1)
(s4123 1)
(s4124 1)
(s4125 1)
(s4126 1)
(s4127 1)
(s4128 1)
(s4129 1)
(s4130 1)
(s4131 1)
(s4132 1)
(s4133 1)
(s4134 1)
(s4135 1)
(s4136 1)
(s4137 1)
(s4138 1)
(s4139 1)
(s4140 1)
(s4141 1)
(s4142 1)
(s4143 1)
(s4144 1)
(s4145 1)
(s4146 1)
(s4147 1)
(s4148 1)
(s4149 1)
(s4150 1)
(s4151 1)
(s4152 1)
(s4153 1)
(s4154 1)
(s4155 1)
(s4156 1)
(s4157 1)
(s4158 1)
(s4159 1)
(s4160 1)
(s4161 1)
(s4162 1)
(s4163 1)
(s4164 1)
(s4165 1)
(s4166 1)
(s4167 1)
(s4168 1)
(s4169 1)
(s4170 1)
(s4171 1)
(s4172 1)
(s4173 1)
(s4174 1)
(s4175 1)
(s4176 1)
(s4177 1)
(s4178 1)
(s4179 1)
(s4180 1)
(s4181 1)
(s4182 1)
(s4183 1)
(s4184 1)
(s4185 1)
(s4186 1)
(s4187 1)
(s4188 1)
(s4189 1)
(s4190 1)
(s4191 1)
(s4192 1)
(s4193 1)
(s4194 1)
(s4195 1)
(s4196 1)
(s4197 1)
(s4198 1)
(s4199 1)
(s4200 1)
(s4201 1)
(s4202 1)
(s4203 1)
(s4204 1)
(s4205 1)
(s4206 1)
(s4207 1)
(s4208 1)
(s4209 1)
(s4210 1)
(s4211 1)
(s4212 1)
(s4213 1)
(s4214 1)
(s4215 1)
(s4216 1)
(s4217 1)
(s4218 1)
(s4219 1)
(s4220 1)
(s4221 1)
(s4222 1)
(s4223 1)
(s4224 1)
(s4225 1)
(s4226 1)
(s4227 1)
(s4228 1)
(s4229 1)
(s4230 1)
(s4231 1)
(s4232 1)
(s4233 1)
(s4234 1)
(s4235 1)
(s4236 1)
(s4237 1)
(s4238 1)
(s4239 1)
(s4240 1)
(s4241 1)
(s4242 1)
(s4243 1)
(s4244 1)
(s4245 1)
(s4246 1)
(s4247 1)
(s4248 1)
(s4249 1)
(s4250 1)
(s4251 1)
(s4252 1)
(s4253 1)
(s4254 1)
(s4255 1)
(s4256 1)
(s4257 1)
(s4258 1)
(s4259 1)
(s4260 1)
(s4261 1)
(s4262 1)
(s4263 1)
(s4264 1)
(s4265 1)
(s4266 1)
(s4267 1)
(s4268 1)
(s4269 1)
(s4270 1)
(s4271 1)
(s4272 1)
(s4273 1)
(s4274 1)
(s4275 1)
(s4276 1)
(s4277 1)
(s4278 1)
(s4279 1)
(s4280 1)
(s4281 1)
(s4282 1)
(s4283 1)
(s4284 1)
(s4285 1)
(s4286 1)
(s4287 1)
(s4288 1)
(s4289 1)
(s4290 1)
(s4291 1)
(s4292 1)
(s4293 1)
(s4294 1)
(s4295 1)
(s4296 1)
(s4297 1)
(s4298 1)
(s4299 1)
(s4300 1)
(s4301 1)
(s4302 1)
(s4303 1)
(s4304 1)
(s4305 1)
(s4306 1)
(s4307 1)
(s4308 1)
(s4309 1)
(s4310 1)
(s4311 1)
(s4312 1)
(s4313 1)
(s4314 1)
(s4315 1)
(s4316 1)
(s4317 1)
(s4318 1)
(s4319 1)
(s4320 1)
(s4321 1)
(s4322 1)
(s4323 1)
(s4324 1)
(s4325 1)
(s4326 1)
(s4327 1)
(s4328 1)
(s4329 1)
(s4330 1)
(s4331 1)
(s4332 1)
(s4333 1)
(s4334 1)
(s4335 1)
(s4336 1)
(s4337 1)
(s4338 1)
(s4339 1)
(s4340 1)
(s4341 1)
(s4342 1)
(s4343 1)
(s4344 1)
(s4345 1)
(s4346 1)
(s4347 1)
(s4348 1)
(s4349 1)
(s4350 1)
(s4351 1)
(s4352 1)
(s4353 1)
(s4354 1)
(s4355 1)
(s4356 1)
(s4357 1)
(s4358 1)
(s4359 1)
(s4360 1)
(s4361 1)
(s4362 1)
(s4363 1)
(s4364 1)
(s4365 1)
(s4366 1)
(s4367 1)
(s4368 1)
(s4369 1)
(s4370 1)
(s4371 1)
(s4372 1)
(s4373 1)
(s4374 1)
(s4375 1)
(s4376 1)
(s4377 1)
(s4378 1)
(s4379 1)
(s4380 1)
(s4381 1)
(s4382 1)
(s4383 1)
(s4384 1)
(s4385 1)
(s4386 1)
(s4387 1)
(s4388 1)
(s4389 1)
(s4390 1)
(s4391 1)
(s4392 1)
(s4393 1)
(s4394 1)
(s4395 1)
(s4396 1)
(s4397 1)
(s4398 1)
(s4399 1)
(s4400 1)
(s4401 1)
(s4402 1)
(s4403 1)
(s4404 1)
(s4405 1)
(s4406 1)
(s4407 1)
(s4408 1)
(s4409 1)
(s4410 1)
(s4411 1)
(s4412 1)
(s4413 1)
(s4414 1)
(s4415 1)
(s4416 1)
(s4417 1)
(s4418 1)
(s4419 1)
(s4420 1)
(s4421 1)
(s4422 1)
(s4423 1)
(s4424 1)
(s4425 1)
(s4426 1)
(s4427 1)
(s4428 1)
(s4429 1)
(s4430 1)
(s4431 1)
(s4432 1)
(s4433 1)
(s4434 1)
(s4435 1)
(s4436 1)
(s4437 1)
(s4438 1)
(s4439 1)
(s4440 1)
(s4441 1)
(s4442 1)
(s4443 1)
(s4444 1)
(s4445 1)
(s4446 1)
(s4447 1)
(s4448 1)
(s4449 1)
(s4450 1)
(s4451 1)
(s4452 1)
(s4453 1)
(s4454 1)
(s4455 1)
(s4456 1)
(s4457 1)
(s4458 1)
(s4459 1)
(s4460 1)
(s4461 1)
(s4462 1)
(s4463 1)
(s4464 1)
(s4465 1)
(s4466 1)
(s4467 1)
(s4468 1)
(s4469 1)
(s4470 1)
(s4471 1)
(s4472 1)
(s4473 1)
(s4474 1)
(s4475 1)
(s4476 1)
(s4477 1)
(s4478 1)
(s4479 1)
(s4480 1)
(s4481 1)
(s4482 1)
(s4483 1)
(s4484 1)
(s4485 1)
(s4486 1)
(s4487 1)
(s4488 1)
(s4489 1)
(s4490 1)
(s4491 1)
(s4492 1)
(s4493 1)
(s4494 1)
(s4495 1)
(s4496 1)
(s4497 1)
(s4498 1)
(s4499 1)
(s4500 1)
(s4501 1)
(s4502 1)
(s4503 1)
(s4504 1)
(s4505 1)
(s4506 1)
(s4507 1)
(s4508 1)
(s4509 1)
(s4510 1)
(s4511 1)
(s4512 1)
(s4513 1)
(s4514 1)
(s4515 1)
(s4516 1)
(s4517 1)
(s4518 1)
(s4519 1)
(s4520 1)
(s4521 1)
(s4522 1)
(s4523 1)
(s4524 1)
(s4525 1)
(s4526 1)
(s4527 1)
(s4528 1)
(s4529 1)
(s4530 1)
(s4531 1)
(s4532 1)
(s4533 1)
(s4534 1)
(s4535 1)
(s4536 1)
(s4537 1)
(s4538 1)
(s4539 1)
(s4540 1)
(s4541 1)
(s4542 1)
(s4543 1)
(s4544 1)
(s4545 1)
(s4546 1)
(s4547 1)
(s4548 1)
(s4549 1)
(s4550 1)
(s4551 1)
(s4552 1)
(s4553 1)
(s4554 1)
(s4555 1)
(s4556 1)
(s4557 1)
(s4558 1)
(s4559 1)
(s4560 1)
(s4561 1)
(s4562 1)
(s4563 1)
(s4564 1)
(s4565 1)
(s4566 1)
(s4567 1)
(s4568 1)
(s4569 1)
(s4570 1)
(s4571 1)
(s4572 1)
(s4573 1)
(s4574 1)
(s4575 1)
(s4576 1)
(s4577 1)
(s4578 1)
(s4579 1)
(s4580 1)
(s4581 1)
(s4582 1)
(s4583 1)
(s4584 1)
(s4585 1)
(s4586 1)
(s4587 1)
(s4588 1)
(s4589 1)
(s4590 1)
(s4591 1)
(s4592 1)
(s4593 1)
(s4594 1)
(s4595 1)
(s4596 1)
(s4597 1)
(s4598 1)
(s4599 1)
(s4600 1)
(s4601 1)
(s4602 1)
(s4603 1)
(s4604 1)
(s4605 1)
(s4606 1)
(s4607 1)
(s4608 1)
(s4609 1)
(s4610 1)
(s4611 1)
(s4612 1)
(s4613 1)
(s4614 1)
(s4615 1)
(s4616 1)
(s4617 1)
(s4618 1)
(s4619 1)
(s4620 1)
(s4621 1)
(s4622 1)
(s4623 1)
(s4624 1)
(s4625 1)
(s4626 1)
(s4627 1)
(s4628 1)
(s4629 1)
(s4630 1)
(s4631 1)
(s4632 1)
(s4633 1)
(s4634 1)
(s4635 1)
(s4636 1)
(s4637 1)
(s4638 1)
(s4639 1)
(s4640 1)
(s4641 1)
(s4642 1)
(s4643 1)
(s4644 1)
(s4645 1)
(s4646 1)
(s4647 1)
(s4648 1)
(s4649 1)
(s4650 1)
(s4651 1)
(s4652 1)
(s4653 1)
(s4654 1)
(s4655 1)
(s4656 1)
(s4657 1)
(s4658 1)
(s4659 1)
(s4660 1)
(s4661 1)
(s4662 1)
(s4663 1)
(s4664 1)
(s4665 1)
(s4666 1)
(s4667 1)
(s4668 1)
(s4669 1)
(s4670 1)
(s4671 1)
(s4672 1)
(s4673 1)
(s4674 1)
(s4675 1)
(s4676 1)
(s4677 1)
(s4678 1)
(s4679 1)
(s4680 1)
(s4681 1)
(s4682 1)
(s4683 1)
(s4684 1)
(s4685 1)
(s4686 1)
(s4687 1)
(s4688 1)
(s4689 1)
(s4690 1)
(s4691 1)
(s4692 1)
(s4693 1)
(s4694 1)
(s4695 1)
(s4696 1)
(s4697 1)
(s4698 1)
(s4699 1)
(s4700 1)
(s4701 1)
(s4702 1)
(s4703 1)
(s4704 1)
(s4705 1)
(s4706 1)
(s4707 1)
(s4708 1)
(s4709 1)
(s4710 1)
(s4711 1)
(s4712 1)
(s4713 1)
(s4714 1)
(s4715 1)
(s4716 1)
(s4717 1)
(s4718 1)
(s4719 1)
(s4720 1)
(s4721 1)
(s4722 1)
(s4723 1)
(s4724 1)
(s4725 1)
(s4726 1)
(s4727 1)
(s4728 1)
(s4729 1)
(s4730 1)
(s4731 1)
(s4732 1)
(s4733 1)
(s4734 1)
(s4735 1)
(s4736 1)
(s4737 1)
(s4738 1)
(s4739 1)
(s4740 1)
(s4741 1)
(s4742 1)
(s4743 1)
(s4744 1)
(s4745 1)
(s4746 1)
(s4747 1)
(s4748 1)
(s4749 1)
(s4750 1)
(s4751 1)
(s4752 1)
(s4753 1)
(s4754 1)
(s4755 1)
(s4756 1)
(s4757 1)
(s4758 1)
(s4759 1)
(s4760 1)
(s4761 1)
(s4762 1)
(s4763 1)
(s4764 1)
(s4765 1)
(s4766 1)
(s4767 1)
(s4768 1)
(s4769 1)
(s4770 1)
(s4771 1)
(s4772 1)
(s4773 1)
(s4774 1)
(s4775 1)
(s4776 1)
(s4777 1)
(s4778 1)
(s4779 1)
(s4780 1)
(s4781 1)
(s4782 1)
(s4783 1)
(s4784 1)
(s4785 1)
(s4786 1)
(s4787 1)
(s4788 1)
(s4789 1)
(s4790 1)
(s4791 1)
(s4792 1)
(s4793 1)
(s4794 1)
(s4795 1)
(s4796 1)
(s4797 1)
(s4798 1)
(s4799 1)
(s4800 1)
(s4801 1)
(s4802 1)
(s4803 1)
(s4804 1)
(s4805 1)
(s4806 1)
(s4807 1)
(s4808 1)
(s4809 1)
(s4810 1)
(s4811 1)
(s4812 1)
(s4813 1)
(s4814 1)
(s4815 1)
(s4816 1)
(s4817 1)
(s4818 1)
(s4819 1)
(s4820 1)
(s4821 1)
(s4822 1)
(s4823 1)
(s4824 1)
(s4825 1)
(s4826 1)
(s4827 1)
(s4828 1)
(s4829 1)
(s4830 1)
(s4831 1)
(s4832 1)
(s4833 1)
(s4834 1)
(s4835 1)
(s4836 1)
(s4837 1)
(s4838 1)
(s4839 1)
(s4840 1)
(s4841 1)
(s4842 1)
(s4843 1)
(s4844 1)
(s4845 1)
(s4846 1)
(s4847 1)
(s4848 1)
(s4849 1)
(s4850 1)
(s4851 1)
(s4852 1)
(s4853 1)
(s4854 1)
(s4855 1)
(s4856 1)
(s4857 1)
(s4858 1)
(s4859 1)
(s4860 1)
(s4861 1)
(s4862 1)
(s4863 1)
(s4864 1)
(s4865 1)
(s4866 1)
(s4867 1)
(s4868 1)
(s4869 1)
(s4870 1)
(s4871 1)
(s4872 1)
(s4873 1)
(s4874 1)
(s4875 1)
(s4876 1)
(s4877 1)
(s4878 1)
(s4879 1)
(s4880 1)
(s4881 1)
(s4882 1)
(s4883 1)
(s4884 1)
(s4885 1)
(s4886 1)
(s4887 1)
(s4888 1)
(s4889 1)
(s4890 1)
(s4891 1)
(s4892 1)
(s4893 1)
(s4894 1)
(s4895 1)
(s4896 1)
(s4897 1)
(s4898 1)
(s4899 1)
(s4900 1)
(s4901 1)
(s4902 1)
(s4903 1)
(s4904 1)
(s4905 1)
(s4906 1)
(s4907 1)
(s4908 1)
(s4909 1)
(s4910 1)
(s4911 1)
(s4912 1)
(s4913 1)
(s4914 1)
(s4915 1)
(s4916 1)
(s4917 1)
(s4918 1)
(s4919 1)
(s4920 1)
(s4921 1)
(s4922 1)
(s4923 1)
(s4924 1)
(s4925 1)
(s4926 1)
(s4927 1)
(s4928 1)
(s4929 1)
(s4930 1)
(s4931 1)
(s4932 1)
(s4933 1)
(s4934 1)
(s4935 1)
(s4936 1)
(s4937 1)
(s4938 1)
(s4939 1)
(s4940 1)
(s4941 1)
(s4942 1)
(s4943 1)
(s4944 1)
(s4945 1)
(s4946 1)
(s4947 1)
(s4948 1)
(s4949 1)
(s4950 1)
(s4951 1)
(s4952 1)
(s4953 1)
(s4954 1)
(s4955 1)
(s4956 1)
(s4957 1)
(s4958 1)
(s4959 1)
(s4960 1)
(s4961 1)
(s4962 1)
(s4963 1)
(s4964 1)
(s4965 1)
(s4966 1)
(s4967 1)
(s4968 1)
(s4969 1)
(s4970 1)
(s4971 1)
(s4972 1)
(s4973 1)
(s4974 1)
(s4975 1)
(s4976 1)
(s4977 1)
(s4978 1)
(s4979 1)
(s4980 1)
(s4981 1)
(s4982 1)
(s4983 1)
(s4984 1)
(s4985 1)
(s4986 1)
(s4987 1)
(s4988 1)
(s4989 1)
(s4990 1)
(s4991 1)
(s4992 1)
(s4993 1)
(s4994 1)
(s4995 1)
(s4996 1)
(s4997 1)
(s4998 1)
(s4999 1)
(s5000 1)
(s5001 1)
(s5002 1)
(s5003 1)
(s5004 1)
(s5005 1)
(s5006 1)
(s5007 1)
(s5008 1)
(s5009 1)
(s5010 1)
(s5011 1)
(s5012 1)
(s5013 1)
(s5014 1)
(s5015 1)
(s5016 1)
(s5017 1)
(s5018 1)
(s5019 1)
(s5020 1)
(s5021 1)
(s5022 1)
(s5023 1)
(s5024 1)
(s5025 1)
(s5026 1)
(s5027 1)
(s5028 1)
(s5029 1)
(s5030 1)
(s5031 1)
(s5032 1)
(s5033 1)
(s5034 1)
(s5035 1)
(s5036 1)
(s5037 1)
(s5038 1)
(s5039 1)
(s5040 1)
(s5041 1)
(s5042 1)
(s5043 1)
(s5044 1)
(s5045 1)
(s5046 1)
(s5047 1)
(s5048 1)
(s5049 1)
(s5050 1)
(s5051 1)
(s5052 1)
(s5053 1)
(s5054 1)
(s5055 1)
(s5056 1)
(s5057 1)
(s5058 1)
(s5059 1)
(s5060 1)
(s5061 1)
(s5062 1)
(s5063 1)
(s5064 1)
(s5065 1)
(s5066 1)
(s5067 1)
(s5068 1)
(s5069 1)
(s5070 1)
(s5071 1)
(s5072 1)
(s5073 1)
(s5074 1)
(s5075 1)
(s5076 1)
(s5077 1)
(s5078 1)
(s5079 1)
(s5080 1)
(s5081 1)
(s5082 1)
(s5083 1)
(s5084 1)
(s5085 1)
(s5086 1)
(s5087 1)
(s5088 1)
(s5089 1)
(s5090 1)
(s5091 1)
(s5092 1)
(s5093 1)
(s5094 1)
(s5095 1)
(s5096 1)
(s5097 1)
(s5098 1)
(s5099 1)
(s5100 1)
(s5101 1)
(s5102 1)
(s5103 1)
(s5104 1)
(s5105 1)
(s5106 1)
(s5107 1)
(s5108 1)
(s5109 1)
(s5110 1)
(s5111 1)
(s5112 1)
(s5113 1)
(s5114 1)
(s5115 1)
(s5116 1)
(s5117 1)
(s5118 1)
(s5119 1)
(s5120 1)
(s5121 1)
(s5122 1)
(s5123 1)
(s5124 1)
(s5125 1)
(s5126 1)
(s5127 1)
(s5128 1)
(s5129 1)
(s5130 1)
(s5131 1)
(s5132 1)
(s5133 1)
(s5134 1)
(s5135 1)
(s5136 1)
(s5137 1)
(s5138 1)
(s5139 1)
(s5140 1)
(s5141 1)
(s5142 1)
(s5143 1)
(s5144 1)
(s5145 1)
(s5146 1)
(s5147 1)
(s5148 1)
(s5149 1)
(s5150 1)
(s5151 1)
(s5152 1)
(s5153 1)
(s5154 1)
(s5155 1)
(s5156 1)
(s5157 1)
(s5158 1)
(s5159 1)
(s5160 1)
(s5161 1)
(s5162 1)
(s5163 1)
(s5164 1)
(s5165 1)
(s5166 1)
(s5167 1)
(s5168 1)
(s5169 1)
(s5170 1)
(s5171 1)
(s5172 1)
(s5173 1)
(s5174 1)
(s5175 1)
(s5176 1)
(s5177 1)
(s5178 1)
(s5179 1)
(s5180 1)
(s5181 1)
(s5182 1)
(s5183 1)
(s5184 1)
(s5185 1)
(s5186 1)
(s5187 1)
(s5188 1)
(s5189 1)
(s5190 1)
(s5191 1)
(s5192 1)
(s5193 1)
(s5194 1)
(s5195 1)
(s5196 1)
(s5197 1)
(s5198 1)
(s5199 1)
(s5200 1)
(s5201 1)
(s5202 1)
(s5203 1)
(s5204 1)
(s5205 1)
(s5206 1)
(s5207 1)
(s5208 1)
(s5209 1)
(s5210 1)
(s5211 1)
(s5212 1)
(s5213 1)
(s5214 1)
(s5215 1)
(s5216 1)
(s5217 1)
(s5218 1)
(s5219 1)
(s5220 1)
(s5221 1)
(s5222 1)
(s5223 1)
(s5224 1)
(s5225 1)
(s5226 1)
(s5227 1)
(s5228 1)
(s5229 1)
(s5230 1)
(s5231 1)
(s5232 1)
(s5233 1)
(s5234 1)
(s5235 1)
(s5236 1)
(s5237 1)
(s5238 1)
(s5239 1)
(s5240 1)
(s5241 1)
(s5242 1)
(s5243 1)
(s5244 1)
(s5245 1)
(s5246 1)
(s5247 1)
(s5248 1)
(s5249 1)
(s5250 1)
(s5251 1)
(s5252 1)
(s5253 1)
(s5254 1)
(s5255 1)
(s5256 1)
(s5257 1)
(s5258 1)
(s5259 1)
(s5260 1)
(s5261 1)
(s5262 1)
(s5263 1)
(s5264 1)
(s5265 1)
(s5266 1)
(s5267 1)
(s5268 1)
(s5269 1)
(s5270 1)
(s5271 1)
(s5272 1)
(s5273 1)
(s5274 1)
(s5275 1)
(s5276 1)
(s5277 1)
(s5278 1)
(s5279 1)
(s5280 1)
(s5281 1)
(s5282 1)
(s5283 1)
(s5284 1)
(s5285 1)
(s5286 1)
(s5287 1)
(s5288 1)
(s5289 1)
(s5290 1)
(s5291 1)
(s5292 1)
(s5293 1)
(s5294 1)
(s5295 1)
(s5296 1)
(s5297 1)
(s5298 1)
(s5299 1)
(s5300 1)
(s5301 1)
(s5302 1)
(s5303 1)
(s5304 1)
(s5305 1)
(s5306 1)
(s5307 1)
(s5308 1)
(s5309 1)
(s5310 1)
(s5311 1)
(s5312 1)
(s5313 1)
(s5314 1)
(s5315 1)
(s5316 1)
(s5317 1)
(s5318 1)
(s5319 1)
(s5320 1)
(s5321 1)
(s5322 1)
(s5323 1)
(s5324 1)
(s5325 1)
(s5326 1)
(s5327 1)
(s5328 1)
(s5329 1)
(s5330 1)
(s5331 1)
(s5332 1)
(s5333 1)
(s5334 1)
(s5335 1)
(s5336 1)
(s5337 1)
(s5338 1)
(s5339 1)
(s5340 1)
(s5341 1)
(s5342 1)
(s5343 1)
(s5344 1)
(s5345 1)
(s5346 1)
(s5347 1)
(s5348 1)
(s5349 1)
(s5350 1)
(s5351 1)
(s5352 1)
(s5353 1)
(s5354 1)
(s5355 1)
(s5356 1)
(s5357 1)
(s5358 1)
(s5359 1)
(s5360 1)
(s5361 1)
(s5362 1)
(s5363 1)
(s5364 1)
(s5365 1)
(s5366 1)
(s5367 1)
(s5368 1)
(s5369 1)
(s5370 1)
(s5371 1)
(s5372 1)
(s5373 1)
(s5374 1)
(s5375 1)
(s5376 1)
(s5377 1)
(s5378 1)
(s5379 1)
(s5380 1)
(s5381 1)
(s5382 1)
(s5383 1)
(s5384 1)
(s5385 1)
(s5386 1)
(s5387 1)
(s5388 1)
(s5389 1)
(s5390 1)
(s5391 1)
(s5392 1)
(s5393 1)
(s5394 1)
(s5395 1)
(s5396 1)
(s5397 1)
(s5398 1)
(s5399 1)
(s5400 1)
(s5401 1)
(s5402 1)
(s5403 1)
(s5404 1)
(s5405 1)
(s5406 1)
(s5407 1)
(s5408 1)
(s5409 1)
(s5410 1)
(s5411 1)
(s5412 1)
(s5413 1)
(s5414 1)
(s5415 1)
(s5416 1)
(s5417 1)
(s5418 1)
(s5419 1)
(s5420 1)
(s5421 1)
(s5422 1)
(s5423 1)
(s5424 1)
(s5425 1)
(s5426 1)
(s5427 1)
(s5428 1)
(s5429 1)
(s5430 1)
(s5431 1)
(s5432 1)
(s5433 1)
(s5434 1)
(s5435 1)
(s5436 1)
(s5437 1)
(s5438 1)
(s5439 1)
(s5440 1)
(s5441 1)
(s5442 1)
(s5443 1)
(s5444 1)
(s5445 1)
(s5446 1)
(s5447 1)
(s5448 1)
(s5449 1)
(s5450 1)
(s5451 1)
(s5452 1)
(s5453 1)
(s5454 1)
(s5455 1)
(s5456 1)
(s5457 1)
(s5458 1)
(s5459 1)
(s5460 1)
(s5461 1)
(s5462 1)
(s5463 1)
(s5464 1)
(s5465 1)
(s5466 1)
(s5467 1)
(s5468 1)
(s5469 1)
(s5470 1)
(s5471 1)
(s5472 1)
(s5473 1)
(s5474 1)
(s5475 1)
(s5476 1)
(s5477 1)
(s5478 1)
(s5479 1)
(s5480 1)
(s5481 1)
(s5482 1)
(s5483 1)
(s5484 1)
(s5485 1)
(s5486 1)
(s5487 1)
(s5488 1)
(s5489 1)
(s5490 1)
(s5491 1)
(s5492 1)
(s5493 1)
(s5494 1)
(s5495 1)
(s5496 1)
(s5497 1)
(s5498 1)
(s5499 1)
(s5500 1)
(s5501 1)
(s5502 1)
(s5503 1)
(s5504 1)
(s5505 1)
(s5506 1)
(s5507 1)
(s5508 1)
(s5509 1)
(s5510 1)
(s5511 1)
(s5512 1)
(s5513 1)
(s5514 1)
(s5515 1)
(s5516 1)
(s5517 1)
(s5518 1)
(s5519 1)
(s5520 1)
(s5521 1)
(s5522 1)
(s5523 1)
(s5524 1)
(s5525 1)
(s5526 1)
(s5527 1)
(s5528 1)
(s5529 1)
(s5530 1)
(s5531 1)
(s5532 1)
(s5533 1)
(s5534 1)
(s5535 1)
(s5536 1)
(s5537 1)
(s5538 1)
(s5539 1)
(s5540 1)
(s5541 1)
(s5542 1)
(s5543 1)
(s5544 1)
(s5545 1)
(s5546 1)
(s5547 1)
(s5548 1)
(s5549 1)
(s5550 1)
(s5551 1)
(s5552 1)
(s5553 1)
(s5554 1)
(s5555 1)
(s5556 1)
(s5557 1)
(s5558 1)
(s5559 1)
(s5560 1)
(s5561 1)
(s5562 1)
(s5563 1)
(s5564 1)
(s5565 1)
(s5566 1)
(s5567 1)
(s5568 1)
(s5569 1)
(s5570 1)
(s5571 1)
(s5572 1)
(s5573 1)
(s5574 1)
(s5575 1)
(s5576 1)
(s5577 1)
(s5578 1)
(s5579 1)
(s5580 1)
(s5581 1)
(s5582 1)
(s5583 1)
(s5584 1)
(s5585 1)
(s5586 1)
(s5587 1)
(s5588 1)
(s5589 1)
(s5590 1)
(s5591 1)
(s5592 1)
(s5593 1)
(s5594 1)
(s5595 1)
(s5596 1)
(s5597 1)
(s5598 1)
(s5599 1)
(s5600 1)
(s5601 1)
(s5602 1)
(s5603 1)
(s5604 1)
(s5605 1)
(s5606 1)
(s5607 1)
(s5608 1)
(s5609 1)
(s5610 1)
(s5611 1)
(s5612 1)
(s5613 1)
(s5614 1)
(s5615 1)
(s5616 1)
(s5617 1)
(s5618 1)
(s5619 1)
(s5620 1)
(s5621 1)
(s5622 1)
(s5623 1)
(s5624 1)
(s5625 1)
(s5626 1)
(s5627 1)
(s5628 1)
(s5629 1)
(s5630 1)
(s5631 1)
(s5632 1)
(s5633 1)
(s5634 1)
(s5635 1)
(s5636 1)
(s5637 1)
(s5638 1)
(s5639 1)
(s5640 1)
(s5641 1)
(s5642 1)
(s5643 1)
(s5644 1)
(s5645 1)
(s5646 1)
(s5647 1)
(s5648 1)
(s5649 1)
(s5650 1)
(s5651 1)
(s5652 1)
(s5653 1)
(s5654 1)
(s5655 1)
(s5656 1)
(s5657 1)
(s5658 1)
(s5659 1)
(s5660 1)
(s5661 1)
(s5662 1)
(s5663 1)
(s5664 1)
(s5665 1)
(s5666 1)
(s5667 1)
(s5668 1)
(s5669 1)
(s5670 1)
(s5671 1)
(s5672 1)
(s5673 1)
(s5674 1)
(s5675 1)
(s5676 1)
(s5677 1)
(s5678 1)
(s5679 1)
(s5680 1)
(s5681 1)
(s5682 1)
(s5683 1)
(s5684 1)
(s5685 1)
(s5686 1)
(s5687 1)
(s5688 1)
(s5689 1)
(s5690 1)
(s5691 1)
(s5692 1)
(s5693 1)
(s5694 1)
(s5695 1)
(s5696 1)
(s5697 1)
(s5698 1)
(s5699 1)
(s5700 1)
(s5701 1)
(s5702 1)
(s5703 1)
(s5704 1)
(s5705 1)
(s5706 1)
(s5707 1)
(s5708 1)
(s5709 1)
(s5710 1)
(s5711 1)
(s5712 1)
(s5713 1)
(s5714 1)
(s5715 1)
(s5716 1)
(s5717 1)
(s5718 1)
(s5719 1)
(s5720 1)
(s5721 1)
(s5722 1)
(s5723 1)
(s5724 1)
(s5725 1)
(s5726 1)
(s5727 1)
(s5728 1)
(s5729 1)
(s5730 1)
(s5731 1)
(s5732 1)
(s5733 1)
(s5734 1)
(s5735 1)
(s5736 1)
(s5737 1)
(s5738 1)
(s5739 1)
(s5740 1)
(s5741 1)
(s5742 1)
(s5743 1)
(s5744 1)
(s5745 1)
(s5746 1)
(s5747 1)
(s5748 1)
(s5749 1)
(s5750 1)
(s5751 1)
(s5752 1)
(s5753 1)
(s5754 1)
(s5755 1)
(s5756 1)
(s5757 1)
(s5758 1)
(s5759 1)
(s5760 1)
(s5761 1)
(s5762 1)
(s5763 1)
(s5764 1)
(s5765 1)
(s5766 1)
(s5767 1)
(s5768 1)
(s5769 1)
(s5770 1)
(s5771 1)
(s5772 1)
(s5773 1)
(s5774 1)
(s5775 1)
(s5776 1)
(s5777 1)
(s5778 1)
(s5779 1)
(s5780 1)
(s5781 1)
(s5782 1)
(s5783 1)
(s5784 1)
(s5785 1)
(s5786 1)
(s5787 1)
(s5788 1)
(s5789 1)
(s5790 1)
(s5791 1)
(s5792 1)
(s5793 1)
(s5794 1)
(s5795 1)
(s5796 1)
(s5797 1)
(s5798 1)
(s5799 1)
(s5800 1)
(s5801 1)
(s5802 1)
(s5803 1)
(s5804 1)
(s5805 1)
(s5806 1)
(s5807 1)
(s5808 1)
(s5809 1)
(s5810 1)
(s5811 1)
(s5812 1)
(s5813 1)
(s5814 1)
(s5815 1)
(s5816 1)
(s5817 1)
(s5818 1)
(s5819 1)
(s5820 1)
(s5821 1)
(s5822 1)
(s5823 1)
(s5824 1)
(s5825 1)
(s5826 1)
(s5827 1)
(s5828 1)
(s5829 1)
(s5830 1)
(s5831 1)
(s5832 1)
(s5833 1)
(s5834 1)
(s5835 1)
(s5836 1)
(s5837 1)
(s5838 1)
(s5839 1)
(s5840 1)
(s5841 1)
(s5842 1)
(s5843 1)
(s5844 1)
(s5845 1)
(s5846 1)
(s5847 1)
(s5848 1)
(s5849 1)
(s5850 1)
(s5851 1)
(s5852 1)
(s5853 1)
(s5854 1)
(s5855 1)
(s5856 1)
(s5857 1)
(s5858 1)
(s5859 1)
(s5860 1)
(s5861 1)
(s5862 1)
(s5863 1)
(s5864 1)
(s5865 1)
(s5866 1)
(s5867 1)
(s5868 1)
(s5869 1)
(s5870 1)
(s5871 1)
(s5872 1)
(s5873 1)
(s5874 1)
(s5875 1)
(s5876 1)
(s5877 1)
(s5878 1)
(s5879 1)
(s5880 1)
(s5881 1)
(s5882 1)
(s5883 1)
(s5884 1)
(s5885 1)
(s5886 1)
(s5887 1)
(s5888 1)
(s5889 1)
(s5890 1)
(s5891 1)
(s5892 1)
(s5893 1)
(s5894 1)
(s5895 1)
(s5896 1)
(s5897 1)
(s5898 1)
(s5899 1)
(s5900 1)
(s5901 1)
(s5902 1)
(s5903 1)
(s5904 1)
(s5905 1)
(s5906 1)
(s5907 1)
(s5908 1)
(s5909 1)
(s5910 1)
(s5911 1)
(s5912 1)
(s5913 1)
(s5914 1)
(s5915 1)
(s5916 1)
(s5917 1)
(s5918 1)
(s5919 1)
(s5920 1)
(s5921 1)
(s5922 1)
(s5923 1)
(s5924 1)
(s5925 1)
(s5926 1)
(s5927 1)
(s5928 1)
(s5929 1)
(s5930 1)
(s5931 1)
(s5932 1)
(s5933 1)
(s5934 1)
(s5935 1)
(s5936 1)
(s5937 1)
(s5938 1)
(s5939 1)
(s5940 1)
(s5941 1)
(s5942 1)
(s5943 1)
(s5944 1)
(s5945 1)
(s5946 1)
(s5947 1)
(s5948 1)
(s5949 1)
(s5950 1)
(s5951 1)
(s5952 1)
(s5953 1)
(s5954 1)
(s5955 1)
(s5956 1)
(s5957 1)
(s5958 1)
(s5959 1)
(s5960 1)
(s5961 1)
(s5962 1)
(s5963 1)
(s5964 1)
(s5965 1)
(s5966 1)
(s5967 1)
(s5968 1)
(s5969 1)
(s5970 1)
(s5971 1)
(s5972 1)
(s5973 1)
(s5974 1)
(s5975 1)
(s5976 1)
(s5977 1)
(s5978 1)
(s5979 1)
(s5980 1)
(s5981 1)
(s5982 1)
(s5983 1)
(s5984 1)
(s5985 1)
(s5986 1)
(s5987 1)
(s5988 1)
(s5989 1)
(s5990 1)
(s5991 1)
(s5992 1)
(s5993 1)
(s5994 1)
(s5995 1)
(s5996 1)
(s5997 1)
(s5998 1)
(s5999 1)
(s6000 1)
(s6001 1)
(s6002 1)
(s6003 1)
(s6004 1)
(s6005 1)
(s6006 1)
(s6007 1)
(s6008 1)
(s6009 1)
(s6010 1)
(s6011 1)
(s6012 1)
(s6013 1)
(s6014 1)
(s6015 1)
(s6016 1)
(s6017 1)
(s6018 1)
(s6019 1)
(s6020 1)
(s6021 1)
(s6022 1)
(s6023 1)
(s6024 1)
(s6025 1)
(s6026 1)
(s6027 1)
(s6028 1)
(s6029 1)
(s6030 1)
(s6031 1)
(s6032 1)
(s6033 1)
(s6034 1)
(s6035 1)
(s6036 1)
(s6037 1)
(s6038 1)
(s6039 1)
(s6040 1)
(s6041 1)
(s6042 1)
(s6043 1)
(s6044 1)
(s6045 1)
(s6046 1)
(s6047 1)
(s6048 1)
(s6049 1)
(s6050 1)
(s6051 1)
(s6052 1)
(s6053 1)
(s6054 1)
(s6055 1)
(s6056 1)
(s6057 1)
(s6058 1)
(s6059 1)
(s6060 1)
(s6061 1)
(s6062 1)
(s6063 1)
(s6064 1)
(s6065 1)
(s6066 1)
(s6067 1)
(s6068 1)
(s6069 1)
(s6070 1)
(s6071 1)
(s6072 1)
(s6073 1)
(s6074 1)
(s6075 1)
(s6076 1)
(s6077 1)
(s6078 1)
(s6079 1)
(s6080 1)
(s6081 1)
(s6082 1)
(s6083 1)
(s6084 1)
(s6085 1)
(s6086 1)
(s6087 1)
(s6088 1)
(s6089 1)
(s6090 1)
(s6091 1)
(s6092 1)
(s6093 1)
(s6094 1)
(s6095 1)
(s6096 1)
(s6097 1)
(s6098 1)
(s6099 1)
(s6100 1)
(s6101 1)
(s6102 1)
(s6103 1)
(s6104 1)
(s6105 1)
(s6106 1)
(s6107 1)
(s6108 1)
(s6109 1)
(s6110 1)
(s6111 1)
(s6112 1)
(s6113 1)
(s6114 1)
(s6115 1)
(s6116 1)
(s6117 1)
(s6118 1)
(s6119 1)
(s6120 1)
(s6121 1)
(s6122 1)
(s6123 1)
(s6124 1)
(s6125 1)
(s6126 1)
(s6127 1)
(s6128 1)
(s6129 1)
(s6130 1)
(s6131 1)
(s6132 1)
(s6133 1)
(s6134 1)
(s6135 1)
(s6136 1)
(s6137 1)
(s6138 1)
(s6139 1)
(s6140 1)
(s6141 1)
(s6142 1)
(s6143 1)
(s6144 1)
(s6145 1)
(s6146 1)
(s6147 1)
(s6148 1)
(s6149 1)
(s6150 1)
(s6151 1)
(s6152 1)
(s6153 1)
(s6154 1)
(s6155 1)
(s6156 1)
(s6157 1)
(s6158 1)
(s6159 1)
(s6160 1)
(s6161 1)
(s6162 1)
(s6163 1)
(s6164 1)
(s6165 1)
(s6166 1)
(s6167 1)
(s6168 1)
(s6169 1)
(s6170 1)
(s6171 1)
(s6172 1)
(s6173 1)
(s6174 1)
(s6175 1)
(s6176 1)
(s6177 1)
(s6178 1)
(s6179 1)
(s6180 1)
(s6181 1)
(s6182 1)
(s6183 1)
(s6184 1)
(s6185 1)
(s6186 1)
(s6187 1)
(s6188 1)
(s6189 1)
(s6190 1)
(s6191 1)
(s6192 1)
(s6193 1)
(s6194 1)
(s6195 1)
(s6196 1)
(s6197 1)
(s6198 1)
(s6199 1)
(s6200 1)
(s6201 1)
(s6202 1)
(s6203 1)
(s6204 1)
(s6205 1)
(s6206 1)
(s6207 1)
(s6208 1)
(s6209 1)
(s6210 1)
(s6211 1)
(s6212 1)
(s6213 1)
(s6214 1)
(s6215 1)
(s6216 1)
(s6217 1)
(s6218 1)
(s6219 1)
(s6220 1)
(s6221 1)
(s6222 1)
(s6223 1)
(s6224 1)
(s6225 1)
(s6226 1)
(s6227 1)
(s6228 1)
(s6229 1)
(s6230 1)
(s6231 1)
(s6232 1)
(s6233 1)
(s6234 1)
(s6235 1)
(s6236 1)
(s6237 1)
(s6238 1)
(s6239 1)
(s6240 1)
(s6241 1)
(s6242 1)
(s6243 1)
(s6244 1)
(s6245 1)
(s6246 1)
(s6247 1)
(s6248 1)
(s6249 1)
(s6250 1)
(s6251 1)
(s6252 1)
(s6253 1)
(s6254 1)
(s6255 1)
(s6256 1)
(s6257 1)
(s6258 1)
(s6259 1)
(s6260 1)
(s6261 1)
(s6262 1)
(s6263 1)
(s6264 1)
(s6265 1)
(s6266 1)
(s6267 1)
(s6268 1)
(s6269 1)
(s6270 1)
(s6271 1)
(s6272 1)
(s6273 1)
(s6274 1)
(s6275 1)
(s6276 1)
(s6277 1)
(s6278 1)
(s6279 1)
(s6280 1)
(s6281 1)
(s6282 1)
(s6283 1)
(s6284 1)
(s6285 1)
(s6286 1)
(s6287 1)
(s6288 1)
(s6289 1)
(s6290 1)
(s6291 1)
(s6292 1)
(s6293 1)
(s6294 1)
(s6295 1)
(s6296 1)
(s6297 1)
(s6298 1)
(s6299 1)
(s6300 1)
(s6301 1)
(s6302 1)
(s6303 1)
(s6304 1)
(s6305 1)
(s6306 1)
(s6307 1)
(s6308 1)
(s6309 1)
(s6310 1)
(s6311 1)
(s6312 1)
(s6313 1)
(s6314 1)
(s6315 1)
(s6316 1)
(s6317 1)
(s6318 1)
(s6319 1)
(s6320 1)
(s6321 1)
(s6322 1)
(s6323 1)
(s6324 1)
(s6325 1)
(s6326 1)
(s6327 1)
(s6328 1)
(s6329 1)
(s6330 1)
(s6331 1)
(s6332 1)
(s6333 1)
(s6334 1)
(s6335 1)
(s6336 1)
(s6337 1)
(s6338 1)
(s6339 1)
(s6340 1)
(s6341 1)
(s6342 1)
(s6343 1)
(s6344 1)
(s6345 1)
(s6346 1)
(s6347 1)
(s6348 1)
(s6349 1)
(s6350 1)
(s6351 1)
(s6352 1)
(s6353 1)
(s6354 1)
(s6355 1)
(s6356 1)
(s6357 1)
(s6358 1)
(s6359 1)
(s6360 1)
(s6361 1)
(s6362 1)
(s6363 1)
(s6364 1)
(s6365 1)
(s6366 1)
(s6367 1)
(s6368 1)
(s6369 1)
(s6370 1)
(s6371 1)
(s6372 1)
(s6373 1)
(s6374 1)
(s6375 1)
(s6376 1)
(s6377 1)
(s6378 1)
(s6379 1)
(s6380 1)
(s6381 1)
(s6382 1)
(s6383 1)
(s6384 1)
(s6385 1)
(s6386 1)
(s6387 1)
(s6388 1)
(s6389 1)
(s6390 1)
(s6391 1)
(s6392 1)
(s6393 1)
(s6394 1)
(s6395 1)
(s6396 1)
(s6397 1)
(s6398 1)
(s6399 1)
(s6400 1)
(s6401 1)
(s6402 1)
(s6403 1)
(s6404 1)
(s6405 1)
(s6406 1)
(s6407 1)
(s6408 1)
(s6409 1)
(s6410 1)
(s6411 1)
(s6412 1)
(s6413 1)
(s6414 1)
(s6415 1)
(s6416 1)
(s6417 1)
(s6418 1)
(s6419 1)
(s6420 1)
(s6421 1)
(s6422 1)
(s6423 1)
(s6424 1)
(s6425 1)
(s6426 1)
(s6427 1)
(s6428 1)
(s6429 1)
(s6430 1)
(s6431 1)
(s6432 1)
(s6433 1)
(s6434 1)
(s6435 1)
(s6436 1)
(s6437 1)
(s6438 1)
(s6439 1)
(s6440 1)
(s6441 1)
(s6442 1)
(s6443 1)
(s6444 1)
(s6445 1)
(s6446 1)
(s6447 1)
(s6448 1)
(s6449 1)
(s6450 1)
(s6451 1)
(s6452 1)
(s6453 1)
(s6454 1)
(s6455 1)
(s6456 1)
(s6457 1)
(s6458 1)
(s6459 1)
(s6460 1)
(s6461 1)
(s6462 1)
(s6463 1)
(s6464 1)
(s6465 1)
(s6466 1)
(s6467 1)
(s6468 1)
(s6469 1)
(s6470 1)
(s6471 1)
(s6472 1)
(s6473 1)
(s6474 1)
(s6475 1)
(s6476 1)
(s6477 1)
(s6478 1)
(s6479 1)
(s6480 1)
(s6481 1)
(s6482 1)
(s6483 1)
(s6484 1)
(s6485 1)
(s6486 1)
(s6487 1)
(s6488 1)
(s6489 1)
(s6490 1)
(s6491 1)
(s6492 1)
(s6493 1)
(s6494 1)
(s6495 1)
(s6496 1)
(s6497 1)
(s6498 1)
(s6499 1)
(s6500 1)
(s6501 1)
(s6502 1)
(s6503 1)
(s6504 1)
(s6505 1)
(s6506 1)
(s6507 1)
(s6508 1)
(s6509 1)
(s6510 1)
(s6511 1)
(s6512 1)
(s6513 1)
(s6514 1)
(s6515 1)
(s6516 1)
(s6517 1)
(s6518 1)
(s6519 1)
(s6520 1)
(s6521 1)
(s6522 1)
(s6523 1)
(s6524 1)
(s6525 1)
(s6526 1)
(s6527 1)
(s6528 1)
(s6529 1)
(s6530 1)
(s6531 1)
(s6532 1)
(s6533 1)
(s6534 1)
(s6535 1)
(s6536 1)
(s6537 1)
(s6538 1)
(s6539 1)
(s6540 1)
(s6541 1)
(s6542 1)
(s6543 1)
(s6544 1)
(s6545 1)
(s6546 1)
(s6547 1)
(s6548 1)
(s6549 1)
(s6550 1)
(s6551 1)
(s6552 1)
(s6553 1)
(s6554 1)
(s6555 1)
(s6556 1)
(s6557 1)
(s6558 1)
(s6559 1)
(s6560 1)
(s6561 1)
(s6562 1)
(s6563 1)
(s6564 1)
(s6565 1)
(s6566 1)
(s6567 1)
(s6568 1)
(s6569 1)
(s6570 1)
(s6571 1)
(s6572 1)
(s6573 1)
(s6574 1)
(s6575 1)
(s6576 1)
(s6577 1)
(s6578 1)
(s6579 1)
(s6580 1)
(s6581 1)
(s6582 1)
(s6583 1)
(s6584 1)
(s6585 1)
(s6586 1)
(s6587 1)
(s6588 1)
(s6589 1)
(s6590 1)
(s6591 1)
(s6592 1)
(s6593 1)
(s6594 1)
(s6595 1)
(s6596 1)
(s6597 1)
(s6598 1)
(s6599 1)
(s6600 1)
(s6601 1)
(s6602 1)
(s6603 1)
(s6604 1)
(s6605 1)
(s6606 1)
(s6607 1)
(s6608 1)
(s6609 1)
(s6610 1)
(s6611 1)
(s6612 1)
(s6613 1)
(s6614 1)
(s6615 1)
(s6616 1)
(s6617 1)
(s6618 1)
(s6619 1)
(s6620 1)
(s6621 1)
(s6622 1)
(s6623 1)
(s6624 1)
(s6625 1)
(s6626 1)
(s6627 1)
(s6628 1)
(s6629 1)
(s6630 1)
(s6631 1)
(s6632 1)
(s6633 1)
(s6634 1)
(s6635 1)
(s6636 1)
(s6637 1)
(s6638 1)
(s6639 1)
(s6640 1)
(s6641 1)
(s6642 1)
(s6643 1)
(s6644 1)
(s6645 1)
(s6646 1)
(s6647 1)
(s6648 1)
(s6649 1)
(s6650 1)
(s6651 1)
(s6652 1)
(s6653 1)
(s6654 1)
(s6655 1)
(s6656 1)
(s6657 1)
(s6658 1)
(s6659 1)
(s6660 1)
(s6661 1)
(s6662 1)
(s6663 1)
(s6664 1)
(s6665 1)
(s6666 1)
(s6667 1)
(s6668 1)
(s6669 1)
(s6670 1)
(s6671 1)
(s6672 1)
(s6673 1)
(s6674 1)
(s6675 1)
(s6676 1)
(s6677 1)
(s6678 1)
(s6679 1)
(s6680 1)
(s6681 1)
(s6682 1)
(s6683 1)
(s6684 1)
(s6685 1)
(s6686 1)
(s6687 1)
(s6688 1)
(s6689 1)
(s6690 1)
(s6691 1)
(s6692 1)
(s6693 1)
(s6694 1)
(s6695 1)
(s6696 1)
(s6697 1)
(s6698 1)
(s6699 1)
(s6700 1)
(s6701 1)
(s6702 1)
(s6703 1)
(s6704 1)
(s6705 1)
(s6706 1)
(s6707 1)
(s6708 1)
(s6709 1)
(s6710 1)
(s6711 1)
(s6712 1)
(s6713 1)
(s6714 1)
(s6715 1)
(s6716 1)
(s6717 1)
(s6718 1)
(s6719 1)
(s6720 1)
(s6721 1)
(s6722 1)
(s6723 1)
(s6724 1)
(s6725 1)
(s6726 1)
(s6727 1)
(s6728 1)
(s6729 1)
(s6730 1)
(s6731 1)
(s6732 1)
(s6733 1)
(s6734 1)
(s6735 1)
(s6736 1)
(s6737 1)
(s6738 1)
(s6739 1)
(s6740 1)
(s6741 1)
(s6742 1)
(s6743 1)
(s6744 1)
(s6745 1)
(s6746 1)
(s6747 1)
(s6748 1)
(s6749 1)
(s6750 1)
(s6751 1)
(s6752 1)
(s6753 1)
(s6754 1)
(s6755 1)
(s6756 1)
(s6757 1)
(s6758 1)
(s6759 1)
(s6760 1)
(s6761 1)
(s6762 1)
(s6763 1)
(s6764 1)
(s6765 1)
(s6766 1)
(s6767 1)
(s6768 1)
(s6769 1)
(s6770 1)
(s6771 1)
(s6772 1)
(s6773 1)
(s6774 1)
(s6775 1)
(s6776 1)
(s6777 1)
(s6778 1)
(s6779 1)
(s6780 1)
(s6781 1)
(s6782 1)
(s6783 1)
(s6784 1)
(s6785 1)
(s6786 1)
(s6787 1)
(s6788 1)
(s6789 1)
(s6790 1)
(s6791 1)
(s6792 1)
(s6793 1)
(s6794 1)
(s6795 1)
(s6796 1)
(s6797 1)
(s6798 1)
(s6799 1)
(s6800 1)
(s6801 1)
(s6802 1)
(s6803 1)
(s6804 1)
(s6805 1)
(s6806 1)
(s6807 1)
(s6808 1)
(s6809 1)
(s6810 1)
(s6811 1)
(s6812 1)
(s6813 1)
(s6814 1)
(s6815 1)
(s6816 1)
(s6817 1)
(s6818 1)
(s6819 1)
(s6820 1)
(s6821 1)
(s6822 1)
(s6823 1)
(s6824 1)
(s6825 1)
(s6826 1)
(s6827 1)
(s6828 1)
(s6829 1)
(s6830 1)
(s6831 1)
(s6832 1)
(s6833 1)
(s6834 1)
(s6835 1)
(s6836 1)
(s6837 1)
(s6838 1)
(s6839 1)
(s6840 1)
(s6841 1)
(s6842 1)
(s6843 1)
(s6844 1)
(s6845 1)
(s6846 1)
(s6847 1)
(s6848 1)
(s6849 1)
(s6850 1)
(s6851 1)
(s6852 1)
(s6853 1)
(s6854 1)
(s6855 1)
(s6856 1)
(s6857 1)
(s6858 1)
(s6859 1)
(s6860 1)
(s6861 1)
(s6862 1)
(s6863 1)
(s6864 1)
(s6865 1)
(s6866 1)
(s6867 1)
(s6868 1)
(s6869 1)
(s6870 1)
(s6871 1)
(s6872 1)
(s6873 1)
(s6874 1)
(s6875 1)
(s6876 1)
(s6877 1)
(s6878 1)
(s6879 1)
(s6880 1)
(s6881 1)
(s6882 1)
(s6883 1)
(s6884 1)
(s6885 1)
(s6886 1)
(s6887 1)
(s6888 1)
(s6889 1)
(s6890 1)
(s6891 1)
(s6892 1)
(s6893 1)
(s6894 1)
(s6895 1)
(s6896 1)
(s6897 1)
(s6898 1)
(s6899 1)
(s6900 1)
(s6901 1)
(s6902 1)
(s6903 1)
(s6904 1)
(s6905 1)
(s6906 1)
(s6907 1)
(s6908 1)
(s6909 1)
(s6910 1)
(s6911 1)
(s6912 1)
(s6913 1)
(s6914 1)
(s6915 1)
(s6916 1)
(s6917 1)
(s6918 1)
(s6919 1)
(s6920 1)
(s6921 1)
(s6922 1)
(s6923 1)
(s6924 1)
(s6925 1)
(s6926 1)
(s6927 1)
(s6928 1)
(s6929 1)
(s6930 1)
(s6931 1)
(s6932 1)
(s6933 1)
(s6934 1)
(s6935 1)
(s6936 1)
(s6937 1)
(s6938 1)
(s6939 1)
(s6940 1)
(s6941 1)
(s6942 1)
(s6943 1)
(s6944 1)
(s6945 1)
(s6946 1)
(s6947 1)
(s6948 1)
(s6949 1)
(s6950 1)
(s6951 1)
(s6952 1)
(s6953 1)
(s6954 1)
(s6955 1)
(s6956 1)
(s6957 1)
(s6958 1)
(s6959 1)
(s6960 1)
(s6961 1)
(s6962 1)
(s6963 1)
(s6964 1)
(s6965 1)
(s6966 1)
(s6967 1)
(s6968 1)
(s6969 1)
(s6970 1)
(s6971 1)
(s6972 1)
(s6973 1)
(s6974 1)
(s6975 1)
(s6976 1)
(s6977 1)
(s6978 1)
(s6979 1)
(s6980 1)
(s6981 1)
(s6982 1)
(s6983 1)
(s6984 1)
(s6985 1)
(s6986 1)
(s6987 1)
(s6988 1)
(s6989 1)
(s6990 1)
(s6991 1)
(s6992 1)
(s6993 1)
(s6994 1)
(s6995 1)
(s6996 1)
(s6997 1)
(s6998 1)
(s6999 1)
(s7000 1)
(s7001 1)
(s7002 1)
(s7003 1)
(s7004 1)
(s7005 1)
(s7006 1)
(s7007 1)
(s7008 1)
(s7009 1)
(s7010 1)
(s7011 1)
(s7012 1)
(s7013 1)
(s7014 1)
(s7015 1)
(s7016 1)
(s7017 1)
(s7018 1)
(s7019 1)
(s7020 1)
(s7021 1)
(s7022 1)
(s7023 1)
(s7024 1)
(s7025 1)
(s7026 1)
(s7027 1)
(s7028 1)
(s7029 1)
(s7030 1)
(s7031 1)
(s7032 1)
(s7033 1)
(s7034 1)
(s7035 1)
(s7036 1)
(s7037 1)
(s7038 1)
(s7039 1)
(s7040 1)
(s7041 1)
(s7042 1)
(s7043 1)
(s7044 1)
(s7045 1)
(s7046 1)
(s7047 1)
(s7048 1)
(s7049 1)
(s7050 1)
(s7051 1)
(s7052 1)
(s7053 1)
(s7054 1)
(s7055 1)
(s7056 1)
(s7057 1)
(s7058 1)
(s7059 1)
(s7060 1)
(s7061 1)
(s7062 1)
(s7063 1)
(s7064 1)
(s7065 1)
(s7066 1)
(s7067 1)
(s7068 1)
(s7069 1)
(s7070 1)
(s7071 1)
(s7072 1)
(s7073 1)
(s7074 1)
(s7075 1)
(s7076 1)
(s7077 1)
(s7078 1)
(s7079 1)
(s7080 1)
(s7081 1)
(s7082 1)
(s7083 1)
(s7084 1)
(s7085 1)
(s7086 1)
(s7087 1)
(s7088 1)
(s7089 1)
(s7090 1)
(s7091 1)
(s7092 1)
(s7093 1)
(s7094 1)
(s7095 1)
(s7096 1)
(s7097 1)
(s7098 1)
(s7099 1)
(s7100 1)
(s7101 1)
(s7102 1)
(s7103 1)
(s7104 1)
(s7105 1)
(s7106 1)
(s7107 1)
(s7108 1)
(s7109 1)
(s7110 1)
(s7111 1)
(s7112 1)
(s7113 1)
(s7114 1)
(s7115 1)
(s7116 1)
(s7117 1)
(s7118 1)
(s7119 1)
(s7120 1)
(s7121 1)
(s7122 1)
(s7123 1)
(s7124 1)
(s7125 1)
(s7126 1)
(s7127 1)
(s7128 1)
(s7129 1)
(s7130 1)
(s7131 1)
(s7132 1)
(s7133 1)
(s7134 1)
(s7135 1)
(s7136 1)
(s7137 1)
(s7138 1)
(s7139 1)
(s7140 1)
(s7141 1)
(s7142 1)
(s7143 1)
(s7144 1)
(s7145 1)
(s7146 1)
(s7147 1)
(s7148 1)
(s7149 1)
(s7150 1)
(s7151 1)
(s7152 1)
(s7153 1)
(s7154 1)
(s7155 1)
(s7156 1)
(s7157 1)
(s7158 1)
(s7159 1)
(s7160 1)
(s7161 1)
(s7162 1)
(s7163 1)
(s7164 1)
(s7165 1)
(s7166 1)
(s7167 1)
(s7168 1)
(s7169 1)
(s7170 1)
(s7171 1)
(s7172 1)
(s7173 1)
(s7174 1)
(s7175 1)
(s7176 1)
(s7177 1)
(s7178 1)
(s7179 1)
(s7180 1)
(s7181 1)
(s7182 1)
(s7183 1)
(s7184 1)
(s7185 1)
(s7186 1)
(s7187 1)
(s7188 1)
(s7189 1)
(s7190 1)
(s7191 1)
(s7192 1)
(s7193 1)
(s7194 1)
(s7195 1)
(s7196 1)
(s7197 1)
(s7198 1)
(s7199 1)
(s7200 1)
(s7201 1)
(s7202 1)
(s7203 1)
(s7204 1)
(s7205 1)
(s7206 1)
(s7207 1)
(s7208 1)
(s7209 1)
(s7210 1)
(s7211 1)
(s7212 1)
(s7213 1)
(s7214 1)
(s7215 1)
(s7216 1)
(s7217 1)
(s7218 1)
(s7219 1)
(s7220 1)
(s7221 1)
(s7222 1)
(s7223 1)
(s7224 1)
(s7225 1)
(s7226 1)
(s7227 1)
(s7228 1)
(s7229 1)
(s7230 1)
(s7231 1)
(s7232 1)
(s7233 1)
(s7234 1)
(s7235 1)
(s7236 1)
(s7237 1)
(s7238 1)
(s7239 1)
(s7240 1)
(s7241 1)
(s7242 1)
(s7243 1)
(s7244 1)
(s7245 1)
(s7246 1)
(s7247 1)
(s7248 1)
(s7249 1)
(s7250 1)
(s7251 1)
(s7252 1)
(s7253 1)
(s7254 1)
(s7255 1)
(s7256 1)
(s7257 1)
(s7258 1)
(s7259 1)
(s7260 1)
(s7261 1)
(s7262 1)
(s7263 1)
(s7264 1)
(s7265 1)
(s7266 1)
(s7267 1)
(s7268 1)
(s7269 1)
(s7270 1)
(s7271 1)
(s7272 1)
(s7273 1)
(s7274 1)
(s7275 1)
(s7276 1)
(s7277 1)
(s7278 1)
(s7279 1)
(s7280 1)
(s7281 1)
(s7282 1)
(s7283 1)
(s7284 1)
(s7285 1)
(s7286 1)
(s7287 1)
(s7288 1)
(s7289 1)
(s7290 1)
(s7291 1)
(s7292 1)
(s7293 1)
(s7294 1)
(s7295 1)
(s7296 1)
(s7297 1)
(s7298 1)
(s7299 1)
(s7300 1)
(s7301 1)
(s7302 1)
(s7303 1)
(s7304 1)
(s7305 1)
(s7306 1)
(s7307 1)
(s7308 1)
(s7309 1)
(s7310 1)
(s7311 1)
(s7312 1)
(s7313 1)
(s7314 1)
(s7315 1)
(s7316 1)
(s7317 1)
(s7318 1)
(s7319 1)
(s7320 1)
(s7321 1)
(s7322 1)
(s7323 1)
(s7324 1)
(s7325 1)
(s7326 1)
(s7327 1)
(s7328 1)
(s7329 1)
(s7330 1)
(s7331 1)
(s7332 1)
(s7333 1)
(s7334 1)
(s7335 1)
(s7336 1)
(s7337 1)
(s7338 1)
(s7339 1)
(s7340 1)
(s7341 1)
(s7342 1)
(s7343 1)
(s7344 1)
(s7345 1)
(s7346 1)
(s7347 1)
(s7348 1)
(s7349 1)
(s7350 1)
(s7351 1)
(s7352 1)
(s7353 1)
(s7354 1)
(s7355 1)
(s7356 1)
(s7357 1)
(s7358 1)
(s7359 1)
(s7360 1)
(s7361 1)
(s7362 1)
(s7363 1)
(s7364 1)
(s7365 1)
(s7366 1)
(s7367 1)
(s7368 1)
(s7369 1)
(s7370 1)
(s7371 1)
(s7372 1)
(s7373 1)
(s7374 1)
(s7375 1)
(s7376 1)
(s7377 1)
(s7378 1)
(s7379 1)
(s7380 1)
(s7381 1)
(s7382 1)
(s7383 1)
(s7384 1)
(s7385 1)
(s7386 1)
(s7387 1)
(s7388 1)
(s7389 1)
(s7390 1)
(s7391 1)
(s7392 1)
(s7393 1)
(s7394 1)
(s7395 1)
(s7396 1)
(s7397 1)
(s7398 1)
(s7399 1)
(s7400 1)
(s7401 1)
(s7402 1)
(s7403 1)
(s7404 1)
(s7405 1)
(s7406 1)
(s7407 1)
(s7408 1)
(s7409 1)
(s7410 1)
(s7411 1)
(s7412 1)
(s7413 1)
(s7414 1)
(s7415 1)
(s7416 1)
(s7417 1)
(s7418 1)
(s7419 1)
(s7420 1)
(s7421 1)
(s7422 1)
(s7423 1)
(s7424 1)
(s7425 1)
(s7426 1)
(s7427 1)
(s7428 1)
(s7429 1)
(s7430 1)
(s7431 1)
(s7432 1)
(s7433 1)
(s7434 1)
(s7435 1)
(s7436 1)
(s7437 1)
(s7438 1)
(s7439 1)
(s7440 1)
(s7441 1)
(s7442 1)
(s7443 1)
(s7444 1)
(s7445 1)
(s7446 1)
(s7447 1)
(s7448 1)
(s7449 1)
(s7450 1)
(s7451 1)
(s7452 1)
(s7453 1)
(s7454 1)
(s7455 1)
(s7456 1)
(s7457 1)
(s7458 1)
(s7459 1)
(s7460 1)
(s7461 1)
(s7462 1)
(s7463 1)
(s7464 1)
(s7465 1)
(s7466 1)
(s7467 1)
(s7468 1)
(s7469 1)
(s7470 1)
(s7471 1)
(s7472 1)
(s7473 1)
(s7474 1)
(s7475 1)
(s7476 1)
(s7477 1)
(s7478 1)
(s7479 1)
(s7480 1)
(s7481 1)
(s7482 1)
(s7483 1)
(s7484 1)
(s7485 1)
(s7486 1)
(s7487 1)
(s7488 1)
(s7489 1)
(s7490 1)
(s7491 1)
(s7492 1)
(s7493 1)
(s7494 1)
(s7495 1)
(s7496 1)
(s7497 1)
(s7498 1)
(s7499 1)
(s7500 1)
(s7501 1)
(s7502 1)
(s7503 1)
(s7504 1)
(s7505 1)
(s7506 1)
(s7507 1)
(s7508 1)
(s7509 1)
(s7510 1)
(s7511 1)
(s7512 1)
(s7513 1)
(s7514 1)
(s7515 1)
(s7516 1)
(s7517 1)
(s7518 1)
(s7519 1)
(s7520 1)
(s7521 1)
(s7522 1)
(s7523 1)
(s7524 1)
(s7525 1)
(s7526 1)
(s7527 1)
(s7528 1)
(s7529 1)
(s7530 1)
(s7531 1)
(s7532 1)
(s7533 1)
(s7534 1)
(s7535 1)
(s7536 1)
(s7537 1)
(s7538 1)
(s7539 1)
(s7540 1)
(s7541 1)
(s7542 1)
(s7543 1)
(s7544 1)
(s7545 1)
(s7546 1)
(s7547 1)
(s7548 1)
(s7549 1)
(s7550 1)
(s7551 1)
(s7552 1)
(s7553 1)
(s7554 1)
(s7555 1)
(s7556 1)
(s7557 1)
(s7558 1)
(s7559 1)
(s7560 1)
(s7561 1)
(s7562 1)
(s7563 1)
(s7564 1)
(s7565 1)
(s7566 1)
(s7567 1)
(s7568 1)
(s7569 1)
(s7570 1)
(s7571 1)
(s7572 1)
(s7573 1)
(s7574 1)
(s7575 1)
(s7576 1)
(s7577 1)
(s7578 1)
(s7579 1)
(s7580 1)
(s7581 1)
(s7582 1)
(s7583 1)
(s7584 1)
(s7585 1)
(s7586 1)
(s7587 1)
(s7588 1)
(s7589 1)
(s7590 1)
(s7591 1)
(s7592 1)
(s7593 1)
(s7594 1)
(s7595 1)
(s7596 1)
(s7597 1)
(s7598 1)
(s7599 1)
(s7600 1)
(s7601 1)
(s7602 1)
(s7603 1)
(s7604 1)
(s7605 1)
(s7606 1)
(s7607 1)
(s7608 1)
(s7609 1)
(s7610 1)
(s7611 1)
(s7612 1)
(s7613 1)
(s7614 1)
(s7615 1)
(s7616 1)
(s7617 1)
(s7618 1)
(s7619 1)
(s7620 1)
(s7621 1)
(s7622 1)
(s7623 1)
(s7624 1)
(s7625 1)
(s7626 1)
(s7627 1)
(s7628 1)
(s7629 1)
(s7630 1)
(s7631 1)
(s7632 1)
(s7633 1)
(s7634 1)
(s7635 1)
(s7636 1)
(s7637 1)
(s7638 1)
(s7639 1)
(s7640 1)
(s7641 1)
(s7642 1)
(s7643 1)
(s7644 1)
(s7645 1)
(s7646 1)
(s7647 1)
(s7648 1)
(s7649 1)
(s7650 1)
(s7651 1)
(s7652 1)
(s7653 1)
(s7654 1)
(s7655 1)
(s7656 1)
(s7657 1)
(s7658 1)
(s7659 1)
(s7660 1)
(s7661 1)
(s7662 1)
(s7663 1)
(s7664 1)
(s7665 1)
(s7666 1)
(s7667 1)
(s7668 1)
(s7669 1)
(s7670 1)
(s7671 1)
(s7672 1)
(s7673 1)
(s7674 1)
(s7675 1)
(s7676 1)
(s7677 1)
(s7678 1)
(s7679 1)
(s7680 1)
(s7681 1)
(s7682 1)
(s7683 1)
(s7684 1)
(s7685 1)
(s7686 1)
(s7687 1)
(s7688 1)
(s7689 1)
(s7690 1)
(s7691 1)
(s7692 1)
(s7693 1)
(s7694 1)
(s7695 1)
(s7696 1)
(s7697 1)
(s7698 1)
(s7699 1)
(s7700 1)
(s7701 1)
(s7702 1)
(s7703 1)
(s7704 1)
(s7705 1)
(s7706 1)
(s7707 1)
(s7708 1)
(s7709 1)
(s7710 1)
(s7711 1)
(s7712 1)
(s7713 1)
(s7714 1)
(s7715 1)
(s7716 1)
(s7717 1)
(s7718 1)
(s7719 1)
(s7720 1)
(s7721 1)
(s7722 1)
(s7723 1)
(s7724 1)
(s7725 1)
(s7726 1)
(s7727 1)
(s7728 1)
(s7729 1)
(s7730 1)
(s7731 1)
(s7732 1)
(s7733 1)
(s7734 1)
(s7735 1)
(s7736 1)
(s7737 1)
(s7738 1)
(s7739 1)
(s7740 1)
(s7741 1)
(s7742 1)
(s7743 1)
(s7744 1)
(s7745 1)
(s7746 1)
(s7747 1)
(s7748 1)
(s7749 1)
(s7750 1)
(s7751 1)
(s7752 1)
(s7753 1)
(s7754 1)
(s7755 1)
(s7756 1)
(s7757 1)
(s7758 1)
(s7759 1)
(s7760 1)
(s7761 1)
(s7762 1)
(s7763 1)
(s7764 1)
(s7765 1)
(s7766 1)
(s7767 1)
(s7768 1)
(s7769 1)
(s7770 1)
(s7771 1)
(s7772 1)
(s7773 1)
(s7774 1)
(s7775 1)
(s7776 1)
(s7777 1)
(s7778 1)
(s7779 1)
(s7780 1)
(s7781 1)
(s7782 1)
(s7783 1)
(s7784 1)
(s7785 1)
(s7786 1)
(s7787 1)
(s7788 1)
(s7789 1)
(s7790 1)
(s7791 1)
(s7792 1)
(s7793 1)
(s7794 1)
(s7795 1)
(s7796 1)
(s7797 1)
(s7798 1)
(s7799 1)
(s7800 1)
(s7801 1)
(s7802 1)
(s7803 1)
(s7804 1)
(s7805 1)
(s7806 1)
(s7807 1)
(s7808 1)
(s7809 1)
(s7810 1)
(s7811 1)
(s7812 1)
(s7813 1)
(s7814 1)
(s7815 1)
(s7816 1)
(s7817 1)
(s7818 1)
(s7819 1)
(s7820 1)
(s7821 1)
(s7822 1)
(s7823 1)
(s7824 1)
(s7825 1)
(s7826 1)
(s7827 1)
(s7828 1)
(s7829 1)
(s7830 1)
(s7831 1)
(s7832 1)
(s7833 1)
(s7834 1)
(s7835 1)
(s7836 1)
(s7837 1)
(s7838 1)
(s7839 1)
(s7840 1)
(s7841 1)
(s7842 1)
(s7843 1)
(s7844 1)
(s7845 1)
(s7846 1)
(s7847 1)
(s7848 1)
(s7849 1)
(s7850 1)
(s7851 1)
(s7852 1)
(s7853 1)
(s7854 1)
(s7855 1)
(s7856 1)
(s7857 1)
(s7858 1)
(s7859 1)
(s7860 1)
(s7861 1)
(s7862 1)
(s7863 1)
(s7864 1)
(s7865 1)
(s7866 1)
(s7867 1)
(s7868 1)
(s7869 1)
(s7870 1)
(s7871 1)
(s7872 1)
(s7873 1)
(s7874 1)
(s7875 1)
(s7876 1)
(s7877 1)timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8006/24016 variables, and 0 constraints, problems are : Problem set: 0 solved, 8003 unsolved in 30264 ms.
Refiners :[State Equation: 0/8009 constraints, PredecessorRefiner: 8001/2 constraints, Known Traps: 0/0 constraints]
After SMT, in 196512ms problems are : Problem set: 0 solved, 8003 unsolved
Search for dead transitions found 0 dead transitions in 196612ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 198566 ms. Remains : 8009/8009 places, 16007/16007 transitions.
Built C files in :
/tmp/ltsmin8002437015553155771
[2024-05-22 23:25:40] [INFO ] Too many transitions (16007) to apply POR reductions. Disabling POR matrices.
[2024-05-22 23:25:40] [INFO ] Built C files in 198ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin8002437015553155771
Running compilation step : cd /tmp/ltsmin8002437015553155771;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
WARNING : LTS min runner thread failed on error :java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin8002437015553155771;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
java.lang.RuntimeException: Compilation or link of executable timed out.java.util.concurrent.TimeoutException: Subprocess running cd /tmp/ltsmin8002437015553155771;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '3' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c' killed by timeout after 3 SECONDS
at fr.lip6.move.gal.application.runner.ltsmin.LTSminRunner$1.run(LTSminRunner.java:93)
at java.base/java.lang.Thread.run(Thread.java:840)
[2024-05-22 23:25:45] [INFO ] Flatten gal took : 424 ms
[2024-05-22 23:25:45] [INFO ] Flatten gal took : 407 ms
[2024-05-22 23:25:45] [INFO ] Time to serialize gal into /tmp/LTL12391030636401574332.gal : 138 ms
[2024-05-22 23:25:45] [INFO ] Time to serialize properties into /tmp/LTL11553666885477961371.prop : 14 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL12391030636401574332.gal' '-t' 'CGAL' '-hoa' '/tmp/aut3263296141599264163.hoa' '-atoms' '/tmp/LTL11553666885477961371.prop' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...319
Loading property file /tmp/LTL11553666885477961371.prop.
Loaded 1 atomic propositions.
Checking formula 0 provided in automaton : /tmp/aut3263296141599264163.hoa
Detected timeout of ITS tools.
[2024-05-22 23:26:01] [INFO ] Flatten gal took : 416 ms
[2024-05-22 23:26:02] [INFO ] Flatten gal took : 389 ms
[2024-05-22 23:26:02] [INFO ] Time to serialize gal into /tmp/LTL10922055137715251469.gal : 98 ms
[2024-05-22 23:26:02] [INFO ] Time to serialize properties into /tmp/LTL5095695261040144942.ltl : 24 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL10922055137715251469.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL5095695261040144942.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...276
Read 1 LTL properties
Checking formula 0 : !((G(F("(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+Th...150930
Formula 0 simplified : FG!"(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+TheA...150924
Detected timeout of ITS tools.
[2024-05-22 23:26:17] [INFO ] Flatten gal took : 499 ms
[2024-05-22 23:26:17] [INFO ] Applying decomposition
[2024-05-22 23:26:18] [INFO ] Flatten gal took : 425 ms
[2024-05-22 23:26:52] [WARNING] Could not apply decomposition. Using flat GAL structure.
java.util.concurrent.TimeoutException: Subprocess running '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202405141337/bin/convert-linux64' '-i' '/tmp/graph16944666719131312538.txt' '-o' '/tmp/graph16944666719131312538.bin' '-w' '/tmp/graph16944666719131312538.weights' killed by timeout after 10 SECONDS
at fr.lip6.move.gal.process.Runner.waitForOrTimeout(Runner.java:76)
at fr.lip6.move.gal.process.Runner.runTool(Runner.java:47)
at fr.lip6.move.gal.process.Runner.runTool(Runner.java:27)
at fr.lip6.move.gal.louvain.GraphBuilder.convertGraphToBin(GraphBuilder.java:258)
at fr.lip6.move.gal.louvain.GraphBuilder.computeLouvain(GraphBuilder.java:189)
at fr.lip6.move.gal.louvain.GraphBuilder.computeLouvain(GraphBuilder.java:157)
at fr.lip6.move.gal.application.mcc.MccTranslator.applyOrder(MccTranslator.java:114)
at fr.lip6.move.gal.application.mcc.MccTranslator.flattenSpec(MccTranslator.java:230)
at fr.lip6.move.gal.application.solver.global.GlobalPropertySolver.verifyWithSDD(GlobalPropertySolver.java:719)
at fr.lip6.move.gal.application.solver.ltl.LTLPropertySolver.checkLTLProperty(LTLPropertySolver.java:342)
at fr.lip6.move.gal.application.solver.ltl.LTLPropertySolver.runStutteringLTLTest(LTLPropertySolver.java:225)
at fr.lip6.move.gal.application.solver.ltl.LTLPropertySolver.runStructuralLTLCheck(LTLPropertySolver.java:76)
at fr.lip6.move.gal.application.Application.startNoEx(Application.java:958)
at fr.lip6.move.gal.application.Application.start(Application.java:189)
at fr.lip6.move.gal.itscl.application.Application.start(Application.java:45)
at org.eclipse.equinox.internal.app.EclipseAppHandle.run(EclipseAppHandle.java:208)
at org.eclipse.core.runtime.internal.adaptor.EclipseAppLauncher.runApplication(EclipseAppLauncher.java:136)
at org.eclipse.core.runtime.internal.adaptor.EclipseAppLauncher.start(EclipseAppLauncher.java:104)
at org.eclipse.core.runtime.adaptor.EclipseStarter.run(EclipseStarter.java:402)
at org.eclipse.core.runtime.adaptor.EclipseStarter.run(EclipseStarter.java:255)
at java.base/jdk.internal.reflect.NativeMethodAccessorImpl.invoke0(Native Method)
at java.base/jdk.internal.reflect.NativeMethodAccessorImpl.invoke(NativeMethodAccessorImpl.java:77)
at java.base/jdk.internal.reflect.DelegatingMethodAccessorImpl.invoke(DelegatingMethodAccessorImpl.java:43)
at java.base/java.lang.reflect.Method.invoke(Method.java:568)
at org.eclipse.equinox.launcher.Main.invokeFramework(Main.java:651)
at org.eclipse.equinox.launcher.Main.basicRun(Main.java:588)
at org.eclipse.equinox.launcher.Main.run(Main.java:1459)
at org.eclipse.equinox.launcher.Main.main(Main.java:1432)
[2024-05-22 23:26:53] [INFO ] Flatten gal took : 400 ms
[2024-05-22 23:26:53] [INFO ] Time to serialize gal into /tmp/LTL6812033497146115567.gal : 138 ms
[2024-05-22 23:26:53] [INFO ] Time to serialize properties into /tmp/LTL9713053298161850692.ltl : 7 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTL6812033497146115567.gal' '-t' 'CGAL' '-LTL' '/tmp/LTL9713053298161850692.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...275
Read 1 LTL properties
Checking formula 0 : !((G(F("(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+Th...150930
Formula 0 simplified : FG!"(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+TheA...150924
Detected timeout of ITS tools.
Treatment of property AirplaneLD-PT-4000-LTLCardinality-04 finished in 763053 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!((F(G(p0))&&(p1 U X(X(X(p2))))))'
Support contains 4 out of 8021 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Reduce places removed 2 places and 0 transitions.
Iterating post reduction 0 with 2 rules applied. Total rules applied 2 place count 8019 transition count 16018
Discarding 7998 places :
Symmetric choice reduction at 1 with 7998 rule applications. Total rules 8000 place count 21 transition count 8020
Iterating global reduction 1 with 7998 rules applied. Total rules applied 15998 place count 21 transition count 8020
Ensure Unique test removed 7998 transitions
Reduce isomorphic transitions removed 7998 transitions.
Iterating post reduction 1 with 7998 rules applied. Total rules applied 23996 place count 21 transition count 22
Applied a total of 23996 rules in 381 ms. Remains 21 /8021 variables (removed 8000) and now considering 22/16018 (removed 15996) transitions.
// Phase 1: matrix 22 rows 21 cols
[2024-05-22 23:27:08] [INFO ] Computed 0 invariants in 0 ms
[2024-05-22 23:27:08] [INFO ] Implicit Places using invariants in 47 ms returned []
[2024-05-22 23:27:08] [INFO ] Invariant cache hit.
[2024-05-22 23:27:08] [INFO ] Implicit Places using invariants and state equation in 48 ms returned []
Implicit Place search using SMT with State Equation took 100 ms to find 0 implicit places.
Running 11 sub problems to find dead transitions.
[2024-05-22 23:27:08] [INFO ] Invariant cache hit.
At refinement iteration 0 (INCLUDED_ONLY) 0/15 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 1 (OVERLAPS) 22/37 variables, 15/15 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/37 variables, 0/15 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 3 (OVERLAPS) 6/43 variables, 6/21 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/43 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 5 (OVERLAPS) 0/43 variables, 0/21 constraints. Problems are: Problem set: 0 solved, 11 unsolved
No progress, stopping.
After SMT solving in domain Real declared 43/43 variables, and 21 constraints, problems are : Problem set: 0 solved, 11 unsolved in 254 ms.
Refiners :[State Equation: 21/21 constraints, PredecessorRefiner: 11/11 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 11 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/15 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 1 (OVERLAPS) 22/37 variables, 15/15 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/37 variables, 1/16 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/37 variables, 0/16 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 4 (OVERLAPS) 6/43 variables, 6/22 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/43 variables, 10/32 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/43 variables, 0/32 constraints. Problems are: Problem set: 0 solved, 11 unsolved
At refinement iteration 7 (OVERLAPS) 0/43 variables, 0/32 constraints. Problems are: Problem set: 0 solved, 11 unsolved
No progress, stopping.
After SMT solving in domain Int declared 43/43 variables, and 32 constraints, problems are : Problem set: 0 solved, 11 unsolved in 177 ms.
Refiners :[State Equation: 21/21 constraints, PredecessorRefiner: 11/11 constraints, Known Traps: 0/0 constraints]
After SMT, in 438ms problems are : Problem set: 0 solved, 11 unsolved
Search for dead transitions found 0 dead transitions in 438ms
Starting structural reductions in LTL mode, iteration 1 : 21/8021 places, 22/16018 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 919 ms. Remains : 21/8021 places, 22/16018 transitions.
Stuttering acceptance computed with spot in 561 ms :[(OR (NOT p0) (NOT p2)), (NOT p0), (NOT p2), (NOT p2), (NOT p2), (NOT p2), true, (NOT p2), (NOT p2), (NOT p2), (NOT p2), (NOT p2)]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-08
Stuttering criterion allowed to conclude after 17 steps with 1 reset in 0 ms.
FORMULA AirplaneLD-PT-4000-LTLCardinality-08 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-4000-LTLCardinality-08 finished in 1509 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(X(F(p0)))'
Support contains 1 out of 8021 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 8021/8021 places, 16018/16018 transitions.
Reduce places removed 3 places and 0 transitions.
Iterating post reduction 0 with 3 rules applied. Total rules applied 3 place count 8018 transition count 16018
Discarding 8000 places :
Symmetric choice reduction at 1 with 8000 rule applications. Total rules 8003 place count 18 transition count 8018
Iterating global reduction 1 with 8000 rules applied. Total rules applied 16003 place count 18 transition count 8018
Ensure Unique test removed 8000 transitions
Reduce isomorphic transitions removed 8000 transitions.
Iterating post reduction 1 with 8000 rules applied. Total rules applied 24003 place count 18 transition count 18
Applied a total of 24003 rules in 472 ms. Remains 18 /8021 variables (removed 8003) and now considering 18/16018 (removed 16000) transitions.
// Phase 1: matrix 18 rows 18 cols
[2024-05-22 23:27:10] [INFO ] Computed 0 invariants in 0 ms
[2024-05-22 23:27:10] [INFO ] Implicit Places using invariants in 32 ms returned []
[2024-05-22 23:27:10] [INFO ] Invariant cache hit.
[2024-05-22 23:27:10] [INFO ] Implicit Places using invariants and state equation in 55 ms returned []
Implicit Place search using SMT with State Equation took 91 ms to find 0 implicit places.
Running 9 sub problems to find dead transitions.
[2024-05-22 23:27:10] [INFO ] Invariant cache hit.
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 18/31 variables, 13/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/31 variables, 0/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (OVERLAPS) 5/36 variables, 5/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/36 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (OVERLAPS) 0/36 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Real declared 36/36 variables, and 18 constraints, problems are : Problem set: 0 solved, 9 unsolved in 139 ms.
Refiners :[State Equation: 18/18 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 9 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/13 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 1 (OVERLAPS) 18/31 variables, 13/13 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/31 variables, 9/22 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/31 variables, 0/22 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 4 (OVERLAPS) 5/36 variables, 5/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/36 variables, 0/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
At refinement iteration 6 (OVERLAPS) 0/36 variables, 0/27 constraints. Problems are: Problem set: 0 solved, 9 unsolved
No progress, stopping.
After SMT solving in domain Int declared 36/36 variables, and 27 constraints, problems are : Problem set: 0 solved, 9 unsolved in 178 ms.
Refiners :[State Equation: 18/18 constraints, PredecessorRefiner: 9/9 constraints, Known Traps: 0/0 constraints]
After SMT, in 320ms problems are : Problem set: 0 solved, 9 unsolved
Search for dead transitions found 0 dead transitions in 320ms
Starting structural reductions in LTL mode, iteration 1 : 18/8021 places, 18/16018 transitions.
Finished structural reductions in LTL mode , in 1 iterations and 883 ms. Remains : 18/8021 places, 18/16018 transitions.
Stuttering acceptance computed with spot in 85 ms :[(NOT p0), (NOT p0)]
Running random walk in product with property : AirplaneLD-PT-4000-LTLCardinality-15
Stuttering criterion allowed to conclude after 6 steps with 0 reset in 0 ms.
FORMULA AirplaneLD-PT-4000-LTLCardinality-15 FALSE TECHNIQUES STUTTER_TEST
Treatment of property AirplaneLD-PT-4000-LTLCardinality-15 finished in 988 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G(F(p0)))'
[2024-05-22 23:27:11] [INFO ] Flatten gal took : 595 ms
Using solver Z3 to compute partial order matrices.
Built C files in :
/tmp/ltsmin3658493849767335528
[2024-05-22 23:27:12] [INFO ] Too many transitions (16018) to apply POR reductions. Disabling POR matrices.
[2024-05-22 23:27:12] [INFO ] Built C files in 185ms conformant to PINS (ltsmin variant)in folder :/tmp/ltsmin3658493849767335528
Running compilation step : cd /tmp/ltsmin3658493849767335528;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/limit_time.pl' '720' 'gcc' '-c' '-I/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/include/' '-I.' '-std=c99' '-fPIC' '-O0' 'model.c'
[2024-05-22 23:27:12] [INFO ] Applying decomposition
[2024-05-22 23:27:12] [INFO ] Flatten gal took : 405 ms
[2024-05-22 23:27:47] [WARNING] Could not apply decomposition. Using flat GAL structure.
java.util.concurrent.TimeoutException: Subprocess running '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.louvain.binaries_1.0.0.202405141337/bin/convert-linux64' '-i' '/tmp/graph7603568887497200131.txt' '-o' '/tmp/graph7603568887497200131.bin' '-w' '/tmp/graph7603568887497200131.weights' killed by timeout after 10 SECONDS
at fr.lip6.move.gal.process.Runner.waitForOrTimeout(Runner.java:76)
at fr.lip6.move.gal.process.Runner.runTool(Runner.java:47)
at fr.lip6.move.gal.process.Runner.runTool(Runner.java:27)
at fr.lip6.move.gal.louvain.GraphBuilder.convertGraphToBin(GraphBuilder.java:258)
at fr.lip6.move.gal.louvain.GraphBuilder.computeLouvain(GraphBuilder.java:189)
at fr.lip6.move.gal.louvain.GraphBuilder.computeLouvain(GraphBuilder.java:157)
at fr.lip6.move.gal.application.mcc.MccTranslator.applyOrder(MccTranslator.java:114)
at fr.lip6.move.gal.application.mcc.MccTranslator.flattenSpec(MccTranslator.java:230)
at fr.lip6.move.gal.application.runner.its.MultiOrderRunner.runMultiITS(MultiOrderRunner.java:106)
at fr.lip6.move.gal.application.Application.startNoEx(Application.java:1011)
at fr.lip6.move.gal.application.Application.start(Application.java:189)
at fr.lip6.move.gal.itscl.application.Application.start(Application.java:45)
at org.eclipse.equinox.internal.app.EclipseAppHandle.run(EclipseAppHandle.java:208)
at org.eclipse.core.runtime.internal.adaptor.EclipseAppLauncher.runApplication(EclipseAppLauncher.java:136)
at org.eclipse.core.runtime.internal.adaptor.EclipseAppLauncher.start(EclipseAppLauncher.java:104)
at org.eclipse.core.runtime.adaptor.EclipseStarter.run(EclipseStarter.java:402)
at org.eclipse.core.runtime.adaptor.EclipseStarter.run(EclipseStarter.java:255)
at java.base/jdk.internal.reflect.NativeMethodAccessorImpl.invoke0(Native Method)
at java.base/jdk.internal.reflect.NativeMethodAccessorImpl.invoke(NativeMethodAccessorImpl.java:77)
at java.base/jdk.internal.reflect.DelegatingMethodAccessorImpl.invoke(DelegatingMethodAccessorImpl.java:43)
at java.base/java.lang.reflect.Method.invoke(Method.java:568)
at org.eclipse.equinox.launcher.Main.invokeFramework(Main.java:651)
at org.eclipse.equinox.launcher.Main.basicRun(Main.java:588)
at org.eclipse.equinox.launcher.Main.run(Main.java:1459)
at org.eclipse.equinox.launcher.Main.main(Main.java:1432)
[2024-05-22 23:27:48] [INFO ] Flatten gal took : 513 ms
[2024-05-22 23:27:48] [INFO ] Time to serialize gal into /tmp/LTLCardinality9081910356103695681.gal : 102 ms
[2024-05-22 23:27:48] [INFO ] Time to serialize properties into /tmp/LTLCardinality11938373168654826403.ltl : 7 ms
Invoking ITS tools like this :cd /home/mcc/execution;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64' '--gc-threshold' '2000000' '-i' '/tmp/LTLCardinality9081910356103695681.gal' '-t' 'CGAL' '-LTL' '/tmp/LTLCardinality11938373168654826403.ltl' '-c' '-stutter-deadlock' '--gen-order' 'FOLLOW'
its-ltl command run as :
/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.202405141337/bin/its-ltl-linux64 --gc-threshold 2000000 -i /tmp/L...298
Read 1 LTL properties
Checking formula 0 : !((G(F("(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+Th...150930
Formula 0 simplified : FG!"(P4<=(((((((((((((TheAltitude_1+TheAltitude_2)+(TheAltitude_3+TheAltitude_4))+((TheAltitude_5+TheAltitude_6)+(TheAltitude_7+TheA...150924
Compilation finished in 292231 ms.
Running link step : cd /tmp/ltsmin3658493849767335528;'gcc' '-shared' '-o' 'gal.so' 'model.o'
Link finished in 190 ms.
Running LTSmin : cd /tmp/ltsmin3658493849767335528;'/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.move.gal.ltsmin.binaries_1.0.0.202405141337/bin/pins2lts-mc-linux64' './gal.so' '--threads=8' '-p' '--pins-guards' '--when' '--ltl' '[](<>((LTLAPp0==true)))' '--buchi-type=spotba'
BK_STOP 1716421894198
--------------------
content from stderr:
+ export BINDIR=/home/mcc/BenchKit/bin//../itstools/bin//../
+ BINDIR=/home/mcc/BenchKit/bin//../itstools/bin//../
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ LTLCardinality = StateSpace ]]
+ /home/mcc/BenchKit/bin//../itstools/bin//..//runeclipse.sh /home/mcc/execution LTLCardinality -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600
+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
+ export PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ export LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
+ LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
++ sed s/.jar//
++ perl -pe 's/.*\.//g'
++ ls /home/mcc/BenchKit/bin//../itstools/bin//..//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202405141337.jar
+ VERSION=202405141337
+ echo 'Running Version 202405141337'
+ /home/mcc/BenchKit/bin//../itstools/bin//..//itstools/its-tools -pnfolder /home/mcc/execution -examination LTLCardinality -its -ltsmin -greatspnpath /home/mcc/BenchKit/bin//../itstools/bin//..//greatspn/ -order META -manyOrder -smt -timeout 3600
Sequence of Actions to be Executed by the VM
This is useful if one wants to reexecute the tool in the VM from the submitted image disk.
set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="AirplaneLD-PT-4000"
export BK_EXAMINATION="LTLCardinality"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-5568"
echo " Executing tool itstools"
echo " Input is AirplaneLD-PT-4000, examination is LTLCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r004-smll-171620118300307"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"
tar xzf /home/mcc/BenchKit/INPUTS/AirplaneLD-PT-4000.tgz
mv AirplaneLD-PT-4000 execution
cd execution
if [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "UpperBounds" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] || [ "LTLCardinality" = "StateSpace" ]; then
rm -f GenericPropertiesVerdict.xml
fi
pwd
ls -lh
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "LTLCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLCardinality" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "LTLCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property LTLCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "LTLCardinality.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '
echo "FORMULA_NAME $x"
done
elif [ "LTLCardinality" = "ReachabilityDeadlock" ] || [ "LTLCardinality" = "QuasiLiveness" ] || [ "LTLCardinality" = "StableMarking" ] || [ "LTLCardinality" = "Liveness" ] || [ "LTLCardinality" = "OneSafe" ] ; then
echo "FORMULA_NAME LTLCardinality"
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;