fond
Model Checking Contest 2024
14th edition, Geneva, Switzerland, June 25, 2024
Execution of r223-tall-171649610700083
Last Updated
July 7, 2024

About the Execution of GreatSPN+red for JoinFreeModules-PT-2000

Execution Summary
Max Memory
Used (MB)
Time wait (ms) CPU Usage (ms) I/O Wait (ms) Computed Result Execution
Status
16199.300 3600000.00 6924577.00 7477.00 FFFF?FFFF?FTF?T? normal

Execution Chart

We display below the execution chart for this examination (boot time has been removed).

Trace from the execution

Formatting '/data/fkordon/mcc2024-input.r223-tall-171649610700083.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 greatspnxred
Input is JoinFreeModules-PT-2000, examination is LTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r223-tall-171649610700083
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 6.6M
-rw-r--r-- 1 mcc users 9.1K May 14 13:22 CTLCardinality.txt
-rw-r--r-- 1 mcc users 102K May 14 13:22 CTLCardinality.xml
-rw-r--r-- 1 mcc users 6.9K May 14 13:22 CTLFireability.txt
-rw-r--r-- 1 mcc users 64K May 14 13:22 CTLFireability.xml
-rw-r--r-- 1 mcc users 4.2K May 18 16:42 GenericPropertiesDefinition.xml
-rw-r--r-- 1 mcc users 6.1K May 18 16:42 GenericPropertiesVerdict.xml
-rw-r--r-- 1 mcc users 3.8K May 19 07:10 LTLCardinality.txt
-rw-r--r-- 1 mcc users 27K May 19 16:03 LTLCardinality.xml
-rw-r--r-- 1 mcc users 2.1K May 19 07:22 LTLFireability.txt
-rw-r--r-- 1 mcc users 16K May 19 18:34 LTLFireability.xml
-rw-r--r-- 1 mcc users 8.6K Apr 11 14:31 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 79K Apr 11 14:31 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 6.1K Apr 11 14:28 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 44K Apr 11 14:28 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 1.6K May 19 07:13 UpperBounds.txt
-rw-r--r-- 1 mcc users 3.8K May 19 15:27 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 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 6.2M 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 JoinFreeModules-PT-2000-LTLCardinality-00
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-01
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-02
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-03
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-04
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-05
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-06
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-07
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-08
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-09
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-10
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-11
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-12
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-13
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-14
FORMULA_NAME JoinFreeModules-PT-2000-LTLCardinality-15

=== Now, execution of the tool begins

BK_START 1716507165146

Invoking MCC driver with
BK_TOOL=greatspnxred
BK_EXAMINATION=LTLCardinality
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=JoinFreeModules-PT-2000
BK_MEMORY_CONFINEMENT=16384
Applying reductions before tool greatspn
Invoking reducer
Running Version 202405141337
[2024-05-23 23:32:46] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLCardinality, -timeout, 360, -rebuildPNML]
[2024-05-23 23:32:46] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2024-05-23 23:32:46] [INFO ] Load time of PNML (sax parser for PT used): 500 ms
[2024-05-23 23:32:46] [INFO ] Transformed 10001 places.
[2024-05-23 23:32:46] [INFO ] Transformed 16001 transitions.
[2024-05-23 23:32:46] [INFO ] Parsed PT model containing 10001 places and 16001 transitions and 46002 arcs in 670 ms.
Parsed 16 properties from file /home/mcc/execution/LTLCardinality.xml in 15 ms.
Working with output stream class java.io.PrintStream
Initial state reduction rules removed 2 formulas.
Reduce places removed 1 places and 0 transitions.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-11 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA JoinFreeModules-PT-2000-LTLCardinality-14 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Support contains 45 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 1479 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
// Phase 1: matrix 16001 rows 10000 cols
[2024-05-23 23:32:49] [INFO ] Computed 2000 invariants in 104 ms
[2024-05-23 23:32:49] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20313 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 5)
(s2865 5)
(s2866 2)
(s2868 4)
(s2869 5)
(s2870 5)
(s2871 2)
(s2873 4)
(s2874 5)
(s2875 5)
(s2876 2)
(s2878 4)
(s2879 5)
(s2880 5)
(s2881 2)
(s2883 4)
(s2884 5)
(s2885 5)
(s2886 2)
(s2888 4)
(s2889 5)
(s2890 5)
(s2891 2)
(s2893 4)
(s2894 5)
(s2895 5)
(s2896 2)
(s2898 4)
(s2899 5)
(s2900 5)
(s2901 2)
(s2903 4)
(s2904 5)
(s2905 5)
(s2906 2)
(s2908 4)
(s2909 5)
(s2910 5)
(s2911 2)
(s2913 4)
(s2914 5)
(s2915 5)
(s2916 2)
(s2918 4)
(s2919 5)
(s2920 5)
(s2921 2)
(s2923 4)
(s2924 5)
(s2925 5)
(s2926 2)
(s2928 4)
(s2929 5)
(s2930 5)
(s2931 2)
(s2933 4)
(s2934 5)
(s2935 5)
(s2936 2)
(s2938 4)
(s2939 5)
(s2940 5)
(s2941 2)
(s2943 4)
(s2944 5)
(s2945 5)
(s2946 2)
(s2948 4)
(s2949 5)
(s2950 5)
(s2951 2)
(s2953 4)
(s2954 5)
(s2955 5)
(s2956 2)
(s2958 4)
(s2959 5)
(s2960 5)
(s2961 2)
(s2963 4)
(s2964 5)
(s2965 5)
(s2966 2)
(s2968 4)
(s2969 5)
(s2970 5)
(s2971 2)
(s2973 4)
(s2974 5)
(s2975 5)
(s2976 2)
(s2978 4)
(s2979 5)
(s2980 5)
(s2981 2)
(s2983 4)
(s2984 5)
(s2985 5)
(s2986 2)
(s2988 4)
(s2989 5)
(s2990 5)
(s2991 2)
(s2993 4)
(s2994 5)
(s2995 5)
(s2996 2)
(s2998 4)
(s2999 5)
(s3000 5)
(s3001 2)
(s3003 4)
(s3004 5)
(s3005 5)
(s3006 2)
(s3008 4)
(s3009 5)
(s3010 5)
(s3011 2)
(s3013 4)
(s3014 5)
(s3015 5)
(s3016 2)
(s3018 4)
(s3019 5)
(s3020 5)
(s3021 2)
(s3023 4)
(s3024 5)
(s3025 5)
(s3026 2)
(s3028 4)
(s3029 5)
(s3030 5)
(s3031 2)
(s3033 4)
(s3034 5)
(s3035 5)
(s3036 2)
(s3038 4)
(s3039 5)
(s3040 5)
(s3041 2)
(s3043 4)
(s3044 5)
(s3045 5)
(s3046 2)
(s3048 4)
(s3049 5)
(s3050 5)
(s3051 2)
(s3053 4)
(s3054 5)
(s3055 5)
(s3056 2)
(s3058 4)
(s3059 5)
(s3060 5)
(s3061 2)
(s3063 4)
(s3064 5)
(s3065 5)
(s3066 2)
(s3068 4)
(s3069 5)
(s3070 5)
(s3071 2)
(s3073 4)
(s3074 5)
(s3075 5)
(s3076 2)
(s3078 4)
(s3079 5)
(s3080 5)
(s3081 2)
(s3083 4)
(s3084 5)
(s3085 5)
(s3086 2)
(s3088 4)
(s3089 5)
(s3090 5)
(s3091 2)
(s3093 4)
(s3094 5)
(s3095 5)
(s3096 2)
(s3098 4)
(s3099 5)
(s3100 5)
(s3101 2)
(s3103 4)
(s3104 5)
(s3105 5)
(s3106 2)
(s3108 4)
(s3109 5)
(s3110 5)
(s3111 2)
(s3113 4)
(s3114 5)
(s3115 5)
(s3116 2)
(s3118 4)
(s3119 5)
(s3120 5)
(s3121 2)
(s3123 4)
(s3124 5)
(s3125 5)
(s3126 2)
(s3128 4)
(s3129 5)
(s3130 5)
(s3131 2)
(s3133 4)
(s3134 5)
(s3135 5)
(s3136 2)
(s3138 4)
(s3139 5)
(s3140 5)
(s3141 2)
(s3143 4)
(s3144 5)
(s3145 5)
(s3146 2)
(s3148 4)
(s3149 5)
(s3150 5)
(s3151 2)
(s3153 4)
(s3154 5)
(s3155 5)
(s3156 2)
(s3158 4)
(s3159 5)
(s3160 5)
(s3161 2)
(s3163 4)
(s3164 5)
(s3165 5)
(s3166 2)
(s3168 4)
(s3169 5)
(s3170 5)
(s3171 2)
(s3173 4)
(s3174 5)
(s3175 5)
(s3176 2)
(s3178 4)
(s3179 5)
(s3180 5)
(s3181 2)
(s3183 4)
(s3184 5)
(s3185 5)
(s3186 2)
(s3188 4)
(s3189 5)
(s3190 5)
(s3191 2)
(s3193 4)
(s3194 5)
(s3195 5)
(s3196 2)
(s3198 4)
(s3199 5)
(s3200 5)
(s3201 2)
(s3203 4)
(s3204 5)
(s3205 5)
(s3206 2)
(s3208 4)
(s3209 5)
(s3210 5)
(s3211 2)
(s3213 4)
(s3214 5)
(s3215 5)
(s3216 2)
(s3218 4)
(s3219 5)
(s3220 5)
(s3221 2)
(s3223 4)
(s3224 5)
(s3225 5)
(s3226 2)
(s3228 4)
(s3229 5)
(s3230 5)
(s3231 2)
(s3233 4)
(s3234 5)
(s3235 5)
(s3236 2)
(s3238 4)
(s3239 5)
(s3240 5)
(s3241 2)
(s3243 4)
(s3244 5)
(s3245 5)
(s3246 2)
(s3248 4)
(s3249 5)
(s3250 5)
(s3251 2)
(s3253 4)
(s3254 5)
(s3255 5)
(s3256 2)
(s3258 4)
(s3259 5)
(s3260 5)
(s3261 2)
(s3263 4)
(s3264 5)
(s3265 5)
(s3266 2)
(s3268 4)
(s3269 5)
(s3270 5)
(s3271 2)
(s3273 4)
(s3274 5)
(s3275 5)
(s3276 2)
(s3278 4)
(s3279 5)
(s3280 5)
(s3281 2)
(s3283 4)
(s3284 5)
(s3285 5)
(s3286 2)
(s3288 4)
(s3289 5)
(s3290 5)
(s3291 2)
(s3293 4)
(s3294 5)
(s3295 5)
(s3296 2)
(s3298 4)
(s3299 5)
(s3300 5)
(s3301 2)
(s3303 4)
(s3304 5)
(s3305 5)
(s3306 2)
(s3308 4)
(s3309 5)
(s3310 5)
(s3311 2)
(s3313 4)
(s3314 5)
(s3315 5)
(s3316 2)
(s3318 4)
(s3319 5)
(s3320 5)
(s3321 2)
(s3323 4)
(s3324 5)
(s3325 5)
(s3326 2)
(s3328 4)
(s3329 5)
(s3330 5)
(s3331 2)
(s3333 4)
(s3334 5)
(s3335 5)
(s3336 2)
(s3338 4)
(s3339 5)
(s3340 5)
(s3341 2)
(s3343 4)
(s3344 5)
(s3345 5)
(s3346 2)
(s3348 4)
(s3349 5)
(s3350 5)
(s3351 2)
(s3353 4)
(s3354 5)
(s3355 5)
(s3356 2)
(s3358 4)
(s3359 5)
(s3360 5)
(s3361 2)
(s3363 4)
(s3364 5)
(s3365 5)
(s3366 2)
(s3368 4)
(s3369 5)
(s3370 5)
(s3371 2)
(s3373 4)
(s3374 5)
(s3375 5)
(s3376 2)
(s3378 4)
(s3379 5)
(s3380 5)
(s3381 2)
(s3383 4)
(s3384 5)
(s3385 5)
(s3386 2)
(s3388 4)
(s3389 5)
(s3390 5)
(s3391 2)
(s3393 4)
(s3394 5)
(s3395 5)
(s3396 2)
(s3398 4)
(s3399 5)
(s3400 5)
(s3401 2)
(s3403 4)
(s3404 5)
(s3405 5)
(s3406 2)
(s3408 4)
(s3409 5)
(s3410 5)
(s3411 2)
(s3413 4)
(s3414 5)
(s3415 5)
(s3416 2)
(s3418 4)
(s3419 5)
(s3420 5)
(s3421 2)
(s3423 4)
(s3424 5)
(s3425 5)
(s3426 2)
(s3428 4)
(s3429 5)
(s3430 5)
(s3431 2)
(s3433 4)
(s3434 5)
(s3435 5)
(s3436 2)
(s3438 4)
(s3439 5)
(s3440 5)
(s3441 2)
(s3443 4)
(s3444 5)
(s3445 5)
(s3446 2)
(s3448 4)
(s3449 5)
(s3450 5)
(s3451 2)
(s3453 4)
(s3454 5)
(s3455 5)
(s3456 2)
(s3458 4)
(s3459 5)
(s3460 5)
(s3461 2)
(s3463 4)
(s3464 5)
(s3465 5)
(s3466 2)
(s3468 4)
(s3469 5)
(s3470 5)
(s3471 2)
(s3473 4)
(s3474 5)
(s3475 5)
(s3476 2)
(s3478 4)
(s3479 5)
(s3480 5)
(s3481 2)
(s3483 4)
(s3484 5)
(s3485 timeout
5)
(s3486 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20145 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 57287ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 57447ms
[2024-05-23 23:33:46] [INFO ] Invariant cache hit.
[2024-05-23 23:33:48] [INFO ] Implicit Places using invariants in 2476 ms returned []
Implicit Place search using SMT only with invariants took 2488 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:33:48] [INFO ] Invariant cache hit.
[2024-05-23 23:33:49] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30146 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 77369ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 77464ms
Finished structural reductions in LTL mode , in 1 iterations and 139008 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Support contains 45 out of 10000 places after structural reductions.
[2024-05-23 23:35:07] [INFO ] Flatten gal took : 590 ms
[2024-05-23 23:35:07] [INFO ] Flatten gal took : 424 ms
[2024-05-23 23:35:08] [INFO ] Input system was already deterministic with 16001 transitions.
RANDOM walk for 41033 steps (8 resets) in 3973 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 669 ms. (5 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 529 ms. (7 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 416 ms. (9 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 412 ms. (9 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 392 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 396 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 392 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 392 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 517 ms. (7 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 435 ms. (9 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 396 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 385 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 396 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 398 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 390 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 461 ms. (8 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 393 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 440 ms. (9 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 518 ms. (7 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 393 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 551 ms. (7 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 378 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 381 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 384 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 376 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 377 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 529 ms. (7 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 34/34 properties
BEST_FIRST walk for 4004 steps (0 resets) in 382 ms. (10 steps per ms) remains 34/34 properties
Probabilistic random walk after 93088 steps, saw 93051 distinct states, run finished after 15041 ms. (steps per millisecond=6 ) properties seen :11
[2024-05-23 23:35:28] [INFO ] Invariant cache hit.
[2024-05-23 23:35:28] [INFO ] State equation strengthened by 2000 read => feed constraints.
All remaining problems are real, not stopping.
At refinement iteration 0 (INCLUDED_ONLY) 0/27 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 1 (OVERLAPS) 108/135 variables, 27/27 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/135 variables, 0/27 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 3 (OVERLAPS) 216/351 variables, 135/162 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/351 variables, 27/189 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/351 variables, 0/189 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 6 (OVERLAPS) 0/351 variables, 0/189 constraints. Problems are: Problem set: 0 solved, 23 unsolved
No progress, stopping.
After SMT solving in domain Real declared 351/26001 variables, and 189 constraints, problems are : Problem set: 0 solved, 23 unsolved in 584 ms.
Refiners :[Positive P Invariants (semi-flows): 27/2000 constraints, State Equation: 135/10000 constraints, ReadFeed: 27/2000 constraints, PredecessorRefiner: 23/23 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 23 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/27 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 1 (OVERLAPS) 108/135 variables, 27/27 constraints. Problems are: Problem set: 0 solved, 23 unsolved
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 69 ms of which 8 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 55 ms of which 6 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 40 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 41 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 43 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 39 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 40 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 36 ms of which 2 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 40 ms of which 0 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 38 ms of which 0 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 0 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 31 ms of which 0 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 27 ms of which 0 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 32 ms of which 1 ms to minimize.
[2024-05-23 23:35:30] [INFO ] Deduced a trap composed of 3 places in 31 ms of which 0 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/135 variables, 15/42 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/135 variables, 0/42 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 4 (OVERLAPS) 216/351 variables, 135/177 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/351 variables, 27/204 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/351 variables, 23/227 constraints. Problems are: Problem set: 0 solved, 23 unsolved
[2024-05-23 23:35:31] [INFO ] Deduced a trap composed of 3 places in 38 ms of which 1 ms to minimize.
[2024-05-23 23:35:31] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 0 ms to minimize.
[2024-05-23 23:35:32] [INFO ] Deduced a trap composed of 3 places in 34 ms of which 0 ms to minimize.
At refinement iteration 7 (INCLUDED_ONLY) 0/351 variables, 3/230 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/351 variables, 0/230 constraints. Problems are: Problem set: 0 solved, 23 unsolved
At refinement iteration 9 (OVERLAPS) 0/351 variables, 0/230 constraints. Problems are: Problem set: 0 solved, 23 unsolved
No progress, stopping.
After SMT solving in domain Int declared 351/26001 variables, and 230 constraints, problems are : Problem set: 0 solved, 23 unsolved in 4308 ms.
Refiners :[Positive P Invariants (semi-flows): 27/2000 constraints, State Equation: 135/10000 constraints, ReadFeed: 27/2000 constraints, PredecessorRefiner: 23/23 constraints, Known Traps: 18/18 constraints]
After SMT, in 5037ms problems are : Problem set: 0 solved, 23 unsolved
Fused 23 Parikh solutions to 5 different solutions.
Finished Parikh walk after 38975 steps, including 0 resets, run visited all 23 properties in 4113 ms. (steps per millisecond=9 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 23 properties in 4149 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-10 FALSE TECHNIQUES REACHABILITY_KNOWLEDGE
FORMULA JoinFreeModules-PT-2000-LTLCardinality-02 FALSE TECHNIQUES REACHABILITY_KNOWLEDGE
Computed a total of 0 stabilizing places and 0 stable transitions
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(p0)||F((F(p1)&&(p2 U p3)))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 3413 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:35:43] [INFO ] Invariant cache hit.
[2024-05-23 23:35:43] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20154 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 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 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58257ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58427ms
[2024-05-23 23:36:41] [INFO ] Invariant cache hit.
[2024-05-23 23:36:44] [INFO ] Implicit Places using invariants in 2628 ms returned []
Implicit Place search using SMT only with invariants took 2631 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:36:44] [INFO ] Invariant cache hit.
[2024-05-23 23:36:44] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)
(s3705 5.0)
(s3706 2.0)
(s3708 4.0)
(s3709 5.0)
(s3710 5.0)
(s3711 2.0)
(s3713 4.0)
(s3714 5.0)
(s3715 5.0)
(s3716 2.0)
(s3718 4.0)
(s3719 5.0)
(s3720 5.0)
(s3721 2.0)
(s3723 4.0)
(s3724 5.0)
(s3725 5.0)
(s3726 2.0)
(s3728 4.0)
(s3729 5.0)
(s3730 5.0)
(s3731 2.0)
(s3733 4.0)
(s3734 5.0)
(s3735 5.0)
(s3736 2.0)
(s3738 4.0)
(s3739 5.0)
(s3740 5.0)
(s3741 2.0)
(s3743 4.0)
(s3744 5.0)
(s3745 5.0)
(s3746 2.0)
(s3748 4.0)
(s3749 5.0)
(s3750 5.0)
(s3751 2.0)
(s3753 4.0)
(s3754 5.0)
(s3755 5.0)
(s3756 2.0)
(s3758 4.0)
(s3759 5.0)
(s3760 5.0)
(s3761 2.0)
(s3763 4.0)
(s3764 5.0)
(s3765 5.0)
(s3766 2.0)
(s3768 4.0)
(s3769 5.0)
(s3770 5.0)
(s3771 2.0)
(s3773 4.0)
(s3774 5.0)
(s3775 5.0)
(s3776 2.0)
(s3778 4.0)
(s3779 5.0)
(s3780 5.0)
(s3781 2.0)
(s3783 4.0)
(s3784 5.0)
(s3785 5.0)
(s3786 2.0)
(s3788 4.0)
(s3789 5.0)
(s3790 5.0)
(s3791 2.0)
(s3793 4.0)
(s3794 5.0)
(s3795 5.0)
(s3796 2.0)
(s3798 4.0)
(s3799 5.0)
(s3800 5.0)
(s3801 2.0)
(s3803 4.0)
(s3804 5.0)
(s3805 5.0)
(s3806 2.0)
(s3808 4.0)
(s3809 5.0)
(s3810 5.0)
(s3811 2.0)
(s3813 4.0)
(s3814 5.0)
(s3815 5.0)
(s3816 2.0)
(s3818 4.0)
(s3819 5.0)
(s3820 5.0)
(s3821 2.0)
(s3823 4.0)
(s3824 5.0)
(s3825 5.0)
(s3826 2.0)
(s3828 4.0)
(s3829 5.0)
(s3830 5.0)
(s3831 2.0)
(s3833 4.0)
(s3834 5.0)
(s3835 5.0)
(s3836 2.0)
(s3838 4.0)
(s3839 5.0)
(s3840 5.0)
(s3841 2.0)
(s3843 4.0)
(s3844 5.0)
(s3845 5.0)
(s3846 2.0)
(s3848 4.0)
(s3849 5.0)
(s3850 5.0)
(s3851 2.0)
(s3853 4.0)
(s3854 5.0)
(s3855 5.0)
(s3856 2.0)
(s3858 4.0)
(s3859 5.0)
(s3860 5.0)
(s3861 2.0)
(s3863 4.0)
(s3864 5.0)
(s3865 5.0)
(s3866 2.0)
(s3868 4.0)
(s3869 5.0)
(s3870 5.0)
(s3871 2.0)
(s3873 4.0)
(s3874 5.0)
(s3875 5.0)
(s3876 2.0)
(s3878 4.0)
(s3879 5.0)
(s3880 5.0)
(s3881 2.0)
(s3883 4.0)
(s3884 5.0)
(s3885 5.0)
(s3886 2.0)
(s3888 4.0)
(s3889 5.0)
(s3890 5.0)
(s3891 2.0)
(s3893 4.0)
(s3894 5.0)
(s3895 5.0)
(s3896 2.0)
(s3898 4.0)
(s3899 5.0)
(s3900 5.0)
(s3901 2.0)
(s3903 4.0)
(s3904 5.0)
(s3905 5.0)
(s3906 2.0)
(s3908 4.0)
(s3909 5.0)
(s3910 5.0)
(s3911 2.0)
(s3913 4.0)
(s3914 5.0)
(s3915 5.0)
(s3916 2.0)
(s3918 4.0)
(s3919 5.0)
(s3920 5.0)
(s3921 2.0)
(s3923 4.0)
(s3924 5.0)
(s3925 5.0)
(s3926 2.0)
(s3928 4.0)
(s3929 5.0)
(s3930 5.0)
(s3931 2.0)
(s3933 4.0)
(s3934 5.0)
(s3935 5.0)
(s3936 2.0)
(s3938 4.0)
(s3939 5.0)
(s3940 5.0)
(s3941 2.0)
(s3943 4.0)
(s3944 5.0)
(s3945 5.0)
(s3946 2.0)
(s3948 4.0)
(s3949 5.0)
(s3950 5.0)
(s3951 2.0)
(s3953 4.0)
(s3954 5.0)
(s3955 5.0)
(s3956 2.0)
(s3958 4.0)
(s3959 5.0)
(s3960 5.0)
(s3961 2.0)
(s3963 4.0)
(s3964 5.0)
(s3965 5.0)
(s3966 2.0)
(s3968 4.0)
(s3969 5.0)
(s3970 5.0)
(s3971 2.0)
(s3973 4.0)
(s3974 5.0)
(s3975 5.0)
(s3976 2.0)
(s3978 4.0)
(s3979 5.0)
(s3980 5.0)
(s3981 2.0)
(s3983 4.0)
(s3984 5.0)
(s3985 5.0)
(s3986 2.0)
(s3988 4.0)
(s3989 5.0)
(s3990 5.0)
(s3991 2.0)
(s3993 4.0)
(s3994 5.0)
(s3995 5.0)
(s3996 2.0)
(s3998 4.0)
(s3999 5.0)
(s4000 5.0)
(s4001 2.0)
(s4003 4.0)
(s4004 5.0)
(s4005 5.0)
(s4006 2.0)
(s4008 4.0)
(s4009 5.0)
(s4010 5.0)
(s4011 2.0)
(s4013 4.0)
(s4014 5.0)
(s4015 5.0)
(s4016 2.0)
(s4018 4.0)
(s4019 5.0)
(s4020 5.0)
(s4021 2.0)
(s4023 4.0)
(s4024 5.0)
(s4025 5.0)
(s4026 2.0)
(s4028 4.0)
(s4029 5.0)
(s4030 5.0)
(s4031 2.0)
(s4033 4.0)
(s4034 5.0)
(s4035 5.0)
(s4036 2.0)
(s4038 4.0)
(s4039 5.0)
(s4040 5.0)
(s4041 2.0)
(s4043 4.0)
(s4044 5.0)
(s4045 5.0)
(s4046 2.0)
(s4048 4.0)
(s4049 5.0)
(s4050 5.0)
(s4051 2.0)
(s4053 4.0)
(s4054 5.0)
(s4055 5.0)
(s4056 2.0)
(s4058 4.0)
(s4059 5.0)
(s4060 5.0)
(s4061 2.0)
(s4063 4.0)
(s4064 5.0)
(s4065 5.0)
(s4066 2.0)
(s4068 4.0)
(s4069 5.0)
(s4070 5.0)
(s4071 2.0)
(s4073 4.0)
(s4074 5.0)
(s4075 5.0)
(s4076 2.0)
(s4078 4.0)
(s4079 5.0)
(s4080 5.0)
(s4081 2.0)
(s4083 4.0)
(s4084 5.0)
(s4085 5.0)
(s4086 2.0)
(s4088 4.0)
(s4089 5.0)
(s4090 5.0)
(s4091 2.0)
(s4093 4.0)
(s4094 5.0)
(s4095 5.0)
(s4096 2.0)
(s4098 4.0)
(s4099 5.0)
(s4100 5.0)
(s4101 2.0)
(s4103 4.0)
(s4104 5.0)
(s4105 5.0)
(s4106 2.0)
(s4108 4.0)
(s4109 5.0)
(s4110 5.0)
(s4111 2.0)
(s4113 4.0)
(s4114 5.0)
(s4115 5.0)
(s4116 2.0)
(s4118 4.0)
(s4119 5.0)
(s4120 5.0)
(s4121 2.0)
(s4123 4.0)
(s4124 5.0)
(s4125 5.0)
(s4126 2.0)
(s4128 4.0)
(s4129 5.0)
(s4130 5.0)
(s4131 2.0)
(s4133 4.0)
(s4134 5.0)
(s4135 5.0)
(s4136 2.0)
(s4138 4.0)
(s4139 5.0)
(s4140 5.0)
(s4141 2.0)
(s4143 4.0)
(s4144 5.0)
(s4145 5.0)
(s4146 2.0)
(s4148 4.0)
(s4149 5.0)
(s4150 5.0)
(s4151 2.0)
(s4153 4.0)
(s4154 5.0)
(s4155 5.0)
(s4156 2.0)
(s4158 4.0)
(s4159 5.0)
(s4160 5.0)
(s4161 2.0)
(s4163 4.0)
(s4164 5.0)
(s4165 5.0)
(s4166 2.0)
(s4168 4.0)
(s4169 5.0)
(s4170 5.0)
(s4171 2.0)
(s4173 4.0)
(s4174 5.0)
(s4175 5.0)
(s4176 2.0)
(s4178 4.0)
(s4179 5.0)
(s4180 5.0)
(s4181 2.0)
(s4183 4.0)
(s4184 5.0)
(s4185 5.0)
(s4186 2.0)
(s4188 4.0)
(s4189 5.0)
(s4190 5.0)
(s4191 2.0)
(s4193 4.0)
(s4194 5.0)
(s4195 5.0)
(s4196 2.0)
(s4198 4.0)
(s4199 5.0)
(s4200 5.0)
(s4201 2.0)
(s4203 4.0)
(s4204 5.0)
(s4205 5.0)
(s4206 2.0)
(s4208 4.0)
(s4209 5.0)
(s4210 5.0)
(s4211 2.0)
(s4213 4.0)
(s4214 5.0)
(s4215 5.0)
(s4216 2.0)
(s4218 4.0)
(s4219 5.0)
(s4220 5.0)
(s4221 2.0)
(s4223 4.0)
(s4224 5.0)
(s4225 5.0)
(s4226 2.0)
(s4228 4.0)
(s4229 5.0)
(s4230 5.0)
(s4231 2.0)
(s4233 4.0)
(s4234 5.0)
(s4235 5.0)
(s4236 2.0)
(s4238 4.0)
(s4239 5.0)
(s4240 5.0)
(s4241 2.0)
(s4243 4.0)
(s4244 5.0)
(s4245 5.0)
(s4246 2.0)
(s4248 4.0)
(s4249 5.0)
(s4250 5.0)
(s4251 2.0)
(s4253 4.0)
(s4254 5.0)
(s4255 5.0)
(s4256 2.0)
(s4258 4.0)
(s4259 5.0)
(s4260 5.0)
(s4261 2.0)
(s4263 4.0)
(s4264 5.0)
(s4265 5.0)
(s4266 2.0)
(s4268 4.0)
(s4269 5.0)
(s4270 5.0)
(s4271 2.0)
(s4273 4.0)
(s4274 5.0)
(s4275 5.0)
(s4276 2.0)
(s4278 4.0)
(s4279 5.0)
(s4280 5.0)
(s4281 2.0)
(s4283 4.0)
(s4284 5.0)
(s4285 5.0)
(s4286 2.0)
(s4288 4.0)
(s4289 5.0)
(s4290 5.0)
(s4291 2.0)
(s4293 4.0)
(s4294 5.0)
(s4295 5.0)
(s4296 2.0)
(s4298 4.0)
(s4299 5.0)
(s4300 5.0)
(s4301 2.0)
(s4303 4.0)
(s4304 5.0)
(s4305 5.0)
(s4306 2.0)
(s4308 4.0)
(s4309 5.0)
(s4310 5.0)
(s4311 2.0)
(s4313 4.0)
(s4314 5.0)
(s4315 5.0)
(s4316 2.0)
(s4318 4.0)
(s4319 5.0)
(s4320 5.0)
(s4321 2.0)
(s4323 4.0)
(s4324 5.0)
(s4325 5.0)
(s4326 2.0)
(s4328 4.0)
(s4329 5.0)
(s4330 5.0)
(s4331 2.0)
(s4333 4.0)
(s4334 5.0)
(s4335 5.0)
(s4336 2.0)
(s4338 4.0)
(s4339 5.0)
(s4340 5.0)
(s4341 2.0)
(s4343 4.0)
(s4344 5.0)
(s4345 5.0)
(s4346 2.0)
(s4348 4.0)
(s4349 5.0)
(s4350 5.0)
(s4351 2.0)
(s4353 4.0)
(s4354 5.0)
(s4355 5.0)
(s4356 2.0)
(s4358 4.0)
(s4359 5.0)
(s4360 5.0)
(s4361 2.0)
(s4363 4.0)
(s4364 5.0)
(s4365 5.0)
(s4366 2.0)
(s4368 4.0)
(s4369 5.0)
(s4370 5.0)
(s4371 2.0)
(s4373 4.0)
(s4374 5.0)
(s4375 5.0)
(s4376 2.0)
(s4378 4.0)
(s4379 5.0)
(s4380 5.0)
(s4381 2.0)
(s4383 4.0)
(s4384 5.0)
(s4385 5.0)
(s4386 2.0)
(s4388 4.0)
(s4389 5.0)
(s4390 5.0)
(s4391 2.0)
(s4393 4.0)
(s4394 5.0)
(s4395 5.0)
(s4396 2.0)
(s4398 4.0)
(s4399 5.0)
(s4400 5.0)
(s4401 2.0)
(s4403 4.0)
(s4404 5.0)
(s4405 5.0)
(s4406 2.0)
(s4408 4.0)
(s4409 5.0)
(s4410 5.0)
(s4411 2.0)
(s4413 4.0)
(s4414 5.0)
(s4415 5.0)
(s4416 2.0)
(s4418 4.0)
(s4419 5.0)
(s4420 5.0)
(s4421 2.0)
(s4423 4.0)
(s4424 5.0)
(s4425 5.0)
(s4426 2.0)
(s4428 4.0)
(s4429 5.0)
(s4430 5.0)
(s4431 2.0)
(s4433 4.0)
(s4434 5.0)
(s4435 5.0)
(s4436 2.0)
(s4438 4.0)
(s4439 5.0)
(s4440 5.0)
(s4441 2.0)
(s4443 4.0)
(s4444 5.0)
(s4445 5.0)
(s4446 2.0)
(s4448 4.0)
(s4449 5.0)
(s4450 5.0)
(s4451 2.0)
(s4453 4.0)
(s4454 5.0)
(s4455 5.0)
(s4456 2.0)
(s4458 4.0)
(s4459 5.0)
(s4460 5.0)
(s4461 2.0)
(s4463 4.0)
(s4464 5.0)
(s4465 5.0)
(s4466 2.0)
(s4468 4.0)
(s4469 5.0)
(s4470 5.0)
(s4471 2.0)
(s4473 4.0)
(s4474 5.0)
(s4475 5.0)
(s4476 2.0)
(s4478 4.0)
(s4479 5.0)
(s4480 5.0)
(s4481 2.0)
(s4483 4.0)
(s4484 5.0)
(s4485 5.0)
(s4486 2.0)
(s4488 4.0)
(s4489 5.0)
(s4490 5.0)
(s4491 2.0)
(s4493 4.0)
(s4494 5.0)
(s4495 5.0)
(s4496 2.0)
(s4498 4.0)
(s4499 5.0)
(s4500 5.0)
(s4501 2.0)
(s4503 4.0)
(s4504 5.0)
(s4505 5.0)
(s4506 2.0)
(s4508 4.0)
(s4509 5.0)
(s4510 5.0)
(s4511 2.0)
(s4513 4.0)
(s4514 5.0)
(s4515 5.0)
(s4516 2.0)
(s4518 4.0)
(s4519 5.0)
(s4520 5.0)
(s4521 2.0)
(s4523 4.0)
(s4524 5.0)
(s4525 5.0)
(s4526 2.0)
(s4528 4.0)
(s4529 5.0)
(s4530 5.0)
(s4531 2.0)
(s4533 4.0)
(s4534 5.0)
(s4535 5.0)
(s4536 2.0)
(s4538 4.0)
(s4539 5.0)
(s4540 5.0)
(s4541 2.0)
(s4543 4.0)
(s4544 5.0)
(s4545 5.0)
(s4546 2.0)
(s4548 4.0)
(s4549 5.0)
(s4550 5.0)
(s4551 2.0)
(s4553 4.0)
(s4554 5.0)
(s4555 5.0)
(s4556 2.0)
(s4558 4.0)
(s4559 5.0)
(s4560 5.0)
(s4561 2.0)
(s4563 4.0)
(s4564 5.0)
(s4565 5.0)
(s4566 2.0)
(s4568 4.0)
(s4569 5.0)
(s4570 5.0)
(s4571 2.0)
(s4573 4.0)
(s4574 5.0)
(s4575 5.0)
(s4576 2.0)
(s4578 4.0)
(s4579 5.0)
(s4580 5.0)
(s4581 2.0)
(s4583 4.0)
(s4584 5.0)
(s4585 5.0)
(s4586 2.0)
(s4588 4.0)
(s4589 5.0)
(s4590 5.0)
(s4591 2.0)
(s4593 4.0)
(s4594 5.0)
(s4595 5.0)
(s4596 2.0)
(s4598 4.0)
(s4599 5.0)
(s4600 5.0)
(s4601 2.0)
(s4603 4.0)
(s4604 5.0)
(s4605 5.0)
(s4606 2.0)
(s4608 4.0)
(s4609 5.0)
(s4610 5.0)
(s4611 2.0)
(s4613 4.0)
(s4614 5.0)
(s4615 5.0)
(s4616 2.0)
(s4618 4.0)
(s4619 5.0)
(s4620 5.0)
(s4621 2.0)
(s4623 4.0)
(s4624 5.0)
(s4625 5.0)
(s4626 2.0)
(s4628 4.0)
(s4629 5.0)
(s4630 5.0)
(s4631 2.0)
(s4633 4.0)
(s4634 5.0)
(s4635 5.0)
(s4636 2.0)
(s4638 4.0)
(s4639 5.0)
(s4640 5.0)
(s4641 2.0)
(s4643 4.0)
(s4644 5.0)
(s4645 5.0)
(s4646 2.0)
(s4648 4.0)
(s4649 5.0)
(s4650 5.0)
(s4651 2.0)
(s4653 4.0)
(s4654 5.0)
(s4655 5.0)
(s4656 2.0)
(s4658 4.0)
(s4659 5.0)
(s4660 5.0)
(s4661 2.0)
(s4663 4.0)
(s4664 5.0)
(s4665 5.0)
(s4666 2.0)
(s4668 4.0)
(s4669 5.0)
(s4670 5.0)
(s4671 2.0)
(s4673 4.0)
(s4674 5.0)
(s4675 5.0)
(s4676 2.0)
(s4678 4.0)
(s4679 5.0)
(s4680 5.0)
(s4681 2.0)
(s4683 4.0)
(s4684 5.0)
(s4685 5.0)
(s4686 2.0)
(s4688 4.0)
(s4689 5.0)
(s4690 5.0)
(s4691 2.0)
(s4693 4.0)
(s4694 5.0)
(s4695 5.0)
(s4696 2.0)
(s4698 4.0)
(s4699 5.0)
(s4700 5.0)
(s4701 2.0)
(s4703 4.0)
(s4704 5.0)
(s4705 5.0)
(s4706 2.0)
(s4708 4.0)
(s4709 5.0)
(s4710 5.0)
(s4711 2.0)
(s4713 4.0)
(s4714 5.0)
(s4715 5.0)
(s4716 2.0)
(s4718 4.0)
(s4719 5.0)
(s4720 5.0)
(s4721 2.0)
(s4723 4.0)
(s4724 5.0)
(s4725 5.0)
(s4726 2.0)
(s4728 4.0)
(s4729 5.0)
(s4730 5.0)
(s4731 2.0)
(s4733 4.0)
(s4734 5.0)
(s4735 5.0)
(s4736 2.0)
(s4738 4.0)
(s4739 5.0)
(s4740 5.0)
(s4741 2.0)
(s4743 4.0)
(s4744 5.0)
(s4745 5.0)
(s4746 2.0)
(s4748 4.0)
(s4749 5.0)
(s4750 5.0)
(s4751 2.0)
(s4753 4.0)
(s4754 5.0)
(s4755 5.0)
(s4756 2.0)
(s4758 4.0)
(s4759 5.0)
(s4760 5.0)
(s4761 2.0)
(s4763 4.0)
(s4764 5.0)
(s4765 5.0)
(s4766 2.0)
(s4768 4.0)
(s4769 5.0)
(s4770 5.0)
(s4771 2.0)
(s4773 4.0)
(s4774 5.0)
(s4775 5.0)
(s4776 2.0)
(s4778 4.0)
(s4779 5.0)
(s4780 5.0)
(s4781 2.0)
(s4783 4.0)
(s4784 5.0)
(s4785 5.0)
(s4786 2.0)
(s4788 4.0)
(s4789 5.0)
(s4790 5.0)
(s4791 2.0)
(s4793 4.0)
(s4794 5.0)
(s4795 5.0)
(s4796 2.0)
(s4798 4.0)
(s4799 5.0)
(s4800 5.0)
(s4801 2.0)
(s4803 4.0)
(s4804 5.0)
(s4805 5.0)
(s4806 2.0)
(s4808 4.0)
(s4809 5.0)
(s4810 5.0)
(s4811 2.0)
(s4813 4.0)
(s4814 5.0)
(s4815 5.0)
(s4816 2.0)
(s4818 4.0)
(s4819 5.0)
(s4820 5.0)
(s4821 2.0)
(s4823 4.0)
(s4824 5.0)
(s4825 5.0)
(s4826 2.0)
(s4828 4.0)
(s4829 5.0)
(s4830 5.0)
(s4831 2.0)
(s4833 4.0)
(s4834 5.0)
(s4835 5.0)
(s4836 2.0)
(s4838 4.0)
(s4839 5.0)
(s4840 5.0)
(s4841 2.0)
(s4843 4.0)
(s4844 5.0)
(s4845 5.0)
(s4846 2.0)
(s4848 4.0)
(s4849 5.0)
(s4850 5.0)
(s4851 2.0)
(s4853 4.0)
(s4854 5.0)
(s4855 5.0)
(s4856 2.0)
(s4858 4.0)
(s4859 5.0)
(s4860 5.0)
(s4861 2.0)
(s4863 4.0)
(s4864 5.0)
(s4865 5.0)
(s4866 2.0)
(s4868 4.0)
(s4869 5.0)
(s4870 5.0)
(s4871 2.0)
(s4873 4.0)
(s4874 5.0)
(s4875 5.0)
(s4876 2.0)
(s4878 4.0)
(s4879 5.0)
(s4880 5.0)
(s4881 2.0)
(s4883 4.0)
(s4884 5.0)
(s4885 5.0)
(s4886 2.0)
(s4888 4.0)
(s4889 5.0)
(s4890 5.0)
(s4891 2.0)
(s4893 4.0)
(s4894 5.0)
(s4895 5.0)
(s4896 2.0)
(s4898 4.0)
(s4899 5.0)
(s4900 5.0)
(s4901 2.0)
(s4903 4.0)
(s4904 5.0)
(s4905 5.0)
(s4906 2.0)
(s4908 4.0)
(s4909 5.0)
(s4910 5.0)
(s4911 2.0)
(s4913 4.0)
(s4914 5.0)
(s4915 5.0)
(s4916 2.0)
(s4918 4.0)
(s4919 5.0)
(s4920 5.0)
(s4921 2.0)
(s4923 4.0)
(s4924 5.0)
(s4925 5.0)
(s4926 2.0)
(s4928 4.0)
(s4929 5.0)
(s4930 5.0)
(s4931 2.0)
(s4933 4.0)
(s4934 5.0)
(s4935 5.0)
(s4936 2.0)
(s4938 4.0)
(s4939 5.0)
(s4940 5.0)
(s4941 2.0)
(s4943 4.0)
(s4944 5.0)
(s4945 5.0)
(s4946 2.0)
(s4948 4.0)
(s4949 5.0)
(s4950 5.0)
(s4951 2.0)
(s4953 4.0)
(s4954 5.0)
(s4955 5.0)
(s4956 2.0)
(s4958 4.0)
(s4959 5.0)
(s4960 5.0)
(s4961 2.0)
(s4963 4.0)
(s4964 5.0)
(s4965 5.0)
(s4966 2.0)
(s4968 4.0)
(s4969 5.0)
(s4970 5.0)
(s4971 2.0)
(s4973 4.0)
(s4974 5.0)
(s4975 5.0)
(s4976 2.0)
(s4978 4.0)
(s4979 5.0)
(s4980 5.0)
(s4981 2.0)
(s4983 4.0)
(s4984 5.0)
(s4985 5.0)
(s4986 2.0)
(s4988 4.0)
(s4989 5.0)
(s4990 5.0)
(s4991 2.0)
(s4993 4.0)
(s4994 5.0)
(s4995 5.0)
(s4996 2.0)
(s4998 4.0)
(s4999 5.0)
(s5000 5.0)
(s5001 2.0)
(s5003 4.0)
(s5004 5.0)
(s5005 5.0)
(s5006 2.0)
(s5008 4.0)
(s5009 5.0)
(s5010 5.0)
(s5011 2.0)
(s5013 4.0)
(s5014 5.0)
(s5015 5.0)
(s5016 2.0)
(s5018 4.0)
(s5019 5.0)
(s5020 5.0)
(s5021 2.0)
(s5023 4.0)
(s5024 5.0)
(s5025 5.0)
(s5026 2.0)
(s5028 4.0)
(s5029 5.0)
(s5030 5.0)
(s5031 2.0)
(s5033 4.0)
(s5034 5.0)
(s5035 5.0)
(s5036 2.0)
(s5038 4.0)
(s5039 5.0)
(s5040 5.0)
(s5041 2.0)
(s5043 4.0)
(s5044 5.0)
(s5045 5.0)
(s5046 2.0)
(s5048 4.0)
(s5049 5.0)
(s5050 5.0)
(s5051 2.0)
(s5053 4.0)
(s5054 5.0)
(s5055 5.0)
(s5056 2.0)
(s5058 4.0)
(s5059 5.0)
(s5060 5.0)
(s5061 2.0)
(s5063 4.0)
(s5064 5.0)
(s5065 5.0)
(s5066 2.0)
(s5068 4.0)
(s5069 5.0)
(s5070 5.0)
(s5071 2.0)
(s5073 4.0)
(s5074 5.0)
(s5075 5.0)
(s5076 2.0)
(s5078 4.0)
(s5079 5.0)
(s5080 5.0)
(s5081 2.0)
(s5083 4.0)
(s5084 5.0)
(s5085 5.0)
(s5086 2.0)
(s5088 4.0)
(s5089 5.0)
(s5090 5.0)
(s5091 2.0)
(s5093 4.0)
(s5094 5.0)
(s5095 5.0)
(s5096 2.0)
(s5098 4.0)
(s5099 5.0)
(s5100 5.0)
(s5101 2.0)
(s5103 4.0)
(s5104 5.0)
(s5105 5.0)
(s5106 2.0)
(s5108 4.0)
(s5109 5.0)
(s5110 5.0)
(s5111 2.0)
(s5113 4.0)
(s5114 5.0)
(s5115 5.0)
(s5116 2.0)
(s5118 4.0)
(s5119 5.0)
(s5120 5.0)
(s5121 2.0)
(s5123 4.0)
(s5124 5.0)
(s5125 5.0)
(s5126 2.0)
(s5128 4.0)
(s5129 5.0)
(s5130 5.0)
(s5131 2.0)
(s5133 4.0)
(s5134 5.0)
(s5135 5.0)
(s5136 2.0)
(s5138 4.0)
(s5139 5.0)
(s5140 5.0)
(s5141 2.0)
(s5143 4.0)
(s5144 5.0)
(s5145 5.0)
(s5146 2.0)
(s5148 4.0)
(s5149 5.0)
(s5150 5.0)
(s5151 2.0)
(s5153 4.0)
(s5154 5.0)
(s5155 5.0)
(s5156 2.0)
(s5158 4.0)
(s5159 5.0)
(s5160 5.0)
(s5161 2.0)
(s5163 4.0)
(s5164 5.0)
(s5165 5.0)
(s5166 2.0)
(s5168 4.0)
(s5169 5.0)
(s5170 5.0)
(s5171 2.0)
(s5173 4.0)
(s5174 5.0)
(s5175 5.0)
(s5176 2.0)
(s5178 4.0)
(s5179 5.0)
(s5180 5.0)
(s5181 2.0)
(s5183 4.0)
(s5184 5.0)
(s5185 5.0)
(s5186 2.0)
(s5188 4.0)
(s5189 5.0)
(s5190 5.0)
(s5191 2.0)
(s5193 4.0)
(s5194 5.0)
(s5195 5.0)
(s5196 2.0)
(s5198 4.0)
(s5199 5.0)
(s5200 5.0)
(s5201 2.0)
(s5203 4.0)
(s5204 5.0)
(s5205 5.0)
(s5206 2.0)
(s5208 4.0)
(s5209 5.0)
(s5210 5.0)
(s5211 2.0)
(s5213 4.0)
(s5214 5.0)
(s5215 5.0)
(s5216 2.0)
(s5218 4.0)
(s5219 5.0)
(s5220 5.0)
(s5221 2.0)
(s5223 4.0)
(s5224 5.0)
(s5225 5.0)
(s5226 2.0)
(s5228 4.0)
(s5229 5.0)
(s5230 5.0)
(s5231 2.0)
(s5233 4.0)
(s5234 5.0)
(s5235 5.0)
(s5236 2.0)
(s5238 4.0)
(s5239 5.0)
(s5240 5.0)
(s5241 2.0)
(s5243 4.0)
(s5244 5.0)
(s5245 5.0)
(s5246 2.0)
(s5248 4.0)
(s5249 5.0)
(s5250 5.0)
(s5251 2.0)
(s5253 4.0)
(s5254 5.0)
(s5255 5.0)
(s5256 2.0)
(s5258 4.0)
(s5259 5.0)
(s5260 5.0)
(s5261 2.0)
(s5263 4.0)
(s5264 5.0)
(s5265 5.0)
(s5266 2.0)
(s5268 4.0)
(s5269 5.0)
(s5270 5.0)
(s5271 2.0)
(s5273 4.0)
(s5274 5.0)
(s5275 5.0)
(s5276 2.0)
(s5278 4.0)
(s5279 5.0)
(s5280 5.0)
(s5281 2.0)
(s5283 4.0)
(s5284 5.0)
(s5285 5.0)
(s5286 2.0)
(s5288 4.0)
(s5289 5.0)
(s5290 5.0)
(s5291 2.0)
(s5293 4.0)
(s5294 5.0)
(s5295 5.0)
(s5296 2.0)
(s5298 4.0)
(s5299 5.0)
(s5300 5.0)
(s5301 2.0)
(s5303 4.0)
(s5304 5.0)
(s5305 5.0)
(s5306 2.0)
(s5308 4.0)
(s5309 5.0)
(s5310 5.0)
(s5311 2.0)
(s5313 4.0)
(s5314 5.0)
(s5315 5.0)
(s5316 2.0)
(s5318 4.0)
(s5319 5.0)
(s5320 5.0)
(s5321 2.0)
(s5323 4.0)
(s5324 5.0)
(s5325 5.0)
(s5326 2.0)
(s5328 4.0)
(s5329 5.0)
(s5330 5.0)
(s5331 2.0)
(s5333 4.0)
(s5334 5.0)
(s5335 5.0)
(s5336 2.0)
(s5338 4.0)
(s5339 5.0)
(s5340 5.0)
(s5341 2.0)
(s5343 4.0)
(s5344 5.0)
(s5345 5.0)
(s5346 2.0)
(s5348 4.0)
(s5349 5.0)
(s5350 5.0)
(s5351 2.0)
(s5353 4.0)
(s5354 5.0)
(s5355 5.0)
(s5356 2.0)
(s5358 4.0)
(s5359 5.0)
(s5360 5.0)
(s5361 2.0)
(s5363 4.0)
(s5364 5.0)
(s5365 5.0)
(s5366 2.0)
(s5368 4.0)
(s5369 5.0)
(s5370 5.0)
(s5371 2.0)
(s5373 4.0)
(s5374 5.0)
(s5375 5.0)
(s5376 2.0)
(s5378 4.0)
(s5379 5.0)
(s5380 5.0)
(s5381 2.0)
(s5383 4.0)
(s5384 5.0)
(s5385 5.0)
(s5386 2.0)
(s5388 4.0)
(s5389 5.0)
(s5390 5.0)
(s5391 2.0)
(s5393 4.0)
(s5394 5.0)
(s5395 5.0)
(s5396 2.0)
(s5398 4.0)
(s5399 5.0)
(s5400 5.0)
(s5401 2.0)
(s5403 4.0)
(s5404 5.0)
(s5405 5.0)
(s5406 2.0)
(s5408 4.0)
(s5409 5.0)
(s5410 5.0)
(s5411 2.0)
(s5413 4.0)
(s5414 5.0)
(s5415 5.0)
(s5416 2.0)
(s5418 4.0)
(s5419 5.0)
(s5420 5.0)
(s5421 2.0)
(s5423 4.0)
(s5424 5.0)
(s5425 5.0)
(s5426 2.0)
(s5428 4.0)
(s5429 5.0)
(s5430 5.0)
(s5431 2.0)
(s5433 4.0)
(s5434 5.0)
(s5435 5.0)
(s5436 2.0)
(s5438 4.0)
(s5439 5.0)
(s5440 5.0)
(s5441 2.0)
(s5443 4.0)
(s5444 5.0)
(s5445 5.0)
(s5446 2.0)
(s5448 4.0)
(s5449 5.0)
(s5450 5.0)
(s5451 2.0)
(s5453 4.0)
(s5454 5.0)
(s5455 5.0)
(s5456 2.0)
(s5458 4.0)
(s5459 5.0)
(s5460 5.0)
(s5461 2.0)
(s5463 4.0)
(s5464 5.0)
(s5465 5.0)
(s5466 2.0)
(s5468 4.0)
(s5469 5.0)
(s5470 5.0)
(s5471 2.0)
(s5473 4.0)
(s5474 5.0)
(s5475 5.0)
(s5476 2.0)
(s5478 4.0)
(s5479 5.0)
(s5480 5.0)
(s5481 2.0)
(s5483 4.0)
(s5484 5.0)
(s5485 5.0)
(s5486 2.0)
(s5488 4.0)
(s5489 5.0)
(s5490 5.0)
(s5491 2.0)
(s5493 4.0)
(s5494 5.0)
(s5495 5.0)
(s5496 2.0)
(s5498 4.0)
(s5499 5.0)
(s5500 5.0)
(s5501 2.0)
(s5503 4.0)
(s5504 5.0)
(s5505 5.0)
(s5506 2.0)
(s5508 4.0)
(s5509 5.0)
(s5510 5.0)
(s5511 2.0)
(s5513 4.0)
(s5514 5.0)
(s5515 5.0)
(s5516 2.0)
(s5518 4.0)
(s5519 5.0)
(s5520 5.0)
(s5521 2.0)
(s5523 4.0)
(s5524 5.0)
(s5525 5.0)
(s5526 2.0)
(s5528 4.0)
(s5529 5.0)
(s5530 5.0)
(s5531 2.0)
(s5533 4.0)
(s5534 5.0)
(s5535 5.0)
(s5536 2.0)
(s5538 4.0)
(s5539 5.0)
(s5540 5.0)
(s5541 2.0)
(s5543 4.0)
(s5544 5.0)
(s5545 5.0)
(s5546 2.0)
(s5548 4.0)
(s5549 5.0)
(s5550 5.0)
(s5551 2.0)
(s5553 4.0)
(s5554 5.0)
(s5555 5.0)
(s5556 2.0)
(s5558 4.0)
(s5559 5.0)
(s5560 5.0)
(s5561 2.0)
(s5563 4.0)
(s5564 5.0)
(s5565 5.0)
(s5566 2.0)
(s5568 4.0)
(s5569 5.0)
(s5570 5.0)
(s5571 2.0)
(s5573 4.0)
(s5574 5.0)
(s5575 5.0)
(s5576 2.0)
(s5578 4.0)
(s5579 5.0)
(s5580 5.0)
(s5581 2.0)
(s5583 4.0)
(s5584 5.0)
(s5585 5.0)
(s5586 2.0)
(s5588 4.0)
(s5589 5.0)
(s5590 5.0)
(s5591 2.0)
(s5593 4.0)
(s5594 5.0)
(s5595 5.0)
(s5596 2.0)
(s5598 4.0)
(s5599 5.0)
(s5600 5.0)
(s5601 2.0)
(s5603 4.0)
(s5604 5.0)
(s5605 5.0)
(s5606 2.0)
(s5608 4.0)
(s5609 5.0)
(s5610 5.0)
(s5611 2.0)
(s5613 4.0)
(s5614 5.0)
(s5615 5.0)
(s5616 2.0)
(s5618 4.0)
(s5619 5.0)
(s5620 5.0)
(s5621 2.0)
(s5623 4.0)
(s5624 5.0)
(s5625 5.0)
(s5626 2.0)
(s5628 4.0)
(s5629 5.0)
(s5630 5.0)
(s5631 2.0)
(s5633 4.0)
(s5634 5.0)
(s5635 5.0)
(s5636 2.0)
(s5638 4.0)
(s5639 5.0)
(s5640 5.0)
(s5641 2.0)
(s5643 4.0)
(s5644 5.0)
(s5645 5.0)
(s5646 2.0)
(s5648 4.0)
(s5649 5.0)
(s5650 5.0)
(s5651 2.0)
(s5653 4.0)
(s5654 5.0)
(s5655 5.0)
(s5656 2.0)
(s5658 4.0)
(s5659 5.0)
(s5660 5.0)
(s5661 2.0)
(s5663 4.0)
(s5664 5.0)
(s5665 5.0)
(s5666 2.0)
(s5668 4.0)
(s5669 5.0)
(s5670 5.0)
(s5671 2.0)
(s5673 4.0)
(s5674 5.0)
(s5675 5.0)
(s5676 2.0)
(s5678 4.0)
(s5679 5.0)
(s5680 5.0)
(s5681 2.0)
(s5683 4.0)
(s5684 5.0)
(s5685 5.0)
(s5686 2.0)
(s5688 4.0)
(s5689 5.0)
(s5690 5.0)
(s5691 2.0)
(s5693 4.0)
(s5694 5.0)
(s5695 5.0)
(s5696 2.0)
(s5698 4.0)
(s5699 5.0)
(s5700 5.0)
(s5701 2.0)
(s5703 4.0)
(s5704 5.0)
(s5705 5.0)
(s5706 2.0)
(s5708 4.0)
(s5709 5.0)
(s5710 5.0)
(s5711 2.0)
(s5713 4.0)
(s5714 5.0)
(s5715 5.0)
(s5716 2.0)
(s5718 4.0)
(s5719 5.0)
(s5720 5.0)
(s5721 2.0)
(s5723 4.0)
(s5724 5.0)
(s5725 5.0)
(s5726 2.0)
(s5728 4.0)
(s5729 5.0)
(s5730 5.0)
(s5731 2.0)
(s5733 4.0)
(s5734 5.0)
(s5735 5.0)
(s5736 2.0)
(s5738 4.0)
(s5739 5.0)
(s5740 5.0)
(s5741 2.0)
(s5743 4.0)
(s5744 5.0)
(s5745 5.0)
(s5746 2.0)
(s5748 4.0)
(s5749 5.0)
(s5750 5.0)
(s5751 2.0)
(s5753 4.0)
(s5754 5.0)
(s5755 5.0)
(s5756 2.0)
(s5758 4.0)
(s5759 5.0)
(s5760 5.0)
(s5761 2.0)
(s5763 4.0)
(s5764 5.0)
(s5765 5.0)
(s5766 2.0)
(s5768 4.0)
(s5769 5.0)
(s5770 5.0)
(s5771 2.0)
(s5773 4.0)
(s5774 5.0)
(s5775 5.0)
(s5776 2.0)
(s5778 4.0)
(s5779 5.0)
(s5780 5.0)
(s5781 2.0)
(s5783 4.0)
(s5784 5.0)
(s5785 5.0)
(s5786 2.0)
(s5788 4.0)
(s5789 5.0)
(s5790 5.0)
(s5791 2.0)
(s5793 4.0)
(s5794 5.0)
(s5795 5.0)
(s5796 2.0)
(s5798 4.0)
(s5799 5.0)
(s5800 5.0)
(s5801 2.0)
(s5803 4.0)
(s5804 5.0)
(s5805 5.0)
(s5806 2.0)
(s5808 4.0)
(s5809 5.0)
(s5810 5.0)
(s5811 2.0)
(s5813 4.0)
(s5814 5.0)
(s5815 5.0)
(s5816 2.0)
(s5818 4.0)
(s5819 5.0)
(s5820 5.0)
(s5821 2.0)
(s5823 4.0)
(s5824 5.0)
(s5825 5.0)
(s5826 2.0)
(s5828 4.0)
(s5829 5.0)
(s5830 5.0)
(s5831 2.0)
(s5833 4.0)
(s5834 5.0)
(s5835 5.0)
(s5836 2.0)
(s5838 4.0)
(s5839 5.0)
(s5840 5.0)
(s5841 2.0)
(s5843 4.0)
(s5844 5.0)
(s5845 5.0)
(s5846 2.0)
(s5848 4.0)
(s5849 5.0)
(s5850 5.0)
(s5851 2.0)
(s5853 4.0)
(s5854 5.0)
(s5855 5.0)
(s5856 2.0)
(s5858 4.0)
(s5859 5.0)
(s5860 5.0)
(s5861 2.0)
(s5863 4.0)
(s5864 5.0)
(s5865 5.0)
(s5866 2.0)
(s5868 4.0)
(s5869 5.0)
(s5870 5.0)
(s5871 2.0)
(s5873 4.0)
(s5874 5.0)
(s5875 5.0)
(s5876 2.0)
(s5878 4.0)
(s5879 5.0)
(s5880 5.0)
(s5881 2.0)
(s5883 4.0)
(s5884 5.0)
(s5885 5.0)
(s5886 2.0)
(s5888 4.0)
(s5889 5.0)
(s5890 5.0)
(s5891 2.0)
(s5893 4.0)
(s5894 5.0)
(s5895 5.0)
(s5896 2.0)
(s5898 4.0)
(s5899 5.0)
(s5900 5.0)
(s5901 2.0)
(s5903 4.0)
(s5904 5.0)
(s5905 5.0)
(s5906 2.0)
(s5908 4.0)
(s5909 5.0)
(s5910 5.0)
(s5911 2.0)
(s5913 4.0)
(s5914 5.0)
(s5915 5.0)
(s5916 2.0)
(s5918 4.0)
(s5919 5.0)
(s5920 5.0)
(s5921 2.0)
(s5923 4.0)
(s5924 5.0)
(s5925 5.0)
(s5926 2.0)
(s5928 4.0)
(s5929 5.0)
(s5930 5.0)
(s5931 2.0)
(s5933 4.0)
(s5934 5.0)
(s5935 5.0)
(s5936 2.0)
(s5938 4.0)
(s5939 5.0)
(s5940 5.0)
(s5941 2.0)
(s5943 4.0)
(s5944 5.0)
(s5945 5.0)
(s5946 2.0)
(s5948 4.0)
(s5949 5.0)
(s5950 5.0)
(s5951 2.0)
(s5953 4.0)
(s5954 5.0)
(s5955 5.0)
(s5956 2.0)
(s5958 4.0)
(s5959 5.0)
(s5960 5.0)
(s5961 2.0)
(s5963 4.0)
(s5964 5.0)
(s5965 5.0)
(s5966 2.0)
(s5968 4.0)
(s5969 5.0)
(s5970 5.0)
(s5971 2.0)
(s5973 4.0)
(s5974 5.0)
(s5975 5.0)
(s5976 2.0)
(s5978 4.0)
(s5979 5.0)
(s5980 5.0)
(s5981 2.0)
(s5983 4.0)
(s5984 5.0)
(s5985 5.0)
(s5986 2.0)
(s5988 4.0)
(s5989 5.0)
(s5990 5.0)
(s5991 2.0)
(s5993 4.0)
(s5994 5.0)
(s5995 5.0)
(s5996 2.0)
(s5998 4.0)
(s5999 5.0)
(s6000 5.0)
(s6001 2.0)
(s6003 4.0)
(s6004 5.0)
(s6005 5.0)
(s6006 2.0)
(s6008 4.0)
(s6009 5.0)
(s6010 5.0)
(s6011 2.0)
(s6013 4.0)
(s6014 5.0)
(s6015 5.0)
(s6016 2.0)
(s6018 4.0)
(s6019 5.0)
(s6020 5.0)
(s6021 2.0)
(s6023 4.0)
(s6024 5.0)
(s6025 5.0)
(s6026 2.0)
(s6028 4.0)
(s6029 5.0)
(s6030 5.0)
(s6031 2.0)
(s6033 4.0)
(s6034 5.0)
(s6035 5.0)
(s6036 2.0)
(s6038 4.0)
(s6039 5.0)
(s6040 5.0)
(s6041 2.0)
(s6043 4.0)
(s6044 5.0)
(s6045 5.0)
(s6046 2.0)
(s6048 4.0)
(s6049 5.0)
(s6050 5.0)
(s6051 2.0)
(s6053 4.0)
(s6054 5.0)
(s6055 5.0)
(s6056 2.0)
(s6058 4.0)
(s6059 5.0)
(s6060 5.0)
(s6061 2.0)
(s6063 4.0)
(s6064 5.0)
(s6065 5.0)
(s6066 2.0)
(s6068 4.0)
(s6069 5.0)
(s6070 5.0)
(s6071 2.0)
(s6073 4.0)
(s6074 5.0)
(s6075 5.0)
(s6076 2.0)
(s6078 4.0)
(s6079 5.0)
(s6080 5.0)
(s6081 2.0)
(s6083 4.0)
(s6084 5.0)
(s6085 5.0)
(s6086 2.0)
(s6088 4.0)
(s6089 5.0)
(s6090 5.0)
(s6091 2.0)
(s6093 4.0)
(s6094 5.0)
(s6095 5.0)
(s6096 2.0)
(s6098 4.0)
(s6099 5.0)
(s6100 5.0)
(s6101 2.0)
(s6103 4.0)
(s6104 5.0)
(s6105 5.0)
(s6106 2.0)
(s6108 4.0)
(s6109 5.0)
(s6110 5.0)
(s6111 2.0)
(s6113 4.0)
(s6114 5.0)
(s6115 5.0)
(s6116 2.0)
(s6118 4.0)
(s6119 5.0)
(s6120 5.0)
(s6121 2.0)
(s6123 4.0)
(s6124 5.0)
(s6125 5.0)
(s6126 2.0)
(s6128 4.0)
(s6129 5.0)
(s6130 5.0)
(s6131 2.0)
(s6133 4.0)
(s6134 5.0)
(s6135 5.0)
(s6136 2.0)
(s6138 4.0)
(s6139 5.0)
(s6140 5.0)
(s6141 2.0)
(s6143 4.0)
(s6144 5.0)
(s6145 5.0)
(s6146 2.0)
(s6148 4.0)
(s6149 5.0)
(s6150 5.0)
(s6151 2.0)
(s6153 4.0)
(s6154 5.0)
(s6155 5.0)
(s6156 2.0)
(s6158 4.0)
(s6159 5.0)
(s6160 5.0)
(s6161 2.0)
(s6163 4.0)
(s6164 5.0)
(s6165 5.0)
(s6166 2.0)
(s6168 4.0)
(s6169 5.0)
(s6170 5.0)
(s6171 2.0)
(s6173 4.0)
(s6174 5.0)
(s6175 5.0)
(s6176 2.0)
(s6178 4.0)
(s6179 5.0)
(s6180 5.0)
(s6181 2.0)
(s6183 4.0)
(s6184 5.0)
(s6185 5.0)
(s6186 2.0)
(s6188 4.0)
(s6189 5.0)
(s6190 5.0)
(s6191 2.0)
(s6193 4.0)
(s6194 5.0)
(s6195 5.0)
(s6196 2.0)
(s6198 4.0)
(s6199 5.0)
(s6200 5.0)
(s6201 2.0)
(s6203 4.0)
(s6204 5.0)
(s6205 5.0)
(s6206 2.0)
(s6208 4.0)
(s6209 5.0)
(s6210 5.0)
(s6211 2.0)
(s6213 4.0)
(s6214 5.0)
(s6215 5.0)
(s6216 2.0)
(s6218 4.0)
(s6219 5.0)
(s6220 5.0)
(s6221 2.0)
(s6223 4.0)
(s6224 5.0)
(s6225 5.0)
(s6226 2.0)
(s6228 4.0)
(s6229 5.0)
(s6230 5.0)
(s6231 2.0)
(s6233 4.0)
(s6234 5.0)
(s6235 5.0)
(s6236 2.0)
(s6238 4.0)
(s6239 5.0)
(s6240 5.0)
(s6241 2.0)
(s6243 4.0)
(s6244 5.0)
(s6245 5.0)
(s6246 2.0)
(s6248 4.0)
(s6249 5.0)
(s6250 5.0)
(s6251 2.0)
(s6253 4.0)
(s6254 5.0)
(s6255 5.0)
(s6256 2.0)
(s6258 4.0)
(s6259 5.0)
(s6260 5.0)
(s6261 2.0)
(s6263 4.0)
(s6264 5.0)
(s6265 5.0)
(s6266 2.0)
(s6268 4.0)
(s6269 5.0)
(s6270 5.0)
(s6271 2.0)
(s6273 4.0)
(s6274 5.0)
(s6275 5.0)
(s6276 2.0)
(s6278 4.0)
(s6279 5.0)
(s6280 5.0)
(s6281 2.0)
(s6283 4.0)
(s6284 5.0)
(s6285 5.0)
(s6286 2.0)
(s6288 4.0)
(s6289 5.0)
(s6290 5.0)
(s6291 2.0)
(s6293 4.0)
(s6294 5.0)
(s6295 5.0)
(s6296 2.0)
(s6298 4.0)
(s6299 5.0)
(s6300 5.0)
(s6301 2.0)
(s6303 4.0)
(s6304 5.0)
(s6305 5.0)
(s6306 2.0)
(s6308 4.0)
(s6309 5.0)
(s6310 5.0)
(s6311 2.0)
(s6313 4.0)
(s6314 5.0)
(s6315 5.0)
(s6316 2.0)
(s6318 4.0)
(s6319 5.0)
(s6320 5.0)
(s6321 2.0)
(s6323 4.0)
(s6324 5.0)
(s6325 5.0)
(s6326 2.0)
(s6328 4.0)
(s6329 5.0)
(s6330 5.0)
(s6331 2.0)
(s6333 4.0)
(s6334 5.0)
(s6335 5.0)
(s6336 2.0)
(s6338 4.0)
(s6339 5.0)
(s6340 5.0)
(s6341 2.0)
(s6343 4.0)
(s6344 5.0)
(s6345 5.0)
(s6346 2.0)
(s6348 4.0)
(s6349 5.0)
(s6350 5.0)
(s6351 2.0)
(s6353 4.0)
(s6354 5.0)
(s6355 5.0)
(s6356 2.0)
(s6358 4.0)
(s6359 5.0)
(s6360 5.0)
(s6361 2.0)
(s6363 4.0)
(s6364 5.0)
(s6365 5.0)
(s6366 2.0)
(s6368 4.0)
(s6369 5.0)
(s6370 5.0)
(s6371 2.0)
(s6373 4.0)
(s6374 5.0)
(s6375 5.0)
(s6376 2.0)
(s6378 4.0)
(s6379 5.0)
(s6380 5.0)
(s6381 2.0)
(s6383 4.0)
(s6384 5.0)
(s6385 5.0)
(s6386 2.0)
(s6388 4.0)
(s6389 5.0)
(s6390 5.0)
(s6391 2.0)
(s6393 4.0)
(s6394 5.0)
(s6395 5.0)
(s6396 2.0)
(s6398 4.0)
(s6399 5.0)
(s6400 5.0)
(s6401 2.0)
(s6403 4.0)
(s6404 5.0)
(s6405 5.0)
(s6406 2.0)
(s6408 4.0)
(s6409 5.0)
(s6410 5.0)
(s6411 2.0)
(s6413 4.0)
(s6414 5.0)
(s6415 5.0)
(s6416 2.0)
(s6418 4.0)
(s6419 5.0)
(s6420 5.0)
(s6421 2.0)
(s6423 4.0)
(s6424 5.0)
(s6425 5.0)
(s6426 2.0)
(s6428 4.0)
(s6429 5.0)
(s6430 5.0)
(s6431 2.0)
(s6433 4.0)
(s6434 5.0)
(s6435 5.0)
(s6436 2.0)
(s6438 4.0)
(s6439 5.0)
(s6440 5.0)
(s6441 2.0)
(s6443 4.0)
(s6444 5.0)
(s6445 5.0)
(s6446 2.0)
(s6448 4.0)
(s6449 5.0)
(s6450 5.0)
(s6451 2.0)
(s6453 4.0)
(s6454 5.0)
(s6455 5.0)
(s6456 2.0)
(s6458 4.0)
(s6459 5.0)
(s6460 5.0)
(s6461 2.0)
(s6463 4.0)
(s6464 5.0)
(s6465 5.0)
(s6466 2.0)
(s6468 4.0)
(s6469 5.0)
(s6470 5.0)
(s6471 2.0)
(s6473 4.0)
(s6474 5.0)
(s6475 5.0)
(s6476 2.0)
(s6478 4.0)
(s6479 5.0)
(s6480 5.0)
(s6481 2.0)
(s6483 4.0)
(s6484 5.0)
(s6485 5.0)
(s6486 2.0)
(s6488 4.0)
(s6489 5.0)
(s6490 5.0)
(s6491 2.0)
(s6493 4.0)
(s6494 5.0)
(s6495 5.0)
(s6496 2.0)
(s6498 4.0)
(s6499 5.0)
(s6500 5.0)
(s6501 2.0)
(s6503 4.0)
(s6504 5.0)
(s6505 5.0)
(s6506 2.0)
(s6508 4.0)
(s6509 5.0)
(s6510 5.0)
(s6511 2.0)
(s6513 4.0)
(s6514 5.0)
(s6515 5.0)
(s6516 2.0)
(s6518 4.0)
(s6519 5.0)
(s6520 5.0)
(s6521 2.0)
(s6523 4.0)
(s6524 5.0)
(s6525 5.0)
(s6526 2.0)
(s6528 4.0)
(s6529 5.0)
(s6530 5.0)
(s6531 2.0)
(s6533 4.0)
(s6534 5.0)
(s6535 5.0)
(s6536 2.0)
(s6538 4.0)
(s6539 5.0)
(s6540 5.0)
(s6541 2.0)
(s6543 4.0)
(s6544 5.0)
(s6545 5.0)
(s6546 2.0)
(s6548 4.0)
(s6549 5.0)
(s6550 5.0)
(s6551 2.0)
(s6553 4.0)
(s6554 5.0)
(s6555 5.0)
(s6556 2.0)
(s6558 4.0)
(s6559 5.0)
(s6560 5.0)
(s6561 2.0)
(s6563 4.0)
(s6564 5.0)
(s6565 5.0)
(s6566 2.0)
(s6568 4.0)
(s6569 5.0)
(s6570 5.0)
(s6571 2.0)
(s6573 4.0)
(s6574 5.0)
(s6575 5.0)
(s6576 2.0)
(s6578 4.0)
(s6579 5.0)
(s6580 5.0)
(s6581 2.0)
(s6583 4.0)
(s6584 5.0)
(s6585 5.0)
(s6586 2.0)
(s6588 4.0)
(s6589 5.0)
(s6590 5.0)
(s6591 2.0)
(s6593 4.0)
(s6594 5.0)
(s6595 5.0)
(s6596 2.0)
(s6598 4.0)
(s6599 5.0)
(s6600 5.0)
(s6601 2.0)
(s6603 4.0)
(s6604 5.0)
(s6605 5.0)
(s6606 2.0)
(s6608 4.0)
(s6609 5.0)
(s6610 5.0)
(s6611 2.0)
(s6613 4.0)
(s6614 5.0)
(s6615 5.0)
(s6616 2.0)
(s6618 4.0)
(s6619 5.0)
(s6620 5.0)
(s6621 2.0)
(s6623 4.0)
(s6624 5.0)
(s6625 5.0)
(s6626 2.0)
(s6628 4.0)
(s6629 5.0)
(s6630 5.0)
(s6631 2.0)
(s6633 4.0)
(s6634 5.0)
(s6635 5.0)
(s6636 2.0)
(s6638 4.0)
(s6639 5.0)
(s6640 5.0)
(s6641 2.0)
(s6643 4.0)
(s6644 5.0)
(s6645 5.0)
(s6646 2.0)
(s6648 4.0)
(s6649 5.0)
(s6650 5.0)
(s6651 2.0)
(s6653 4.0)
(s6654 5.0)
(s6655 5.0)
(s6656 2.0)
(s6658 4.0)
(s6659 5.0)
(s6660 5.0)
(s6661 2.0)
(s6663 4.0)
(s6664 5.0)
(s6665 5.0)
(s6666 2.0)
(s6668 4.0)
(s6669 5.0)
(s6670 5.0)
(s6671 2.0)
(s6673 4.0)
(s6674 5.0)
(s6675 5.0)
(s6676 2.0)
(s6678 4.0)
(s6679 5.0)
(s6680 5.0)
(s6681 2.0)
(s6683 4.0)
(s6684 5.0)
(s6685 5.0)
(s6686 2.0)
(s6688 4.0)
(s6689 5.0)
(s6690 5.0)
(s6691 2.0)
(s6693 4.0)
(s6694 5.0)
(s6695 5.0)
(s6696 2.0)
(s6698 4.0)
(s6699 5.0)
(s6700 5.0)
(s6701 2.0)
(s6703 4.0)
(s6704 5.0)
(s6705 5.0)
(s6706 2.0)
(s6708 4.0)
(s6709 5.0)
(s6710 5.0)
(s6711 2.0)
(s6713 4.0)
(s6714 5.0)
(s6715 5.0)
(s6716 2.0)
(s6718 4.0)
(s6719 5.0)
(s6720 5.0)
(s6721 2.0)
(s6723 4.0)
(s6724 5.0)
(s6725 5.0)
(s6726 2.0)
(s6728 4.0)
(s6729 5.0)
(s6730 5.0)
(s6731 2.0)
(s6733 4.0)
(s6734 5.0)
(s6735 5.0)
(s6736 2.0)
(s6738 4.0)
(s6739 5.0)
(s6740 5.0)
(s6741 2.0)
(s6743 4.0)
(s6744 5.0)
(s6745 5.0)
(s6746 2.0)
(s6748 4.0)
(s6749 5.0)
(s6750 5.0)
(s6751 2.0)
(s6753 4.0)
(s6754 5.0)
(s6755 5.0)
(s6756 2.0)
(s6758 4.0)
(s6759 5.0)
(s6760 5.0)
(s6761 2.0)
(s6763 4.0)
(s6764 5.0)
(s6765 5.0)
(s6766 2.0)
(s6768 4.0)
(s6769 5.0)
(s6770 5.0)
(s6771 2.0)
(s6773 4.0)
(s6774 5.0)
(s6775 5.0)
(s6776 2.0)
(s6778 4.0)
(s6779 5.0)
(s6780 5.0)
(s6781 2.0)
(s6783 4.0)
(s6784 5.0)
(s6785 5.0)
(s6786 2.0)
(s6788 4.0)
(s6789 5.0)
(s6790 5.0)
(s6791 2.0)
(s6793 4.0)
(s6794 5.0)
(s6795 5.0)
(s6796 2.0)
(s6798 4.0)
(s6799 5.0)
(s6800 5.0)
(s6801 2.0)
(s6803 4.0)
(s6804 5.0)
(s6805 5.0)
(s6806 2.0)
(s6808 4.0)
(s6809 5.0)
(s6810 5.0)
(s6811 2.0)
(s6813 4.0)
(s6814 5.0)
(s6815 5.0)
(s6816 2.0)
(s6818 4.0)
(s6819 5.0)
(s6820 5.0)
(s6821 2.0)
(s6823 4.0)
(s6824 5.0)
(s6825 5.0)
(s6826 2.0)
(s6828 4.0)
(s6829 5.0)
(s6830 5.0)
(s6831 2.0)
(s6833 4.0)
(s6834 5.0)
(s6835 5.0)
(s6836 2.0)
(s6838 4.0)
(s6839 5.0)
(s6840 5.0)
(s6841 2.0)
(s6843 4.0)
(s6844 5.0)
(s6845 5.0)
(s6846 2.0)
(s6848 4.0)
(s6849 5.0)
(s6850 5.0)
(s6851 2.0)
(s6853 4.0)
(s6854 5.0)
(s6855 5.0)
(s6856 2.0)
(s6858 4.0)
(s6859 5.0)
(s6860 5.0)
(s6861 2.0)
(s6863 4.0)
(s6864 5.0)
(s6865 5.0)
(s6866 2.0)
(s6868 4.0)
(s6869 5.0)
(s6870 5.0)
(s6871 2.0)
(s6873 4.0)
(s6874 5.0)
(s6875 5.0)
(s6876 2.0)
(s6878 4.0)
(s6879 5.0)
(s6880 5.0)
(s6881 2.0)
(s6883 4.0)
(s6884 5.0)
(s6885 5.0)
(s6886 2.0)
(s6888 4.0)
(s6889 5.0)
(s6890 5.0)
(s6891 2.0)
(s6893 4.0)
(s6894 5.0)
(s6895 5.0)
(s6896 2.0)
(s6898 4.0)
(s6899 5.0)
(s6900 5.0)
(s6901 2.0)
(s6903 4.0)
(s6904 5.0)
(s6905 5.0)
(s6906 2.0)
(s6908 4.0)
(s6909 5.0)
(s6910 5.0)
(s6911 2.0)
(s6913 4.0)
(s6914 5.0)
(s6915 5.0)
(s6916 2.0)
(s6918 4.0)
(s6919 5.0)
(s6920 5.0)
(s6921 2.0)
(s6923 4.0)
(s6924 5.0)
(s6925 5.0)
(s6926 2.0)
(s6928 4.0)
(s6929 5.0)
(s6930 5.0)
(s6931 2.0)
(s6933 4.0)
(s6934 5.0)
(s6935 5.0)
(s6936 2.0)
(s6938 4.0)
(s6939 5.0)
(s6940 5.0)
(s6941 2.0)
(s6943 4.0)
(s6944 5.0)
(s6945 5.0)
(s6946 2.0)
(s6948 4.0)
(s6949 5.0)
(s6950 5.0)
(s6951 2.0)
(s6953 4.0)
(s6954 5.0)
(s6955 5.0)
(s6956 2.0)
(s6958 4.0)
(s6959 5.0)
(s6960 5.0)
(s6961 2.0)
(s6963 4.0)
(s6964 5.0)
(s6965 5.0)
(s6966 2.0)
(s6968 4.0)
(s6969 5.0)
(s6970 5.0)
(s6971 2.0)
(s6973 4.0)
(s6974 5.0)
(s6975 5.0)
(s6976 2.0)
(s6978 4.0)
(s6979 5.0)
(s6980 5.0)
(s6981 2.0)
(s6983 4.0)
(s6984 5.0)
(s6985 5.0)
(s6986 2.0)
(s6988 4.0)
(s6989 5.0)
(s6990 5.0)
(s6991 2.0)
(s6993 4.0)
(s6994 5.0)
(s6995 5.0)
(s6996 2.0)
(s6998 4.0)
(s6999 5.0)
(s7000 5.0)
(s7001 2.0)
(s7003 4.0)
(s7004 5.0)
(s7005 5.0)
(s7006 2.0)
(s7008 4.0)
(s7009 5.0)
(s7010 5.0)
(s7011 2.0)
(s7013 4.0)
(s7014 5.0)
(s7015 5.0)
(s7016 2.0)
(s7018 4.0)
(s7019 5.0)
(s7020 5.0)
(s7021 2.0)
(s7023 4.0)
(s7024 5.0)
(s7025 5.0)
(s7026 2.0)
(s7028 4.0)
(s7029 5.0)
(s7030 5.0)
(s7031 2.0)
(s7033 4.0)
(s7034 5.0)
(s7035 5.0)
(s7036 2.0)
(s7038 4.0)
(s7039 5.0)
(s7040 5.0)
(s7041 2.0)
(s7043 4.0)
(s7044 5.0)
(s7045 5.0)
(s7046 2.0)
(s7048 4.0)
(s7049 5.0)
(s7050 5.0)
(s7051 2.0)
(s7053 4.0)
(s7054 5.0)
(s7055 5.0)
(s7056 2.0)
(s7058 4.0)
(s7059 5.0)
(s7060 5.0)
(s7061 2.0)
(s7063 4.0)
(s7064 5.0)
(s7065 5.0)
(s7066 2.0)
(s7068 4.0)
(s7069 5.0)
(s7070 5.0)
(s7071 2.0)
(s7073 4.0)
(s7074 5.0)
(s7075 5.0)
(s7076 2.0)
(s7078 4.0)
(s7079 5.0)
(s7080 5.0)
(s7081 2.0)
(s7083 4.0)
(s7084 5.0)
(s7085 5.0)
(s7086 2.0)
(s7088 4.0)
(s7089 5.0)
(s7090 5.0)
(s7091 2.0)
(s7093 4.0)
(s7094 5.0)
(s7095 5.0)
(s7096 2.0)
(s7098 4.0)
(s7099 5.0)
(s7100 5.0)
(s7101 2.0)
(s7103 4.0)
(s7104 5.0)
(s7105 5.0)
(s7106 2.0)
(s7108 4.0)
(s7109 5.0)
(s7110 5.0)
(s7111 2.0)
(s7113 4.0)
(s7114 5.0)
(s7115 5.0)
(s7116 2.0)
(s7118 4.0)
(s7119 5.0)
(s7120 5.0)
(s7121 2.0)
(s7123 4.0)
(s7124 5.0)
(s7125 5.0)
(s7126 2.0)
(s7128 4.0)
(s7129 5.0)
(s7130 5.0)
(s7131 2.0)
(s7133 4.0)
(s7134 5.0)
(s7135 5.0)
(s7136 2.0)
(s7138 4.0)
(s7139 5.0)
(s7140 5.0)
(s7141 2.0)
(s7143 4.0)
(s7144 5.0)
(s7145 5.0)
(s7146 2.0)
(s7148 4.0)
(s7149 5.0)
(s7150 5.0)
(s7151 2.0)
(s7153 4.0)
(s7154 5.0)
(s7155 5.0)
(s7156 2.0)
(s7158 4.0)
(s7159 5.0)
(s7160 5.0)
(s7161 2.0)
(s7163 4.0)
(s7164 5.0)
(s7165 5.0)
(s7166 2.0)
(s7168 4.0)
(s7169 5.0)
(s7170 5.0)
(s7171 2.0)
(s7173 4.0)
(s7174 5.0)
(s7175 5.0)
(s7176 2.0)
(s7178 4.0)
(s7179 5.0)
(s7180 5.0)
(s7181 2.0)
(s7183 4.0)
(s7184 5.0)
(s7185 5.0)
(s7186 2.0)
(s7188 4.0)
(s7189 5.0)
(s7190 5.0)
(s7191 2.0)
(s7193 4.0)
(s7194 5.0)
(s7195 5.0)
(s7196 2.0)
(s7198 4.0)
(s7199 5.0)
(s7200 5.0)
(s7201 2.0)
(s7203 4.0)
(s7204 5.0)
(s7205 5.0)
(s7206 2.0)
(s7208 4.0)
(s7209 5.0)
(s7210 5.0)
(s7211 2.0)
(s7213 4.0)
(s7214 5.0)
(s7215 5.0)
(s7216 2.0)
(s7218 4.0)
(s7219 5.0)
(s7220 5.0)
(s7221 2.0)
(s7223 4.0)
(s7224 5.0)
(s7225 5.0)
(s7226 2.0)
(s7228 4.0)
(s7229 5.0)
(s7230 5.0)
(s7231 2.0)
(s7233 4.0)
(s7234 5.0)
(s7235 5.0)
(s7236 2.0)
(s7238 4.0)
(s7239 5.0)
(s7240 5.0)
(s7241 2.0)
(s7243 4.0)
(s7244 5.0)
(s7245 5.0)
(s7246 2.0)
(s7248 4.0)
(s7249 5.0)
(s7250 5.0)
(s7251 2.0)
(s7253 4.0)
(s7254 5.0)
(s7255 5.0)
(s7256 2.0)
(s7258 4.0)
(s7259 5.0)
(s7260 5.0)
(s7261 2.0)
(s7263 4.0)
(s7264 5.0)
(s7265 5.0)
(s7266 2.0)
(s7268 4.0)
(s7269 5.0)
(s7270 5.0)
(s7271 2.0)
(s7273 4.0)
(s7274 5.0)
(s7275 5.0)
(s7276 2.0)
(s7278 4.0)
(s7279 5.0)
(s7280 5.0)
(s7281 2.0)
(s7283 4.0)
(s7284 5.0)
(s7285 5.0)
(s7286 2.0)
(s7288 4.0)
(s7289 5.0)
(s7290 5.0)
(s7291 2.0)
(s7293 4.0)
(s7294 5.0)
(s7295 5.0)
(s7296 2.0)
(s7298 4.0)
(s7299 5.0)
(s7300 5.0)
(s7301 2.0)
(s7303 4.0)
(s7304 5.0)
(s7305 5.0)
(s7306 2.0)
(s7308 4.0)
(s7309 5.0)
(s7310 5.0)
(s7311 2.0)
(s7313 4.0)
(s7314 5.0)
(s7315 5.0)
(s7316 2.0)
(s7318 4.0)
(s7319 5.0)
(s7320 5.0)
(s7321 2.0)
(s7323 4.0)
(s7324 5.0)
(s7325 5.0)
(s7326 2.0)
(s7328 4.0)
(s7329 5.0)
(s7330 5.0)
(s7331 2.0)
(s7333 4.0)
(s7334 5.0)
(s7335 5.0)
(s7336 2.0)
(s7338 4.0)
(s7339 5.0)
(s7340 5.0)
(s7341 2.0)
(s7343 4.0)
(s7344 5.0)
(s7345 5.0)
(s7346 2.0)
(s7348 4.0)
(s7349 5.0)
(s7350 5.0)
(s7351 2.0)
(s7353 4.0)
(s7354 5.0)
(s7355 5.0)
(s7356 2.0)
(s7358 4.0)
(s7359 5.0)
(s7360 5.0)
(s7361 2.0)
(s7363 4.0)
(s7364 5.0)
(s7365 5.0)
(s7366 2.0)
(s7368 4.0)
(s7369 5.0)
(s7370 5.0)
(s7371 2.0)
(s7373 4.0)
(s7374 5.0)
(s7375 5.0)
(s7376 2.0)
(s7378 4.0)
(s7379 5.0)
(s7380 5.0)
(s7381 2.0)
(s7383 4.0)
(s7384 5.0)
(s7385 5.0)
(s7386 2.0)
(s7388 4.0)
(s7389 5.0)
(s7390 5.0)
(s7391 2.0)
(s7393 4.0)
(s7394 5.0)
(s7395 5.0)
(s7396 2.0)
(s7398 4.0)
(s7399 5.0)
(s7400 5.0)
(s7401 2.0)
(s7403 4.0)
(s7404 5.0)
(s7405 5.0)
(s7406 2.0)
(s7408 4.0)
(s7409 5.0)
(s7410 5.0)
(s7411 2.0)
(s7413 4.0)
(s7414 5.0)
(s7415 5.0)
(s7416 2.0)
(s7418 4.0)
(s7419 5.0)
(s7420 5.0)
(s7421 2.0)
(s7423 4.0)
(s7424 5.0)
(s7425 5.0)
(s7426 2.0)
(s7428 4.0)
(s7429 5.0)
(s7430 5.0)
(s7431 2.0)
(s7433 4.0)
(s7434 5.0)
(s7435 5.0)
(s7436 2.0)
(s7438 4.0)
(s7439 5.0)
(s7440 5.0)
(s7441 2.0)
(s7443 4.0)
(s7444 5.0)
(s7445 5.0)
(s7446 2.0)
(s7448 4.0)
(s7449 5.0)
(s7450 5.0)
(s7451 2.0)
(s7453 4.0)
(s7454 5.0)
(s7455 5.0)
(s7456 2.0)
(s7458 4.0)
(s7459 5.0)
(s7460 5.0)
(s7461 2.0)
(s7463 4.0)
(s7464 5.0)
(s7465 5.0)
(s7466 2.0)
(s7468 4.0)
(s7469 5.0)
(s7470 5.0)
(s7471 2.0)
(s7473 4.0)
(s7474 5.0)
(s7475 5.0)
(s7476 2.0)
(s7478 4.0)
(s7479 5.0)
(s7480 5.0)
(s7481 2.0)
(s7483 4.0)
(s7484 5.0)
(s7485 5.0)
(s7486 2.0)
(s7488 4.0)
(s7489 5.0)
(s7490 5.0)
(s7491 2.0)
(s7493 4.0)
(s7494 5.0)
(s7495 5.0)
(s7496 2.0)
(s7498 4.0)
(s7499 5.0)
(s7500 5.0)
(s7501 2.0)
(s7503 4.0)
(s7504 5.0)
(s7505 5.0)
(s7506 2.0)
(s7508 4.0)
(s7509 5.0)
(s7510 5.0)
(s7511 2.0)
(s7513 4.0)
(s7514 5.0)
(s7515 5.0)
(s7516 2.0)
(s7518 4.0)
(s7519 5.0)
(s7520 5.0)
(s7521 2.0)
(s7523 4.0)
(s7524 5.0)
(s7525 5.0)
(s7526 2.0)
(s7528 4.0)
(s7529 5.0)
(s7530 5.0)
(s7531 2.0)
(s7533 4.0)
(s7534 5.0)
(s7535 5.0)
(s7536 2.0)
(s7538 4.0)
(s7539 5.0)
(s7540 5.0)
(s7541 2.0)
(s7543 4.0)
(s7544 5.0)
(s7545 5.0)
(s7546 2.0)
(s7548 4.0)
(s7549 5.0)
(s7550 5.0)
(s7551 2.0)
(s7553 4.0)
(s7554 5.0)
(s7555 5.0)
(s7556 2.0)
(s7558 4.0)
(s7559 5.0)
(s7560 5.0)
(s7561 2.0)
(s7563 4.0)
(s7564 5.0)
(s7565 5.0)
(s7566 2.0)
(s7568 4.0)
(s7569 5.0)
(s7570 5.0)
(s7571 2.0)
(s7573 4.0)
(s7574 5.0)
(s7575 5.0)
(s7576 2.0)
(s7578 4.0)
(s7579 5.0)
(s7580 5.0)
(s7581 2.0)
(s7583 4.0)
(s7584 5.0)
(s7585 5.0)
(s7586 2.0)
(s7588 4.0)
(s7589 5.0)
(s7590 5.0)
(s7591 2.0)
(s7593 4.0)
(s7594 5.0)
(s7595 5.0)
(s7596 2.0)
(s7598 4.0)
(s7599 5.0)
(s7600 5.0)
(s7601 2.0)
(s7603 4.0)
(s7604 5.0)
(s7605 5.0)
(s7606 2.0)
(s7608 4.0)
(s7609 5.0)
(s7610 5.0)
(s7611 2.0)
(s7613 4.0)
(s7614 5.0)
(s7615 5.0)
(s7616 2.0)
(s7618 4.0)
(s7619 5.0)
(s7620 5.0)
(s7621 2.0)
(s7623 4.0)
(s7624 5.0)
(s7625 5.0)
(s7626 2.0)
(s7628 4.0)
(s7629 5.0)
(s7630 5.0)
(s7631 2.0)
(s7633 4.0)
(s7634 5.0)
(s7635 5.0)
(s7636 2.0)
(s7638 4.0)
(s7639 5.0)
(s7640 5.0)
(s7641 2.0)
(s7643 4.0)
(s7644 5.0)
(s7645 5.0)
(s7646 2.0)
(s7648 4.0)
(s7649 5.0)
(s7650 5.0)
(s7651 2.0)
(s7653 4.0)
(s7654 5.0)
(s7655 5.0)
(s7656 2.0)
(s7658 4.0)
(s7659 5.0)
(s7660 5.0)
(s7661 2.0)
(s7663 4.0)
(s7664 5.0)
(s7665 5.0)
(s7666 2.0)
(s7668 4.0)
(s7669 5.0)
(s7670 5.0)
(s7671 2.0)
(s7673 4.0)
(s7674 5.0)
(s7675 5.0)
(s7676 2.0)
(s7678 4.0)
(s7679 5.0)
(s7680 5.0)
(s7681 2.0)
(s7683 4.0)
(s7684 5.0)
(s7685 5.0)
(s7686 2.0)
(s7688 4.0)
(s7689 5.0)
(s7690 5.0)
(s7691 2.0)
(s7693 4.0)
(s7694 5.0)
(s7695 5.0)
(s7696 2.0)
(s7698 4.0)
(s7699 5.0)
(s7700 5.0)
(s7701 2.0)
(s7703 4.0)
(s7704 5.0)
(s7705 5.0)
(s7706 2.0)
(s7708 4.0)
(s7709 5.0)
(s7710 5.0)
(s7711 2.0)
(s7713 4.0)
(s7714 5.0)
(s7715 5.0)
(s7716 2.0)
(s7718 4.0)
(s7719 5.0)
(s7720 5.0)
(s7721 2.0)
(s7723 4.0)
(s7724 5.0)
(s7725 5.0)
(s7726 2.0)
(s7728 4.0)
(s7729 5.0)
(s7730 5.0)
(s7731 2.0)
(s7733 4.0)
(s7734 5.0)
(s7735 5.0)
(s7736 2.0)
(s7738 4.0)
(s7739 5.0)
(s7740 5.0)
(s7741 2.0)
(s7743 4.0)
(s7744 5.0)
(s7745 5.0)
(s7746 2.0)
(s7748 4.0)
(s7749 5.0)
(s7750 5.0)
(s7751 2.0)
(s7753 4.0)
(s7754 5.0)
(s7755 5.0)
(s7756 2.0)
(s7758 4.0)
(s7759 5.0)
(s7760 5.0)
(s7761 2.0)
(s7763 4.0)
(s7764 5.0)
(s7765 5.0)
(s7766 2.0)
(s7768 4.0)
(s7769 5.0)
(s7770 5.0)
(s7771 2.0)
(s7773 4.0)
(s7774 5.0)
(s7775 5.0)
(s7776 2.0)
(s7778 4.0)
(s7779 5.0)
(s7780 5.0)
(s7781 2.0)
(s7783 4.0)
(s7784 5.0)
(s7785 5.0)
(s7786 2.0)
(s7788 4.0)
(s7789 5.0)
(s7790 5.0)
(s7791 2.0)
(s7793 4.0)
(s7794 5.0)
(s7795 5.0)
(s7796 2.0)
(s7798 4.0)
(s7799 5.0)
(s7800 5.0)
(s7801 2.0)
(s7803 4.0)
(s7804 5.0)
(s7805 5.0)
(s7806 2.0)
(s7808 4.0)
(s7809 5.0)
(s7810 5.0)
(s7811 2.0)
(s7813 4.0)
(s7814 5.0)
(s7815 5.0)
(s7816 2.0)
(s7818 4.0)
(s7819 5.0)
(s7820 5.0)
(s7821 2.0)
(s7823 4.0)
(s7824 5.0)
(s7825 5.0)
(s7826 2.0)
(s7828 4.0)
(s7829 5.0)
(s7830 5.0)
(s7831 2.0)
(s7833 4.0)
(s7834 5.0)
(s7835 5.0)
(s7836 2.0)
(s7838 4.0)
(s7839 5.0)
(s7840 5.0)
(s7841 2.0)
(s7843 4.0)
(s7844 5.0)
(s7845 5.0)
(s7846 2.0)
(s7848 4.0)
(s7849 5.0)
(s7850 5.0)
(s7851 2.0)
(s7853 4.0)
(s7854 5.0)
(s7855 5.0)
(s7856 2.0)
(s7858 4.0)
(s7859 5.0)
(s7860 5.0)
(s7861 2.0)
(s7863 4.0)
(s7864 5.0)
(s7865 5.0)
(s7866 2.0)
(s7868 4.0)
(s7869 5.0)
(s7870 5.0)
(s7871 2.0)
(s7873 4.0)
(s7874 5.0)
(s7875 5.0)
(s7876 2.0)
(s7878 4.0)
(s7879 5.0)
(s7880 5.0)
(s7881 2.0)
(s7883 4.0)
(s7884 5.0)
(s7885 5.0)
(s7886 2.0)
(s7888 4.0)
(s7889 5.0)
(s7890 5.0)
(s7891 2.0)
(s7893 4.0)
(s7894 5.0)
(s7895 5.0)
(s7896 2.0)
(s7898 4.0)
(s7899 5.0)
(s7900 5.0)
(s7901 2.0)
(s7903 4.0)
(s7904 5.0)
(s7905 5.0)
(s7906 2.0)
(s7908 4.0)
(s7909 5.0)
(s7910 5.0)
(s7911 2.0)
(s7913 4.0)
(s7914 5.0)
(s7915 5.0)
(s7916 2.0)
(s7918 4.0)
(s7919 5.0)
(s7920 5.0)
(s7921 2.0)
(s7923 4.0)
(s7924 5.0)
(s7925 5.0)
(s7926 2.0)
(s7928 4.0)
(s7929 5.0)
(s7930 5.0)
(s7931 2.0)
(s7933 4.0)
(s7934 5.0)
(s7935 5.0)
(s7936 2.0)
(s7938 4.0)
(s7939 5.0)
(s7940 5.0)
(s7941 2.0)
(s7943 4.0)
(s7944 5.0)
(s7945 5.0)
(s7946 2.0)
(s7948 4.0)
(s7949 5.0)
(s7950 5.0)
(s7951 2.0)
(s7953 4.0)
(s7954 5.0)
(s7955 5.0)
(s7956 2.0)
(s7958 4.0)
(s7959 5.0)
(s7960 5.0)
(s7961 2.0)
(s7963 4.0)
(s7964 5.0)
(s7965 5.0)
(s7966 2.0)
(s7968 4.0)
(s7969 5.0)
(s7970 5.0)
(s7971 2.0)
(s7973 4.0)
(s7974 5.0)
(s7975 5.0)
(s7976 2.0)
(s7978 4.0)
(s7979 5.0)
(s7980 5.0)
(s7981 2.0)
(s7983 4.0)
(s7984 5.0)
(s7985 5.0)
(s7986 2.0)
(s7988 4.0)
(s7989 5.0)
(s7990 5.0)
(s7991 2.0)
(s7993 4.0)
(s7994 5.0)
(s7995 5.0)
(s7996 2.0)
(s7998 4.0)
(s7999 5.0)
(s8000 5.0)
(s8001 2.0)
(s8003 4.0)
(s8004 5.0)
(s8005 5.0)
(s8006 2.0)
(s8008 4.0)
(s8009 5.0)
(s8010 5.0)
(s8011 2.0)
(s8013 4.0)
(s8014 5.0)
(s8015 5.0)
(s8016 2.0)
(s8018 4.0)
(s8019 5.0)
(s8020 5.0)
(s8021 2.0)
(s8023 4.0)
(s8024 5.0)
(s8025 5.0)
(s8026 2.0)
(s8028 4.0)
(s8029 5.0)
(s8030 5.0)
(s8031 2.0)
(s8033 4.0)
(s8034 5.0)
(s8035 5.0)
(s8036 2.0)
(s8038 4.0)
(s8039 5.0)
(s8040 5.0)
(s8041 2.0)
(s8043 4.0)
(s8044 5.0)
(s8045 5.0)
(s8046 2.0)
(s8048 4.0)
(s8049 5.0)
(s8050 5.0)
(s8051 2.0)
(s8053 4.0)
(s8054 5.0)
(s8055 5.0)
(s8056 2.0)
(s8058 4.0)
(s8059 5.0)
(s8060 5.0)
(s8061 2.0)
(s8063 4.0)
(s8064 5.0)
(s8065 5.0)
(s8066 2.0)
(s8068 4.0)
(s8069 5.0)
(s8070 5.0)
(s8071 2.0)
(s8073 4.0)
(s8074 5.0)
(s8075 5.0)
(s8076 2.0)
(s8078 4.0)
(s8079 5.0)
(s8080 5.0)
(s8081 2.0)
(s8083 4.0)
(s8084 5.0)
(s8085 5.0)
(s8086 2.0)
(s8088 4.0)
(s8089 5.0)
(s8090 5.0)
(s8091 2.0)
(s8093 4.0)
(s8094 5.0)
(s8095 5.0)
(s8096 2.0)
(s8098 4.0)
(s8099 5.0)
(s8100 5.0)
(s8101 2.0)
(s8103 4.0)
(s8104 5.0)
(s8105 5.0)
(s8106 2.0)
(s8108 4.0)
(s8109 5.0)
(s8110 5.0)
(s8111 2.0)
(s8113 4.0)
(s8114 5.0)
(s8115 5.0)
(s8116 2.0)
(s8118 4.0)
(s8119 5.0)
(s8120 5.0)
(s8121 2.0)
(s8123 4.0)
(s8124 5.0)
(s8125 5.0)
(s8126 2.0)
(s8128 4.0)
(s8129 5.0)
(s8130 5.0)
(s8131 2.0)
(s8133 4.0)
(s8134 5.0)
(s8135 5.0)
(s8136 2.0)
(s8138 4.0)
(s8139 5.0)
(s8140 5.0)
(s8141 2.0)
(s8143 4.0)
(s8144 5.0)
(s8145 5.0)
(s8146 2.0)
(s8148 4.0)
(s8149 5.0)
(s8150 5.0)
(s8151 2.0)
(s8153 4.0)
(s8154 5.0)
(s8155 5.0)
(s8156 2.0)
(s8158 4.0)
(s8159 5.0)
(s8160 5.0)
(s8161 2.0)
(s8163 4.0)
(s8164 5.0)
(s8165 5.0)
(s8166 2.0)
(s8168 4.0)
(s8169 5.0)
(s8170 5.0)
(s8171 2.0)
(s8173 4.0)
(s8174 5.0)
(s8175 5.0)
(s8176 2.0)
(s8178 4.0)
(s8179 5.0)
(s8180 5.0)
(s8181 2.0)
(s8183 4.0)
(s8184 5.0)
(s8185 5.0)
(s8186 2.0)
(s8188 4.0)
(s8189 5.0)
(s8190 5.0)
(s8191 2.0)
(s8193 4.0)
(s8194 5.0)
(s8195 5.0)
(s8196 2.0)
(s8198 4.0)
(s8199 5.0)
(s8200 5.0)
(s8201 2.0)
(s8203 4.0)
(s8204 5.0)
(s8205 5.0)
(s8206 2.0)
(s8208 4.0)
(s8209 5.0)
(s8210 5.0)
(s8211 2.0)
(s8213 4.0)
(s8214 5.0)
(s8215 5.0)
(s8216 2.0)
(s8218 4.0)
(s8219 5.0)
(s8220 5.0)
(s8221 2.0)
(s8223 4.0)
(s8224 5.0)
(s8225 5.0)
(s8226 2.0)
(s8228 4.0)
(s8229 5.0)
(s8230 5.0)
(s8231 2.0)
(s8233 4.0)
(s8234 5.0)
(s8235 5.0)
(s8236 2.0)
(s8238 4.0)
(s8239 5.0)
(s8240 5.0)
(s8241 2.0)
(s8243 4.0)
(s8244 5.0)
(s8245 5.0)
(s8246 2.0)
(s8248 4.0)
(s8249 5.0)
(s8250 5.0)
(s8251 2.0)
(s8253 4.0)
(s8254 5.0)
(s8255 5.0)
(s8256 2.0)
(s8258 4.0)
(s8259 5.0)
(s8260 5.0)
(s8261 2.0)
(s8263 4.0)
(s8264 5.0)
(s8265 5.0)
(s8266 2.0)
(s8268 4.0)
(s8269 5.0)
(s8270 5.0)
(s8271 2.0)
(s8273 4.0)
(s8274 5.0)
(s8275 5.0)
(s8276 2.0)
(s8278 4.0)
(s8279 5.0)
(s8280 5.0)
(s8281 2.0)
(s8283 4.0)
(s8284 5.0)
(s8285 5.0)
(s8286 2.0)
(s8288 4.0)
(s8289 5.0)
(s8290 5.0)
(s8291 2.0)
(s8293 4.0)
(s8294 5.0)
(s8295 5.0)
(s8296 2.0)
(s8298 4.0)
(s8299 5.0)
(s8300 5.0)
(s8301 2.0)
(s8303 4.0)
(s8304 5.0)
(s8305 5.0)
(s8306 2.0)
(s8308 4.0)
(s8309 5.0)
(s8310 5.0)
(s8311 2.0)
(s8313 4.0)
(s8314 5.0)
(s8315 5.0)
(s8316 2.0)
(s8318 4.0)
(s8319 5.0)
(s8320 5.0)
(s8321 2.0)
(s8323 4.0)
(s8324 5.0)
(s8325 5.0)
(s8326 2.0)
(s8328 4.0)
(s8329 5.0)
(s8330 5.0)
(s8331 2.0)
(s8333 4.0)
(s8334 5.0)
(s8335 5.0)
(s8336 2.0)
(s8338 4.0)
(s8339 5.0)
(s8340 5.0)
(s8341 2.0)
(s8343 4.0)
(s8344 5.0)
(s8345 5.0)
(s8346 2.0)
(s8348 4.0)
(s8349 5.0)
(s8350 5.0)
(s8351 2.0)
(s8353 4.0)
(s8354 5.0)
(s8355 5.0)
(s8356 2.0)
(s8358 4.0)
(s8359 5.0)
(s8360 5.0)
(s8361 2.0)
(s8363 4.0)
(s8364 5.0)
(s8365 5.0)
(s8366 2.0)
(s8368 4.0)
(s8369 5.0)
(s8370 5.0)
(s8371 2.0)
(s8373 4.0)
(s8374 5.0)
(s8375 5.0)
(s8376 2.0)
(s8378 4.0)
(s8379 5.0)
(s8380 5.0)
(s8381 2.0)
(s8383 4.0)
(s8384 5.0)
(s8385 5.0)
(s8386 2.0)
(s8388 4.0)
(s8389 5.0)
(s8390 5.0)
(s8391 2.0)
(s8393 4.0)
(s8394 5.0)
(s8395 5.0)
(s8396 2.0)
(s8398 4.0)
(s8399 5.0)
(s8400 5.0)
(s8401 2.0)
(s8403 4.0)
(s8404 5.0)
(s8405 5.0)
(s8406 2.0)
(s8408 4.0)
(s8409 5.0)
(s8410 5.0)
(s8411 2.0)
(s8413 4.0)
(s8414 5.0)
(s8415 5.0)
(s8416 2.0)
(s8418 4.0)
(s8419 5.0)
(s8420 5.0)
(s8421 2.0)
(s8423 4.0)
(s8424 5.0)
(s8425 5.0)
(s8426 2.0)
(s8428 4.0)
(s8429 5.0)
(s8430 5.0)
(s8431 2.0)
(s8433 4.0)
(s8434 5.0)
(s8435 5.0)
(s8436 2.0)
(s8438 4.0)
(s8439 5.0)
(s8440 5.0)
(s8441 2.0)
(s8443 4.0)
(s8444 5.0)
(s8445 5.0)
(s8446 2.0)
(s8448 4.0)
(s8449 5.0)
(s8450 timeout
5.0) org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30133 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78350ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78465ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 143002 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 402 ms :[(NOT p3), (NOT p1), (AND (NOT p1) (NOT p0)), (AND (NOT p0) (NOT p3)), (OR (NOT p1) (NOT p3)), (OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p3)))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-00
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 4 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-00 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-00 finished in 143505 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((p0||(p1&&G(p2)))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2644 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:38:05] [INFO ] Invariant cache hit.
[2024-05-23 23:38:05] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20129 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20155 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58444ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58543ms
[2024-05-23 23:39:04] [INFO ] Invariant cache hit.
[2024-05-23 23:39:06] [INFO ] Implicit Places using invariants in 2346 ms returned []
Implicit Place search using SMT only with invariants took 2349 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:39:06] [INFO ] Invariant cache hit.
[2024-05-23 23:39:06] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 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 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30133 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78448ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78556ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 142127 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 114 ms :[true, (OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p2))), (OR (NOT p2) (AND (NOT p0) (NOT p1)))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-01
Product exploration timeout after 12610 steps with 0 reset in 10009 ms.
Entered a terminal (fully accepting) state of product in 6116 steps with 0 reset in 4226 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-01 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-01 finished in 156521 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(((p0 U G(p1)) U G(p2)))))'
Support contains 5 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 951 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:40:40] [INFO ] Invariant cache hit.
[2024-05-23 23:40:40] [INFO ] State equation strengthened by 2000 read => feed constraints.
(s5924 5.0timeout
^^^^^^^^^^
(error "Invalid token: 5.0timeout")
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)
(s3705 5.0)
(s3706 2.0)
(s3708 4.0)
(s3709 5.0)
(s3710 5.0)
(s3711 2.0)
(s3713 4.0)
(s3714 5.0)
(s3715 5.0)
(s3716 2.0)
(s3718 4.0)
(s3719 5.0)
(s3720 5.0)
(s3721 2.0)
(s3723 4.0)
(s3724 5.0)
(s3725 5.0)
(s3726 2.0)
(s3728 4.0)
(s3729 5.0)
(s3730 5.0)
(s3731 2.0)
(s3733 4.0)
(s3734 5.0)
(s3735 5.0)
(s3736 2.0)
(s3738 4.0)
(s3739 5.0)
(s3740 5.0)
(s3741 2.0)
(s3743 4.0)
(s3744 5.0)
(s3745 5.0)
(s3746 2.0)
(s3748 4.0)
(s3749 5.0)
(s3750 5.0)
(s3751 2.0)
(s3753 4.0)
(s3754 5.0)
(s3755 5.0)
(s3756 2.0)
(s3758 4.0)
(s3759 5.0)
(s3760 5.0)
(s3761 2.0)
(s3763 4.0)
(s3764 5.0)
(s3765 5.0)
(s3766 2.0)
(s3768 4.0)
(s3769 5.0)
(s3770 5.0)
(s3771 2.0)
(s3773 4.0)
(s3774 5.0)
(s3775 5.0)
(s3776 2.0)
(s3778 4.0)
(s3779 5.0)
(s3780 5.0)
(s3781 2.0)
(s3783 4.0)
(s3784 5.0)
(s3785 5.0)
(s3786 2.0)
(s3788 4.0)
(s3789 5.0)
(s3790 5.0)
(s3791 2.0)
(s3793 4.0)
(s3794 5.0)
(s3795 5.0)
(s3796 2.0)
(s3798 4.0)
(s3799 5.0)
(s3800 5.0)
(s3801 2.0)
(s3803 4.0)
(s3804 5.0)
(s3805 5.0)
(s3806 2.0)
(s3808 4.0)
(s3809 5.0)
(s3810 5.0)
(s3811 2.0)
(s3813 4.0)
(s3814 5.0)
(s3815 5.0)
(s3816 2.0)
(s3818 4.0)
(s3819 5.0)
(s3820 5.0)
(s3821 2.0)
(s3823 4.0)
(s3824 5.0)
(s3825 5.0)
(s3826 2.0)
(s3828 4.0)
(s3829 5.0)
(s3830 5.0)
(s3831 2.0)
(s3833 4.0)
(s3834 5.0)
(s3835 5.0)
(s3836 2.0)
(s3838 4.0)
(s3839 5.0)
(s3840 5.0)
(s3841 2.0)
(s3843 4.0)
(s3844 5.0)
(s3845 5.0)
(s3846 2.0)
(s3848 4.0)
(s3849 5.0)
(s3850 5.0)
(s3851 2.0)
(s3853 4.0)
(s3854 5.0)
(s3855 5.0)
(s3856 2.0)
(s3858 4.0)
(s3859 5.0)
(s3860 5.0)
(s3861 2.0)
(s3863 4.0)
(s3864 5.0)
(s3865 5.0)
(s3866 2.0)
(s3868 4.0)
(s3869 5.0)
(s3870 5.0)
(s3871 2.0)
(s3873 4.0)
(s3874 5.0)
(s3875 5.0)
(s3876 2.0)
(s3878 4.0)
(s3879 5.0)
(s3880 5.0)
(s3881 2.0)
(s3883 4.0)
(s3884 5.0)
(s3885 5.0)
(s3886 2.0)
(s3888 4.0)
(s3889 5.0)
(s3890 5.0)
(s3891 2.0)
(s3893 4.0)
(s3894 5.0)
(s3895 5.0)
(s3896 2.0)
(s3898 4.0)
(s3899 5.0)
(s3900 5.0)
(s3901 2.0)
(s3903 4.0)
(s3904 5.0)
(s3905 5.0)
(s3906 2.0)
(s3908 4.0)
(s3909 5.0)
(s3910 5.0)
(s3911 2.0)
(s3913 4.0)
(s3914 5.0)
(s3915 5.0)
(s3916 2.0)
(s3918 4.0)
(s3919 5.0)
(s3920 5.0)
(s3921 2.0)
(s3923 4.0)
(s3924 5.0)
(s3925 5.0)
(s3926 2.0)
(s3928 4.0)
(s3929 5.0)
(s3930 5.0)
(s3931 2.0)
(s3933 4.0)
(s3934 5.0)
(s3935 5.0)
(s3936 2.0)
(s3938 4.0)
(s3939 5.0)
(s3940 5.0)
(s3941 2.0)
(s3943 4.0)
(s3944 5.0)
(s3945 5.0)
(s3946 2.0)
(s3948 4.0)
(s3949 5.0)
(s3950 5.0)
(s3951 2.0)
(s3953 4.0)
(s3954 5.0)
(s3955 5.0)
(s3956 2.0)
(s3958 4.0)
(s3959 5.0)
(s3960 5.0)
(s3961 2.0)
(s3963 4.0)
(s3964 5.0)
(s3965 5.0)
(s3966 2.0)
(s3968 4.0)
(s3969 5.0)
(s3970 5.0)
(s3971 2.0)
(s3973 4.0)
(s3974 5.0)
(s3975 5.0)
(s3976 2.0)
(s3978 4.0)
(s3979 5.0)
(s3980 5.0)
(s3981 2.0)
(s3983 4.0)
(s3984 5.0)
(s3985 5.0)
(s3986 2.0)
(s3988 4.0)
(s3989 5.0)
(s3990 5.0)
(s3991 2.0)
(s3993 4.0)
(s3994 5.0)
(s3995 5.0)
(s3996 2.0)
(s3998 4.0)
(s3999 5.0)
(s4000 5.0)
(s4001 2.0)
(s4003 4.0)
(s4004 5.0)
(s4005 5.0)
(s4006 2.0)
(s4008 4.0)
(s4009 5.0)
(s4010 5.0)
(s4011 2.0)
(s4013 4.0)
(s4014 5.0)
(s4015 5.0)
(s4016 2.0)
(s4018 4.0)
(s4019 5.0)
(s4020 5.0)
(s4021 2.0)
(s4023 4.0)
(s4024 5.0)
(s4025 5.0)
(s4026 2.0)
(s4028 4.0)
(s4029 5.0)
(s4030 5.0)
(s4031 2.0)
(s4033 4.0)
(s4034 5.0)
(s4035 5.0)
(s4036 2.0)
(s4038 4.0)
(s4039 5.0)
(s4040 5.0)
(s4041 2.0)
(s4043 4.0)
(s4044 5.0)
(s4045 5.0)
(s4046 2.0)
(s4048 4.0)
(s4049 5.0)
(s4050 5.0)
(s4051 2.0)
(s4053 4.0)
(s4054 5.0)
(s4055 5.0)
(s4056 2.0)
(s4058 4.0)
(s4059 5.0)
(s4060 5.0)
(s4061 2.0)
(s4063 4.0)
(s4064 5.0)
(s4065 5.0)
(s4066 2.0)
(s4068 4.0)
(s4069 5.0)
(s4070 5.0)
(s4071 2.0)
(s4073 4.0)
(s4074 5.0)
(s4075 5.0)
(s4076 2.0)
(s4078 4.0)
(s4079 5.0)
(s4080 5.0)
(s4081 2.0)
(s4083 4.0)
(s4084 5.0)
(s4085 5.0)
(s4086 2.0)
(s4088 4.0)
(s4089 5.0)
(s4090 5.0)
(s4091 2.0)
(s4093 4.0)
(s4094 5.0)
(s4095 5.0)
(s4096 2.0)
(s4098 4.0)
(s4099 5.0)
(s4100 5.0)
(s4101 2.0)
(s4103 4.0)
(s4104 5.0)
(s4105 5.0)
(s4106 2.0)
(s4108 4.0)
(s4109 5.0)
(s4110 5.0)
(s4111 2.0)
(s4113 4.0)
(s4114 5.0)
(s4115 5.0)
(s4116 2.0)
(s4118 4.0)
(s4119 5.0)
(s4120 5.0)
(s4121 2.0)
(s4123 4.0)
(s4124 5.0)
(s4125 5.0)
(s4126 2.0)
(s4128 4.0)
(s4129 5.0)
(s4130 5.0)
(s4131 2.0)
(s4133 4.0)
(s4134 5.0)
(s4135 5.0)
(s4136 2.0)
(s4138 4.0)
(s4139 5.0)
(s4140 5.0)
(s4141 2.0)
(s4143 4.0)
(s4144 5.0)
(s4145 5.0)
(s4146 2.0)
(s4148 4.0)
(s4149 5.0)
(s4150 5.0)
(s4151 2.0)
(s4153 4.0)
(s4154 5.0)
(s4155 5.0)
(s4156 2.0)
(s4158 4.0)
(s4159 5.0)
(s4160 5.0)
(s4161 2.0)
(s4163 4.0)
(s4164 5.0)
(s4165 5.0)
(s4166 2.0)
(s4168 4.0)
(s4169 5.0)
(s4170 5.0)
(s4171 2.0)
(s4173 4.0)
(s4174 5.0)
(s4175 5.0)
(s4176 2.0)
(s4178 4.0)
(s4179 5.0)
(s4180 5.0)
(s4181 2.0)
(s4183 4.0)
(s4184 5.0)
(s4185 5.0)
(s4186 2.0)
(s4188 4.0)
(s4189 5.0)
(s4190 5.0)
(s4191 2.0)
(s4193 4.0)
(s4194 5.0)
(s4195 5.0)
(s4196 2.0)
(s4198 4.0)
(s4199 5.0)
(s4200 5.0)
(s4201 2.0)
(s4203 4.0)
(s4204 5.0)
(s4205 5.0)
(s4206 2.0)
(s4208 4.0)
(s4209 5.0)
(s4210 5.0)
(s4211 2.0)
(s4213 4.0)
(s4214 5.0)
(s4215 5.0)
(s4216 2.0)
(s4218 4.0)
(s4219 5.0)
(s4220 5.0)
(s4221 2.0)
(s4223 4.0)
(s4224 5.0)
(s4225 5.0)
(s4226 2.0)
(s4228 4.0)
(s4229 5.0)
(s4230 5.0)
(s4231 2.0)
(s4233 4.0)
(s4234 5.0)
(s4235 5.0)
(s4236 2.0)
(s4238 4.0)
(s4239 5.0)
(s4240 5.0)
(s4241 2.0)
(s4243 4.0)
(s4244 5.0)
(s4245 5.0)
(s4246 2.0)
(s4248 4.0)
(s4249 5.0)
(s4250 5.0)
(s4251 2.0)
(s4253 4.0)
(s4254 5.0)
(s4255 5.0)
(s4256 2.0)
(s4258 4.0)
(s4259 5.0)
(s4260 5.0)
(s4261 2.0)
(s4263 4.0)
(s4264 5.0)
(s4265 5.0)
(s4266 2.0)
(s4268 4.0)
(s4269 5.0)
(s4270 5.0)
(s4271 2.0)
(s4273 4.0)
(s4274 5.0)
(s4275 5.0)
(s4276 2.0)
(s4278 4.0)
(s4279 5.0)
(s4280 5.0)
(s4281 2.0)
(s4283 4.0)
(s4284 5.0)
(s4285 5.0)
(s4286 2.0)
(s4288 4.0)
(s4289 5.0)
(s4290 5.0)
(s4291 2.0)
(s4293 4.0)
(s4294 5.0)
(s4295 5.0)
(s4296 2.0)
(s4298 4.0)
(s4299 5.0)
(s4300 5.0)
(s4301 2.0)
(s4303 4.0)
(s4304 5.0)
(s4305 5.0)
(s4306 2.0)
(s4308 4.0)
(s4309 5.0)
(s4310 5.0)
(s4311 2.0)
(s4313 4.0)
(s4314 5.0)
(s4315 5.0)
(s4316 2.0)
(s4318 4.0)
(s4319 5.0)
(s4320 5.0)
(s4321 2.0)
(s4323 4.0)
(s4324 5.0)
(s4325 5.0)
(s4326 2.0)
(s4328 4.0)
(s4329 5.0)
(s4330 5.0)
(s4331 2.0)
(s4333 4.0)
(s4334 5.0)
(s4335 5.0)
(s4336 2.0)
(s4338 4.0)
(s4339 5.0)
(s4340 5.0)
(s4341 2.0)
(s4343 4.0)
(s4344 5.0)
(s4345 5.0)
(s4346 2.0)
(s4348 4.0)
(s4349 5.0)
(s4350 5.0)
(s4351 2.0)
(s4353 4.0)
(s4354 5.0)
(s4355 5.0)
(s4356 2.0)
(s4358 4.0)
(s4359 5.0)
(s4360 5.0)
(s4361 2.0)
(s4363 4.0)
(s4364 5.0)
(s4365 5.0)
(s4366 2.0)
(s4368 4.0)
(s4369 5.0)
(s4370 5.0)
(s4371 2.0)
(s4373 4.0)
(s4374 5.0)
(s4375 5.0)
(s4376 2.0)
(s4378 4.0)
(s4379 5.0)
(s4380 5.0)
(s4381 2.0)
(s4383 4.0)
(s4384 5.0)
(s4385 5.0)
(s4386 2.0)
(s4388 4.0)
(s4389 5.0)
(s4390 5.0)
(s4391 2.0)
(s4393 4.0)
(s4394 5.0)
(s4395 5.0)
(s4396 2.0)
(s4398 4.0)
(s4399 5.0)
(s4400 5.0)
(s4401 2.0)
(s4403 4.0)
(s4404 5.0)
(s4405 5.0)
(s4406 2.0)
(s4408 4.0)
(s4409 5.0)
(s4410 5.0)
(s4411 2.0)
(s4413 4.0)
(s4414 5.0)
(s4415 5.0)
(s4416 2.0)
(s4418 4.0)
(s4419 5.0)
(s4420 5.0)
(s4421 2.0)
(s4423 4.0)
(s4424 5.0)
(s4425 5.0)
(s4426 2.0)
(s4428 4.0)
(s4429 5.0)
(s4430 5.0)
(s4431 2.0)
(s4433 4.0)
(s4434 5.0)
(s4435 5.0)
(s4436 2.0)
(s4438 4.0)
(s4439 5.0)
(s4440 5.0)
(s4441 2.0)
(s4443 4.0)
(s4444 5.0)
(s4445 5.0)
(s4446 2.0)
(s4448 4.0)
(s4449 5.0)
(s4450 5.0)
(s4451 2.0)
(s4453 4.0)
(s4454 5.0)
(s4455 5.0)
(s4456 2.0)
(s4458 4.0)
(s4459 5.0)
(s4460 5.0)
(s4461 2.0)
(s4463 4.0)
(s4464 5.0)
(s4465 5.0)
(s4466 2.0)
(s4468 4.0)
(s4469 5.0)
(s4470 5.0)
(s4471 2.0)
(s4473 4.0)
(s4474 5.0)
(s4475 5.0)
(s4476 2.0)
(s4478 4.0)
(s4479 5.0)
(s4480 5.0)
(s4481 2.0)
(s4483 4.0)
(s4484 5.0)
(s4485 5.0)
(s4486 2.0)
(s4488 4.0)
(s4489 5.0)
(s4490 5.0)
(s4491 2.0)
(s4493 4.0)
(s4494 5.0)
(s4495 5.0)
(s4496 2.0)
(s4498 4.0)
(s4499 5.0)
(s4500 5.0)
(s4501 2.0)
(s4503 4.0)
(s4504 5.0)
(s4505 5.0)
(s4506 2.0)
(s4508 4.0)
(s4509 5.0)
(s4510 5.0)
(s4511 2.0)
(s4513 4.0)
(s4514 5.0)
(s4515 5.0)
(s4516 2.0)
(s4518 4.0)
(s4519 5.0)
(s4520 5.0)
(s4521 2.0)
(s4523 4.0)
(s4524 5.0)
(s4525 5.0)
(s4526 2.0)
(s4528 4.0)
(s4529 5.0)
(s4530 5.0)
(s4531 2.0)
(s4533 4.0)
(s4534 5.0)
(s4535 5.0)
(s4536 2.0)
(s4538 4.0)
(s4539 5.0)
(s4540 5.0)
(s4541 2.0)
(s4543 4.0)
(s4544 5.0)
(s4545 5.0)
(s4546 2.0)
(s4548 4.0)
(s4549 5.0)
(s4550 5.0)
(s4551 2.0)
(s4553 4.0)
(s4554 5.0)
(s4555 5.0)
(s4556 2.0)
(s4558 4.0)
(s4559 5.0)
(s4560 5.0)
(s4561 2.0)
(s4563 4.0)
(s4564 5.0)
(s4565 5.0)
(s4566 2.0)
(s4568 4.0)
(s4569 5.0)
(s4570 5.0)
(s4571 2.0)
(s4573 4.0)
(s4574 5.0)
(s4575 5.0)
(s4576 2.0)
(s4578 4.0)
(s4579 5.0)
(s4580 5.0)
(s4581 2.0)
(s4583 4.0)
(s4584 5.0)
(s4585 5.0)
(s4586 2.0)
(s4588 4.0)
(s4589 5.0)
(s4590 5.0)
(s4591 2.0)
(s4593 4.0)
(s4594 5.0)
(s4595 5.0)
(s4596 2.0)
(s4598 4.0)
(s4599 5.0)
(s4600 5.0)
(s4601 2.0)
(s4603 4.0)
(s4604 5.0)
(s4605 5.0)
(s4606 2.0)
(s4608 4.0)
(s4609 5.0)
(s4610 5.0)
(s4611 2.0)
(s4613 4.0)
(s4614 5.0)
(s4615 5.0)
(s4616 2.0)
(s4618 4.0)
(s4619 5.0)
(s4620 5.0)
(s4621 2.0)
(s4623 4.0)
(s4624 5.0)
(s4625 5.0)
(s4626 2.0)
(s4628 4.0)
(s4629 5.0)
(s4630 5.0)
(s4631 2.0)
(s4633 4.0)
(s4634 5.0)
(s4635 5.0)
(s4636 2.0)
(s4638 4.0)
(s4639 5.0)
(s4640 5.0)
(s4641 2.0)
(s4643 4.0)
(s4644 5.0)
(s4645 5.0)
(s4646 2.0)
(s4648 4.0)
(s4649 5.0)
(s4650 5.0)
(s4651 2.0)
(s4653 4.0)
(s4654 5.0)
(s4655 5.0)
(s4656 2.0)
(s4658 4.0)
(s4659 5.0)
(s4660 5.0)
(s4661 2.0)
(s4663 4.0)
(s4664 5.0)
(s4665 5.0)
(s4666 2.0)
(s4668 4.0)
(s4669 5.0)
(s4670 5.0)
(s4671 2.0)
(s4673 4.0)
(s4674 5.0)
(s4675 5.0)
(s4676 2.0)
(s4678 4.0)
(s4679 5.0)
(s4680 5.0)
(s4681 2.0)
(s4683 4.0)
(s4684 5.0)
(s4685 5.0)
(s4686 2.0)
(s4688 4.0)
(s4689 5.0)
(s4690 5.0)
(s4691 2.0)
(s4693 4.0)
(s4694 5.0)
(s4695 5.0)
(s4696 2.0)
(s4698 4.0)
(s4699 5.0)
(s4700 5.0)
(s4701 2.0)
(s4703 4.0)
(s4704 5.0)
(s4705 5.0)
(s4706 2.0)
(s4708 4.0)
(s4709 5.0)
(s4710 5.0)
(s4711 2.0)
(s4713 4.0)
(s4714 5.0)
(s4715 5.0)
(s4716 2.0)
(s4718 4.0)
(s4719 5.0)
(s4720 5.0)
(s4721 2.0)
(s4723 4.0)
(s4724 5.0)
(s4725 5.0)
(s4726 2.0)
(s4728 4.0)
(s4729 5.0)
(s4730 5.0)
(s4731 2.0)
(s4733 4.0)
(s4734 5.0)
(s4735 5.0)
(s4736 2.0)
(s4738 4.0)
(s4739 5.0)
(s4740 5.0)
(s4741 2.0)
(s4743 4.0)
(s4744 5.0)
(s4745 5.0)
(s4746 2.0)
(s4748 4.0)
(s4749 5.0)
(s4750 5.0)
(s4751 2.0)
(s4753 4.0)
(s4754 5.0)
(s4755 5.0)
(s4756 2.0)
(s4758 4.0)
(s4759 5.0)
(s4760 5.0)
(s4761 2.0)
(s4763 4.0)
(s4764 5.0)
(s4765 5.0)
(s4766 2.0)
(s4768 4.0)
(s4769 5.0)
(s4770 5.0)
(s4771 2.0)
(s4773 4.0)
(s4774 5.0)
(s4775 5.0)
(s4776 2.0)
(s4778 4.0)
(s4779 5.0)
(s4780 5.0)
(s4781 2.0)
(s4783 4.0)
(s4784 5.0)
(s4785 5.0)
(s4786 2.0)
(s4788 4.0)
(s4789 5.0)
(s4790 5.0)
(s4791 2.0)
(s4793 4.0)
(s4794 5.0)
(s4795 5.0)
(s4796 2.0)
(s4798 4.0)
(s4799 5.0)
(s4800 5.0)
(s4801 2.0)
(s4803 4.0)
(s4804 5.0)
(s4805 5.0)
(s4806 2.0)
(s4808 4.0)
(s4809 5.0)
(s4810 5.0)
(s4811 2.0)
(s4813 4.0)
(s4814 5.0)
(s4815 5.0)
(s4816 2.0)
(s4818 4.0)
(s4819 5.0)
(s4820 5.0)
(s4821 2.0)
(s4823 4.0)
(s4824 5.0)
(s4825 5.0)
(s4826 2.0)
(s4828 4.0)
(s4829 5.0)
(s4830 5.0)
(s4831 2.0)
(s4833 4.0)
(s4834 5.0)
(s4835 5.0)
(s4836 2.0)
(s4838 4.0)
(s4839 5.0)
(s4840 5.0)
(s4841 2.0)
(s4843 4.0)
(s4844 5.0)
(s4845 5.0)
(s4846 2.0)
(s4848 4.0)
(s4849 5.0)
(s4850 5.0)
(s4851 2.0)
(s4853 4.0)
(s4854 5.0)
(s4855 5.0)
(s4856 2.0)
(s4858 4.0)
(s4859 5.0)
(s4860 5.0)
(s4861 2.0)
(s4863 4.0)
(s4864 5.0)
(s4865 5.0)
(s4866 2.0)
(s4868 4.0)
(s4869 5.0)
(s4870 5.0)
(s4871 2.0)
(s4873 4.0)
(s4874 5.0)
(s4875 5.0)
(s4876 2.0)
(s4878 4.0)
(s4879 5.0)
(s4880 5.0)
(s4881 2.0)
(s4883 4.0)
(s4884 5.0)
(s4885 5.0)
(s4886 2.0)
(s4888 4.0)
(s4889 5.0)
(s4890 5.0)
(s4891 2.0)
(s4893 4.0)
(s4894 5.0)
(s4895 5.0)
(s4896 2.0)
(s4898 4.0)
(s4899 5.0)
(s4900 5.0)
(s4901 2.0)
(s4903 4.0)
(s4904 5.0)
(s4905 5.0)
(s4906 2.0)
(s4908 4.0)
(s4909 5.0)
(s4910 5.0)
(s4911 2.0)
(s4913 4.0)
(s4914 5.0)
(s4915 5.0)
(s4916 2.0)
(s4918 4.0)
(s4919 5.0)
(s4920 5.0)
(s4921 2.0)
(s4923 4.0)
(s4924 5.0)
(s4925 5.0)
(s4926 2.0)
(s4928 4.0)
(s4929 5.0)
(s4930 5.0)
(s4931 2.0)
(s4933 4.0)
(s4934 5.0)
(s4935 5.0)
(s4936 2.0)
(s4938 4.0)
(s4939 5.0)
(s4940 5.0)
(s4941 2.0)
(s4943 4.0)
(s4944 5.0)
(s4945 5.0)
(s4946 2.0)
(s4948 4.0)
(s4949 5.0)
(s4950 5.0)
(s4951 2.0)
(s4953 4.0)
(s4954 5.0)
(s4955 5.0)
(s4956 2.0)
(s4958 4.0)
(s4959 5.0)
(s4960 5.0)
(s4961 2.0)
(s4963 4.0)
(s4964 5.0)
(s4965 5.0)
(s4966 2.0)
(s4968 4.0)
(s4969 5.0)
(s4970 5.0)
(s4971 2.0)
(s4973 4.0)
(s4974 5.0)
(s4975 5.0)
(s4976 2.0)
(s4978 4.0)
(s4979 5.0)
(s4980 5.0)
(s4981 2.0)
(s4983 4.0)
(s4984 5.0)
(s4985 5.0)
(s4986 2.0)
(s4988 4.0)
(s4989 5.0)
(s4990 5.0)
(s4991 2.0)
(s4993 4.0)
(s4994 5.0)
(s4995 5.0)
(s4996 2.0)
(s4998 4.0)
(s4999 5.0)
(s5000 5.0)
(s5001 2.0)
(s5003 4.0)
(s5004 5.0)
(s5005 5.0)
(s5006 2.0)
(s5008 4.0)
(s5009 5.0)
(s5010 5.0)
(s5011 2.0)
(s5013 4.0)
(s5014 5.0)
(s5015 5.0)
(s5016 2.0)
(s5018 4.0)
(s5019 5.0)
(s5020 5.0)
(s5021 2.0)
(s5023 4.0)
(s5024 5.0)
(s5025 5.0)
(s5026 2.0)
(s5028 4.0)
(s5029 5.0)
(s5030 5.0)
(s5031 2.0)
(s5033 4.0)
(s5034 5.0)
(s5035 5.0)
(s5036 2.0)
(s5038 4.0)
(s5039 5.0)
(s5040 5.0)
(s5041 2.0)
(s5043 4.0)
(s5044 5.0)
(s5045 5.0)
(s5046 2.0)
(s5048 4.0)
(s5049 5.0)
(s5050 5.0)
(s5051 2.0)
(s5053 4.0)
(s5054 5.0)
(s5055 5.0)
(s5056 2.0)
(s5058 4.0)
(s5059 5.0)
(s5060 5.0)
(s5061 2.0)
(s5063 4.0)
(s5064 5.0)
(s5065 5.0)
(s5066 2.0)
(s5068 4.0)
(s5069 5.0)
(s5070 5.0)
(s5071 2.0)
(s5073 4.0)
(s5074 5.0)
(s5075 5.0)
(s5076 2.0)
(s5078 4.0)
(s5079 5.0)
(s5080 5.0)
(s5081 2.0)
(s5083 4.0)
(s5084 5.0)
(s5085 5.0)
(s5086 2.0)
(s5088 4.0)
(s5089 5.0)
(s5090 5.0)
(s5091 2.0)
(s5093 4.0)
(s5094 5.0)
(s5095 5.0)
(s5096 2.0)
(s5098 4.0)
(s5099 5.0)
(s5100 5.0)
(s5101 2.0)
(s5103 4.0)
(s5104 5.0)
(s5105 5.0)
(s5106 2.0)
(s5108 4.0)
(s5109 5.0)
(s5110 5.0)
(s5111 2.0)
(s5113 4.0)
(s5114 5.0)
(s5115 5.0)
(s5116 2.0)
(s5118 4.0)
(s5119 5.0)
(s5120 5.0)
(s5121 2.0)
(s5123 4.0)
(s5124 5.0)
(s5125 5.0)
(s5126 2.0)
(s5128 4.0)
(s5129 5.0)
(s5130 5.0)
(s5131 2.0)
(s5133 4.0)
(s5134 5.0)
(s5135 5.0)
(s5136 2.0)
(s5138 4.0)
(s5139 5.0)
(s5140 5.0)
(s5141 2.0)
(s5143 4.0)
(s5144 5.0)
(s5145 5.0)
(s5146 2.0)
(s5148 4.0)
(s5149 5.0)
(s5150 5.0)
(s5151 2.0)
(s5153 4.0)
(s5154 5.0)
(s5155 5.0)
(s5156 2.0)
(s5158 4.0)
(s5159 5.0)
(s5160 5.0)
(s5161 2.0)
(s5163 4.0)
(s5164 5.0)
(s5165 5.0)
(s5166 2.0)
(s5168 4.0)
(s5169 5.0)
(s5170 5.0)
(s5171 2.0)
(s5173 4.0)
(s5174 5.0)
(s5175 5.0)
(s5176 2.0)
(s5178 4.0)
(s5179 5.0)
(s5180 5.0)
(s5181 2.0)
(s5183 4.0)
(s5184 5.0)
(s5185 5.0)
(s5186 2.0)
(s5188 4.0)
(s5189 5.0)
(s5190 5.0)
(s5191 2.0)
(s5193 4.0)
(s5194 5.0)
(s5195 5.0)
(s5196 2.0)
(s5198 4.0)
(s5199 5.0)
(s5200 5.0)
(s5201 2.0)
(s5203 4.0)
(s5204 5.0)
(s5205 5.0)
(s5206 2.0)
(s5208 4.0)
(s5209 5.0)
(s5210 5.0)
(s5211 2.0)
(s5213 4.0)
(s5214 5.0)
(s5215 5.0)
(s5216 2.0)
(s5218 4.0)
(s5219 5.0)
(s5220 5.0)
(s5221 2.0)
(s5223 4.0)
(s5224 5.0)
(s5225 5.0)
(s5226 2.0)
(s5228 4.0)
(s5229 5.0)
(s5230 5.0)
(s5231 2.0)
(s5233 4.0)
(s5234 5.0)
(s5235 5.0)
(s5236 2.0)
(s5238 4.0)
(s5239 5.0)
(s5240 5.0)
(s5241 2.0)
(s5243 4.0)
(s5244 5.0)
(s5245 5.0)
(s5246 2.0)
(s5248 4.0)
(s5249 5.0)
(s5250 5.0)
(s5251 2.0)
(s5253 4.0)
(s5254 5.0)
(s5255 5.0)
(s5256 2.0)
(s5258 4.0)
(s5259 5.0)
(s5260 5.0)
(s5261 2.0)
(s5263 4.0)
(s5264 5.0)
(s5265 5.0)
(s5266 2.0)
(s5268 4.0)
(s5269 5.0)
(s5270 5.0)
(s5271 2.0)
(s5273 4.0)
(s5274 5.0)
(s5275 5.0)
(s5276 2.0)
(s5278 4.0)
(s5279 5.0)
(s5280 5.0)
(s5281 2.0)
(s5283 4.0)
(s5284 5.0)
(s5285 5.0)
(s5286 2.0)
(s5288 4.0)
(s5289 5.0)
(s5290 5.0)
(s5291 2.0)
(s5293 4.0)
(s5294 5.0)
(s5295 5.0)
(s5296 2.0)
(s5298 4.0)
(s5299 5.0)
(s5300 5.0)
(s5301 2.0)
(s5303 4.0)
(s5304 5.0)
(s5305 5.0)
(s5306 2.0)
(s5308 4.0)
(s5309 5.0)
(s5310 5.0)
(s5311 2.0)
(s5313 4.0)
(s5314 5.0)
(s5315 5.0)
(s5316 2.0)
(s5318 4.0)
(s5319 5.0)
(s5320 5.0)
(s5321 2.0)
(s5323 4.0)
(s5324 5.0)
(s5325 5.0)
(s5326 2.0)
(s5328 4.0)
(s5329 5.0)
(s5330 5.0)
(s5331 2.0)
(s5333 4.0)
(s5334 5.0)
(s5335 5.0)
(s5336 2.0)
(s5338 4.0)
(s5339 5.0)
(s5340 5.0)
(s5341 2.0)
(s5343 4.0)
(s5344 5.0)
(s5345 5.0)
(s5346 2.0)
(s5348 4.0)
(s5349 5.0)
(s5350 5.0)
(s5351 2.0)
(s5353 4.0)
(s5354 5.0)
(s5355 5.0)
(s5356 2.0)
(s5358 4.0)
(s5359 5.0)
(s5360 5.0)
(s5361 2.0)
(s5363 4.0)
(s5364 5.0)
(s5365 5.0)
(s5366 2.0)
(s5368 4.0)
(s5369 5.0)
(s5370 5.0)
(s5371 2.0)
(s5373 4.0)
(s5374 5.0)
(s5375 5.0)
(s5376 2.0)
(s5378 4.0)
(s5379 5.0)
(s5380 5.0)
(s5381 2.0)
(s5383 4.0)
(s5384 5.0)
(s5385 5.0)
(s5386 2.0)
(s5388 4.0)
(s5389 5.0)
(s5390 5.0)
(s5391 2.0)
(s5393 4.0)
(s5394 5.0)
(s5395 5.0)
(s5396 2.0)
(s5398 4.0)
(s5399 5.0)
(s5400 5.0)
(s5401 2.0)
(s5403 4.0)
(s5404 5.0)
(s5405 5.0)
(s5406 2.0)
(s5408 4.0)
(s5409 5.0)
(s5410 5.0)
(s5411 2.0)
(s5413 4.0)
(s5414 5.0)
(s5415 5.0)
(s5416 2.0)
(s5418 4.0)
(s5419 5.0)
(s5420 5.0)
(s5421 2.0)
(s5423 4.0)
(s5424 5.0)
(s5425 5.0)
(s5426 2.0)
(s5428 4.0)
(s5429 5.0)
(s5430 5.0)
(s5431 2.0)
(s5433 4.0)
(s5434 5.0)
(s5435 5.0)
(s5436 2.0)
(s5438 4.0)
(s5439 5.0)
(s5440 5.0)
(s5441 2.0)
(s5443 4.0)
(s5444 5.0)
(s5445 5.0)
(s5446 2.0)
(s5448 4.0)
(s5449 5.0)
(s5450 5.0)
(s5451 2.0)
(s5453 4.0)
(s5454 5.0)
(s5455 5.0)
(s5456 2.0)
(s5458 4.0)
(s5459 5.0)
(s5460 5.0)
(s5461 2.0)
(s5463 4.0)
(s5464 5.0)
(s5465 5.0)
(s5466 2.0)
(s5468 4.0)
(s5469 5.0)
(s5470 5.0)
(s5471 2.0)
(s5473 4.0)
(s5474 5.0)
(s5475 5.0)
(s5476 2.0)
(s5478 4.0)
(s5479 5.0)
(s5480 5.0)
(s5481 2.0)
(s5483 4.0)
(s5484 5.0)
(s5485 5.0)
(s5486 2.0)
(s5488 4.0)
(s5489 5.0)
(s5490 5.0)
(s5491 2.0)
(s5493 4.0)
(s5494 5.0)
(s5495 5.0)
(s5496 2.0)
(s5498 4.0)
(s5499 5.0)
(s5500 5.0)
(s5501 2.0)
(s5503 4.0)
(s5504 5.0)
(s5505 5.0)
(s5506 2.0)
(s5508 4.0)
(s5509 5.0)
(s5510 5.0)
(s5511 2.0)
(s5513 4.0)
(s5514 5.0)
(s5515 5.0)
(s5516 2.0)
(s5518 4.0)
(s5519 5.0)
(s5520 5.0)
(s5521 2.0)
(s5523 4.0)
(s5524 5.0)
(s5525 5.0)
(s5526 2.0)
(s5528 4.0)
(s5529 5.0)
(s5530 5.0)
(s5531 2.0)
(s5533 4.0)
(s5534 5.0)
(s5535 5.0)
(s5536 2.0)
(s5538 4.0)
(s5539 5.0)
(s5540 5.0)
(s5541 2.0)
(s5543 4.0)
(s5544 5.0)
(s5545 5.0)
(s5546 2.0)
(s5548 4.0)
(s5549 5.0)
(s5550 5.0)
(s5551 2.0)
(s5553 4.0)
(s5554 5.0)
(s5555 5.0)
(s5556 2.0)
(s5558 4.0)
(s5559 5.0)
(s5560 5.0)
(s5561 2.0)
(s5563 4.0)
(s5564 5.0)
(s5565 5.0)
(s5566 2.0)
(s5568 4.0)
(s5569 5.0)
(s5570 5.0)
(s5571 2.0)
(s5573 4.0)
(s5574 5.0)
(s5575 5.0)
(s5576 2.0)
(s5578 4.0)
(s5579 5.0)
(s5580 5.0)
(s5581 2.0)
(s5583 4.0)
(s5584 5.0)
(s5585 5.0)
(s5586 2.0)
(s5588 4.0)
(s5589 5.0)
(s5590 5.0)
(s5591 2.0)
(s5593 4.0)
(s5594 5.0)
(s5595 5.0)
(s5596 2.0)
(s5598 4.0)
(s5599 5.0)
(s5600 5.0)
(s5601 2.0)
(s5603 4.0)
(s5604 5.0)
(s5605 5.0)
(s5606 2.0)
(s5608 4.0)
(s5609 5.0)
(s5610 5.0)
(s5611 2.0)
(s5613 4.0)
(s5614 5.0)
(s5615 5.0)
(s5616 2.0)
(s5618 4.0)
(s5619 5.0)
(s5620 5.0)
(s5621 2.0)
(s5623 4.0)
(s5624 5.0)
(s5625 5.0)
(s5626 2.0)
(s5628 4.0)
(s5629 5.0)
(s5630 5.0)
(s5631 2.0)
(s5633 4.0)
(s5634 5.0)
(s5635 5.0)
(s5636 2.0)
(s5638 4.0)
(s5639 5.0)
(s5640 5.0)
(s5641 2.0)
(s5643 4.0)
(s5644 5.0)
(s5645 5.0)
(s5646 2.0)
(s5648 4.0)
(s5649 5.0)
(s5650 5.0)
(s5651 2.0)
(s5653 4.0)
(s5654 5.0)
(s5655 5.0)
(s5656 2.0)
(s5658 4.0)
(s5659 5.0)
(s5660 5.0)
(s5661 2.0)
(s5663 4.0)
(s5664 5.0)
(s5665 5.0)
(s5666 2.0)
(s5668 4.0)
(s5669 5.0)
(s5670 5.0)
(s5671 2.0)
(s5673 4.0)
(s5674 5.0)
(s5675 5.0)
(s5676 2.0)
(s5678 4.0)
(s5679 5.0)
(s5680 5.0)
(s5681 2.0)
(s5683 4.0)
(s5684 5.0)
(s5685 5.0)
(s5686 2.0)
(s5688 4.0)
(s5689 5.0)
(s5690 5.0)
(s5691 2.0)
(s5693 4.0)
(s5694 5.0)
(s5695 5.0)
(s5696 2.0)
(s5698 4.0)
(s5699 5.0)
(s5700 5.0)
(s5701 2.0)
(s5703 4.0)
(s5704 5.0)
(s5705 5.0)
(s5706 2.0)
(s5708 4.0)
(s5709 5.0)
(s5710 5.0)
(s5711 2.0)
(s5713 4.0)
(s5714 5.0)
(s5715 5.0)
(s5716 2.0)
(s5718 4.0)
(s5719 5.0)
(s5720 5.0)
(s5721 2.0)
(s5723 4.0)
(s5724 5.0)
(s5725 5.0)
(s5726 2.0)
(s5728 4.0)
(s5729 5.0)
(s5730 5.0)
(s5731 2.0)
(s5733 4.0)
(s5734 5.0)
(s5735 5.0)
(s5736 2.0)
(s5738 4.0)
(s5739 5.0)
(s5740 5.0)
(s5741 2.0)
(s5743 4.0)
(s5744 5.0)
(s5745 5.0)
(s5746 2.0)
(s5748 4.0)
(s5749 5.0)
(s5750 5.0)
(s5751 2.0)
(s5753 4.0)
(s5754 5.0)
(s5755 5.0)
(s5756 2.0)
(s5758 4.0)
(s5759 5.0)
(s5760 5.0)
(s5761 2.0)
(s5763 4.0)
(s5764 5.0)
(s5765 5.0)
(s5766 2.0)
(s5768 4.0)
(s5769 5.0)
(s5770 5.0)
(s5771 2.0)
(s5773 4.0)
(s5774 5.0)
(s5775 5.0)
(s5776 2.0)
(s5778 4.0)
(s5779 5.0)
(s5780 5.0)
(s5781 2.0)
(s5783 4.0)
(s5784 5.0)
(s5785 5.0)
(s5786 2.0)
(s5788 4.0)
(s5789 5.0)
(s5790 5.0)
(s5791 2.0)
(s5793 4.0)
(s5794 5.0)
(s5795 5.0)
(s5796 2.0)
(s5798 4.0)
(s5799 5.0)
(s5800 5.0)
(s5801 2.0)
(s5803 4.0)
(s5804 5.0)
(s5805 5.0)
(s5806 2.0)
(s5808 4.0)
(s5809 5.0)
(s5810 5.0)
(s5811 2.0)
(s5813 4.0)
(s5814 5.0)
(s5815 5.0)
(s5816 2.0)
(s5818 4.0)
(s5819 5.0)
(s5820 5.0)
(s5821 2.0)
(s5823 4.0)
(s5824 5.0)
(s5825 5.0)
(s5826 2.0)
(s5828 4.0)
(s5829 5.0)
(s5830 5.0)
(s5831 2.0)
(s5833 4.0)
(s5834 5.0)
(s5835 5.0)
(s5836 2.0)
(s5838 4.0)
(s5839 5.0)
(s5840 5.0)
(s5841 2.0)
(s5843 4.0)
(s5844 5.0)
(s5845 5.0)
(s5846 2.0)
(s5848 4.0)
(s5849 5.0)
(s5850 5.0)
(s5851 2.0)
(s5853 4.0)
(s5854 5.0)
(s5855 5.0)
(s5856 2.0)
(s5858 4.0)
(s5859 5.0)
(s5860 5.0)
(s5861 2.0)
(s5863 4.0)
(s5864 5.0)
(s5865 5.0)
(s5866 2.0)
(s5868 4.0)
(s5869 5.0)
(s5870 5.0)
(s5871 2.0)
(s5873 4.0)
(s5874 5.0)
(s5875 5.0)
(s5876 2.0)
(s5878 4.0)
(s5879 5.0)
(s5880 5.0)
(s5881 2.0)
(s5883 4.0)
(s5884 5.0)
(s5885 5.0)
(s5886 2.0)
(s5888 4.0)
(s5889 5.0)
(s5890 5.0)
(s5891 2.0)
(s5893 4.0)
(s5894 5.0)
(s5895 5.0)
(s5896 2.0)
(s5898 4.0)
(s5899 5.0)
(s5900 5.0)
(s5901 2.0)
(s5903 4.0)
(s5904 5.0)
(s5905 5.0)
(s5906 2.0)
(s5908 4.0)
(s5909 5.0)
(s5910 5.0)
(s5911 2.0)
(s5913 4.0)
(s5914 5.0)
(s5915 5.0)
(s5916 2.0)
(s5918 4.0)
(s5919 5.0)
(s5920 5.0)
(s5921 2.0)
(s5923 4.0)
(s5924 5.0timeout
) org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20152 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20152 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58336ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58433ms
[2024-05-23 23:41:38] [INFO ] Invariant cache hit.
[2024-05-23 23:41:41] [INFO ] Implicit Places using invariants in 2379 ms returned []
Implicit Place search using SMT only with invariants took 2385 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:41:41] [INFO ] Invariant cache hit.
[2024-05-23 23:41:41] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30132 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78187ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78282ms
Finished structural reductions in LTL mode , in 1 iterations and 140081 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 333 ms :[(NOT p2), (NOT p2), (NOT p2), true, (NOT p1), (NOT p1), (NOT p2), (AND (NOT p1) (NOT p2) p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-03
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 2 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-03 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-03 finished in 140473 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((p0||X(X(G(p1))))))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 895 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:43:01] [INFO ] Invariant cache hit.
[2024-05-23 23:43:01] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20128 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20129 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58074ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58170ms
[2024-05-23 23:43:59] [INFO ] Invariant cache hit.
[2024-05-23 23:44:01] [INFO ] Implicit Places using invariants in 2281 ms returned []
Implicit Place search using SMT only with invariants took 2282 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:44:01] [INFO ] Invariant cache hit.
[2024-05-23 23:44:01] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30127 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30152 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 77283ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 77371ms
Finished structural reductions in LTL mode , in 1 iterations and 138745 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 183 ms :[true, (AND (NOT p0) (NOT p1)), (NOT p1), (NOT p1), (AND (NOT p0) (NOT p1))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-04
Product exploration timeout after 12590 steps with 0 reset in 10006 ms.
Product exploration timeout after 12100 steps with 0 reset in 10003 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND (NOT p0) p1), (X (NOT p0))]
False Knowledge obtained : []
Knowledge based reduction with 2 factoid took 147 ms. Reduced automaton from 5 states, 6 edges and 2 AP (stutter sensitive) to 5 states, 6 edges and 1 AP (stutter sensitive).
Stuttering acceptance computed with spot in 164 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
RANDOM walk for 41033 steps (8 resets) in 4223 ms. (9 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5876 ms. (6 steps per ms) remains 1/1 properties
Probabilistic random walk after 47034 steps, saw 47017 distinct states, run finished after 6004 ms. (steps per millisecond=7 ) properties seen :0
[2024-05-23 23:45:49] [INFO ] Invariant cache hit.
[2024-05-23 23:45:49] [INFO ] State equation strengthened by 2000 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/1 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 4/5 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/5 variables, 0/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (OVERLAPS) 8/13 variables, 5/6 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/13 variables, 1/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/13 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (OVERLAPS) 0/13 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Real declared 13/26001 variables, and 7 constraints, problems are : Problem set: 0 solved, 1 unsolved in 122 ms.
Refiners :[Positive P Invariants (semi-flows): 1/2000 constraints, State Equation: 5/10000 constraints, ReadFeed: 1/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 1 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/1 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 4/5 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
[2024-05-23 23:45:49] [INFO ] Deduced a trap composed of 3 places in 46 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/5 variables, 1/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/5 variables, 0/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (OVERLAPS) 8/13 variables, 5/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/13 variables, 1/8 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/13 variables, 1/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/13 variables, 0/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 8 (OVERLAPS) 0/13 variables, 0/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Int declared 13/26001 variables, and 9 constraints, problems are : Problem set: 0 solved, 1 unsolved in 168 ms.
Refiners :[Positive P Invariants (semi-flows): 1/2000 constraints, State Equation: 5/10000 constraints, ReadFeed: 1/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 1/1 constraints]
After SMT, in 344ms problems are : Problem set: 0 solved, 1 unsolved
Finished Parikh walk after 1003 steps, including 0 resets, run visited all 1 properties in 97 ms. (steps per millisecond=10 )
Parikh walk visited 1 properties in 101 ms.
Knowledge obtained : [(AND (NOT p0) p1), (X (NOT p0))]
False Knowledge obtained : [(F (NOT p1))]
Knowledge based reduction with 2 factoid took 87 ms. Reduced automaton from 5 states, 6 edges and 1 AP (stutter sensitive) to 5 states, 6 edges and 1 AP (stutter sensitive).
Stuttering acceptance computed with spot in 126 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Stuttering acceptance computed with spot in 136 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Support contains 1 out of 10000 places. Attempting structural reductions.
Property had overlarge support with respect to TGBA, discarding it for now.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 1045 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:45:51] [INFO ] Invariant cache hit.
[2024-05-23 23:45:51] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20150 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 56954ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 57046ms
[2024-05-23 23:46:48] [INFO ] Invariant cache hit.
[2024-05-23 23:46:50] [INFO ] Implicit Places using invariants in 2294 ms returned []
Implicit Place search using SMT only with invariants took 2296 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:46:50] [INFO ] Invariant cache hit.
[2024-05-23 23:46:50] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30145 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78816ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78927ms
Finished structural reductions in LTL mode , in 1 iterations and 139362 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [p1]
False Knowledge obtained : []
Knowledge based reduction with 1 factoid took 94 ms. Reduced automaton from 5 states, 6 edges and 1 AP (stutter sensitive) to 5 states, 6 edges and 1 AP (stutter sensitive).
Stuttering acceptance computed with spot in 189 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
RANDOM walk for 42375 steps (8 resets) in 3868 ms. (10 steps per ms) remains 1/1 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5373 ms. (7 steps per ms) remains 1/1 properties
Probabilistic random walk after 47034 steps, saw 47017 distinct states, run finished after 6003 ms. (steps per millisecond=7 ) properties seen :0
[2024-05-23 23:48:19] [INFO ] Invariant cache hit.
[2024-05-23 23:48:19] [INFO ] State equation strengthened by 2000 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/1 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 4/5 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/5 variables, 0/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (OVERLAPS) 8/13 variables, 5/6 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/13 variables, 1/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/13 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (OVERLAPS) 0/13 variables, 0/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Real declared 13/26001 variables, and 7 constraints, problems are : Problem set: 0 solved, 1 unsolved in 89 ms.
Refiners :[Positive P Invariants (semi-flows): 1/2000 constraints, State Equation: 5/10000 constraints, ReadFeed: 1/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 1 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/1 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 1 (OVERLAPS) 4/5 variables, 1/1 constraints. Problems are: Problem set: 0 solved, 1 unsolved
[2024-05-23 23:48:19] [INFO ] Deduced a trap composed of 3 places in 33 ms of which 1 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/5 variables, 1/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/5 variables, 0/2 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 4 (OVERLAPS) 8/13 variables, 5/7 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/13 variables, 1/8 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/13 variables, 1/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/13 variables, 0/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
At refinement iteration 8 (OVERLAPS) 0/13 variables, 0/9 constraints. Problems are: Problem set: 0 solved, 1 unsolved
No progress, stopping.
After SMT solving in domain Int declared 13/26001 variables, and 9 constraints, problems are : Problem set: 0 solved, 1 unsolved in 141 ms.
Refiners :[Positive P Invariants (semi-flows): 1/2000 constraints, State Equation: 5/10000 constraints, ReadFeed: 1/2000 constraints, PredecessorRefiner: 1/1 constraints, Known Traps: 1/1 constraints]
After SMT, in 278ms problems are : Problem set: 0 solved, 1 unsolved
Finished Parikh walk after 1003 steps, including 0 resets, run visited all 1 properties in 104 ms. (steps per millisecond=9 )
Parikh walk visited 1 properties in 105 ms.
Knowledge obtained : [p1]
False Knowledge obtained : [(F (NOT p1))]
Knowledge based reduction with 1 factoid took 96 ms. Reduced automaton from 5 states, 6 edges and 1 AP (stutter sensitive) to 5 states, 6 edges and 1 AP (stutter sensitive).
Stuttering acceptance computed with spot in 144 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Stuttering acceptance computed with spot in 158 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Stuttering acceptance computed with spot in 150 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Product exploration timeout after 13660 steps with 0 reset in 10010 ms.
Product exploration timeout after 13460 steps with 0 reset in 10009 ms.
Applying partial POR strategy [true, true, false, false, false]
Stuttering acceptance computed with spot in 163 ms :[true, (NOT p1), (NOT p1), (NOT p1), (NOT p1)]
Support contains 1 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 3072 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:48:43] [INFO ] Invariant cache hit.
[2024-05-23 23:48:43] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20129 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 57637ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 57746ms
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:49:41] [INFO ] Invariant cache hit.
[2024-05-23 23:49:41] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30147 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 77941ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78047ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 138955 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Support contains 1 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 965 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:51:00] [INFO ] Invariant cache hit.
[2024-05-23 23:51:00] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20154 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58895ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58997ms
[2024-05-23 23:51:59] [INFO ] Invariant cache hit.
[2024-05-23 23:52:01] [INFO ] Implicit Places using invariants in 2355 ms returned []
Implicit Place search using SMT only with invariants took 2358 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:52:02] [INFO ] Invariant cache hit.
[2024-05-23 23:52:02] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 timeout
5.0)
(s1841 2.0)
(s1843 4.0) org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78842ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78946ms
Finished structural reductions in LTL mode , in 1 iterations and 141346 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-04 finished in 621488 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||G(p1)))))'
Support contains 3 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 884 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:53:22] [INFO ] Invariant cache hit.
[2024-05-23 23:53:22] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 57670ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 57763ms
[2024-05-23 23:54:20] [INFO ] Invariant cache hit.
[2024-05-23 23:54:22] [INFO ] Implicit Places using invariants in 2492 ms returned []
Implicit Place search using SMT only with invariants took 2493 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:54:22] [INFO ] Invariant cache hit.
[2024-05-23 23:54:22] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30129 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 5)
(s2865 5)
(s2866 2)
(s2868 4)
(s2869 5)
(s2870 5)
(s2871 2)
(s2873 4)
(s2874 5)
(s2875 5)
(s2876 2)
(s2878 4)
(s2879 5)
(s2880 5)
(s2881 2)
(s2883 4)
(s2884 5)
(s2885 5)
(s2886 2)
(s2888 4)
(s2889 5)
(s2890 5)
(s2891 2)
(s2893 4)
(s2894 5)
(s2895 5)
(s2896 2)
(s2898 4)
(s2899 5)
(s2900 5)
(s2901 2)
(s2903 4)
(s2904 5)
(s2905 5)
(s2906 2)
(s2908 4)
(s2909 5)
(s2910 5)
(s2911 2)
(s2913 4)
(s2914 5)
(s2915 5)
(s2916 2)
(s2918 4)
(s2919 5)
(s2920 5)
(s2921 2)
(s2923 4)
(s2924 5)
(s2925 5)
(s2926 2)
(s2928 4)
(s2929 5)
(s2930 5)
(s2931 2)
(s2933 4)
(s2934 5)
(s2935 5)
(s2936 2)
(s2938 4)
(s2939 5)
(s2940 5)
(s2941 2)
(s2943 4)
(s2944 5)
(s2945 5)
(s2946 2)
(s2948 4)
(s2949 5)
(s2950 5)
(s2951 2)
(s2953 4)
(s2954 5)
(s2955 5)
(s2956 2)
(s2958 4)
(s2959 5)
(s2960 5)
(s2961 2)
(s2963 4)
(s2964 5)
(s2965 5)
(s2966 2)
(s2968 4)
(s2969 5)
(s2970 5)
(s2971 2)
(s2973 4)
(s2974 5)
(s2975 5)
(s2976 2)
(s2978 4)
(s2979 5)
(s2980 5)
(s2981 2)
(s2983 4)
(s2984 5)
(s2985 5)
(s2986 2)
(s2988 4)
(s2989 5)
(s2990 5)
(s2991 2)
(s2993 4)
(s2994 5)
(s2995 5)
(s2996 2)
(s2998 4)
(s2999 5)
(s3000 5)
(s3001 2)
(s3003 4)
(s3004 5)
(s3005 5)
(s3006 2)
(s3008 4)
(s3009 5)
(s3010 5)
(s3011 2)
(s3013 4)
(s3014 5)
(s3015 5)
(s3016 2)
(s3018 4)
(s3019 5)
(s3020 5)
(s3021 2)
(s3023 4)
(s3024 5)
(s3025 5)
(s3026 2)
(s3028 4)
(s3029 5)
(s3030 5)
(s3031 2)
(s3033 4)
(s3034 5)
(s3035 5)
(s3036 2)
(s3038 4)
(s3039 5)
(s3040 5)
(s3041 2)
(s3043 4)
(s3044 5)
(s3045 5)
(s3046 2)
(s3048 4)
(s3049 5)
(s3050 5)
(s3051 2)
(s3053 4)
(s3054 5)
(s3055 5)
(s3056 2)
(s3058 4)
(s3059 5)
(s3060 5)
(s3061 2)
(s3063 4)
(s3064 5)
(s3065 5)
(s3066 2)
(s3068 4)
(s3069 5)
(s3070 5)
(s3071 2)
(s3073 4)
(s3074 5)
(s3075 5)
(s3076 2)
(s3078 4)
(s3079 5)
(s3080 5)
(s3081 2)
(s3083 4)
(s3084 5)
(s3085 5)
(s3086 2)
(s3088 4)
(s3089 5)
(s3090 5)
(s3091 2)
(s3093 4)
(s3094 5)
(s3095 5)
(s3096 2)
(s3098 4)
(s3099 5)
(s3100 5)
(s3101 2)
(s3103 4)
(s3104 5)
(s3105 5)
(s3106 2)
(s3108 4)
(s3109 5)
(s3110 5)
(s3111 2)
(s3113 4)
(s3114 5)
(s3115 5)
(s3116 2)
(s3118 4)
(s3119 5)
(s3120 5)
(s3121 2)
(s3123 4)
(s3124 5)
(s3125 5)
(s3126 2)
(s3128 4)
(s3129 5)
(s3130 5)
(s3131 2)
(s3133 4)
(s3134 5)
(s3135 5)
(s3136 2)
(s3138 4)
(s3139 5)
(s3140 5)
(s3141 2)
(s3143 4)
(s3144 5)
(s3145 5)
(s3146 2)
(s3148 4)
(s3149 5)
(s3150 5)
(s3151 2)
(s3153 4)
(s3154 5)
(s3155 5)
(s3156 2)
(s3158 4)
(s3159 5)
(s3160 5)
(s3161 2)
(s3163 4)
(s3164 5)
(s3165 5)
(s3166 2)
(s3168 4)
(s3169 5)
(s3170 5)
(s3171 2)
(s3173 4)
(s3174 5)
(s3175 5)
(s3176 2)
(s3178 4)
(s3179 5)
(s3180 5)
(s3181 2)
(s3183 4)
(s3184 5)
(s3185 5)
(s3186 2)
(s3188 4)
(s3189 5)
(s3190 5)
(s3191 2)
(s3193 4)
(s3194 5)
(s3195 5)
(s3196 2)
(s3198 4)
(s3199 5)
(s3200 5)
(s3201 2)
(s3203 4)
(s3204 5)
(s3205 5)
(s3206 2)
(s3208 4)
(s3209 5)
(s3210 5)
(s3211 2)
(s3213 4)
(s3214 5)
(s3215 5)
(s3216 2)
(s3218 4)
(s3219 5)
(s3220 5)
(s3221 2)
(s3223 4)
(s3224 5)
(s3225 5)
(s3226 2)
(s3228 4)
(s3229 5)
(s3230 5)
(s3231 2)
(s3233 4)
(s3234 5)
(s3235 5)
(s3236 2)
(s3238 4)
(s3239 5)
(s3240 5)
(s3241 2)
(s3243 4)
(s3244 5)
(s3245 5)
(s3246 2)
(s3248 4)
(s3249 5)
(s3250 5)
(s3251 2)
(s3253 4)
(s3254 5)
(s3255 5)
(s3256 2)
(s3258 4)
(s3259 5)
(s3260 5)
(s3261 2)
(s3263 4)
(s3264 5)
(s3265 5)
(s3266 2)
(s3268 4)
(s3269 5)
(s3270 5)
(s3271 2)
(s3273 4)
(s3274 5)
(s3275 5)
(s3276 2)
(s3278 4)
(s3279 5)
(s3280 5)
(s3281 2)
(s3283 4)
(s3284 5)
(s3285 5)
(s3286 2)
(s3288 4)
(s3289 5)
(s3290 5)
(s3291 2)
(s3293 4)
(s3294 5)
(s3295 5)
(s3296 2)
(s3298 4)
(s3299 5)
(s3300 5)
(s3301 2)
(s3303 4)
(s3304 5)
(s3305 5)
(s3306 2)
(s3308 4)
(s3309 5)
(s3310 5)
(s3311 2)
(s3313 4)
(s3314 5)
(s3315 5)
(s3316 2)
(s3318 4)
(s3319 5)
(s3320 5)
(s3321 2)
(s3323 4)
(s3324 5)
(s3325 5)
(s3326 2)
(s3328 4)
(s3329 5)
(s3330 5)
(s3331 2)
(s3333 4)
(s3334 5)
(s3335 5)
(s3336 2)
(s3338 4)
(s3339 5)
(s3340 5)
(s3341 2)
(s3343 4)
(s3344 5)
(s3345 5)
(s3346 2)
(s3348 4)
(s3349 5)
(s3350 5)
(s3351 2)
(s3353 4)
(s3354 5)
(s3355 5)
(s3356 2)
(s3358 4)
(s3359 5)
(s3360 5)
(s3361 2)
(s3363 4)
(s3364 5)
(s3365 5)
(s3366 2)
(s3368 4)
(s3369 5)
(s3370 5)
(s3371 2)
(s3373 4)
(s3374 5)
(s3375 5)
(s3376 2)
(s3378 4)
(s3379 5)
(s3380 5)
(s3381 2)
(s3383 4)
(s3384 5)
(s3385 5)
(s3386 2)
(s3388 4)
(s3389 5)
(s3390 5)
(s3391 2)
(s3393 4)
(s3394 5)
(s3395 5)
(s3396 2)
(s3398 4)
(s3399 5)
(s3400 5)
(s3401 2)
(s3403 4)
(s3404 5)
(s3405 5)
(s3406 2)
(s3408 4)
(s3409 5)
(s3410 5)
(s3411 2)
(s3413 4)
(s3414 5)
(s3415 5)
(s3416 2)
(s3418 4)
(s3419 5)
(s3420 5)
(s3421 2)
(s3423 4)
(s3424 5)
(s3425 5)
(s3426 2)
(s3428 4)
(s3429 5)
(s3430 5)
(s3431 2)
(s3433 4)
(s3434 5)
(s3435 5)
(s3436 2)
(s3438 4)
(s3439 5)
(s3440 5)
(s3441 2)
(s3443 4)
(s3444 5)
(s3445 5)
(s3446 2)
(s3448 4)
(s3449 5)
(s3450 5)
(s3451 2)
(s3453 4)
(s3454 5)
(s3455 5)
(s3456 2)
(s3458 4)
(s3459 5)
(s3460 5)
(s3461 2)
(s3463 4)
(s3464 5)
(s3465 5)
(s3466 2)
(s3468 4)
(s3469 5)
(s3470 5)
(s3471 2)
(s3473 4)
(s3474 5)
(s3475 5)
(s3476 2)
(s3478 4)
(s3479 5)
(s3480 5)
(s3481 2)
(s3483 4)
(s3484 5)
(s3485 5)
(s3486 2)
(s3488 4)
(s3489 5)
(s3490 5)
(s3491 2)
(s3493 4)
(s3494 5)
(s3495 5)
(s3496 2)
(s3498 4)
(s3499 5)
(s3500 5)
(s3501 2)
(s3503 4)
(s3504 5)
(s3505 5)
(s3506 2)
(s3508 4)
(s3509 5)
(s3510 5)
(s3511 2)
(s3513 4)
(s3514 5)
(s3515 5)
(s3516 2)
(s3518 4)
(s3519 5)
(s3520 5)
(s3521 2)
(s3523 4)
(s3524 5)
(s3525 5)
(s3526 2)
(s3528 4)
(s3529 5)
(s3530 5)
(s3531 2)
(s3533 4)
(s3534 5)
(s3535 5)
(s3536 2)
(s3538 4)
(s3539 5)
(s3540 5)
(s3541 2)
(s3543 4)
(s3544 5)
(s3545 5)
(s3546 2)
(s3548 4)
(s3549 5)
(s3550 5)
(s3551 2)
(s3553 4)
(s3554 5)
(s3555 5)
(s3556 2)
(s3558 4)
(s3559 5)
(s3560 5)
(s3561 2)
(s3563 4)
(s3564 5)
(s3565 5)
(s3566 2)
(s3568 4)
(s3569 5)
(s3570 5)
(s3571 2)
(s3573 4)
(s3574 5)
(s3575 5)
(s3576 2)
(s3578 4)
(s3579 5)
(s3580 5)
(s3581 2)
(s3583 4)
(s3584 5)
(s3585 5)
(s3586 2)
(s3588 4)
(s3589 5)
(s3590 5)
(s3591 2)
(s3593 4)
(s3594 5)
(s3595 5)
(s3596 2)
(s3598 4)
(s3599 5)
(s3600 5)
(s3601 2)
(s3603 4)
(s3604 5)
(s3605 5)
(s3606 2)
(s3608 4)
(s3609 5)
(s3610 5)
(s3611 2)
(s3613 4)
(s3614 5)
(s3615 5)
(s3616 2)
(s3618 4)
(s3619 5)
(s3620 5)
(s3621 2)
(s3623 4)
(s3624 5)
(s3625 5)
(s3626 2)
(s3628 4)
(s3629 5)
(s3630 5)
(s3631 2)
(s3633 4)
(s3634 5)
(s3635 5)
(s3636 2)
(s3638 4)
(s3639 5)
(s3640 5)
(s3641 2)
(s3643 4)
(s3644 5)
(s3645 5)
(s3646 2)
(s3648 4)
(s3649 5)
(s3650 5)
(s3651 2)
(s3653 4)
(s3654 5)
(s3655 5)
(s3656 2)
(s3658 4)
(s3659 5)
(s3660 5)
(s3661 2)
(s3663 4)
(s3664 5)
(s3665 5)
(s3666 2)
(s3668 4)
(s3669 5)
(s3670 5)
(s3671 2)
(s3673 4)
(s3674 5)
(s3675 5)
(s3676 2)
(s3678 4)
(s3679 5)
(s3680 5)
(s3681 2)
(s3683 4)
(s3684 5)
(s3685 5)
(s3686 2)
(s3688 4)
(s3689 5)
(s3690 5)
(s3691 2)
(s3693 4)
(s3694 5)
(s3695 5)
(s3696 2)
(s3698 4)
(s3699 5)
(s3700 5)
(s3701 2)
(s3703 4)
(s3704 5)
(s3705 5)
(s3706 2)
(s3708 4)
(s3709 5)
(s3710 5)
(s3711 2)
(s3713 4)
(s3714 5)
(s3715 5)
(s3716 2)
(s3718 4)
(s3719 5)
(s3720 5)
(s3721 2)
(s3723 4)
(s3724 5)
(s3725 5)
(s3726 2)
(s3728 4)
(s3729 5)
(s3730 5)
(s3731 2)
(s3733 4)
(s3734 5)
(s3735 5)
(s3736 2)
(s3738 4)
(s3739 5)
(s3740 5)
(s3741 2)
(s3743 4)
(s3744 5)
(s3745 5)
(s3746 2)
(s3748 4)
(s3749 5)
(s3750 5)
(s3751 2)
(s3753 4)
(s3754 5)
(s3755 5)
(s3756 2)
(s3758 4)
(s3759 5)
(s3760 5)
(s3761 2)
(s3763 4)
(s3764 5)
(s3765 5)
(s3766 2)
(s3768 4)
(s3769 5)
(s3770 5)
(s3771 2)
(s3773 4)
(s3774 5)
(s3775 5)
(s3776 2)
(s3778 4)
(s3779 5)
(s3780 5)
(s3781 2)
(s3783 4)
(s3784 5)
(s3785 5)
(s3786 2)
(s3788 4)
(s3789 5)
(s3790 5)
(s3791 2)
(s3793 4)
(s3794 5)
(s3795 5)
(s3796 2)
(s3798 4)
(s3799 5)
(s3800 5)
(s3801 2)
(s3803 4)
(s3804 5)
(s3805 5)
(s3806 2)
(s3808 4)
(s3809 5)
(s3810 5)
(s3811 2)
(s3813 4)
(s3814 5)
(s3815 5)
(s3816 2)
(s3818 4)
(s3819 5)
(s3820 5)
(s3821 2)
(s3823 4)
(s3824 5)
(s3825 5)
(s3826 2)
(s3828 4)
(s3829 5)
(s3830 5)
(s3831 2)
(s3833 4)
(s3834 5)
(s3835 5)
(s3836 2)
(s3838 4)
(s3839 5)
(s3840 5)
(s3841 2)
(s3843 4)
(s3844 5)
(s3845 5)
(s3846 2)
(s3848 4)
(s3849 5)
(s3850 5)
(s3851 2)
(s3853 4)
(s3854 5)
(s3855 5)
(s3856 2)
(s3858 4)
(s3859 5)
(s3860 5)
(s3861 2)
(s3863 4)
(s3864 5)
(s3865 5)
(s3866 2)
(s3868 4)
(s3869 5)
(s3870 5)
(s3871 2)
(s3873 4)
(s3874 5)
(s3875 5)
(s3876 2)
(s3878 4)
(s3879 5)
(s3880 5)
(s3881 2)
(s3883 4)
(s3884 5)
(s3885 5)
(s3886 2)
(s3888 4)
(s3889 5)
(s3890 5)
(s3891 2)
(s3893 4)
(s3894 5)
(s3895 5)
(s3896 2)
(s3898 4)
(s3899 5)
(s3900 5)
(s3901 2)
(s3903 4)
(s3904 5)
(s3905 5)
(s3906 2)
(s3908 4)
(s3909 5)
(s3910 5)
(s3911 2)
(s3913 4)
(s3914 5)
(s3915 5)
(s3916 2)
(s3918 4)
(s3919 5)
(s3920 5)
(s3921 2)
(s3923 4)
(s3924 5)
(s3925 5)
(s3926 2)
(s3928 4)
(s3929 5)
(s3930 5)
(s3931 2)
(s3933 4)
(s3934 5)
(s3935 5)
(s3936 2)
(s3938 4)
(s3939 5)
(s3940 5)
(s3941 2)
(s3943 4)
(s3944 5)
(s3945 5)
(s3946 2)
(s3948 4)
(s3949 5)
(s3950 5)
(s3951 2)
(s3953 4)
(s3954 5)
(s3955 5)
(s3956 2)
(s3958 4)
(s3959 5)
(s3960 5)
(s3961 2)
(s3963 4)
(s3964 5)
(s3965 5)
(s3966 2)
(s3968 4)
(s3969 5)
(s3970 5)
(s3971 2)
(s3973 4)
(s3974 5)
(s3975 5)
(s3976 2)
(s3978 4)
(s3979 5)
(s3980 5)
(s3981 2)
(s3983 4)
(s3984 5)
(s3985 5)
(s3986 2)
(s3988 4)
(s3989 5)
(s3990 5)
(s3991 2)
(s3993 4)
(s3994 5)
(s3995 5)
(s3996 2)
(s3998 4)
(s3999 5)
(s4000 5)
(s4001 2)
(s4003 4)
(s4004 5)
(s4005 5)
(s4006 2)
(s4008 4)
(s4009 5)
(s4010 5)
(s4011 2)
(s4013 4)
(s4014 5)
(s4015 5)
(s4016 2)
(s4018 4)
(s4019 5)
(s4020 5)
(s4021 2)
(s4023 4)
(s4024 5)
(s4025 5)
(s4026 2)
(s4028 4)
(s4029 5)
(s4030 5)
(s4031 2)
(s4033 4)
(s4034 5)
(s4035 5)
(s4036 2)
(s4038 4)
(s4039 5)
(s4040 5)
(s4041 2)
(s4043 4)
(s4044 5)
(s4045 5)
(s4046 2)
(s4048 4)
(s4049 5)
(s4050 5)
(s4051 2)
(s4053 4)
(s4054 5)
(s4055 5)
(s4056 2)
(s4058 4)
(s4059 5)
(s4060 5)
(s4061 2)
(s4063 4)
(s4064 5)
(s4065 5)
(s4066 2)
(s4068 4)
(s4069 5)
(s4070 5)
(s4071 2)
(s4073 4)
(s4074 5)
(s4075 5)
(s4076 2)
(s4078 4)
(s4079 5)
(s4080 5)
(s4081 2)
(s4083 4)
(s4084 5)
(s4085 5)
(s4086 2)
(s4088 4)
(s4089 5)
(s4090 5)
(s4091 2)
(s4093 4)
(s4094 5)
(s4095 5)
(s4096 2)
(s4098 4)
(s4099 5)
(s4100 5)
(s4101 2)
(s4103 4)
(s4104 5)
(s4105 5)
(s4106 2)
(s4108 4)
(s4109 5)
(s4110 5)
(s4111 2)
(s4113 4)
(s4114 5)
(s4115 5)
(s4116 2)
(s4118 4)
(s4119 5)
(s4120 5)
(s4121 2)
(s4123 4)
(s4124 5)
(s4125 5)
(s4126 2)
(s4128 4)
(s4129 5)
(s4130 5)
(s4131 2)
(s4133 4)
(s4134 5)
(s4135 5)
(s4136 2)
(s4138 4)
(s4139 5)
(s4140 5)
(s4141 2)
(s4143 4)
(s4144 5)
(s4145 5)
(s4146 2)
(s4148 4)
(s4149 5)
(s4150 5)
(s4151 2)
(s4153 4)
(s4154 5)
(s4155 5)
(s4156 2)
(s4158 4)
(s4159 5)
(s4160 5)
(s4161 2)
(s4163 4)
(s4164 5)
(s4165 5)
(s4166 2)
(s4168 4)
(s4169 5)
(s4170 5)
(s4171 2)
(s4173 4)
(s4174 5)
(s4175 5)
(s4176 2)
(s4178 4)
(s4179 5)
(s4180 5)
(s4181 2)
(s4183 4)
(s4184 5)
(s4185 5)
(s4186 2)
(s4188 4)
(s4189 5)
(s4190 5)
(s4191 2)
(s4193 4)
(s4194 5)
(s4195 5)
(s4196 2)
(s4198 4)
(s4199 5)
(s4200 5)
(s4201 2)
(s4203 4)
(s4204 5)
(s4205 5)
(s4206 2)
(s4208 4)
(s4209 5)
(s4210 5)
(s4211 2)
(s4213 4)
(s4214 5)
(s4215 5)
(s4216 2)
(s4218 4)
(s4219 5)
(s4220 5)
(s4221 2)
(s4223 4)
(s4224 5)
(s4225 5)
(s4226 2)
(s4228 4)
(s4229 5)
(s4230 5)
(s4231 2)
(s4233 4)
(s4234 5)
(s4235 5)
(s4236 2)
(s4238 4)
(s4239 5)
(s4240 5)
(s4241 2)
(s4243 4)
(s4244 5)
(s4245 5)
(s4246 2)
(s4248 4)
(s4249 5)
(s4250 5)
(s4251 2)
(s4253 4)
(s4254 5)
(s4255 5)
(s4256 2)
(s4258 4)
(s4259 5)
(s4260 5)
(s4261 2)
(s4263 4)
(s4264 5)
(s4265 5)
(s4266 2)
(s4268 4)
(s4269 5)
(s4270 5)
(s4271 2)
(s4273 4)
(s4274 5)
(s4275 5)
(s4276 2)
(s4278 4)
(s4279 5)
(s4280 5)
(s4281 2)
(s4283 4)
(s4284 5)
(s4285 5)
(s4286 2)
(s4288 4)
(s4289 5)
(s4290 5)
(s4291 2)
(s4293 4)
(s4294 5)
(s4295 5)
(s4296 2)
(s4298 4)
(s4299 5)
(s4300 5)
(s4301 2)
(s4303 4)
(s4304 5)
(s4305 5)
(s4306 2)
(s4308 4)
(s4309 5)
(s4310 5)
(s4311 2)
(s4313 4)
(s4314 5)
(s4315 5)
(s4316 2)
(s4318 4)
(s4319 5)
(s4320 5)
(s4321 2)
(s4323 4)
(s4324 5)
(s4325 5)
(s4326 2)
(s4328 4)
(s4329 5)
(s4330 5)
(s4331 2)
(s4333 4)
(s4334 5)
(s4335 5)
(s4336 2)
(s4338 4)
(s4339 5)
(s4340 5)
(s4341 2)
(s4343 4)
(s4344 5)
(s4345 5)
(s4346 2)
(s4348 4)
(s4349 5)
(s4350 5)
(s4351 2)
(s4353 4)
(s4354 5)
(s4355 5)
(s4356 2)
(s4358 4)
(s4359 5)
(s4360 5)
(s4361 2)
(s4363 4)
(s4364 5)
(s4365 5)
(s4366 2)
(s4368 4)
(s4369 5)
(s4370 5)
(s4371 2)
(s4373 4)
(s4374 5)
(s4375 5)
(s4376 2)
(s4378 4)
(s4379 5)
(s4380 5)
(s4381 2)
(s4383 4)
(s4384 5)
(s4385 5)
(s4386 2)
(s4388 4)
(s4389 5)
(s4390 5)
(s4391 2)
(s4393 4)
(s4394 5)
(s4395 5)
(s4396 2)
(s4398 4)
(s4399 5)
(s4400 5)
(s4401 2)
(s4403 4)
(s4404 5)
(s4405 5)
(s4406 2)
(s4408 4)
(s4409 5)
(s4410 5)
(s4411 2)
(s4413 4)
(s4414 5)
(s4415 5)
(s4416 2)
(s4418 4)
(s4419 5)
(s4420 5)
(s4421 2)
(s4423 4)
(s4424 5)
(s4425 5)
(s4426 2)
(s4428 4)
(s4429 5)
(s4430 5)
(s4431 2)
(s4433 4)
(s4434 5)
(s4435 5)
(s4436 2)
(s4438 4)
(s4439 5)
(s4440 5)
(s4441 2)
(s4443 4)
(s4444 5)
(s4445 5)
(s4446 2)
(s4448 4)
(s4449 5)
(s4450 5)
(s4451 2)
(s4453 4)
(s4454 5)
(s4455 5)
(s4456 2)
(s4458 4)
(s4459 5)
(s4460 5)
(s4461 2)
(s4463 4)
(s4464 5)
(s4465 5)
(s4466 2)
(s4468 4)
(s4469 5)
(s4470 5)
(s4471 2)
(s4473 4)
(s4474 5)
(s4475 5)
(s4476 2)
(s4478 4)
(s4479 5)
(s4480 5)
(s4481 2)
(s4483 4)
(s4484 5)
(s4485 5)
(s4486 2)
(s4488 4)
(s4489 5)
(s4490 5)
(s4491 2)
(s4493 4)
(s4494 5)
(s4495 5)
(s4496 2)
(s4498 4)
(s4499 5)
(s4500 5)
(s4501 2)
(s4503 4)
(s4504 5)
(s4505 5)
(s4506 2)
(s4508 4)
(s4509 5)
(s4510 5)
(s4511 2)
(s4513 4)
(s4514 5)
(s4515 5)
(s4516 2)
(s4518 4)
(s4519 5)
(s4520 5)
(s4521 2)
(s4523 4)
(s4524 5)
(s4525 5)
(s4526 2)
(s4528 4)
(s4529 5)
(s4530 5)
(s4531 2)
(s4533 4)
(s4534 5)
(s4535 5)
(s4536 2)
(s4538 4)
(s4539 5)
(s4540 5)
(s4541 2)
(s4543 4)
(s4544 5)
(s4545 5)
(s4546 2)
(s4548 4)
(s4549 5)
(s4550 5)
(s4551 2)
(s4553 4)
(s4554 5)
(s4555 5)
(s4556 2)
(s4558 4)
(s4559 5)
(s4560 5)
(s4561 2)
(s4563 4)
(s4564 5)
(s4565 5)
(s4566 2)
(s4568 4)
(s4569 5)
(s4570 5)
(s4571 2)
(s4573 4)
(s4574 5)
(s4575 5)
(s4576 2)
(s4578 4)
(s4579 5)
(s4580 5)
(s4581 2)
(s4583 4)
(s4584 5)
(s4585 5)
(s4586 2)
(s4588 4)
(s4589 5)
(s4590 5)
(s4591 2)
(s4593 4)
(s4594 5)
(s4595 5)
(s4596 2)
(s4598 4)
(s4599 5)
(s4600 5)
(s4601 2)
(s4603 4)
(s4604 5)
(s4605 5)
(s4606 2)
(s4608 4)
(s4609 5)
(s4610 5)
(s4611 2)
(s4613 4)
(s4614 5)
(s4615 5)
(s4616 2)
(s4618 4)
(s4619 5)
(s4620 5)
(s4621 2)
(s4623 4)
(s4624 5)
(s4625 5)
(s4626 2)
(s4628 4)
(s4629 5)
(s4630 5)
(s4631 2)
(s4633 4)
(s4634 5)
(s4635 5)
(s4636 2)
(s4638 4)
(s4639 5)
(s4640 5)
(s4641 2)
(s4643 4)
(s4644 5)
(s4645 5)
(s4646 2)
(s4648 4)
(s4649 5)
(s4650 5)
(s4651 2)
(s4653 4)
(s4654 5)
(s4655 5)
(s4656 2)
(s4658 4)
(s4659 5)
(s4660 5)
(s4661 2)
(s4663 4)
(s4664 5)
(s4665 5)
(s4666 2)
(s4668 4)
(s4669 5)
(s4670 5)
(s4671 2)
(s4673 4)
(s4674 5)
(s4675 5)
(s4676 2)
(s4678 4)
(s4679 5)
(s4680 5)
(s4681 2)
(s4683 4)
(s4684 5)
(s4685 5)
(s4686 2)
(s4688 4)
(s4689 5)
(s4690 5)
(s4691 2)
(s4693 4)
(s4694 5)
(s4695 5)
(s4696 2)
(s4698 4)
(s4699 5)
(s4700 5)
(s4701 2)
(s4703 4)
(s4704 5)
(s4705 5)
(s4706 2)
(s4708 4)
(s4709 5)
(s4710 5)
(s4711 2)
(s4713 4)
(s4714 5)
(s4715 5)
(s4716 2)
(s4718 4)
(s4719 5)
(s4720 5)
(s4721 2)
(s4723 4)
(s4724 5)
(s4725 5)
(s4726 2)
(s4728 4)
(s4729 5)
(s4730 5)
(s4731 2)
(s4733 4)
(s4734 5)
(s4735 5)
(s4736 2)
(s4738 4)
(s4739 5)
(s4740 5)
(s4741 2)
(s4743 4)
(s4744 5)
(s4745 5)
(s4746 2)
(s4748 4)
(s4749 5)
(s4750 5)
(s4751 2)
(s4753 4)
(s4754 5)
(s4755 5)
(s4756 2)
(s4758 4)
(s4759 5)
(s4760 5)
(s4761 2)
(s4763 4)
(s4764 5)
(s4765 5)
(s4766 2)
(s4768 4)
(s4769 5)
(s4770 5)
(s4771 2)
(s4773 4)
(s4774 5)
(s4775 5)
(s4776 2)
(s4778 4)
(s4779 5)
(s4780 5)
(s4781 2)
(s4783 4)
(s4784 5)
(s4785 5)
(s4786 2)
(s4788 4)
(s4789 5)
(s4790 5)
(s4791 2)
(s4793 4)
(s4794 5)
(s4795 5)
(s4796 2)
(s4798 4)
(s4799 5)
(s4800 5)
(s4801 2)
(s4803 4)
(s4804 5)
(s4805 5)
(s4806 2)
(s4808 4)
(s4809 5)
(s4810 5)
(s4811 2)
(s4813 4)
(s4814 5)
(s4815 5)
(s4816 2)
(s4818 4)
(s4819 5)
(s4820 5)
(s4821 2)
(s4823 4)
(s4824 5)
(s4825 5)
(s4826 2)
(s4828 4)
(s4829 5)
(s4830 5)
(s4831 2)
(s4833 4)
(s4834 5)
(s4835 5)
(s4836 2)
(s4838 4)
(s4839 5)
(s4840 5)
(s4841 2)
(s4843 4)
(s4844 5)
(s4845 5)
(s4846 2)
(s4848 4)
(s4849 5)
(s4850 5)
(s4851 2)
(s4853 4)
(s4854 5)
(s4855 5)
(s4856 2)
(s4858 4)
(s4859 5)
(s4860 5)
(s4861 2)
(s4863 4)
(s4864 5)
(s4865 5)
(s4866 2)
(s4868 4)
(s4869 5)
(s4870 5)
(s4871 2)
(s4873 4)
(s4874 5)
(s4875 5)
(s4876 2)
(s4878 4)
(s4879 5)
(s4880 5)
(s4881 2)
(s4883 4)
(s4884 5)
(s4885 5)
(s4886 2)
(s4888 4)
(s4889 5)
(s4890 5)
(s4891 2)
(s4893 4)
(s4894 5)
(s4895 5)
(s4896 2)
(s4898 4)
(s4899 5)
(s4900 5)
(s4901 2)
(s4903 4)
(s4904 5)
(s4905 5)
(s4906 2)
(s4908 4)
(s4909 5)
(s4910 5)
(s4911 2)
(s4913 4)
(s4914 5)
(s4915 5)
(s4916 2)
(s4918 4)
(s4919 5)
(s4920 5)
(s4921 2)
(s4923 4)
(s4924 5)
(s4925 5)
(s4926 2)
(s4928 4)
(s4929 5)
(s4930 5)
(s4931 2)
(s4933 4)
(s4934 5)
(s4935 5)
(s4936 2)
(s4938 4)
(s4939 5)
(s4940 5)
(s4941 2)
(s4943 4)
(s4944 5)
(s4945 5)
(s4946 2)
(s4948 4)
(s4949 5)
(s4950 5)
(s4951 2)
(s4953 4)
(s4954 5)
(s4955 5)
(s4956 2)
(s4958 4)
(s4959 5)
(s4960 5)
(s4961 2)
(s4963 4)
(s4964 5)
(s4965 5)
(s4966 2)
(s4968 4)
(s4969 5)
(s4970 5)
(s4971 2)
(s4973 4)
(s4974 5)
(s4975 5)
(s4976 2)
(s4978 4)
(s4979 5)
(s4980 5)
(s4981 2)
(s4983 4)
(s4984 5)
(s4985 5)
(s4986 2)
(s4988 4)
(s4989 5)
(s4990 5)
(s4991 2)
(s4993 4)
(s4994 5)
(s4995 5)
(s4996 2)
(s4998 4)
(s4999 5)
(s5000 5)
(s5001 2)
(s5003 4)
(s5004 5)
(s5005 5)
(s5006 2)
(s5008 4)
(s5009 5)
(s5010 5)
(s5011 2)
(s5013 4)
(s5014 5)
(s5015 5)
(s5016 2)
(s5018 4)
(s5019 5)
(s5020 5)
(s5021 2)
(s5023 4)
(s5024 5)
(s5025 5)
(s5026 2)
(s5028 4)
(s5029 5)
(s5030 5)
(s5031 2)
(s5033 4)
(s5034 5)
(s5035 5)
(s5036 2)
(s5038 4)
(s5039 5)
(s5040 5)
(s5041 2)
(s5043 4)
(s5044 5)
(s5045 5)
(s5046 2)
(s5048 4)
(s5049 5)
(s5050 5)
(s5051 2)
(s5053 4)
(s5054 5)
(s5055 5)
(s5056 2)
(s5058 4)
(s5059 5)
(s5060 5)
(s5061 2)
(s5063 4)
(s5064 5)
(s5065 5)
(s5066 2)
(s5068 4)
(s5069 5)
(s5070 5)
(s5071 2)
(s5073 4)
(s5074 5)
(s5075 5)
(s5076 2)
(s5078 4)
(s5079 5)
(s5080 5)
(s5081 2)
(s5083 4)
(s5084 5)
(s5085 5)
(s5086 2)
(s5088 4)
(s5089 5)
(s5090 5)
(s5091 2)
(s5093 4)
(s5094 5)
(s5095 5)
(s5096 2)
(s5098 4)
(s5099 5)
(s5100 5)
(s5101 2)
(s5103 4)
(s5104 5)
(s5105 5)
(s5106 2)
(s5108 4)
(s5109 5)
(s5110 5)
(s5111 2)
(s5113 4)
(s5114 5)
(s5115 5)
(s5116 2)
(s5118 4)
(s5119 5)
(s5120 5)
(s5121 2)
(s5123 4)
(s5124 5)
(s5125 5)
(s5126 2)
(s5128 4)
(s5129 5)
(s5130 5)
(s5131 2)
(s5133 4)
(s5134 5)
(s5135 5)
(s5136 2)
(s5138 4)
(s5139 5)
(s5140 5)
(s5141 2)
(s5143 4)
(s5144 5)
(s5145 5)
(s5146 2)
(s5148 4)
(s5149 5)
(s5150 5)
(s5151 2)
(s5153 4)
(s5154 5)
(s5155 5)
(s5156 2)
(s5158 4)
(s5159 5)
(s5160 5)
(s5161 2)
(s5163 4)
(s5164 5)
(s5165 5)
(s5166 2)
(s5168 4)
(s5169 5)
(s5170 5)
(s5171 2)
(s5173 4)
(s5174 5)
(s5175 5)
(s5176 2)
(s5178 4)
(s5179 5)
(s5180 5)
(s5181 2)
(s5183 4)
(s5184 5)
(s5185 5)
(s5186 2)
(s5188 4)
(s5189 5)
(s5190 5)
(s5191 2)
(s5193 4)
(s5194 5)
(s5195 5)
(s5196 2)
(s5198 4)
(s5199 5)
(s5200 5)
(s5201 2)
(s5203 4)
(s5204 5)
(s5205 5)
(s5206 2)
(s5208 4)
(s5209 5)
(s5210 5)
(s5211 2)
(s5213 4)
(s5214 5)
(s5215 5)
(s5216 2)
(s5218 4)
(s5219 5)
(s5220 5)
(s5221 2)
(s5223 4)
(s5224 5)
(s5225 5)
(s5226 2)
(s5228 4)
(s5229 5)
(s5230 5)
(s5231 2)
(s5233 4)
(s5234 5)
(s5235 5)
(s5236 2)
(s5238 4)
(s5239 5)
(s5240 5)
(s5241 2)
(s5243 4)
(s5244 5)
(s5245 5)
(s5246 2)
(s5248 4)
(s5249 5)
(s5250 5)
(s5251 2)
(s5253 4)
(s5254 5)
(s5255 5)
(s5256 2)
(s5258 4)
(s5259 5)
(s5260 5)
(s5261 2)
(s5263 4)
(s5264 5)
(s5265 5)
(s5266 2)
(s5268 4)
(s5269 5)
(s5270 5)
(s5271 2)
(s5273 4)
(s5274 5)
(s5275 5)
(s5276 2)
(s5278 4)
(s5279 5)
(s5280 5)
(s5281 2)
(s5283 4)
(s5284 5)
(s5285 5)
(s5286 2)
(s5288 4)
(s5289 5)
(s5290 5)
(s5291 2)
(s5293 4)
(s5294 5)
(s5295 5)
(s5296 2)
(s5298 4)
(s5299 5)
(s5300 5)
(s5301 2)
(s5303 4)
(s5304 5)
(s5305 5)
(s5306 2)
(s5308 4)
(s5309 5)
(s5310 5)
(s5311 2)
(s5313 4)
(s5314 5)
(s5315 5)
(s5316 2)
(s5318 4)
(s5319 5)
(s5320 5)
(s5321 2)
(s5323 4)
(s5324 5)
(s5325 5)
(s5326 2)
(s5328 4)
(s5329 5)
(s5330 5)
(s5331 2)
(s5333 4)
(s5334 5)
(s5335 5)
(s5336 2)
(s5338 4)
(s5339 5)
(s5340 5)
(s5341 2)
(s5343 4)
(s5344 5)
(s5345 5)
(s5346 2)
(s5348 4)
(s5349 5)
(s5350 5)
(s5351 2)
(s5353 4)
(s5354 5)
(s5355 5)
(s5356 2)
(s5358 4)
(s5359 5)
(s5360 5)
(s5361 2)
(s5363 4)
(s5364 5)
(s5365 5)
(s5366 2)
(s5368 4)
(s5369 5)
(s5370 5)
(s5371 2)
(s5373 4)
(s5374 5)
(s5375 5)
(s5376 2)
(s5378 4)
(s5379 5)
(s5380 5)
(s5381 2)
(s5383 4)
(s5384 5)
(s5385 5)
(s5386 2)
(s5388 4)
(s5389 5)
(s5390 5)
(s5391 2)
(s5393 4)
(s5394 5)
(s5395 5)
(s5396 2)
(s5398 4)
(s5399 5)
(s5400 5)
(s5401 2)
(s5403 4)
(s5404 5)
(s5405 5)
(s5406 2)
(s5408 4)
(s5409 5)
(s5410 5)
(s5411 2)
(s5413 4)
(s5414 5)
(s5415 5)
(s5416 2)
(s5418 4)
(s5419 5)
(s5420 5)
(s5421 2)
(s5423 4)
(s5424 5)
(s5425 5)
(s5426 2)
(s5428 4)
(s5429 5)
(s5430 5)
(s5431 2)
(s5433 4)
(s5434 5)
(s5435 5)
(s5436 2)
(s5438 4)
(s5439 5)
(s5440 5)
(s5441 2)
(s5443 4)
(s5444 5)
(s5445 5)
(s5446 2)
(s5448 4)
(s5449 5)
(s5450 5)
(s5451 2)
(s5453 4)
(s5454 5)
(s5455 5)
(s5456 2)
(s5458 4)
(s5459 5)
(s5460 5)
(s5461 2)
(s5463 4)
(s5464 5)
(s5465 5)
(s5466 2)
(s5468 4)
(s5469 5)
(s5470 5)
(s5471 2)
(s5473 4)
(s5474 5)
(s5475 5)
(s5476 2)
(s5478 4)
(s5479 5)
(s5480 5)
(s5481 2)
(s5483 4)
(s5484 5)
(s5485 5)
(s5486 2)
(s5488 4)
(s5489 5)
(s5490 5)
(s5491 2)
(s5493 4)
(s5494 5)
(s5495 5)
(s5496 2)
(s5498 4)
(s5499 5)
(s5500 5)
(s5501 2)
(s5503 4)
(s5504 5)
(s5505 5)
(s5506 2)
(s5508 4)
(s5509 5)
(s5510 5)
(s5511 2)
(s5513 4)
(s5514 5)
(s5515 5)
(s5516 2)
(s5518 4)
(s5519 5)
(s5520 5)
(s5521 2)
(s5523 4)
(s5524 5)
(s5525 5)
(s5526 2)
(s5528 4)
(s5529 5)
(s5530 5)
(s5531 2)
(s5533 4)
(s5534 5)
(s5535 5)
(s5536 2)
(s5538 4)
(s5539 5)
(s5540 5)
(s5541 2)
(s5543 4)
(s5544 5)
(s5545 5)
(s5546 2)
(s5548 4)
(s5549 5)
(s5550 5)
(s5551 2)
(s5553 4)
(s5554 5)
(s5555 5)
(s5556 2)
(s5558 4)
(s5559 5)
(s5560 5)
(s5561 2)
(s5563 4)
(s5564 5)
(s5565 5)
(s5566 2)
(s5568 4)
(s5569 5)
(s5570 5)
(s5571 2)
(s5573 4)
(s5574 5)
(s5575 5)
(s5576 2)
(s5578 4)
(s5579 5)
(s5580 5)
(s5581 2)
(s5583 4)
(s5584 5)
(s5585 5)
(s5586 2)
(s5588 4)
(s5589 5)
(s5590 5)
(s5591 2)
(s5593 4)
(s5594 5)
(s5595 5)
(s5596 2)
(s5598 4)
(s5599 5)
(s5600 5)
(s5601 2)
(s5603 4)
(s5604 5)
(s5605 5)
(s5606 2)
(s5608 4)
(s5609 5)
(s5610 5)
(s5611 2)
(s5613 4)
(s5614 5)
(s5615 5)
(s5616 2)
(s5618 4)
(s5619 5)
(s5620 5)
(s5621 2)
(s5623 4)
(s5624 5)
(s5625 5)
(s5626 2)
(s5628 4)
(s5629 5)
(s5630 5)
(s5631 2)
(s5633 4)
(s5634 5)
(s5635 5)
(s5636 2)
(s5638 4)
(s5639 5)
(s5640 5)
(s5641 2)
(s5643 4)
(s5644 5)
(s5645 5)
(s5646 2)
(s5648 4)
(s5649 5)
(s5650 5)
(s5651 2)
(s5653 4)
(s5654 5)
(s5655 5)
(s5656 2)
(s5658 4)
(s5659 5)
(s5660 5)
(s5661 2)
(s5663 4)
(s5664 5)
(s5665 5)
(s5666 2)
(s5668 4)
(s5669 5)
(s5670 5)
(s5671 2)
(s5673 4)
(s5674 5)
(s5675 5)
(s5676 2)
(s5678 4)
(s5679 5)
(s5680 5)
(s5681 2)
(s5683 4)
(s5684 5)
(s5685 5)
(s5686 2)
(s5688 4)
(s5689 5)
(s5690 5)
(s5691 2)
(s5693 4)
(s5694 5)
(s5695 5)
(s5696 2)
(s5698 4)
(s5699 5)
(s5700 5)
(s5701 2)
(s5703 4)
(s5704 5)
(s5705 5)
(s5706 2)
(s5708 4)
(s5709 5)
(s5710 5)
(s5711 2)
(s5713 4)
(s5714 5)
(s5715 5)
(s5716 2)
(s5718 4)
(s5719 5)
(s5720 5)
(s5721 2)
(s5723 4)
(s5724 5)
(s5725 5)
(s5726 2)
(s5728 4)
(s5729 5)
(s5730 5)
(s5731 2)
(s5733 4)
(s5734 5)
(s5735 5)
(s5736 2)
(s5738 4)
(s5739 5)
(s5740 5)
(s5741 2)
(s5743 4)
(s5744 5)
(s5745 5)
(s5746 2)
(s5748 4)
(s5749 5)
(s5750 5)
(s5751 2)
(s5753 4)
(s5754 5)
(s5755 5)
(s5756 2)
(s5758 4)
(s5759 5)
(s5760 5)
(s5761 2)
(s5763 4)
(s5764 5)
(s5765 5)
(s5766 2)
(s5768 4)
(s5769 5)
(s5770 5)
(s5771 2)
(s5773 4)
(s5774 5)
(s5775 5)
(s5776 2)
(s5778 4)
(s5779 5)
(s5780 5)
(s5781 2)
(s5783 4)
(s5784 5)
(s5785 5)
(s5786 2)
(s5788 4)
(s5789 5)
(s5790 5)
(s5791 2)
(s5793 4)
(s5794 5)
(s5795 5)
(s5796 2)
(s5798 4)
(s5799 5)
(s5800 5)
(s5801 2)
(s5803 4)
(s5804 5)
(s5805 5)
(s5806 2)
(s5808 4)
(s5809 5)
(s5810 5)
(s5811 2)
(s5813 4)
(s5814 5)
(s5815 5)
(s5816 2)
(s5818 4)
(s5819 5)
(s5820 5)
(s5821 2)
(s5823 4)
(s5824 5)
(s5825 5)
(s5826 2)
(s5828 4)
(s5829 5)
(s5830 5)
(s5831 2)
(s5833 4)
(s5834 5)
(s5835 5)
(s5836 2)
(s5838 4)
(s5839 5)
(s5840 5)
(s5841 2)
(s5843 4)
(s5844 5)
(s5845 5)
(s5846 2)
(s5848 4)
(s5849 5)
(s5850 5)
(s5851 2)
(s5853 4)
(s5854 5)
(s5855 5)
(s5856 2)
(s5858 4)
(s5859 5)
(s5860 5)
(s5861 2)
(s5863 4)
(s5864 5)
(s5865 5)
(s5866 2)
(s5868 4)
(s5869 5)
(s5870 5)
(s5871 2)
(s5873 4)
(s5874 5)
(s5875 5)
(s5876 2)
(s5878 4)
(s5879 5)
(s5880 5)
(s5881 2)
(s5883 4)
(s5884 5)
(s5885 5)
(s5886 2)
(s5888 4)
(s5889 5)
(s5890 5)
(s5891 2)
(s5893 4)
(s5894 5)
(s5895 5)
(s5896 2)
(s5898 4)
(s5899 5)
(s5900 5)
(s5901 2)
(s5903 4)
(s5904 5)
(s5905 5)
(s5906 2)
(s5908 4)
(s5909 5)
(s5910 5)
(s5911 2)
(s5913 4)
(s5914 5)
(s5915 5)
(s5916 2)
(s5918 4)
(s5919 5)
(s5920 5)
(s5921 2)
(s5923 4)
(s5924 5)
(s5925 5)
(s5926 2)
(s5928 4)
(s5929 5)
(s5930 5)
(s5931 2)
(s5933 4)
(s5934 5)
(s5935 5)
(s5936 2)
(s5938 4)
(s5939 5)
(s5940 5)
(s5941 2)
(s5943 4)
(s5944 5)
(s5945 5)
(s5946 2)
(s5948 4)
(s5949 5)
(s5950 5)
(s5951 2)
(s5953 4)
(s5954 5)
(s5955 5)
(s5956 2)
(s5958 4)
(s5959 5)
(s5960 5)
(s5961 2)
(s5963 4)
(s5964 5)
(s5965 5)
(s5966 2)
(s5968 4)
(s5969 5)
(s5970 5)
(s5971 2)
(s5973 4)
(s5974 5)
(s5975 5)
(s5976 2)
(s5978 4)
(s5979 5)
(s5980 5)
(s5981 2)
(s5983 4)
(s5984 5)
(s5985 5)
(s5986 2)
(s5988 4)
(s5989 5)
(s5990 5)
(s5991 2)
(s5993 4)
(s5994 5)
(s5995 5)
(s5996 2)
(s5998 4)
(s5999 5)
(s6000 5)
(s6001 2)
(s6003 4)
(s6004 5)
(s6005 5)
(s6006 2)
(s6008 4)
(s6009 5)
(s6010 5)
(s6011 2)
(s6013 4)
(s6014 5)
(s6015 5)
(s6016 2)
(s6018 4)
(s6019 5)
(s6020 5)
(s6021 2)
(s6023 4)
(s6024 5)
(s6025 5)
(s6026 2)
(s6028 4)
(s6029 5)
(s6030 5)
(s6031 2)
(s6033 4)
(s6034 5)
(s6035 5)
(s6036 2)
(s6038 4)
(s6039 5)
(s6040 5)
(s6041 2)
(s6043 4)
(s6044 5)
(s6045 5)
(s6046 2)
(s6048 4)
(s6049 5)
(s6050 5)
(s6051 2)
(s6053 4)
(s6054 5)
(s6055 5)
(s6056 2)
(s6058 4)
(s6059 5)
(s6060 5)
(s6061 2)
(s6063 4)
(s6064 5)
(s6065 5)
(s6066 2)
(s6068 4)
(s6069 5)
(s6070 5)
(s6071 2)
(s6073 4)
(s6074 5)
(s6075 5)
(s6076 2)
(s6078 4)
(s6079 5)
(s6080 5)
(s6081 2)
(s6083 4)
(s6084 5)
(s6085 5)
(s6086 2)
(s6088 4)
(s6089 5)
(s6090 5)
(s6091 2)
(s6093 4)
(s6094 5)
(s6095 5)
(s6096 2)
(s6098 4)
(s6099 5)
(s6100 5)
(s6101 2)
(s6103 4)
(s6104 5)
(s6105 5)
(s6106 2)
(s6108 4)
(s6109 5)
(s6110 5)
(s6111 2)
(s6113 4)
(s6114 5)
(s6115 5)
(s6116 2)
(s6118 4)
(s6119 5)
(s6120 5)
(s6121 2)
(s6123 4)
(s6124 5)
(s6125 5)
(s6126 2)
(s6128 4)
(s6129 5)
(s6130 5)
(s6131 2)
(s6133 4)
(s6134 5)
(s6135 5)
(s6136 2)
(s6138 4)
(s6139 5)
(s6140 5)
(s6141 2)
(s6143 4)
(s6144 5)
(s6145 5)
(s6146 2)
(s6148 4)
(s6149 5)
(s6150 5)
(s6151 2)
(s6153 4)
(s6154 5)
(s6155 5)
(s6156 2)
(s6158 4)
(s6159 5)
(s6160 5)
(s6161 2)
(s6163 4)
(s6164 5)
(s6165 5)
(s6166 2)
(s6168 4)
(s6169 5)
(s6170 5)
(s6171 2)
(s6173 4)
(s6174 5)
(s6175 5)
(s6176 2)
(s6178 4)
(s6179 5)
(s6180 5)
(s6181 2)
(s6183 4)
(s6184 5)
(s6185 5)
(s6186 2)
(s6188 4)
(s6189 5)
(s6190 5)
(s6191 2)
(s6193 4)
(s6194 5)
(s6195 5)
(s6196 2)
(s6198 4)
(s6199 5)
(s6200 5)
(s6201 2)
(s6203 4)
(s6204 5)
(s6205 5)
(s6206 2)
(s6208 4)
(s6209 5)
(s6210 5)
(s6211 2)
(s6213 4)
(s6214 5)
(s6215 5)
(s6216 2)
(s6218 4)
(s6219 5)
(s6220 5)
(s6221 2)
(s6223 4)
(s6224 5)
(s6225 5)
(s6226 2)
(s6228 4)
(s6229 5)
(s6230 5)
(s6231 2)
(s6233 4)
(s6234 5)
(s6235 5)
(s6236 2)
(s6238 4)
(s6239 5)
(s6240 5)
(s6241 2)
(s6243 4)
(s6244 5)
(s6245 5)
(s6246 2)
(s6248 4)
(s6249 5)
(s6250 5)
(s6251 2)
(s6253 4)
(s6254 5)
(s6255 5)
(s6256 2)
(s6258 4)
(s6259 5)
(s6260 5)
(s6261 2)
(s6263 4)
(s6264 5)
(s6265 5)
(s6266 2)
(s6268 4)
(s6269 5)
(s6270 5)
(s6271 2)
(s6273 4)
(s6274 5)
(s6275 5)
(s6276 2)
(s6278 4)
(s6279 5)
(s6280 5)
(s6281 2)
(s6283 4)
(s6284 5)
(s6285 5)
(s6286 2)
(s6288 4)
(s6289 5)
(s6290 5)
(s6291 2)
(s6293 4)
(s6294 5)
(s6295 5)
(s6296 2)
(s6298 4)
(s6299 5)
(s6300 5)
(s6301 2)
(s6303 4)
(s6304 5)
(s6305 5)
(s6306 2)
(s6308 4)
(s6309 5)
(s6310 5)
(s6311 2)
(s6313 4)
(s6314 5)
(s6315 5)
(s6316 2)
(s6318 4)
(s6319 5)
(s6320 5)
(s6321 2)
(s6323 4)
(s6324 5)
(s6325 5)
(s6326 2)
(s6328 4)
(s6329 5)
(s6330 5)
(s6331 2)
(s6333 4)
(s6334 5)
(s6335 5)
(s6336 2)
(s6338 4)
(s6339 5)
(s6340 5)
(s6341 2)
(s6343 4)
(s6344 5)
(s6345 5)
(s6346 2)
(s6348 4)
(s6349 5)
(s6350 5)
(s6351 2)
(s6353 4)
(s6354 5)
(s6355 5)
(s6356 2)
(s6358 4)
(s6359 5)
(s6360 5)
(s6361 2)
(s6363 4)
(s6364 5)
(s6365 5)
(s6366 2)
(s6368 4)
(s6369 5)
(s6370 5)
(s6371 2)
(s6373 4)
(s6374 5)
(s6375 5)
(s6376 2)
(s6378 4)
(s6379 5)
(s6380 5)
(s6381 2)
(s6383 4)
(s6384 5)
(s6385 5)
(s6386 2)
(s6388 4)
(s6389 5)
(s6390 5)
(s6391 2)
(s6393 4)
(s6394 5)
(s6395 5)
(s6396 2)
(s6398 4)
(s6399 5)
(s6400 5)
(s6401 2)
(s6403 4)
(s6404 5)
(s6405 5)
(s6406 2)
(s6408 4)
(s6409 5)
(s6410 5)
(s6411 2)
(s6413 4)
(s6414 5)
(s6415 5)
(s6416 2)
(s6418 4)
(s6419 5)
(s6420 5)
(s6421 2)
(s6423 4)
(s6424 5)
(s6425 5)
(s6426 2)
(s6428 4)
(s6429 5)
(s6430 5)
(s6431 2)
(s6433 4)
(s6434 5)
(s6435 5)
(s6436 2)
(s6438 4)
(s6439 5)
(s6440 5)
(s6441 2)
(s6443 4)
(s6444 5)
(s6445 5)
(s6446 2)
(s6448 4)
(s6449 5)
(s6450 5)
(s6451 2)
(s6453 4)
(s6454 5)
(s6455 5)
(s6456 2)
(s6458 4)
(s6459 5)
(s6460 5)
(s6461 2)
(s6463 4)
(s6464 5)
(s6465 5)
(s6466 2)
(s6468 4)
(s6469 5)
(s6470 5)
(s6471 2)
(s6473 4)
(s6474 5)
(s6475 5)
(s6476 2)
(s6478 4)
(s6479 5)
(s6480 5)
(s6481 2)
(s6483 4)
(s6484 5)
(s6485 5)
(s6486 2)
(s6488 4)
(s6489 5)
(s6490 5)
(s6491 2)
(s6493 4)
(s6494 5)
(s6495 5)
(s6496 2)
(s6498 4)
(s6499 5)
(s6500 5)
(s6501 2)
(s6503 4)
(s6504 5)
(s6505 5)
(s6506 2)
(s6508 4)
(s6509 5)
(s6510 5)
(s6511 2)
(s6513 4)
(s6514 5)
(s6515 5)
(s6516 2)
(s6518 4)
(s6519 5)
(s6520 5)
(s6521 2)
(s6523 4)
(s6524 5)
(s6525 5)
(s6526 2)
(s6528 4)
(s6529 5)
(s6530 5)
(s6531 2)
(s6533 4)
(s6534 5)
(s6535 5)
(s6536 2)
(s6538 4)
(s6539 5)
(s6540 5)
(s6541 2)
(s6543 4)
(s6544 5)
(s6545 5)
(s6546 2)
(s6548 4)
(s6549 5)
(s6550 5)
(s6551 2)
(s6553 4)
(s6554 5)
(s6555 5)
(s6556 2)
(s6558 4)
(s6559 5)
(s6560 5)
(s6561 2)
(s6563 4)
(s6564 5)
(s6565 5)
(s6566 2)
(s6568 4)
(s6569 5)
(s6570 5)
(s6571 2)
(s6573 4)
(s6574 5)
(s6575 5)
(s6576 2)
(s6578 4)
(s6579 5)
(s6580 5)
(s6581 2)
(s6583 4)
(s6584 5)
(s6585 5)
(s6586 2)
(s6588 4)
(s6589 5)
(s6590 5)
(s6591 2)
(s6593 4)
(s6594 5)
(s6595 5)
(s6596 2)
(s6598 4)
(s6599 5)
(s6600 5)
(s6601 2)
(s6603 4)
(s6604 5)
(s6605 5)
(s6606 2)
(s6608 4)
(s6609 5)
(s6610 5)
(s6611 2)
(s6613 4)
(s6614 5)
(s6615 5)
(s6616 2)
(s6618 4)
(s6619 5)
(s6620 5)
(s6621 2)
(s6623 4)
(s6624 5)
(s6625 5)
(s6626 2)
(s6628 4)
(s6629 5)
(s6630 5)
(s6631 2)
(s6633 4)
(s6634 5)
(s6635 5)
(s6636 2)
(s6638 4)
(s6639 5)
(s6640 5)
(s6641 2)
(s6643 4)
(s6644 5)
(s6645 5)
(s6646 2)
(s6648 4)
(s6649 5)
(s6650 5)
(s6651 2)
(s6653 4)
(s6654 5)
(s6655 5)
(s6656 2)
(s6658 4)
(s6659 5)
(s6660 5)
(s6661 2)
(s6663 4)
(s6664 5)
(s6665 5)
(s6666 2)
(s6668 4)
(s6669 5)
(s6670 5)
(s6671 2)
(s6673 4)
(s6674 5)
(s6675 5)
(s6676 2)
(s6678 4)
(s6679 5)
(s6680 5)
(s6681 2)
(s6683 4)
(s6684 5)
(s6685 5)
(s6686 2)
(s6688 4)
(s6689 5)
(s6690 5)
(s6691 2)
(s6693 4)
(s6694 5)
(s6695 5)
(s6696 2)
(s6698 4)
(s6699 5)
(s6700 5)
(s6701 2)
(s6703 4)
(s6704 5)
(s6705 5)
(s6706 2)
(s6708 4)
(s6709 5)
(s6710 5)
(s6711 2)
(s6713 4)
(s6714 5)
(s6715 5)
(s6716 2)
(s6718 4)
(s6719 5)
(s6720 5)
(s6721 2)
(s6723 4)
(s6724 5)
(s6725 5)
(s6726 2)
(s6728 4)
(s6729 5)
(s6730 5)
(s6731 2)
(s6733 4)
(s6734 5)
(s6735 5)
(s6736 2)
(s6738 4)
(s6739 5)
(s6740 5)
(s6741 2)
(s6743 4)
(s6744 5)
(s6745 5)
(s6746 2)
(s6748 4)
(s6749 5)
(s6750 5)
(s6751 2)
(s6753 4)
(s6754 5)
(s6755 5)
(s6756 2)
(s6758 4)
(s6759 5)
(s6760 5)
(s6761 2)
(s6763 4)
(s6764 5)
(s6765 5)
(s6766 2)
(s6768 4)
(s6769 5)
(s6770 5)
(s6771 2)
(s6773 4)
(s6774 5)
(s6775 5)
(s6776 2)
(s6778 4)
(s6779 5)
(s6780 5)
(s6781 2)
(s6783 4)
(s6784 5)
(s6785 5)
(s6786 2)
(s6788 4)
(s6789 5)
(s6790 5)
(s6791 2)
(s6793 4)
(s6794 5)
(s6795 5)
(s6796 2)
(s6798 4)
(s6799 5)
(s6800 5)
(s6801 2)
(s6803 4)
(s6804 5)
(s6805 5)
(s6806 2)
(s6808 4)
(s6809 5)
(s6810 5)
(s6811 2)
(s6813 4)
(s6814 5)
(s6815 5)
(s6816 2)
(s6818 4)
(s6819 5)
(s6820 5)
(s6821 2)
(s6823 4)
(s6824 5)
(s6825 5)
(s6826 2)
(s6828 4)
(s6829 5)
(s6830 5)
(s6831 2)
(s6833 4)
(s6834 5)
(s6835 5)
(s6836 2)
(s6838 4)
(s6839 5)
(s6840 5)
(s6841 2)
(s6843 4)
(s6844 5)
(s6845 5)
(s6846 2)
(s6848 4)
(s6849 5)
(s6850 5)
(s6851 2)
(s6853 4)
(s6854 5)
(s6855 5)
(s6856 2)
(s6858 4)
(s6859 5)
(s6860 5)
(s6861 2)
(s6863 4)
(s6864 5)
(s6865 5)
(s6866 2)
(s6868 4)
(s6869 5)
(s6870 5)
(s6871 2)
(s6873 4)
(s6874 5)
(s6875 5)
(s6876 2)
(s6878 4)
(s6879 5)
(s6880 5)
(s6881 2)
(s6883 4)
(s6884 5)
(s6885 5)
(s6886 2)
(s6888 4)
(s6889 5)
(s6890 5)
(s6891 2)
(s6893 4)
(s6894 5)
(s6895 5)
(s6896 2)
(s6898 4)
(s6899 5)
(s6900 5)
(s6901 2)
(s6903 4)
(s6904 5)
(s6905 5)
(s6906 2)
(s6908 4)
(s6909 5)
(s6910 5)
(s6911 2)
(s6913 4)
(s6914 5)
(s6915 5)
(s6916 2)
(s6918 4)
(s6919 5)
(s6920 5)
(s6921 2)
(s6923 4)
(s6924 5)
(s6925 5)
(s6926 2)
(s6928 4)
(s6929 5)
(s6930 5)
(s6931 2)
(s6933 4)
(s6934 5)
(s6935 5)
(s6936 2)
(s6938 4)
(s6939 5)
(s6940 5)
(s6941 2)
(s6943 4)
(s6944 5)
(s6945 5)
(s6946 2)
(s6948 4)
(s6949 5)
(s6950 5)
(s6951 2)
(s6953 4)
(s6954 5)
(s6955 5)
(s6956 2)
(s6958 4)
(s6959 5)
(s6960 5)
(s6961 2)
(s6963 4)
(s6964 5)
(s6965 5)
(s6966 2)
(s6968 4)
(s6969 5)
(s6970 5)
(s6971 2)
(s6973 4)
(s6974 5)
(s6975 5)
(s6976 2)
(s6978 4)
(s6979 5)
(s6980 5)
(s6981 2)
(s6983 4)
(s6984 5)
(s6985 5)
(s6986 2)
(s6988 4)
(s6989 5)
(s6990 5)
(s6991 2)
(s6993 4)
(s6994 5)
(s6995 5)
(s6996 2)
(s6998 4)
(s6999 5)
(s7000 5)
(s7001 2)
(s7003 4)
(s7004 5)
(s7005 5)
(s7006 2)
(s7008 4)
(s7009 5)
(s7010 5)
(s7011 2)
(s7013 4)
(s7014 5)
(s7015 5)
(s7016 2)
(s7018 4)
(s7019 5)
(s7020 5)
(s7021 2)
(s7023 4)
(s7024 5)
(s7025 5)
(s7026 2)
(s7028 4)
(s7029 5)
(s7030 5)
(s7031 2)
(s7033 4)
(s7034 5)
(s7035 5)
(s7036 2)
(s7038 4)
(s7039 5)
(s7040 5)
(s7041 2)
(s7043 4)
(s7044 5)
(s7045 5)
(s7046 2)
(s7048 4)
(s7049 5)
(s7050 5)
(s7051 2)
(s7053 4)
(s7054 5)
(s7055 5)
(s7056 2)
(s7058 4)
(s7059 5)
(s7060 5)
(s7061 2)
(s7063 4)
(s7064 5)
(s7065 5)
(s7066 2)
(s7068 4)
(s7069 5)
(s7070 5)
(s7071 2)
(s7073 4)
(s7074 5)
(s7075 5)
(s7076 2)
(s7078 4)
(s7079 5)
(s7080 5)
(s7081 2)
(s7083 4)
(s7084 5)
(s7085 5)
(s7086 2)
(s7088 4)
(s7089 5)
(s7090 5)
(s7091 2)
(s7093 4)
(s7094 5)
(s7095 5)
(s7096 2)
(s7098 4)
(s7099 5)
(s7100 5)
(s7101 2)
(s7103 4)
(s7104 5)
(s7105 5)
(s7106 2)
(s7108 4)
(s7109 5)
(s7110 5)
(s7111 2)
(s7113 4)
(s7114 5)
(s7115 5)
(s7116 2)
(s7118 4)
(s7119 5)
(s7120 5)
(s7121 2)
(s7123 4)
(s7124 5)
(s7125 5)
(s7126 2)
(s7128 4)
(s7129 5)
(s7130 5)
(s7131 2)
(s7133 4)
(s7134 5)
(s7135 5)
(s7136 2)
(s7138 4)
(s7139 5)
(s7140 5)
(s7141 2)
(s7143 4)
(s7144 5)
(s7145 5)
(s7146 2)
(s7148 4)
(s7149 5)
(s7150 5)
(s7151 2)
(s7153 4)
(s7154 5)
(s7155 5)
(s7156 2)
(s7158 4)
(s7159 5)
(s7160 5)
(s7161 2)
(s7163 4)
(s7164 5)
(s7165 5)
(s7166 2)
(s7168 4)
(s7169 5)
(s7170 5)
(s7171 2)
(s7173 4)
(s7174 5)
(s7175 5)
(s7176 2)
(s7178 4)
(s7179 5)
(s7180 5)
(s7181 2)
(s7183 4)
(s7184 5)
(s7185 5)
(s7186 2)
(s7188 4)
(s7189 5)
(s7190 5)
(s7191 2)
(s7193 4)
(s7194 5)
(s7195 5)
(s7196 2)
(s7198 4)
(s7199 5)
(s7200 5)
(s7201 2)
(s7203 4)
(s7204 5)
(s7205 5)
(s7206 2)
(s7208 4)
(s7209 5)
(s7210 5)
(s7211 2)
(s7213 4)
(s7214 5)
(s7215 5)
(s7216 2)
(s7218 4)
(s7219 5)
(s7220 5)
(s7221 2)
(s7223 4)
(s7224 5)
(s7225 5)
(s7226 2)
(s7228 4)
(s7229 5)
(s7230 5)
(s7231 2)
(s7233 4)
(s7234 5)
(s7235 5)
(s7236 2)
(s7238 4)
(s7239 5)
(s7240 5)
(s7241 2)
(s7243 4)
(s7244 5)
(s7245 5)
(s7246 2)
(s7248 4)
(s7249 5)
(s7250 5)
(s7251 2)
(s7253 4)
(s7254 5)
(s7255 5)
(s7256 2)
(s7258 4)
(s7259 5)
(s7260 5)
(s7261 2)
(s7263 4)
(s7264 5)
(s7265 5)
(s7266 2)
(s7268 4)
(s7269 5)
(s7270 5)
(s7271 2)
(s7273 4)
(s7274 5)
(s7275 5)
(s7276 2)
(s7278 4)
(s7279 5)
(s7280 5)
(s7281 2)
(s7283 4)
(s7284 5)
(s7285 5)
(s7286 2)
(s7288 4)
(s7289 5)
(s7290 5)
(s7291 2)
(s7293 4)
(s7294 5)
(s7295 5)
(s7296 2)
(s7298 4)
(s7299 5)
(s7300 5)
(s7301 2)
(s7303 4)
(s7304 5)
(s7305 5)
(s7306 2)
(s7308 4)
(s7309 5)
(s7310 5)
(s7311 2)
(s7313 4)
(s7314 5)
(s7315 5)
(s7316 2)
(s7318 4)
(s7319 5)
(s7320 5)
(s7321 2)
(s7323 4)
(s7324 5)
(s7325 5)
(s7326 2)
(s7328 4)
(s7329 5)
(s7330 5)
(s7331 2)
(s7333 4)
(s7334 5)
(s7335 5)
(s7336 2)
(s7338 4)
(s7339 5)
(s7340 5)
(s7341 2)
(s7343 4)
(s7344 5)
(s7345 5)
(s7346 2)
(s7348 4)
(s7349 5)
(s7350 5)
(s7351 2)
(s7353 4)
(s7354 5)
(s7355 5)
(s7356 2)
(s7358 4)
(s7359 5)
(s7360 5)
(s7361 2)
(s7363 4)
(s7364 5)
(s7365 5)
(s7366 2)
(s7368 4)
(s7369 5)
(s7370 5)
(s7371 2)
(s7373 4)
(s7374 5)
(s7375 5)
(s7376 2)
(s7378 4)
(s7379 5)
(s7380 5)
(s7381 2)
(s7383 4)
(s7384 5)
(s7385 5)
(s7386 2)
(s7388 4)
(s7389 5)
(s7390 5)
(s7391 2)
(s7393 4)
(s7394 5)
(s7395 5)
(s7396 2)
(s7398 4)
(s7399 5)
(s7400 5)
(s7401 2)
(s7403 4)
(s7404 5)
(s7405 5)
(s7406 2)
(s7408 4)
(s7409 5)
(s7410 5)
(s7411 2)
(s7413 4)
(s7414 5)
(s7415 5)
(s7416 2)
(s7418 4)
(s7419 5)
(s7420 5)
(s7421 2)
(s7423 4)
(s7424 5)
(s7425 5)
(s7426 2)
(s7428 4)
(s7429 5)
(s7430 5)
(s7431 2)
(s7433 4)
(s7434 5)
(s7435 5)
(s7436 2)
(s7438 4)
(s7439 5)
(s7440 5)
(s7441 2)
(s7443 4)
(s7444 5)
(s7445 5)
(s7446 2)
(s7448 4)
(s7449 5)
(s7450 5)
(s7451 2)
(s7453 4)
(s7454 5)
(s7455 5)
(s7456 2)
(s7458 4)
(s7459 5)
(s7460 5)
(s7461 2)
(s7463 4)
(s7464 5)
(s7465 5)
(s7466 2)
(s7468 4)
(s7469 5)
(s7470 5)
(s7471 2)
(s7473 4)
(s7474 5)
(s7475 5)
(s7476 2)
(s7478 4)
(s7479 5)
(s7480 5)
(s7481 2)
(s7483 4)
(s7484 5)
(s7485 5)
(s7486 2)
(s7488 4)
(s7489 5)
(s7490 5)
(s7491 2)
(s7493 4)
(s7494 5)
(s7495 5)
(s7496 2)
(s7498 4)
(s7499 5)
(s7500 5)
(s7501 2)
(s7503 4)
(s7504 timeout
5 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30149 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 77859ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 77955ms
Finished structural reductions in LTL mode , in 1 iterations and 139128 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 89 ms :[(AND (NOT p1) (NOT p0)), (AND (NOT p1) (NOT p0))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-05
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 3 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-05 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-05 finished in 139268 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(p0)||G(p1)))'
Support contains 3 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 896 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:55:41] [INFO ] Invariant cache hit.
[2024-05-23 23:55:41] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20131 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58828ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58970ms
[2024-05-23 23:56:40] [INFO ] Invariant cache hit.
[2024-05-23 23:56:42] [INFO ] Implicit Places using invariants in 2228 ms returned []
Implicit Place search using SMT only with invariants took 2230 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:56:42] [INFO ] Invariant cache hit.
[2024-05-23 23:56:43] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30168 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 79356ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 79442ms
Finished structural reductions in LTL mode , in 1 iterations and 141567 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 149 ms :[true, (NOT p0), (AND (NOT p0) (NOT p1)), (AND (NOT p1) (NOT p0)), (NOT p1)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-06
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 2 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-06 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-06 finished in 141763 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((G(p0)||(p1&&G(p2)))))'
Support contains 6 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2812 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:58:05] [INFO ] Invariant cache hit.
[2024-05-23 23:58:05] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)
(s3705 5.0)
(s3706 2.0)
(s3708 4.0)
(s3709 5.0)
(s3710 5.0)
(s3711 2.0)
(s3713 4.0)
(s3714 5.0)
(s3715 5.0)
(s3716 2.0)
(s3718 4.0)
(s3719 5.0)
(s3720 5.0)
(s3721 2.0)
(s3723 4.0)
(s3724 5.0)
(s3725 5.0)
(s3726 2.0)
(s3728 4.0)
(s3729 5.0)
(s3730 5.0)
(s3731 2.0)
(s3733 4.0)
(s3734 5.0)
(s3735 5.0)
(s3736 2.0)
(s3738 4.0)
(s3739 5.0)
(s3740 5.0)
(s3741 2.0)
(s3743 4.0)
(s3744 5.0)
(s3745 5.0)
(s3746 2.0)
(s3748 4.0)
(s3749 5.0)
(s3750 5.0)
(s3751 2.0)
(s3753 4.0)
(s3754 5.0)
(s3755 5.0)
(s3756 2.0)
(s3758 4.0)
(s3759 5.0)
(s3760 5.0)
(s3761 2.0)
(s3763 4.0)
(s3764 5.0)
(s3765 5.0)
(s3766 2.0)
(s3768 4.0)
(s3769 5.0)
(s3770 5.0)
(s3771 2.0)
(s3773 4.0)
(s3774 5.0)
(s3775 5.0)
(s3776 2.0)
(s3778 4.0)
(s3779 5.0)
(s3780 5.0)
(s3781 2.0)
(s3783 4.0)
(s3784 5.0)
(s3785 5.0)
(s3786 2.0)
(s3788 4.0)
(s3789 5.0)
(s3790 5.0)
(s3791 2.0)
(s3793 4.0)
(s3794 5.0)
(s3795 5.0)
(s3796 2.0)
(s3798 4.0)
(s3799 5.0)
(s3800 5.0)
(s3801 2.0)
(s3803 4.0)
(s3804 5.0)
(s3805 5.0)
(s3806 2.0)
(s3808 4.0)
(s3809 5.0)
(s3810 5.0)
(s3811 2.0)
(s3813 4.0)
(s3814 5.0)
(s3815 5.0)
(s3816 2.0)
(s3818 4.0)
(s3819 5.0)
(s3820 5.0)
(s3821 2.0)
(s3823 4.0)
(s3824 5.0)
(s3825 5.0)
(s3826 2.0)
(s3828 4.0)
(s3829 5.0)
(s3830 5.0)
(s3831 2.0)
(s3833 4.0)
(s3834 5.0)
(s3835 5.0)
(s3836 2.0)
(s3838 4.0)
(s3839 5.0)
(s3840 5.0)
(s3841 2.0)
(s3843 4.0)
(s3844 5.0)
(s3845 5.0)
(s3846 2.0)
(s3848 4.0)
(s3849 5.0)
(s3850 5.0)
(s3851 2.0)
(s3853 4.0)
(s3854 5.0)
(s3855 5.0)
(s3856 2.0)
(s3858 4.0)
(s3859 5.0)
(s3860 5.0)
(s3861 2.0)
(s3863 4.0)
(s3864 5.0)
(s3865 5.0)
(s3866 2.0)
(s3868 4.0)
(s3869 5.0)
(s3870 5.0)
(s3871 2.0)
(s3873 4.0)
(s3874 5.0)
(s3875 5.0)
(s3876 2.0)
(s3878 4.0)
(s3879 5.0)
(s3880 5.0)
(s3881 2.0)
(s3883 4.0)
(s3884 5.0)
(s3885 5.0)
(s3886 2.0)
(s3888 4.0)
(s3889 5.0)
(s3890 5.0)
(s3891 2.0)
(s3893 4.0)
(s3894 5.0)
(s3895 5.0)
(s3896 2.0)
(s3898 4.0)
(s3899 5.0)
(s3900 5.0)
(s3901 2.0)
(s3903 4.0)
(s3904 5.0)
(s3905 5.0)
(s3906 2.0)
(s3908 4.0)
(s3909 5.0)
(s3910 5.0)
(s3911 2.0)
(s3913 4.0)
(s3914 5.0)
(s3915 5.0)
(s3916 2.0)
(s3918 4.0)
(s3919 5.0)
(s3920 5.0)
(s3921 2.0)
(s3923 4.0)
(s3924 5.0)
(s3925 5.0)
(s3926 2.0)
(s3928 4.0)
(s3929 5.0)
(s3930 5.0)
(s3931 2.0)
(s3933 4.0)
(s3934 5.0)
(s3935 5.0)
(s3936 2.0)
(s3938 4.0)
(s3939 5.0)
(s3940 5.0)
(s3941 2.0)
(s3943 4.0)
(s3944 5.0)
(s3945 5.0)
(s3946 2.0)
(s3948 4.0)
(s3949 5.0)
(s3950 5.0)
(s3951 2.0)
(s3953 4.0)
(s3954 5.0)
(s3955 5.0)
(s3956 2.0)
(s3958 4.0)
(s3959 5.0)
(s3960 5.0)
(s3961 2.0)
(s3963 4.0)
(s3964 5.0)
(s3965 5.0)
(s3966 2.0)
(s3968 4.0)
(s3969 5.0)
(s3970 5.0)
(s3971 2.0)
(s3973 4.0)
(s3974 5.0)
(s3975 5.0)
(s3976 2.0)
(s3978 4.0)
(s3979 5.0)
(s3980 5.0)
(s3981 2.0)
(s3983 4.0)
(s3984 5.0)
(s3985 5.0)
(s3986 2.0)
(s3988 4.0)
(s3989 5.0)
(s3990 5.0)
(s3991 2.0)
(s3993 4.0)
(s3994 5.0)
(s3995 5.0)
(s3996 2.0)
(s3998 4.0)
(s3999 5.0)
(s4000 5.0)
(s4001 2.0)
(s4003 4.0)
(s4004 5.0)
(s4005 5.0)
(s4006 2.0)
(s4008 4.0)
(s4009 5.0)
(s4010 5.0)
(s4011 2.0)
(s4013 4.0)
(s4014 5.0)
(s4015 5.0)
(s4016 2.0)
(s4018 4.0)
(s4019 5.0)
(s4020 5.0)
(s4021 2.0)
(s4023 4.0)
(s4024 5.0)
(s4025 5.0)
(s4026 2.0)
(s4028 4.0)
(s4029 5.0)
(s4030 5.0)
(s4031 2.0)
(s4033 4.0)
(s4034 5.0)
(s4035 5.0)
(s4036 2.0)
(s4038 4.0)
(s4039 5.0)
(s4040 5.0)
(s4041 2.0)
(s4043 4.0)
(s4044 5.0)
(s4045 5.0)
(s4046 2.0)
(s4048 4.0)
(s4049 5.0)
(s4050 5.0)
(s4051 2.0)
(s4053 4.0)
(s4054 5.0)
(s4055 5.0)
(s4056 2.0)
(s4058 4.0)
(s4059 5.0)
(s4060 5.0)
(s4061 2.0)
(s4063 4.0)
(s4064 5.0)
(s4065 5.0)
(s4066 2.0)
(s4068 4.0)
(s4069 5.0)
(s4070 5.0)
(s4071 2.0)
(s4073 4.0)
(s4074 5.0)
(s4075 5.0)
(s4076 2.0)
(s4078 4.0)
(s4079 5.0)
(s4080 5.0)
(s4081 2.0)
(s4083 4.0)
(s4084 5.0)
(s4085 5.0)
(s4086 2.0)
(s4088 4.0)
(s4089 5.0)
(s4090 5.0)
(s4091 2.0)
(s4093 4.0)
(s4094 5.0)
(s4095 5.0)
(s4096 2.0)
(s4098 4.0)
(s4099 5.0)
(s4100 5.0)
(s4101 2.0)
(s4103 4.0)
(s4104 5.0)
(s4105 5.0)
(s4106 2.0)
(s4108 4.0)
(s4109 5.0)
(s4110 5.0)
(s4111 2.0)
(s4113 4.0)
(s4114 5.0)
(s4115 5.0)
(s4116 2.0)
(s4118 4.0)
(s4119 5.0)
(s4120 5.0)
(s4121 2.0)
(s4123 4.0)
(s4124 5.0)
(s4125 5.0)
(s4126 2.0)
(s4128 4.0)
(s4129 5.0)
(s4130 5.0)
(s4131 2.0)
(s4133 4.0)
(s4134 5.0)
(s4135 5.0)
(s4136 2.0)
(s4138 4.0)
(s4139 5.0)
(s4140 5.0)
(s4141 2.0)
(s4143 4.0)
(s4144 5.0)
(s4145 5.0)
(s4146 2.0)
(s4148 4.0)
(s4149 5.0)
(s4150 5.0)
(s4151 2.0)
(s4153 4.0)
(s4154 5.0)
(s4155 5.0)
(s4156 2.0)
(s4158 4.0)
(s4159 5.0)
(s4160 5.0)
(s4161 2.0)
(s4163 4.0)
(s4164 5.0)
(s4165 5.0)
(s4166 2.0)
(s4168 4.0)
(s4169 5.0)
(s4170 5.0)
(s4171 2.0)
(s4173 4.0)
(s4174 5.0)
(s4175 5.0)
(s4176 2.0)
(s4178 4.0)
(s4179 5.0)
(s4180 5.0)
(s4181 2.0)
(s4183 4.0)
(s4184 5.0)
(s4185 5.0)
(s4186 2.0)
(s4188 4.0)
(s4189 5.0)
(s4190 5.0)
(s4191 2.0)
(s4193 4.0)
(s4194 5.0)
(s4195 5.0)
(s4196 2.0)
(s4198 4.0)
(s4199 5.0)
(s4200 5.0)
(s4201 2.0)
(s4203 4.0)
(s4204 5.0)
(s4205 5.0)
(s4206 2.0)
(s4208 4.0)
(s4209 5.0)
(s4210 5.0)
(s4211 2.0)
(s4213 4.0)
(s4214 5.0)
(s4215 5.0)
(s4216 2.0)
(s4218 4.0)
(s4219 5.0)
(s4220 5.0)
(s4221 2.0)
(s4223 4.0)
(s4224 5.0)
(s4225 5.0)
(s4226 2.0)
(s4228 4.0)
(s4229 5.0)
(s4230 5.0)
(s4231 2.0)
(s4233 4.0)
(s4234 5.0)
(s4235 5.0)
(s4236 2.0)
(s4238 4.0)
(s4239 5.0)
(s4240 5.0)
(s4241 2.0)
(s4243 4.0)
(s4244 5.0)
(s4245 5.0)
(s4246 2.0)
(s4248 4.0)
(s4249 5.0)
(s4250 5.0)
(s4251 2.0)
(s4253 4.0)
(s4254 5.0)
(s4255 5.0)
(s4256 2.0)
(s4258 4.0)
(s4259 5.0)
(s4260 5.0)
(s4261 2.0)
(s4263 4.0)
(s4264 5.0)
(s4265 5.0)
(s4266 2.0)
(s4268 4.0)
(s4269 5.0)
(s4270 5.0)
(s4271 2.0)
(s4273 4.0)
(s4274 5.0)
(s4275 5.0)
(s4276 2.0)
(s4278 4.0)
(s4279 5.0)
(s4280 5.0)
(s4281 2.0)
(s4283 4.0)
(s4284 5.0)
(s4285 5.0)
(s4286 2.0)
(s4288 4.0)
(s4289 5.0)
(s4290 5.0)
(s4291 2.0)
(s4293 4.0)
(s4294 5.0)
(s4295 5.0)
(s4296 2.0)
(s4298 4.0)
(s4299 5.0)
(s4300 5.0)
(s4301 2.0)
(s4303 4.0)
(s4304 5.0)
(s4305 5.0)
(s4306 2.0)
(s4308 4.0)
(s4309 5.0)
(s4310 5.0)
(s4311 2.0)
(s4313 4.0)
(s4314 5.0)
(s4315 5.0)
(s4316 2.0)
(s4318 4.0)
(s4319 5.0)
(s4320 5.0)
(s4321 2.0)
(s4323 4.0)
(s4324 5.0)
(s4325 5.0)
(s4326 2.0)
(s4328 4.0)
(s4329 5.0)
(s4330 5.0)
(s4331 2.0)
(s4333 4.0)
(s4334 5.0)
(s4335 5.0)
(s4336 2.0)
(s4338 4.0)
(s4339 5.0)
(s4340 5.0)
(s4341 2.0)
(s4343 4.0)
(s4344 5.0)
(s4345 5.0)
(s4346 2.0)
(s4348 4.0)
(s4349 5.0)
(s4350 5.0)
(s4351 2.0)
(s4353 4.0)
(s4354 5.0)
(s4355 5.0)
(s4356 2.0)
(s4358 4.0)
(s4359 5.0)
(s4360 5.0)
(s4361 2.0)
(s4363 4.0)
(s4364 5.0)
(s4365 5.0)
(s4366 2.0)
(s4368 4.0)
(s4369 5.0)
(s4370 5.0)
(s4371 2.0)
(s4373 4.0)
(s4374 5.0)
(s4375 5.0)
(s4376 2.0)
(s4378 4.0)
(s4379 5.0)
(s4380 5.0)
(s4381 2.0)
(s4383 4.0)
(s4384 5.0)
(s4385 5.0)
(s4386 2.0)
(s4388 4.0)
(s4389 5.0)
(s4390 5.0)
(s4391 2.0)
(s4393 4.0)
(s4394 5.0)
(s4395 5.0)
(s4396 2.0)
(s4398 4.0)
(s4399 5.0)
(s4400 5.0)
(s4401 2.0)
(s4403 4.0)
(s4404 5.0)
(s4405 5.0)
(s4406 2.0)
(s4408 4.0)
(s4409 5.0)
(s4410 5.0)
(s4411 2.0)
(s4413 4.0)
(s4414 5.0)
(s4415 5.0)
(s4416 2.0)
(s4418 4.0)
(s4419 5.0)
(s4420 5.0)
(s4421 2.0)
(s4423 4.0)
(s4424 5.0)
(s4425 5.0)
(s4426 2.0)
(s4428 4.0)
(s4429 5.0)
(s4430 5.0)
(s4431 2.0)
(s4433 4.0)
(s4434 5.0)
(s4435 5.0)
(s4436 2.0)
(s4438 4.0)
(s4439 5.0)
(s4440 5.0)
(s4441 2.0)
(s4443 4.0)
(s4444 5.0)
(s4445 5.0)
(s4446 2.0)
(s4448 4.0)
(s4449 5.0)
(s4450 5.0)
(s4451 2.0)
(s4453 4.0)
(s4454 5.0)
(s4455 5.0)
(s4456 2.0)
(s4458 4.0)
(s4459 5.0)
(s4460 5.0)
(s4461 2.0)
(s4463 4.0)
(s4464 5.0)
(s4465 5.0)
(s4466 2.0)
(s4468 4.0)
(s4469 5.0)
(s4470 5.0)
(s4471 2.0)
(s4473 4.0)
(s4474 5.0)
(s4475 5.0)
(s4476 2.0)
(s4478 4.0)
(s4479 5.0)
(s4480 5.0)
(s4481 2.0)
(s4483 4.0)
(s4484 5.0)
(s4485 5.0)
(s4486 2.0)
(s4488 4.0)
(s4489 5.0)
(s4490 5.0)
(s4491 2.0)
(s4493 4.0)
(s4494 5.0)
(s4495 5.0)
(s4496 2.0)
(s4498 4.0)
(s4499 5.0)
(s4500 5.0)
(s4501 2.0)
(s4503 4.0)
(s4504 5.0)
(s4505 5.0)
(s4506 2.0)
(s4508 4.0)
(s4509 5.0)
(s4510 5.0)
(s4511 2.0)
(s4513 4.0)
(s4514 5.0)
(s4515 5.0)
(s4516 2.0)
(s4518 4.0)
(s4519 5.0)
(s4520 5.0)
(s4521 2.0)
(s4523 4.0)
(s4524 5.0)
(s4525 5.0)
(s4526 2.0)
(s4528 4.0)
(s4529 5.0)
(s4530 5.0)
(s4531 2.0)
(s4533 4.0)
(s4534 5.0)
(s4535 5.0)
(s4536 2.0)
(s4538 4.0)
(s4539 5.0)
(s4540 5.0)
(s4541 2.0)
(s4543 4.0)
(s4544 5.0)
(s4545 5.0)
(s4546 2.0)
(s4548 4.0)
(s4549 5.0)
(s4550 5.0)
(s4551 2.0)
(s4553 4.0)
(s4554 5.0)
(s4555 5.0)
(s4556 2.0)
(s4558 4.0)
(s4559 5.0)
(s4560 5.0)
(s4561 2.0)
(s4563 4.0)
(s4564 5.0)
(s4565 5.0)
(s4566 2.0)
(s4568 4.0)
(s4569 5.0)
(s4570 5.0)
(s4571 2.0)
(s4573 4.0)
(s4574 5.0)
(s4575 5.0)
(s4576 2.0)
(s4578 4.0)
(s4579 5.0)
(s4580 5.0)
(s4581 2.0)
(s4583 4.0)
(s4584 5.0)
(s4585 5.0)
(s4586 2.0)
(s4588 4.0)
(s4589 5.0)
(s4590 5.0)
(s4591 2.0)
(s4593 4.0)
(s4594 5.0)
(s4595 5.0)
(s4596 2.0)
(s4598 4.0)
(s4599 5.0)
(s4600 5.0)
(s4601 2.0)
(s4603 4.0)
(s4604 5.0)
(s4605 5.0)
(s4606 2.0)
(s4608 4.0)
(s4609 5.0)
(s4610 5.0)
(s4611 2.0)
(s4613 4.0)
(s4614 5.0)
(s4615 5.0)
(s4616 2.0)
(s4618 4.0)
(s4619 5.0)
(s4620 5.0)
(s4621 2.0)
(s4623 4.0)
(s4624 5.0)
(s4625 5.0)
(s4626 2.0)
(s4628 4.0)
(s4629 5.0)
(s4630 5.0)
(s4631 2.0)
(s4633 4.0)
(s4634 5.0)
(s4635 5.0)
(s4636 2.0)
(s4638 4.0)
(s4639 5.0)
(s4640 5.0)
(s4641 2.0)
(s4643 4.0)
(s4644 5.0)
(s4645 5.0)
(s4646 2.0)
(s4648 4.0)
(s4649 5.0)
(s4650 5.0)
(s4651 2.0)
(s4653 4.0)
(s4654 5.0)
(s4655 5.0)
(s4656 2.0)
(s4658 4.0)
(s4659 5.0)
(s4660 5.0)
(s4661 2.0)
(s4663 4.0)
(s4664 5.0)
(s4665 5.0)
(s4666 2.0)
(s4668 4.0)
(s4669 5.0)
(s4670 5.0)
(s4671 2.0)
(s4673 4.0)
(s4674 5.0)
(s4675 5.0)
(s4676 2.0)
(s4678 4.0)
(s4679 5.0)
(s4680 5.0)
(s4681 2.0)
(s4683 4.0)
(s4684 5.0)
(s4685 5.0)
(s4686 2.0)
(s4688 4.0)
(s4689 5.0)
(s4690 5.0)
(s4691 2.0)
(s4693 4.0)
(s4694 5.0)
(s4695 5.0)
(s4696 2.0)
(s4698 4.0)
(s4699 5.0)
(s4700 5.0)
(s4701 2.0)
(s4703 4.0)
(s4704 5.0)
(s4705 5.0)
(s4706 2.0)
(s4708 4.0)
(s4709 5.0)
(s4710 5.0)
(s4711 2.0)
(s4713 4.0)
(s4714 5.0)
(s4715 5.0)
(s4716 2.0)
(s4718 4.0)
(s4719 5.0)
(s4720 5.0)
(s4721 2.0)
(s4723 4.0)
(s4724 5.0)
(s4725 5.0)
(s4726 2.0)
(s4728 4.0)
(s4729 5.0)
(s4730 5.0)
(s4731 2.0)
(s4733 4.0)
(s4734 5.0)
(s4735 5.0)
(s4736 2.0)
(s4738 4.0)
(s4739 5.0)
(s4740 5.0)
(s4741 2.0)
(s4743 4.0)
(s4744 5.0)
(s4745 5.0)
(s4746 2.0)
(s4748 4.0)
(s4749 5.0)
(s4750 5.0)
(s4751 2.0)
(s4753 4.0)
(s4754 5.0)
(s4755 5.0)
(s4756 2.0)
(s4758 4.0)
(s4759 5.0)
(s4760 5.0)
(s4761 2.0)
(s4763 4.0)
(s4764 5.0)
(s4765 5.0)
(s4766 2.0)
(s4768 4.0)
(s4769 5.0)
(s4770 5.0)
(s4771 2.0)
(s4773 4.0)
(s4774 5.0)
(s4775 5.0)
(s4776 2.0)
(s4778 4.0)
(s4779 5.0)
(s4780 5.0)
(s4781 2.0)
(s4783 4.0)
(s4784 5.0)
(s4785 5.0)
(s4786 2.0)
(s4788 4.0)
(s4789 5.0)
(s4790 5.0)
(s4791 2.0)
(s4793 4.0)
(s4794 5.0)
(s4795 5.0)
(s4796 2.0)
(s4798 4.0)
(s4799 5.0)
(s4800 5.0)
(s4801 2.0)
(s4803 4.0)
(s4804 5.0)
(s4805 5.0)
(s4806 2.0)
(s4808 4.0)
(s4809 5.0)
(s4810 5.0)
(s4811 2.0)
(s4813 4.0)
(s4814 5.0)
(s4815 5.0)
(s4816 2.0)
(s4818 4.0)
(s4819 5.0)
(s4820 5.0)
(s4821 2.0)
(s4823 4.0)
(s4824 5.0)
(s4825 5.0)
(s4826 2.0)
(s4828 4.0)
(s4829 5.0)
(s4830 5.0)
(s4831 2.0)
(s4833 4.0)
(s4834 5.0)
(s4835 5.0)
(s4836 2.0)
(s4838 4.0)
(s4839 5.0)
(s4840 5.0)
(s4841 2.0)
(s4843 4.0)
(s4844 5.0)
(s4845 5.0)
(s4846 2.0)
(s4848 4.0)
(s4849 5.0)
(s4850 5.0)
(s4851 2.0)
(s4853 4.0)
(s4854 5.0)
(s4855 5.0)
(s4856 2.0)
(s4858 4.0)
(s4859 5.0)
(s4860 5.0)
(s4861 2.0)
(s4863 4.0)
(s4864 5.0)
(s4865 5.0)
(s4866 2.0)
(s4868 4.0)
(s4869 5.0)
(s4870 5.0)
(s4871 2.0)
(s4873 4.0)
(s4874 5.0)
(s4875 5.0)
(s4876 2.0)
(s4878 4.0)
(s4879 5.0)
(s4880 5.0)
(s4881 2.0)
(s4883 4.0)
(s4884 5.0)
(s4885 5.0)
(s4886 2.0)
(s4888 4.0)
(s4889 5.0)
(s4890 5.0)
(s4891 2.0)
(s4893 4.0)
(s4894 5.0)
(s4895 5.0)
(s4896 2.0)
(s4898 4.0)
(s4899 5.0)
(s4900 5.0)
(s4901 2.0)
(s4903 4.0)
(s4904 5.0)
(s4905 5.0)
(s4906 2.0)
(s4908 4.0)
(s4909 5.0)
(s4910 5.0)
(s4911 2.0)
(s4913 4.0)
(s4914 5.0)
(s4915 5.0)
(s4916 2.0)
(s4918 4.0)
(s4919 5.0)
(s4920 5.0)
(s4921 2.0)
(s4923 4.0)
(s4924 5.0)
(s4925 5.0)
(s4926 2.0)
(s4928 4.0)
(s4929 5.0)
(s4930 5.0)
(s4931 2.0)
(s4933 4.0)
(s4934 5.0)
(s4935 5.0)
(s4936 2.0)
(s4938 4.0)
(s4939 5.0)
(s4940 5.0)
(s4941 2.0)
(s4943 4.0)
(s4944 5.0)
(s4945 5.0)
(s4946 2.0)
(s4948 4.0)
(s4949 5.0)
(s4950 5.0)
(s4951 2.0)
(s4953 4.0)
(s4954 5.0)
(s4955 5.0)
(s4956 2.0)
(s4958 4.0)
(s4959 5.0)
(s4960 5.0)
(s4961 2.0)
(s4963 4.0)
(s4964 5.0)
(s4965 5.0)
(s4966 2.0)
(s4968 4.0)
(s4969 5.0)
(s4970 5.0)
(s4971 2.0)
(s4973 4.0)
(s4974 5.0)
(s4975 5.0)
(s4976 2.0)
(s4978 4.0)
(s4979 5.0)
(s4980 5.0)
(s4981 2.0)
(s4983 4.0)
(s4984 5.0)
(s4985 5.0)
(s4986 2.0)
(s4988 4.0)
(s4989 5.0)
(s4990 5.0)
(s4991 2.0)
(s4993 4.0)
(s4994 5.0)
(s4995 5.0)
(s4996 2.0)
(s4998 4.0)
(s4999 5.0)
(s5000 5.0)
(s5001 2.0)
(s5003 4.0)
(s5004 5.0)
(s5005 5.0)
(s5006 2.0)
(s5008 4.0)
(s5009 5.0)
(s5010 5.0)
(s5011 2.0)
(s5013 4.0)
(s5014 5.0)
(s5015 5.0)
(s5016 2.0)
(s5018 4.0)
(s5019 5.0)
(s5020 5.0)
(s5021 2.0)
(s5023 4.0)
(s5024 5.0)
(s5025 5.0)
(s5026 2.0)
(s5028 4.0)
(s5029 5.0)
(s5030 5.0)
(s5031 2.0)
(s5033 4.0)
(s5034 5.0)
(s5035 5.0)
(s5036 2.0)
(s5038 4.0)
(s5039 5.0)
(s5040 5.0)
(s5041 2.0)
(s5043 4.0)
(s5044 5.0)
(s5045 5.0)
(s5046 2.0)
(s5048 4.0)
(s5049 5.0)
(s5050 5.0)
(s5051 2.0)
(s5053 4.0)
(s5054 5.0)
(s5055 5.0)
(s5056 2.0)
(s5058 4.0)
(s5059 5.0)
(s5060 5.0)
(s5061 2.0)
(s5063 4.0)
(s5064 5.0)
(s5065 5.0)
(s5066 2.0)
(s5068 4.0)
(s5069 5.0)
(s5070 5.0)
(s5071 2.0)
(s5073 4.0)
(s5074 5.0)
(s5075 5.0)
(s5076 2.0)
(s5078 4.0)
(s5079 5.0)
(s5080 5.0)
(s5081 2.0)
(s5083 4.0)
(s5084 5.0)
(s5085 5.0)
(s5086 2.0)
(s5088 4.0)
(s5089 5.0)
(s5090 5.0)
(s5091 2.0)
(s5093 4.0)
(s5094 5.0)
(s5095 5.0)
(s5096 2.0)
(s5098 4.0)
(s5099 5.0)
(s5100 5.0)
(s5101 2.0)
(s5103 4.0)
(s5104 5.0)
(s5105 5.0)
(s5106 2.0)
(s5108 4.0)
(s5109 5.0)
(s5110 5.0)
(s5111 2.0)
(s5113 4.0)
(s5114 5.0)
(s5115 5.0)
(s5116 2.0)
(s5118 4.0)
(s5119 5.0)
(s5120 5.0)
(s5121 2.0)
(s5123 4.0)
(s5124 5.0)
(s5125 5.0)
(s5126 2.0)
(s5128 4.0)
(s5129 5.0)
(s5130 5.0)
(s5131 2.0)
(s5133 4.0)
(s5134 5.0)
(s5135 5.0)
(s5136 2.0)
(s5138 4.0)
(s5139 5.0)
(s5140 5.0)
(s5141 2.0)
(s5143 4.0)
(s5144 5.0)
(s5145 5.0)
(s5146 2.0)
(s5148 4.0)
(s5149 5.0)
(s5150 5.0)
(s5151 2.0)
(s5153 4.0)
(s5154 5.0)
(s5155 5.0)
(s5156 2.0)
(s5158 4.0)
(s5159 5.0)
(s5160 5.0)
(s5161 2.0)
(s5163 4.0)
(s5164 5.0)
(s5165 5.0)
(s5166 2.0)
(s5168 4.0)
(s5169 5.0)
(s5170 5.0)
(s5171 2.0)
(s5173 4.0)
(s5174 5.0)
(s5175 5.0)
(s5176 2.0)
(s5178 4.0)
(s5179 5.0)
(s5180 5.0)
(s5181 2.0)
(s5183 4.0)
(s5184 5.0)
(s5185 5.0)
(s5186 2.0)
(s5188 4.0)
(s5189 5.0)
(s5190 5.0)
(s5191 2.0)
(s5193 4.0)
(s5194 5.0)
(s5195 5.0)
(s5196 2.0)
(s5198 4.0)
(s5199 5.0)
(s5200 5.0)
(s5201 2.0)
(s5203 4.0)
(s5204 5.0)
(s5205 5.0)
(s5206 2.0)
(s5208 4.0)
(s5209 5.0)
(s5210 5.0)
(s5211 2.0)
(s5213 4.0)
(s5214 5.0)
(s5215 5.0)
(s5216 2.0)
(s5218 4.0)
(s5219 5.0)
(s5220 5.0)
(s5221 2.0)
(s5223 4.0)
(s5224 5.0)
(s5225 5.0)
(s5226 2.0)
(s5228 4.0)
(s5229 5.0)
(s5230 5.0)
(s5231 2.0)
(s5233 4.0)
(s5234 5.0)
(s5235 5.0)
(s5236 2.0)
(s5238 4.0)
(s5239 5.0)
(s5240 5.0)
(s5241 2.0)
(s5243 4.0)
(s5244 5.0)
(s5245 5.0)
(s5246 2.0)
(s5248 4.0)
(s5249 5.0)
(s5250 5.0)
(s5251 2.0)
(s5253 4.0)
(s5254 5.0)
(s5255 5.0)
(s5256 2.0)
(s5258 4.0)
(s5259 5.0)
(s5260 5.0)
(s5261 2.0)
(s5263 4.0)
(s5264 5.0)
(s5265 5.0)
(s5266 2.0)
(s5268 4.0)
(s5269 5.0)
(s5270 5.0)
(s5271 2.0)
(s5273 4.0)
(s5274 5.0)
(s5275 5.0)
(s5276 2.0)
(s5278 4.0)
(s5279 5.0)
(s5280 5.0)
(s5281 2.0)
(s5283 4.0)
(s5284 5.0)
(s5285 5.0)
(s5286 2.0)
(s5288 4.0)
(s5289 5.0)
(s5290 5.0)
(s5291 2.0)
(s5293 4.0)
(s5294 5.0)
(s5295 5.0)
(s5296 2.0)
(s5298 4.0)
(s5299 5.0)
(s5300 5.0)
(s5301 2.0)
(s5303 4.0)
(s5304 5.0)
(s5305 5.0)
(s5306 2.0)
(s5308 4.0)
(s5309 5.0)
(s5310 5.0)
(s5311 2.0)
(s5313 4.0)
(s5314 5.0)
(s5315 5.0)
(s5316 2.0)
(s5318 4.0)
(s5319 5.0)
(s5320 5.0)
(s5321 2.0)
(s5323 4.0)
(s5324 5.0)
(s5325 5.0)
(s5326 2.0)
(s5328 4.0)
(s5329 5.0)
(s5330 5.0)
(s5331 2.0)
(s5333 4.0)
(s5334 5.0)
(s5335 5.0)
(s5336 2.0)
(s5338 4.0)
(s5339 5.0)
(s5340 5.0)
(s5341 2.0)
(s5343 4.0)
(s5344 5.0)
(s5345 5.0)
(s5346 2.0)
(s5348 4.0)
(s5349 5.0)
(s5350 5.0)
(s5351 2.0)
(s5353 4.0)
(s5354 5.0)
(s5355 5.0)
(s5356 2.0)
(s5358 4.0)
(s5359 5.0)
(s5360 5.0)
(s5361 2.0)
(s5363 4.0)
(s5364 5.0)
(s5365 5.0)
(s5366 2.0)
(s5368 4.0)
(s5369 5.0)
(s5370 5.0)
(s5371 2.0)
(s5373 4.0)
(s5374 5.0)
(s5375 5.0)
(s5376 2.0)
(s5378 4.0)
(s5379 5.0)
(s5380 5.0)
(s5381 2.0)
(s5383 4.0)
(s5384 5.0)
(s5385 5.0)
(s5386 2.0)
(s5388 4.0)
(s5389 5.0)
(s5390 5.0)
(s5391 2.0)
(s5393 4.0)
(s5394 5.0)
(s5395 5.0)
(s5396 2.0)
(s5398 4.0)
(s5399 5.0)
(s5400 5.0)
(s5401 2.0)
(s5403 4.0)
(s5404 5.0)
(s5405 5.0)
(s5406 2.0)
(s5408 4.0)
(s5409 5.0)
(s5410 5.0)
(s5411 2.0)
(s5413 4.0)
(s5414 5.0)
(s5415 5.0)
(s5416 2.0)
(s5418 4.0)
(s5419 5.0)
(s5420 5.0)
(s5421 2.0)
(s5423 4.0)
(s5424 5.0)
(s5425 5.0)
(s5426 2.0)
(s5428 4.0)
(s5429 5.0)
(s5430 5.0)
(s5431 2.0)
(s5433 4.0)
(s5434 5.0)
(s5435 5.0)
(s5436 2.0)
(s5438 4.0)
(s5439 5.0)
(s5440 5.0)
(s5441 2.0)
(s5443 4.0)
(s5444 5.0)
(s5445 5.0)
(s5446 2.0)
(s5448 4.0)
(s5449 5.0)
(s5450 5.0)
(s5451 2.0)
(s5453 4.0)
(s5454 5.0)
(s5455 5.0)
(s5456 2.0)
(s5458 4.0)
(s5459 5.0)
(s5460 5.0)
(s5461 2.0)
(s5463 4.0)
(s5464 5.0)
(s5465 5.0)
(s5466 2.0)
(s5468 4.0)
(s5469 5.0)
(s5470 5.0)
(s5471 2.0)
(s5473 4.0)
(s5474 5.0)
(s5475 5.0)
(s5476 2.0)
(s5478 4.0)
(s5479 5.0)
(s5480 5.0)
(s5481 2.0)
(s5483 4.0)
(s5484 5.0)
(s5485 5.0)
(s5486 2.0)
(s5488 4.0)
(s5489 5.0)
(s5490 5.0)
(s5491 2.0)
(s5493 4.0)
(s5494 5.0)
(s5495 5.0)
(s5496 2.0)
(s5498 4.0)
(s5499 5.0)
(s5500 5.0)
(s5501 2.0)
(s5503 4.0)
(s5504 5.0)
(s5505 5.0)
(s5506 2.0)
(s5508 4.0)
(s5509 5.0)
(s5510 5.0)
(s5511 2.0)
(s5513 4.0)
(s5514 5.0)
(s5515 5.0)
(s5516 2.0)
(s5518 4.0)
(s5519 5.0)
(s5520 5.0)
(s5521 2.0)
(s5523 4.0)
(s5524 5.0)
(s5525 5.0)
(s5526 2.0)
(s5528 4.0)
(s5529 5.0)
(s5530 5.0)
(s5531 2.0)
(s5533 4.0)
(s5534 5.0)
(s5535 5.0)
(s5536 2.0)
(s5538 4.0)
(s5539 5.0)
(s5540 5.0)
(s5541 2.0)
(s5543 4.0)
(s5544 5.0)
(s5545 5.0)
(s5546 2.0)
(s5548 4.0)
(s5549 5.0)
(s5550 5.0)
(s5551 2.0)
(s5553 4.0)
(s5554 5.0)
(s5555 5.0)
(s5556 2.0)
(s5558 4.0)
(s5559 5.0)
(s5560 5.0)
(s5561 2.0)
(s5563 4.0)
(s5564 5.0)
(s5565 5.0)
(s5566 2.0)
(s5568 4.0)
(s5569 5.0)
(s5570 5.0)
(s5571 2.0)
(s5573 4.0)
(s5574 5.0)
(s5575 5.0)
(s5576 2.0)
(s5578 4.0)
(s5579 5.0)
(s5580 5.0)
(s5581 2.0)
(s5583 4.0)
(s5584 5.0)
(s5585 5.0)
(s5586 2.0)
(s5588 4.0)
(s5589 5.0)
(s5590 5.0)
(s5591 2.0)
(s5593 4.0)
(s5594 5.0)
(s5595 5.0)
(s5596 2.0)
(s5598 4.0)
(s5599 5.0)
(s5600 5.0)
(s5601 2.0)
(s5603 4.0)
(s5604 5.0)
(s5605 5.0)
(s5606 2.0)
(s5608 4.0)
(s5609 5.0)
(s5610 5.0)
(s5611 2.0)
(s5613 4.0)
(s5614 5.0)
(s5615 5.0)
(s5616 2.0)
(s5618 4.0)
(s5619 5.0)
(s5620 5.0)
(s5621 2.0)
(s5623 4.0)
(s5624 5.0)
(s5625 5.0)
(s5626 2.0)
(s5628 4.0)
(s5629 5.0)
(s5630 5.0)
(s5631 2.0)
(s5633 4.0)
(s5634 5.0)
(s5635 5.0)
(s5636 2.0)
(s5638 4.0)
(s5639 5.0)
(s5640 5.0)
(s5641 2.0)
(s5643 4.0)
(s5644 5.0)
(s5645 5.0)
(s5646 2.0)
(s5648 4.0)
(s5649 5.0)
(s5650 5.0)
(s5651 2.0)
(s5653 4.0)
(s5654 5.0)
(s5655 5.0)
(s5656 2.0)
(s5658 4.0)
(s5659 5.0)
(s5660 5.0)
(s5661 2.0)
(s5663 4.0)
(s5664 5.0)
(s5665 5.0)
(s5666 2.0)
(s5668 4.0)
(s5669 5.0)
(s5670 5.0)
(s5671 2.0)
(s5673 4.0)
(s5674 5.0)
(s5675 5.0)
(s5676 2.0)
(s5678 4.0)
(s5679 5.0)
(s5680 5.0)
(s5681 2.0)
(s5683 4.0)
(s5684 5.0)
(s5685 5.0)
(s5686 2.0)
(s5688 4.0)
(s5689 5.0)
(s5690 5.0)
(s5691 2.0)
(s5693 4.0)
(s5694 5.0)
(s5695 5.0)
(s5696 2.0)
(s5698 4.0)
(s5699 5.0)
(s5700 5.0)
(s5701 2.0)
(s5703 4.0)
(s5704 5.0)
(s5705 5.0)
(s5706 2.0)
(s5708 4.0)
(s5709 5.0)
(s5710 5.0)
(s5711 2.0)
(s5713 4.0)
(s5714 5.0)
(s5715 5.0)
(s5716 2.0)
(s5718 4.0)
(s5719 5.0)
(s5720 5.0)
(s5721 2.0)
(s5723 4.0)
(s5724 5.0)
(s5725 5.0)
(s5726 2.0)
(s5728 4.0)
(s5729 5.0)
(s5730 5.0)
(s5731 2.0)
(s5733 4.0)
(s5734 5.0)
(s5735 5.0)
(s5736 2.0)
(s5738 4.0)
(s5739 5.0)
(s5740 5.0)
(s5741 2.0)
(s5743 4.0)
(s5744 5.0)
(s5745 5.0)
(s5746 2.0)
(s5748 4.0)
(s5749 5.0)
(s5750 5.0)
(s5751 2.0)
(s5753 4.0)
(s5754 5.0)
(s5755 5.0)
(s5756 2.0)
(s5758 4.0)
(s5759 5.0)
(s5760 5.0)
(s5761 2.0)
(s5763 4.0)
(s5764 5.0)
(s5765 5.0)
(s5766 2.0)
(s5768 4.0)
(s5769 5.0)
(s5770 5.0)
(s5771 2.0)
(s5773 4.0)
(s5774 5.0)
(s5775 5.0)
(s5776 2.0)
(s5778 4.0)
(s5779 5.0)
(s5780 5.0)
(s5781 2.0)
(s5783 4.0)
(s5784 5.0)
(s5785 5.0)
(s5786 2.0)
(s5788 4.0)
(s5789 5.0)
(s5790 5.0)
(s5791 2.0)
(s5793 4.0)
(s5794 5.0)
(s5795 5.0)
(s5796 2.0)
(s5798 4.0)
(s5799 5.0)
(s5800 5.0)
(s5801 2.0)
(s5803 4.0)
(s5804 5.0)
(s5805 5.0)
(s5806 2.0)
(s5808 4.0)
(s5809 5.0)
(s5810 5.0)
(s5811 2.0)
(s5813 4.0)
(s5814 5.0)
(s5815 5.0)
(s5816 2.0)
(s5818 4.0)
(s5819 5.0)
(s5820 5.0)
(s5821 2.0)
(s5823 4.0)
(s5824 5.0)
(s5825 5.0)
(s5826 2.0)
(s5828 4.0)
(s5829 5.0)
(s5830 5.0)
(s5831 2.0)
(s5833 4.0)
(s5834 5.0)
(s5835 5.0)
(s5836 2.0)
(s5838 4.0)
(s5839 5.0)
(s5840 5.0)
(s5841 2.0)
(s5843 4.0)
(s5844 5.0)
(s5845 5.0)
(s5846 2.0)
(s5848 4.0)
(s5849 5.0)
(s5850 5.0)
(s5851 2.0)
(s5853 4.0)
(s5854 5.0)
(s5855 5.0)
(s5856 2.0)
(s5858 4.0)
(s5859 5.0)
(s5860 5.0)
(s5861 2.0)
(s5863 4.0)
(s5864 5.0)
(s5865 5.0)
(s5866 2.0)
(s5868 4.0)
(s5869 5.0)
(s5870 5.0)
(s5871 2.0)
(s5873 4.0)
(s5874 5.0)
(s5875 5.0)
(s5876 2.0)
(s5878 4.0)
(s5879 5.0)
(s5880 5.0)
(s5881 2.0)
(s5883 4.0)
(s5884 5.0)
(s5885 5.0)
(s5886 2.0)
(s5888 4.0)
(s5889 5.0)
(s5890 5.0)
(s5891 2.0)
(s5893 4.0)
(s5894 5.0)
(s5895 5.0)
(s5896 2.0)
(s5898 4.0)
(s5899 5.0)
(s5900 5.0)
(s5901 2.0)
(s5903 4.0)
(s5904 5.0)
(s5905 5.0)
(s5906 2.0)
(s5908 4.0)
(s5909 5.0)
(s5910 5.0)
(s5911 2.0)
(s5913 4.0)
(s5914 5.0)
(s5915 5.0)
(s5916 2.0)
(s5918 4.0)
(s5919 5.0)
(s5920 5.0)
(s5921 2.0)
(s5923 4.0)
(s5924 5.0)
(s5925 5.0)
(s5926 2.0)
(s5928 4.0)
(s5929 5.0)
(s5930 5.0)
(s5931 2.0)
(s5933 4.0)
(s5934 5.0)
(s5935 5.0)
(s5936 2.0)
(s5938 4.0)
(s5939 5.0)
(s5940 5.0)
(s5941 2.0)
(s5943 4.0)
(s5944 5.0)
(s5945 5.0)
(s5946 2.0)
(s5948 4.0)
(s5949 5.0)
(s5950 5.0)
(s5951 2.0)
(s5953 4.0)
(s5954 5.0)
(s5955 5.0)
(s5956 2.0)
(s5958 4.0)
(s5959 5.0)
(s5960 5.0)
(s5961 2.0)
(s5963 4.0)
(s5964 5.0)
(s5965 5.0)
(s5966 2.0)
(s5968 4.0)
(s5969 5.0)
(s5970 5.0)
(s5971 2.0)
(s5973 4.0)
(s5974 5.0)
(s5975 5.0)
(s5976 2.0)
(s5978 4.0)
(s5979 5.0)
(s5980 5.0)
(s5981 2.0)
(s5983 4.0)
(s5984 5.0)
(s5985 5.0)
(s5986 2.0)
(s5988 4.0)
(s5989 5.0)
(s5990 5.0)
(s5991 2.0)
(s5993 4.0)
(s5994 5.0)
(s5995 5.0)
(s5996 2.0)
(s5998 4.0)
(s5999 5.0)
(s6000 5.0)
(s6001 2.0)
(s6003 4.0)
(s6004 5.0)
(s6005 5.0)
(s6006 2.0)
(s6008 4.0)
(s6009 5.0)
(s6010 5.0)
(s6011 2.0)
(s6013 4.0)
(s6014 5.0)
(s6015 5.0)
(s6016 2.0)
(s6018 4.0)
(s6019 5.0)
(s6020 5.0)
(s6021 2.0)
(s6023 4.0)
(s6024 5.0)
(s6025 5.0)
(s6026 2.0)
(s6028 4.0)
(s6029 5.0)
(s6030 5.0)
(s6031 2.0)
(s6033 4.0)
(s6034 5.0)
(s6035 5.0)
(s6036 2.0)
(s6038 4.0)
(s6039 5.0)
(s6040 5.0)
(s6041 2.0)
(s6043 4.0)
(s6044 5.0)
(s6045 5.0)
(s6046 2.0)
(s6048 4.0)
(s6049 5.0)
(s6050 5.0)
(s6051 2.0)
(s6053 4.0)
(s6054 5.0)
(s6055 5.0)
(s6056 2.0)
(s6058 4.0)
(s6059 5.0)
(s6060 5.0)
(s6061 2.0)
(s6063 4.0)
(s6064 5.0)
(s6065 5.0)
(s6066 2.0)
(s6068 4.0)
(s6069 5.0)
(s6070 5.0)
(s6071 2.0)
(s6073 4.0)
(s6074 5.0)
(s6075 5.0)
(s6076 2.0)
(s6078 4.0)
(s6079 5.0)
(s6080 5.0)
(s6081 2.0)
(s6083 4.0)
(s6084 5.0)
(s6085 5.0)
(s6086 2.0)
(s6088 4.0)
(s6089 5.0)
(s6090 5.0)
(s6091 2.0)
(s6093 4.0)
(s6094 5.0)
(s6095 5.0)
(s6096 2.0)
(s6098 4.0)
(s6099 5.0)
(s6100 5.0)
(s6101 2.0)
(s6103 4.0)
(s6104 5.0)
(s6105 5.0)
(s6106 2.0)
(s6108 4.0)
(s6109 5.0)
(s6110 5.0)
(s6111 2.0)
(s6113 4.0)
(s6114 5.0)
(s6115 5.0)
(s6116 2.0)
(s6118 4.0)
(s6119 5.0)
(s6120 5.0)
(s6121 2.0)
(s6123 4.0)
(s6124 5.0)
(s6125 5.0)
(s6126 2.0)
(s6128 4.0)
(s6129 5.0)
(s6130 5.0)
(s6131 2.0)
(s6133 4.0)
(s6134 5.0)
(s6135 5.0)
(s6136 2.0)
(s6138 4.0)
(s6139 5.0)
(s6140 5.0)
(s6141 2.0)
(s6143 4.0)
(s6144 5.0)
(s6145 5.0)
(s6146 2.0)
(s6148 4.0)
(s6149 5.0)
(s6150 5.0)
(s6151 2.0)
(s6153 4.0)
(s6154 5.0)
(s6155 5.0)
(s6156 2.0)
(s6158 4.0)
(s6159 5.0)
(s6160 5.0)
(s6161 2.0)
(s6163 4.0)
(s6164 5.0)
(s6165 5.0)
(s6166 2.0)
(s6168 4.0)
(s6169 5.0)
(s6170 5.0)
(s6171 2.0)
(s6173 4.0)
(s6174 5.0)
(s6175 5.0)
(s6176 2.0)
(s6178 4.0)
(s6179 5.0)
(s6180 5.0)
(s6181 2.0)
(s6183 4.0)
(s6184 5.0)
(s6185 5.0)
(s6186 2.0)
(s6188 4.0)
(s6189 5.0)
(s6190 5.0)
(s6191 2.0)
(s6193 4.0)
(s6194 5.0)
(s6195 5.0)
(s6196 2.0)
(s6198 4.0)
(s6199 5.0)
(s6200 5.0)
(s6201 2.0)
(s6203 4.0)
(s6204 5.0)
(s6205 5.0)
(s6206 2.0)
(s6208 4.0)
(s6209 5.0)
(s6210 5.0)
(s6211 2.0)
(s6213 4.0)
(s6214 5.0)
(s6215 5.0)
(s6216 2.0)
(s6218 4.0)
(s6219 5.0)
(s6220 5.0)
(s6221 2.0)
(s6223 4.0)
(s6224 5.0)
(s6225 5.0)
(s6226 2.0)
(s6228 4.0)
(s6229 5.0)
(s6230 5.0)
(s6231 2.0)
(s6233 4.0)
(s6234 5.0)
(s6235 5.0)
(s6236 2.0)
(s6238 4.0)
(s6239 5.0)
(s6240 5.0)
(s6241 2.0)
(s6243 4.0)
(s6244 5.0)
(s6245 5.0)
(s6246 2.0)
(s6248 4.0)
(s6249 5.0)
(s6250 5.0)
(s6251 2.0)
(s6253 4.0)
(s6254 5.0)
(s6255 5.0)
(s6256 2.0)
(s6258 4.0)
(s6259 5.0)
(s6260 5.0)
(s6261 2.0)
(s6263 4.0)
(s6264 5.0)
(s6265 5.0)
(s6266 2.0)
(s6268 4.0)
(s6269 5.0)
(s6270 5.0)
(s6271 2.0)
(s6273 4.0)
(s6274 5.0)
(s6275 5.0)
(s6276 2.0)
(s6278 4.0)
(s6279 5.0)
(s6280 5.0)
(s6281 2.0)
(s6283 4.0)
(s6284 5.0)
(s6285 5.0)
(s6286 2.0)
(s6288 4.0)
(s6289 5.0)
(s6290 5.0)
(s6291 2.0)
(s6293 4.0)
(s6294 5.0)
(s6295 5.0)
(s6296 2.0)
(s6298 4.0)
(s6299 5.0)
(s6300 5.0)
(s6301 2.0)
(s6303 4.0)
(s6304 5.0)
(s6305 5.0)
(s6306 2.0)
(s6308 4.0)
(s6309 5.0)
(s6310 5.0)
(s6311 2.0)
(s6313 4.0)
(s6314 5.0)
(s6315 5.0)
(s6316 2.0)
(s6318 4.0)
(s6319 5.0)
(s6320 5.0)
(s6321 2.0)
(s6323 4.0)
(s6324 5.0)
(s6325 5.0)
(s6326 2.0)
(s6328 4.0)
(s6329 5.0)
(s6330 5.0)
(s6331 2.0)
(s6333 4.0)
(s6334 5.0)
(s6335 5.0)
(s6336 2.0)
(s6338 4.0)
(s6339 5.0)
(s6340 5.0)
(s6341 2.0)
(s6343 4.0)
(s6344 5.0)
(s6345 5.0)
(s6346 2.0)
(s6348 4.0)
(s6349 5.0)
(s6350 5.0)
(s6351 2.0)
(s6353 4.0)
(s6354 5.0)
(s6355 5.0)
(s6356 2.0)
(s6358 4.0)
(s6359 5.0)
(s6360 5.0)
(s6361 2.0)
(s6363 4.0)
(s6364 5.0)
(s6365 5.0)
(s6366 2.0)
(s6368 4.0)
(s6369 5.0)
(s6370 5.0)
(s6371 2.0)
(s6373 4.0)
(s6374 5.0)
(s6375 5.0)
(s6376 2.0)
(s6378 4.0)
(s6379 5.0)
(s6380 5.0)
(s6381 2.0)
(s6383 4.0)
(s6384 5.0)
(s6385 5.0)
(s6386 2.0)
(s6388 4.0)
(s6389 5.0)
(s6390 5.0)
(s6391 2.0)
(s6393 4.0)
(s6394 5.0)
(s6395 5.0)
(s6396 2.0)
(s6398 4.0)
(s6399 5.0)
(s6400 5.0)
(s6401 2.0)
(s6403 4.0)
(s6404 5.0)
(s6405 5.0)
(s6406 2.0)
(s6408 4.0)
(s6409 5.0)
(s6410 5.0)
(s6411 2.0)
(s6413 4.0)
(s6414 5.0)
(s6415 5.0)
(s6416 2.0)
(s6418 4.0)
(s6419 5.0)
(s6420 5.0)
(s6421 2.0)
(s6423 4.0)
(s6424 5.0)
(s6425 5.0)
(s6426 2.0)
(s6428 4.0)
(s6429 5.0)
(s6430 5.0)
(s6431 2.0)
(s6433 4.0)
(s6434 5.0)
(s6435 5.0)
(s6436 2.0)
(s6438 4.0)
(s6439 5.0)
(s6440 5.0)
(s6441 2.0)
(s6443 4.0)
(s6444 5.0)
(s6445 5.0)
(s6446 2.0)
(s6448 4.0)
(s6449 5.0)
(s6450 5.0)
(s6451 2.0)
(s6453 4.0)
(s6454 5.0)
(s6455 5.0)
(s6456 2.0)
(s6458 4.0)
(s6459 5.0)
(s6460 5.0)
(s6461 2.0)
(s6463 4.0)
(s6464 5.0)
(s6465 5.0)
(s6466 2.0)
(s6468 4.0)
(s6469 5.0)
(s6470 5.0)
(s6471 2.0)
(s6473 4.0)
(s6474 5.0)
(s6475 5.0)
(s6476 2.0)
(s6478 4.0)
(s6479 5.0)
(s6480 5.0)
(s6481 2.0)
(s6483 4.0)
(s6484 5.0)
(s6485 5.0)
(s6486 2.0)
(s6488 4.0)
(s6489 5.0)
(s6490 5.0)
(s6491 2.0)
(s6493 4.0)
(s6494 5.0)
(s6495 5.0)
(s6496 2.0)
(s6498 4.0)
(s6499 5.0)
(s6500 5.0)
(s6501 2.0)
(s6503 4.0)
(s6504 5.0)
(s6505 5.0)
(s6506 2.0)
(s6508 4.0)
(s6509 5.0)
(s6510 5.0)
(s6511 2.0)
(s6513 4.0)
(s6514 5.0)
(s6515 5.0)
(s6516 2.0)
(s6518 4.0)
(s6519 5.0)
(s6520 5.0)
(s6521 2.0)
(s6523 4.0)
(s6524 5.0)
(s6525 5.0)
(s6526 2.0)
(s6528 4.0)
(s6529 5.0)
(s6530 5.0)
(s6531 2.0)
(s6533 4.0)
(s6534 5.0)
(s6535 5.0)
(s6536 2.0)
(s6538 4.0)
(s6539 5.0)
(s6540 5.0)
(s6541 2.0)
(s6543 4.0)
(s6544 5.0)
(s6545 5.0)
(s6546 2.0)
(s6548 4.0)
(s6549 5.0)
(s6550 5.0)
(s6551 2.0)
(s6553 4.0)
(s6554 5.0)
(s6555 5.0)
(s6556 2.0)
(s6558 4.0)
(s6559 5.0)
(s6560 5.0)
(s6561 2.0)
(s6563 4.0)
(s6564 5.0)
(s6565 5.0)
(s6566 2.0)
(s6568 4.0)
(s6569 5.0)
(s6570 5.0)
(s6571 2.0)
(s6573 4.0)
(s6574 5.0)
(s6575 5.0)
(s6576 2.0)
(s6578 4.0)
(s6579 5.0)
(s6580 5.0)
(s6581 2.0)
(s6583 4.0)
(s6584 5.0)
(s6585 5.0)
(s6586 2.0)
(s6588 4.0)
(s6589 5.0)
(s6590 5.0)
(s6591 2.0)
(s6593 4.0)
(s6594 5.0)
(s6595 5.0)
(s6596 2.0)
(s6598 4.0)
(s6599 5.0)
(s6600 5.0)
(s6601 2.0)
(s6603 4.0)
(s6604 5.0)
(s6605 5.0)
(s6606 2.0)
(s6608 4.0)
(s6609 5.0)
(s6610 5.0)
(s6611 2.0)
(s6613 4.0)
(s6614 5.0)
(s6615 5.0)
(s6616 2.0)
(s6618 4.0)
(s6619 5.0)
(s6620 5.0)
(s6621 2.0)
(s6623 4.0)
(s6624 5.0)
(s6625 5.0)
(s6626 2.0)
(s6628 4.0)
(s6629 5.0)
(s6630 5.0)
(s6631 2.0)
(s6633 4.0)
(s6634 5.0)
(s6635 5.0)
(s6636 2.0)
(s6638 4.0)
(s6639 5.0)
(s6640 5.0)
(s6641 2.0)
(s6643 4.0)
(s6644 5.0)
(s6645 5.0)
(s6646 2.0)
(s6648 4.0)
(s6649 5.0)
(s6650 5.0)
(s6651 2.0)
(s6653 4.0)
(s6654 5.0)
(s6655 5.0)
(s6656 2.0)
(s6658 4.0)
(s6659 5.0)
(s6660 5.0)
(s6661 2.0)
(s6663 4.0)
(s6664 5.0)
(s6665 5.0)
(s6666 2.0)
(s6668 4.0)
(s6669 5.0)
(s6670 5.0)
(s6671 2.0)
(s6673 4.0)
(s6674 5.0)
(s6675 5.0)
(s6676 2.0)
(s6678 4.0)
(s6679 5.0)
(s6680 5.0)
(s6681 2.0)
(s6683 4.0)
(s6684 5.0)
(s6685 5.0)
(s6686 2.0)
(s6688 4.0)
(s6689 5.0)
(s6690 5.0)
(s6691 2.0)
(s6693 4.0)
(s6694 5.0)
(s6695 5.0)
(s6696 2.0)
(s6698 4.0)
(s6699 5.0)
(s6700 5.0)
(s6701 2.0)
(s6703 4.0)
(s6704 5.0)
(s6705 5.0)
(s6706 2.0)
(s6708 4.0)
(s6709 5.0)
(s6710 5.0)
(s6711 2.0)
(s6713 4.0)
(s6714 5.0)
(s6715 5.0)
(s6716 2.0)
(s6718 4.0)
(s6719 5.0)
(s6720 5.0)
(s6721 2.0)
(s6723 4.0)
(s6724 5.0)
(s6725 5.0)
(s6726 2.0)
(s6728 4.0)
(s6729 5.0)
(s6730 5.0)
(s6731 2.0)
(s6733 4.0)
(s6734 5.0)
(s6735 5.0)
(s6736 2.0)
(s6738 4.0)
(s6739 5.0)
(s6740 5.0)
(s6741 2.0)
(s6743 4.0)
(s6744 5.0)
(s6745 5.0)
(s6746 2.0)
(s6748 4.0)
(s6749 5.0)
(s6750 5.0)
(s6751 2.0)
(s6753 4.0)
(s6754 5.0)
(s6755 5.0)
(s6756 2.0)
(s6758 4.0)
(s6759 5.0)
(s6760 5.0)
(s6761 2.0)
(s6763 4.0)
(s6764 5.0)
(s6765 5.0)
(s6766 2.0)
(s6768 4.0)
(s6769 5.0)
(s6770 5.0)
(s6771 2.0)
(s6773 4.0)
(s6774 5.0)
(s6775 5.0)
(s6776 2.0)
(s6778 4.0)
(s6779 5.0)
(s6780 5.0)
(s6781 2.0)
(s6783 4.0)
(s6784 5.0)
(s6785 5.0)
(s6786 2.0)
(s6788 4.0)
(s6789 5.0)
(s6790 5.0)
(s6791 2.0)
(s6793 4.0)
(s6794 5.0)
(s6795 5.0)
(s6796 2.0)
(s6798 4.0)
(s6799 5.0)
(s6800 5.0)
(s6801 2.0)
(s6803 4.0)
(s6804 5.0)
(s6805 5.0)
(s6806 2.0)
(s6808 4.0)
(s6809 5.0)
(s6810 5.0)
(s6811 2.0)
(s6813 4.0)
(s6814 5.0)
(s6815 5.0)
(s6816 2.0)
(s6818 4.0)
(s6819 5.0)
(s6820 5.0)
(s6821 2.0)
(s6823 4.0)
(s6824 5.0)
(s6825 5.0)
(s6826 2.0)
(s6828 4.0)
(s6829 5.0)
(s6830 5.0)
(s6831 2.0)
(s6833 4.0)
(s6834 5.0)
(s6835 5.0)
(s6836 2.0)
(s6838 4.0)
(s6839 5.0)
(s6840 5.0)
(s6841 2.0)
(s6843 4.0)
(s6844 5.0)
(s6845 5.0)
(s6846 2.0)
(s6848 4.0)
(s6849 5.0)
(s6850 5.0)
(s6851 2.0)
(s6853 4.0)
(s6854 5.0)
(s6855 5.0)
(s6856 2.0)
(s6858 4.0)
(s6859 5.0)
(s6860 5.0)
(s6861 2.0)
(s6863 4.0)
(s6864 5.0)
(s6865 5.0)
(s6866 2.0)
(s6868 4.0)
(s6869 5.0)
(s6870 5.0)
(s6871 2.0)
(s6873 4.0)
(s6874 5.0)
(s6875 5.0)
(s6876 2.0)
(s6878 4.0)
(s6879 5.0)
(s6880 5.0)
(s6881 2.0)
(s6883 4.0)
(s6884 5.0)
(s6885 5.0)
(s6886 2.0)
(s6888 4.0)
(s6889 5.0)
(s6890 5.0)
(s6891 2.0)
(s6893 4.0)
(s6894 5.0)
(s6895 5.0)
(s6896 2.0)
(s6898 4.0)
(s6899 5.0)
(s6900 5.0)
(s6901 2.0)
(s6903 4.0)
(s6904 5.0)
(s6905 5.0)
(s6906 2.0)
(s6908 4.0)
(s6909 5.0)
(s6910 5.0)
(s6911 2.0)
(s6913 4.0)
(s6914 5.0)
(s6915 5.0)
(s6916 2.0)
(s6918 4.0)
(s6919 5.0)
(s6920 5.0)
(s6921 2.0)
(s6923 4.0)
(s6924 5.0)
(s6925 5.0)
(s6926 2.0)
(s6928 4.0)
(s6929 5.0)
(s6930 5.0)
(s6931 2.0)
(s6933 4.0)
(s6934 5.0)
(s6935 5.0)
(s6936 2.0)
(s6938 4.0)
(s6939 5.0)
(s6940 5.0)
(s6941 2.0)
(s6943 4.0)
(s6944 5.0)
(s6945 5.0)
(s6946 2.0)
(s6948 4.0)
(s6949 5.0)
(s6950 5.0)
(s6951 2.0)
(s6953 4.0)
(s6954 5.0)
(s6955 5.0)
(s6956 2.0)
(s6958 4.0)
(s6959 5.0)
(s6960 5.0)
(s6961 2.0)
(s6963 4.0)
(s6964 5.0)
(s6965 5.0)
(s6966 2.0)
(s6968 4.0)
(s6969 5.0)
(s6970 5.0)
(s6971 2.0)
(s6973 4.0)
(s6974 5.0)
(s6975 5.0)
(s6976 2.0)
(s6978 4.0)
(s6979 5.0)
(s6980 5.0)
(s6981 2.0)
(s6983 4.0)
(s6984 5.0)
(s6985 5.0)
(s6986 2.0)
(s6988 4.0)
(s6989 5.0)
(s6990 5.0)
(s6991 2.0)
(s6993 4.0)
(s6994 5.0)
(s6995 5.0)
(s6996 2.0)
(s6998 4.0)
(s6999 5.0)
(s7000 5.0)
(s7001 2.0)
(s7003 4.0)
(s7004 5.0)
(s7005 5.0)
(s7006 2.0)
(s7008 4.0)
(s7009 5.0)
(s7010 5.0)
(s7011 2.0)
(s7013 4.0)
(s7014 5.0)
(s7015 5.0)
(s7016 2.0)
(s7018 4.0)
(s7019 5.0)
(s7020 5.0)
(s7021 2.0)
(s7023 4.0)
(s7024 5.0)
(s7025 5.0)
(s7026 2.0)
(s7028 4.0)
(s7029 5.0)
(s7030 5.0)
(s7031 2.0)
(s7033 4.0)
(s7034 5.0)
(s7035 5.0)
(s7036 2.0)
(s7038 4.0)
(s7039 5.0)
(s7040 5.0)
(s7041 2.0)
(s7043 4.0)
(s7044 5.0)
(s7045 5.0)
(s7046 2.0)
(s7048 4.0)
(s7049 5.0)
(s7050 5.0)
(s7051 2.0)
(s7053 4.0)
(s7054 5.0)
(s7055 5.0)
(s7056 2.0)
(s7058 4.0)
(s7059 5.0)
(s7060 5.0)
(s7061 2.0)
(s7063 4.0)
(s7064 5.0)
(s7065 5.0)
(s7066 2.0)
(s7068 4.0)
(s7069 5.0)
(s7070 5.0)
(s7071 2.0)
(s7073 4.0)
(s7074 5.0)
(s7075 5.0)
(s7076 2.0)
(s7078 4.0)
(s7079 5.0)
(s7080 5.0)
(s7081 2.0)
(s7083 4.0)
(s7084 5.0)
(s7085 5.0)
(s7086 2.0)
(s7088 4.0)
(s7089 5.0)
(s7090 5.0)
(s7091 2.0)
(s7093 4.0)
(s7094 5.0)
(s7095 5.0)
(s7096 2.0)
(s7098 4.0)
(s7099 5.0)
(s7100 5.0)
(s7101 2.0)
(s7103 4.0)
(s7104 5.0)
(s7105 5.0)
(s7106 2.0)
(s7108 4.0)
(s7109 5.0)
(s7110 5.0)
(s7111 2.0)
(s7113 4.0)
(s7114 5.0)
(s7115 5.0)
(s7116 2.0)
(s7118 4.0)
(s7119 5.0)
(s7120 5.0)
(s7121 2.0)
(s7123 4.0)
(s7124 5.0)
(s7125 5.0)
(s7126 2.0)
(s7128 4.0)
(s7129 5.0)
(s7130 5.0)
(s7131 2.0)
(s7133 4.0)
(s7134 5.0)
(s7135 5.0)
(s7136 2.0)
(s7138 4.0)
(s7139 5.0)
(s7140 5.0)
(s7141 2.0)
(s7143 4.0)
(s7144 5.0)
(s7145 5.0)
(s7146 2.0)
(s7148 4.0)
(s7149 5.0)
(s7150 5.0)
(s7151 2.0)
(s7153 4.0)
(s7154 5.0)
(s7155 5.0)
(s7156 2.0)
(s7158 4.0)
(s7159 5.0)
(s7160 5.0)
(s7161 2.0)
(s7163 4.0)
(s7164 5.0)
(s7165 5.0)
(s7166 2.0)
(s7168 4.0)
(s7169 5.0)
(s7170 5.0)
(s7171 2.0)
(s7173 4.0)
(s7174 5.0)
(s7175 5.0)
(s7176 2.0)
(s7178 4.0)
(s7179 5.0)
(s7180 5.0)
(s7181 2.0)
(s7183 4.0)
(s7184 5.0)
(s7185 5.0)
(s7186 2.0)
(s7188 4.0)
(s7189 5.0)
(s7190 5.0)
(s7191 2.0)
(s7193 4.0)
(s7194 5.0)
(s7195 5.0)
(s7196 2.0)
(s7198 4.0)
(s7199 5.0)
(s7200 5.0)
(s7201 2.0)
(s7203 4.0)
(s7204 5.0)
(s7205 5.0)
(s7206 2.0)
(s7208 4.0)
(s7209 5.0)
(s7210 5.0)
(s7211 2.0)
(s7213 4.0)
(s7214 5.0)
(s7215 5.0)
(s7216 2.0)
(s7218 4.0)
(s7219 5.0)
(s7220 5.0)
(s7221 2.0)
(s7223 4.0)
(s7224 5.0)
(s7225 5.0)
(s7226 2.0)
(s7228 4.0)
(s7229 5.0)
(s7230 5.0)
(s7231 2.0)
(s7233 4.0)
(s7234 5.0)
(s7235 5.0)
(s7236 2.0)
(s7238 4.0)
(s7239 5.0)
(s7240 5.0)
(s7241 2.0)
(s7243 4.0)
(s7244 5.0)
(s7245 5.0)
(s7246 2.0)
(s7248 4.0)
(s7249 5.0)
(s7250 5.0)
(s7251 2.0)
(s7253 4.0)
(s7254 5.0)
(s7255 5.0)
(s7256 2.0)
(s7258 4.0)
(s7259 5.0)
(s7260 5.0)
(s7261 2.0)
(s7263 4.0)
(s7264 5.0)
(s7265 5.0)
(s7266 2.0)
(s7268 4.0)
(s7269 5.0)
(s7270 5.0)
(s7271 2.0)
(s7273 4.0)
(s7274 5.0)
(s7275 5.0)
(s7276 2.0)
(s7278 4.0)
(s7279 5.0)
(s7280 5.0)
(s7281 2.0)
(s7283 4.0)
(s7284 5.0)
(s7285 5.0)
(s7286 2.0)
(s7288 4.0)
(s7289 5.0)
(s7290 5.0)
(s7291 2.0)
(s7293 4.0)
(s7294 5.0)
(s7295 5.0)
(s7296 2.0)
(s7298 4.0)
(s7299 5.0)
(s7300 5.0)
(s7301 2.0)
(s7303 4.0)
(s7304 5.0)
(s7305 5.0)
(s7306 2.0)
(s7308 4.0)
(s7309 5.0)
(s7310 5.0)
(s7311 2.0)
(s7313 4.0)
(s7314 5.0)
(s7315 5.0)
(s7316 2.0)
(s7318 4.0)
(s7319 5.0)
(s7320 5.0)
(s7321 2.0)
(s7323 4.0)
(s7324 5.0)
(s7325 5.0)
(s7326 2.0)
(s7328 4.0)
(s7329 5.0)
(s7330 5.0)
(s7331 2.0)
(s7333 4.0)
(s7334 5.0)
(s7335 5.0)
(s7336 2.0)
(s7338 4.0)
(s7339 5.0)
(s7340 5.0)
(s7341 2.0)
(s7343 4.0)
(s7344 5.0)
(s7345 5.0)
(s7346 2.0)
(s7348 4.0)
(s7349 5.0)
(s7350 5.0)
(s7351 2.0)
(s7353 4.0)
(s7354 5.0)
(s7355 5.0)
(s7356 2.0)
(s7358 4.0)
(s7359 5.0)
(s7360 5.0)
(s7361 2.0)
(s7363 4.0)
(s7364 5.0)
(s7365 5.0)
(s7366 2.0)
(s7368 4.0)
(s7369 5.0)
(s7370 5.0)
(s7371 2.0)
(s7373 4.0)
(s7374 5.0)
(s7375 5.0)
(s7376 2.0)
(s7378 4.0)
(s7379 5.0)
(s7380 5.0)
(s7381 2.0)
(s7383 4.0)
(s7384 5.0)
(s7385 5.0)
(s7386 2.0)
(s7388 4.0)
(s7389 5.0)
(s7390 5.0)
(s7391 2.0)
(s7393 4.0)
(s7394 5.0)
(s7395 5.0)
(s7396 2.0)
(s7398 4.0)
(s7399 5.0)
(s7400 5.0)
(s7401 2.0)
(s7403 4.0)
(s7404 5.0)
(s7405 5.0)
(s7406 2.0)
(s7408 4.0)
(s7409 5.0)
(s7410 5.0)
(s7411 2.0)
(s7413 4.0)
(s7414 5.0)
(s7415 5.0)
(s7416 2.0)
(s7418 4.0)
(s7419 5.0)
(s7420 5.0)
(s7421 2.0)
(s7423 4.0)
(s7424 5.0)
(s7425 5.0)
(s7426 2.0)
(s7428 4.0)
(s7429 5.0)
(s7430 5.0)
(s7431 2.0)
(s7433 4.0)
(s7434 5.0)
(s7435 5.0)
(s7436 2.0)
(s7438 4.0)
(s7439 5.0)
(s7440 5.0)
(s7441 2.0)
(s7443 4.0)
(s7444 5.0)
(s7445 5.0)
(s7446 2.0)
(s7448 4.0)
(s7449 5.0)
(s7450 5.0)
(s7451 2.0)
(s7453 4.0)
(s7454 5.0)
(s7455 5.0)
(s7456 2.0)
(s7458 4.0)
(s7459 5.0)
(s7460 5.0)
(s7461 2.0)
(s7463 4.0)
(s7464 5.0)
(s7465 5.0)
(s7466 2.0)
(s7468 4.0)
(s7469 5.0)
(s7470 5.0)
(s7471 2.0)
(s7473 4.0)
(s7474 5.0)
(s7475 5.0)
(s7476 2.0)
(s7478 4.0)
(s7479 5.0)
(s7480 5.0)
(s7481 2.0)
(s7483 4.0)
(s7484 5.0)
(s7485 5.0)
(s7486 2.0)
(s7488 4.0)
(s7489 5.0)
(s7490 5.0)
(s7491 2.0)
(s7493 4.0)
(s7494 5.0)
(s7495 5.0)
(s7496 2.0)
(s7498 4.0)
(s7499 5.0)
(s7500 5.0)
(s7501 2.0)
(s7503 4.0)
(s7504 5.0)
(s7505 5.0)
(s7506 2.0)
(s7508 4.0)
(s7509 5.0)
(s7510 5.0)
(s7511 2.0)
(s7513 4.0)
(s7514 5.0)
(s7515 5.0)
(s7516 2.0)
(s7518 4.0)
(s7519 5.0)
(s7520 5.0)
(s7521 2.0)
(s7523 4.0)
(s7524 5.0)
(s7525 5.0)
(s7526 2.0)
(s7528 4.0)
(s7529 5.0)
(s7530 5.0)
(s7531 2.0)
(s7533 4.0)
(s7534 5.0)
(s7535 5.0)
(s7536 2.0)
(s7538 4.0)
(s7539 5.0)
(s7540 5.0)
(s7541 2.0)
(s7543 4.0)
(s7544 5.0)
(s7545 5.0)
(s7546 2.0)
(s7548 4.0)
(s7549 5.0)
(s7550 5.0)
(s7551 2.0)
(s7553 4.0)
(s7554 5.0)
(s7555 5.0)
(s7556 2.0)
(s7558 4.0)
(s7559 5.0)
(s7560 5.0)
(s7561 2.0)
(s7563 4.0)
(s7564 5.0)
(s7565 5.0)
(s7566 2.0)
(s7568 4.0)
(s7569 5.0)
(s7570 5.0)
(s7571 2.0)
(s7573 4.0)
(s7574 5.0)
(s7575 5.0)
(s7576 2.0)
(s7578 4.0)
(s7579 5.0)
(s7580 5.0)
(s7581 2.0)
(s7583 4.0)
(s7584 5.0)
(s7585 5.0)
(s7586 2.0)
(s7588 4.0)
(s7589 5.0)
(s7590 5.0)
(s7591 2.0)
(s7593 4.0)
(s7594 5.0)
(s7595 5.0)
(s7596 2.0)
(s7598 4.0)
(s7599 5.0)
(s7600 5.0)
(s7601 2.0)
(s7603 4.0)
(s7604 5.0)
(s7605 5.0)
(s7606 2.0)
(s7608 4.0)
(s7609 5.0)
(s7610 5.0)
(s7611 2.0)
(s7613 4.0)
(s7614 5.0)
(s7615 5.0)
(s7616 2.0)
(s7618 4.0)
(s7619 5.0)
(s7620 5.0)
(s7621 2.0)
(s7623 4.0)
(s7624 5.0)
(s7625 5.0)
(s7626 2.0)
(s7628 4.0)
(s7629 5.0)
(s7630 5.0)
(s7631 2.0)
(s7633 4.0)
(s7634 5.0)
(s7635 5.0)
(s7636 2.0)
(s7638 4.0)
(s7639 5.0)
(s7640 5.0)
(s7641 2.0)
(s7643 4.0)
(s7644 5.0)
(s7645 5.0)
(s7646 2.0)
(s7648 4.0)
(s7649 5.0)
(s7650 5.0)
(s7651 2.0)
(s7653 4.0)
(s7654 5.0)
(s7655 5.0)
(s7656 2.0)
(s7658 4.0)
(s7659 5.0)
(s7660 5.0)
(s7661 2.0)
(s7663 4.0)
(s7664 5.0)
(s7665 5.0)
(s7666 2.0)
(s7668 4.0)
(s7669 5.0)
(s7670 5.0)
(s7671 2.0)
(s7673 4.0)
(s7674 5.0)
(s7675 5.0)
(s7676 2.0)
(s7678 4.0)
(s7679 5.0)
(s7680 5.0)
(s7681 2.0)
(s7683 4.0)
(s7684 5.0)
(s7685 5.0)
(s7686 2.0)
(s7688 4.0)
(s7689 5.0)
(s7690 5.0)
(s7691 2.0)
(s7693 4.0)
(s7694 5.0)
(s7695 5.0)
(s7696 2.0)
(s7698 4.0)
(s7699 5.0)
(s7700 5.0)
(s7701 2.0)
(s7703 4.0)
(s7704 5.0)
(s7705 5.0)
(s7706 2.0)
(s7708 4.0)
(s7709 5.0)
(s7710 5.0)
(s7711 2.0)
(s7713 4.0)
(s7714 5.0)
(s7715 5.0)
(s7716 2.0)
(s7718 4.0)
(s7719 5.0)
(s7720 5.0)
(s7721 2.0)
(s7723 4.0)
(s7724 5.0)
(s7725 5.0)
(s7726 2.0)
(s7728 4.0)
(s7729 5.0)
(s7730 5.0)
(s7731 2.0)
(s7733 4.0)
(s7734 5.0)
(s7735 5.0)
(s7736 2.0)
(s7738 4.0)
(s7739 5.0)
(s7740 5.0)
(s7741 2.0)
(s7743 4.0)
(s7744 5.0)
(s7745 5.0)
(s7746 2.0)
(s7748 4.0)
(s7749 5.0)
(s7750 5.0)
(s7751 2.0)
(s7753 4.0)
(s7754 5.0)
(s7755 5.0)
(s7756 2.0)
(s7758 4.0)
(s7759 5.0)
(s7760 5.0)
(s7761 2.0)
(s7763 4.0)
(s7764 5.0)
(s7765 5.0)
(s7766 2.0)
(s7768 4.0)
(s7769 5.0)
(s7770 5.0)
(s7771 2.0)
(s7773 4.0)
(s7774 5.0)
(s7775 5.0)
(s7776 2.0)
(s7778 4.0)
(s7779 5.0)
(s7780 5.0)
(s7781 2.0)
(s7783 4.0)
(s7784 5.0)
(s7785 5.0)
(s7786 2.0)
(s7788 4.0)
(s7789 5.0)
(s7790 5.0)
(s7791 2.0)
(s7793 4.0)
(s7794 5.0)
(s7795 5.0)
(s7796 2.0)
(s7798 4.0)
(s7799 5.0)
(s7800 5.0)
(s7801 2.0)
(s7803 4.0)
(s7804 5.0)
(s7805 5.0)
(s7806 2.0)
(s7808 4.0)
(s7809 5.0)
(s7810 5.0)
(s7811 2.0)
(s7813 4.0)
(s7814 5.0)
(s7815 5.0)
(s7816 2.0)
(s7818 4.0)
(s7819 5.0)
(s7820 5.0)
(s7821 2.0)
(s7823 4.0)
(s7824 5.0)
(s7825 5.0)
(s7826 2.0)
(s7828 4.0)
(s7829 5.0)
(s7830 5.0)
(s7831 2.0)
(s7833 4.0)
(s7834 5.0)
(s7835 5.0)
(s7836 2.0)
(s7838 4.0)
(s7839 5.0)
(s7840 5.0)
(s7841 2.0)
(s7843 4.0)
(s7844 5.0)
(s7845 5.0)
(s7846 2.0)
(s7848 4.0)
(s7849 5.0)
(s7850 5.0)
(s7851 2.0)
(s7853 4.0)
(s7854 5.0)
(s7855 5.0)
(s7856 2.0)
(s7858 4.0)
(s7859 5.0)
(s7860 5.0)
(s7861 2.0)
(s7863 4.0)
(s7864 5.0)
(s7865 5.0)
(s7866 2.0)
(s7868 4.0)
(s7869 5.0)
(s7870 5.0)
(s7871 2.0)
(s7873 4.0)
(s7874 5.0)
(s7875 5.0)
(s7876 2.0)
(s7878 4.0)
(s7879 5.0)
(s7880 5.0)
(s7881 2.0)
(s7883 4.0)
(s7884 5.0)
(s7885 5.0)
(s7886 2.0)
(s7888 4.0)
(s7889 5.0)
(s7890 5.0)
(s7891 2.0)
(s7893 4.0)
(s7894 5.0)
(s7895 5.0)
(s7896 2.0)
(s7898 4.0)
(s7899 5.0)
(s7900 5.0)
(s7901 2.0)
(s7903 4.0)
(s7904 5.0)
(s7905 5.0)
(s7906 2.0)
(s7908 4.0)
(s7909 5.0)
(s7910 5.0)
(s7911 2.0)
(s7913 4.0)
(s7914 5.0)
(s7915 5.0)
(s7916 2.0)
(s7918 4.0)
(s7919 5.0)
(s7920 5.0)
(s7921 2.0)
(s7923 4.0)
(s7924 5.0)
(s7925 5.0)
(s7926 2.0)
(s7928 4.0)
(s7929 5.0)
(s7930 5.0)
(s7931 2.0)
(s7933 4.0)
(s7934 5.0)
(s7935 5.0)
(s7936 2.0)
(s7938 4.0)
(s7939 5.0)
(s7940 5.0)
(s7941 2.0)
(s7943 4.0)
(s7944 5.0)
(s7945 5.0)
(s7946 2.0)
(s7948 4.0)
(s7949 5.0)
(s7950 5.0)
(s7951 2.0)
(s7953 4.0)
(s7954 5.0)
(s7955 5.0)
(s7956 2.0)
(s7958 4.0)
(s7959 5.0)
(s7960 5.0)
(s7961 2.0)
(s7963 4.0)
(s7964 5.0)
(s7965 5.0)
(s7966 2.0)
(s7968 4.0)
(s7969 5.0)
(s7970 5.0)
(s7971 2.0)
(s7973 4.0)
(s7974 5.0)
(s7975 5.0)
(s7976 2.0)
(s7978 4.0)
(s7979 5.0)
(s7980 5.0)
(s7981 2.0)
(s7983 4.0)
(s7984 5.0)
(s7985 5.0)
(s7986 2.0)
(s7988 4.0)
(s7989 5.0)
(s7990 5.0)
(s7991 2.0)
(s7993 4.0)
(s7994 5.0)
(s7995 5.0)
(s7996 2.0)
(s7998 4.0)
(s7999 5.0)
(s8000 5.0)
(s8001 2.0)
(s8003 4.0)
(s8004 5.0)
(s8005 5.0)
(s8006 2.0)
(s8008 4.0)
(s8009 5.0)
(s8010 5.0)
(s8011 2.0)
(s8013 4.0)
(s8014 5.0)
(s8015 5.0)
(s8016 2.0)
(s8018 4.0)
(s8019 5.0)
(s8020 5.0)
(s8021 2.0)
(s8023 4.0)
(s8024 5.0)
(s8025 5.0)
(s8026 2.0)
(s8028 4.0)
(s8029 5.0)
(s8030 5.0)
(s8031 2.0)
(s8033 4.0)
(s8034 5.0)
(s8035 5.0)
(s8036 2.0)
(s8038 4.0)
(s8039 5.0)
(s8040 5.0)
(s8041 2.0)
(s8043 4.0)
(s8044 5.0)
(s8045 5.0)
(s8046 2.0)
(s8048 4.0)
(s8049 5.0)
(s8050 5.0)
(s8051 2.0)
(s8053 4.0)
(s8054 5.0)
(s8055 5.0)
(s8056 2.0)
(s8058 4.0)
(s8059 5.0)
(s8060 5.0)
(s8061 2.0)
(s8063 4.0)
(s8064 5.0)
(s8065 5.0)
(s8066 2.0)
(s8068 4.0)
(s8069 5.0)
(s8070 5.0)
(s8071 2.0)
(s8073 4.0)
(s8074 5.0)
(s8075 5.0)
(s8076 2.0)
(s8078 4.0)
(s8079 5.0)
(s8080 5.0)
(s8081 2.0)
(s8083 4.0)
(s8084 5.0)
(s8085 5.0)
(s8086 2.0)
(s8088 4.0)
(s8089 5.0)
(s8090 5.0)
(s8091 2.0)
(s8093 4.0)
(s8094 5.0)
(s8095 5.0)
(s8096 2.0)
(s8098 4.0)
(s8099 5.0)
(s8100 5.0)
(s8101 2.0)
(s8103 4.0)
(s8104 5.0)
(s8105 5.0)
(s8106 2.0)
(s8108 4.0)
(s8109 5.0)
(s8110 5.0)
(s8111 2.0)
(s8113 4.0)
(s8114 5.0)
(s8115 5.0)
(s8116 2.0)
(s8118 4.0)
(s8119 5.0)
(s8120 5.0)
(s8121 2.0)
(s8123 4.0)
(s8124 5.0)
(s8125 5.0)
(s8126 2.0)
(s8128 4.0)
(s8129 5.0)
(s8130 5.0)
(s8131 2.0)
(s8133 4.0)
(s8134 5.0)
(s8135 5.0)
(s8136 2.0)
(s8138 4.0)
(s8139 5.0)
(s8140 5.0)
(s8141 2.0)
(s8143 4.0)
(s8144 5.0)
(s8145 5.0)
(s8146 2.0)
(s8148 4.0)
(s8149 5.0)
(s8150 5.0)
(s8151 2.0)
(s8153 4.0)
(s8154 5.0)
(s8155 5.0)
(s8156 2.0)
(s8158 4.0)
(s8159 5.0)
(s8160 5.0)
(s8161 2.0)
(s8163 4.0)
(s8164 5.0)
(s8165 5.0)
(s8166 2.0)
(s8168 4.0)
(s8169 5.0)
(s8170 5.0)
(s8171 2.0)
(s8173 4.0)
(s8174 5.0)
(s8175 5.0)
(s8176 2.0)
(s8178 4.0)
(s8179 5.0)
(s8180 5.0)
(s8181 2.0)
(s8183 4.0)
(s8184 5.0)
(s8185 5.0)
(s8186 2.0)
(s8188 4.0)
(s8189 5.0)
(s8190 5.0)
(s8191 2.0)
(s8193 4.0)
(s8194 5.0)
(s8195 5.0)
(s8196 2.0)
(s8198 4.0)
(s8199 5.0)
(s8200 5.0)
(s8201 2.0)
(s8203 4.0)
(s8204 5.0)
(s8205 5.0)
(s8206 2.0)
(s8208 4.0)
(s8209 5.0)
(s8210 5.0)
(s8211 2.0)
(s8213 4.0)
(s8214 5.0)
(s8215 5.0)
(s8216 2.0)
(s8218 4.0)
(s8219 5.0)
(s8220 5.0)
(s8221 2.0)
(s8223 4.0)
(s8224 5.0)
(s8225 5.0)
(s8226 2.0)
(s8228 4.0)
(s8229 5.0)
(s8230 5.0)
(s8231 2.0)
(s8233 4.0)
(s8234 5.0)
(s8235 5.0)
(s8236 2.0)
(s8238 4.0)
(s8239 5.0)
(s8240 5.0)
(s8241 2.0)
(s8243 4.0)
(s8244 5.0)
(s8245 5.0)
(s8246 2.0)
(s8248 4.0)
(s8249 5.0)
(s8250 5.0)
(s8251 2.0)
(s8253 4.0)
(s8254 5.0)
(s8255 5.0)
(s8256 2.0)
(s8258 4.0)
(s8259 5.0)
(s8260 5.0)
(s8261 2.0)
(s8263 4.0)
(s8264 5.0)
(s8265 5.0)
(s8266 2.0)
(s8268 4.0)
(s8269 5.0)
(s8270 5.0)
(s8271 2.0)
(s8273 4.0)
(s8274 5.0)
(s8275 5.0)
(s8276 2.0)
(s8278 4.0)
(s8279 5.0)
(s8280 5.0)
(s8281 2.0)
(s8283 4.0)
(s8284 5.0)
(s8285 5.0)
(s8286 2.0)
(s8288 4.0)
(s8289 5.0)
(s8290 5.0)
(s8291 2.0)
(s8293 4.0)
(s8294 5.0)
(s8295 5.0)
(s8296 2.0)
(s8298 4.0)
(s8299 5.0)
(s8300 5.0)
(s8301 2.0)
(s8303 4.0)
(s8304 5.0)
(s8305 5.0)
(s8306 2.0)
(s8308 4.0)
(s8309 5.0)
(s8310 5.0)
(s8311 2.0)
(s8313 4.0)
(s8314 5.0)
(s8315 5.0)
(s8316 2.0)
(s8318 4.0)
(s8319 5.0)
(s8320 5.0)
(s8321 2.0)
(s8323 4.0)
(s8324 5.0)
(s8325 5.0)
(s8326 2.0)
(s8328 4.0)
(s8329 5.0)
(s8330 5.0)
(s8331 2.0)
(s8333 4.0)
(s8334 5.0)
(s8335 5.0)
(s8336 2.0)
(s8338 4.0)
(s8339 5.0)
(s8340 5.0)
(s8341 2.0)
(s8343 4.0)
(s8344 5.0)
(s8345 5.0)
(s8346 2.0)
(s8348 4.0)
(s8349 5.0)
(s8350 5.0)
(s8351 2.0)
(s8353 4.0)
(s8354 5.0)
(s8355 5.0)
(s8356 2.0)
(s8358 4.0)
(s8359 5.0)
(s8360 5.0)
(s8361 2.0)
(s8363 4.0)
(s8364 5.0)
(s8365 5.0)
(s8366 2.0)
(s8368 4.0)
(s8369 5.0)
(s8370 5.0)
(s8371 2.0)
(s8373 4.0)
(s8374 5.0)
(s8375 5.0)
(s8376 2.0)
(s8378 4.0)
(s8379 5.0)
(s8380 5.0)
(s8381 2.0)
(s8383 4.0)
(s8384 5.0)
(s8385 5.0)
(s8386 2.0)
(s8388 4.0)
(s8389 5.0)
(s8390 5.0)
(s8391 2.0)
(s8393 4.0)
(s8394 5.0)
(s8395 5.0)
(s8396 2.0)
(s8398 4.0)
(s8399 5.0)
(s8400 5.0)
(s8401 2.0)
(s8403 4.0)
(s8404 5.0)
(s8405 5.0)
(s8406 2.0)
(s8408 4.0)
(s8409 5.0)
(s8410 5.0)
(s8411 2.0)
(s8413 4.0)
(s8414 5.0)
(s8415 5.0)
(s8416 2.0)
(s8418 4.0)
(s8419 5.0)
(s8420 5.0)
(s8421 2.0)
(s8423 4.0)
(s8424 5.0)
(s8425 5.0)
(s8426 2.0)
(s8428 4.0)
(s8429 5.0)
(s8430 5.0)
(s8431 2.0)
(s8433 4.0)
(s8434 5.0)
(s8435 5.0)
(s8436 2.0)
(s8438 4.0)
(s8439 5.0)
(s8440 5.0)
(s8441 2.0)
(s8443 4.0)
(s8444 5.0)
(s8445 5.0)
(s8446 2.0)
(s8448 4.0)
(s8449 5.0)
(s8450 5.0)
(s8451 2.0)
(s8453 4.0)
(s8454 5.0)
(s8455 5.0)
(s8456 2.0)
(s8458 4.0)
(s8459 5.0)
(s8460 5.0)
(s8461 2.0)
(s8463 4.0)
(s8464 5.0)
(s8465 5.0)
(s8466 2.0)
(s8468 4.0)
(s8469 5.0)
(s8470 5.0)
(s8471 2.0)
(s8473 4.0)
(s8474 5.0)
(s8475 5.0)
(s8476 2.0)
(s8478 4.0)
(s8479 5.0)
(s8480 5.0)
(s8481 2.0)
(s8483 4.0)
(s8484 5.0)
(s8485 5.0)
(s8486 2.0)
(s8488 4.0)
(s8489 5.0)
(s8490 5.0)
(s8491 2.0)
(s8493 4.0)
(s8494 5.0)
(s8495 5.0)
(s8496 2.0)
(s8498 4.0)
(s8499 5.0)
(s8500 5.0)
(s8501 2.0)
(s8503 4.0)
(s8504 5.0)
(s8505 5.0)
(s8506 2.0)
(s8508 4.0)
(s8509 5.0)
(s8510 5.0)
(s8511 2.0)
(s8513 4.0)
(s8514 5.0)
(s8515 5.0)
(s8516 2.0)
(s8518 4.0)
(s8519 5.0)
(s8520 5.0)
(s8521 2.0)
(s8523 4.0)
(s8524 5.0)
(s8525 5.0)
(s8526 2.0)
(s8528 4.0)
(s8529 5.0)
(s8530 5.0)
(s8531 2.0)
(s8533 4.0)
(s8534 5.0)
(s8535 5.0)
(s8536 2.0)
(s8538 4.0)
(s8539 5.0)
(s8540 5.0)
(s8541 2.0)
(s8543 4.0)
(s8544 5.0)
(s8545 5.0)
(s8546 2.0)
(s8548 4.0)
(s8549 5.0)
(s8550 5.0)
(s8551 2.0)
(s8553 4.0)
(s8554 5.0)
(s8555 5.0)
(s8556 2.0)
(s8558 4.0)
(s8559 5.0)
(s8560 5.0)
(s8561 2.0)
(s8563 4.0)
(s8564 5.0)
(s8565 5.0)
(s8566 2.0)
(s8568 4.0)
(s8569 5.0)
(s8570 5.0)
(s8571 2.0)
(s8573 4.0)
(s8574 5.0)
(s8575 5.0)
(s8576 2.0)
(s8578 4.0)
(s8579 5.0)
(s8580 5.0)
(s8581 2.0)
(s8583 4.0)
(s8584 5.0)
(s8585 5.0)
(s8586 2.0)
(s8588 4.0)
(s8589 5.0)
(s8590 5.0)
(s8591 2.0)
(s8593 4.0)
(s8594 5.0)
(s8595 5.0)
(s8596 2.0)
(s8598 4.0)
(s8599 5.0)
(s8600 5.0)
(s8601 2.0)
(s8603 4.0)
(s8604 5.0)
(s8605 5.0)
(s8606 2.0)
(s8608 4.0)
(s8609 5.0)
(s8610 5.0)
(s8611 2.0)
(s8613 4.0)
(s8614 5.0)
(s8615 5.0)
(s8616 2.0)
(s8618 4.0)
(s8619 5.0)
(s8620 5.0)
(s8621 2.0)
(s8623 4.0)
(s8624 5.0)
(s8625 5.0)
(s8626 2.0)
(s8628 4.0)
(s8629 5.0)
(s8630 5.0)
(s8631 2.0)
(s8633 4.0)
(s8634 5.0)
(s8635 5.0)
(s8636 2.0)
(s8638 4.0)
(s8639 5.0)
(s8640 5.0)
(s8641 2.0)
(s8643 4.0)
(s8644 5.0)
(s8645 5.0)
(s8646 2.0)
(s8648 4.0)
(s8649 5.0)
(s8650 5.0)
(s8651 2.0)
(s8653 4.0)
(s8654 5.0)
(s8655 5.0)
(s8656 2.0)
(s8658 4.0)
(s8659 5.0)
(s8660 5.0)
(s8661 2.0)
(s8663 4.0)
(s8664 5.0)
(s8665 5.0)
(s8666 2.0)
(s8668 4.0)
(s8669 5.0)
(s8670 5.0)
(s8671 2.0)
(s8673 4.0)
(s8674 5.0)
(s8675 5.0)
(s8676 2.0)
(s8678 4.0)
(s8679 5.0)
(s8680 5.0)
(s8681 2.0)
(s8683 4.0)
(s8684 5.0)
(s8685 5.0)timeout

(s8686 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20159 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20137 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 60231ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 60338ms
[2024-05-23 23:59:05] [INFO ] Invariant cache hit.
[2024-05-23 23:59:07] [INFO ] Implicit Places using invariants in 2220 ms returned []
Implicit Place search using SMT only with invariants took 2221 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-23 23:59:08] [INFO ] Invariant cache hit.
[2024-05-23 23:59:08] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30151 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 79519ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 79606ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 145008 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 131 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p2))), true, (NOT p0), (NOT p2)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-07
Entered a terminal (fully accepting) state of product in 8967 steps with 0 reset in 5604 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-07 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-07 finished in 150786 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(p0)||F(p1)||X(X(F(p2)))))'
Support contains 3 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 894 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:00:34] [INFO ] Invariant cache hit.
[2024-05-24 00:00:34] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20135 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20126 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 59329ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 59419ms
[2024-05-24 00:01:33] [INFO ] Invariant cache hit.
[2024-05-24 00:01:35] [INFO ] Implicit Places using invariants in 2286 ms returned []
Implicit Place search using SMT only with invariants took 2288 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:01:36] [INFO ] Invariant cache hit.
[2024-05-24 00:01:36] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 timeout
5.0 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30131 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30149 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78481ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78574ms
Finished structural reductions in LTL mode , in 1 iterations and 141202 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 187 ms :[(AND (NOT p1) (NOT p2)), (AND (NOT p1) (NOT p2)), (AND (NOT p1) (NOT p2) (NOT p0)), (AND (NOT p1) (NOT p2) (NOT p0)), (AND (NOT p1) (NOT p2) (NOT p0))]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-08
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 1 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-08 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-08 finished in 141431 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(((X(p0)||F(p1))&&(X(p0)||F(p2))))))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2871 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:02:57] [INFO ] Invariant cache hit.
[2024-05-24 00:02:57] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20143 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58006ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58099ms
[2024-05-24 00:03:55] [INFO ] Invariant cache hit.
[2024-05-24 00:03:58] [INFO ] Implicit Places using invariants in 2514 ms returned []
Implicit Place search using SMT only with invariants took 2515 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:03:58] [INFO ] Invariant cache hit.
[2024-05-24 00:03:58] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30133 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30132 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 79545ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 79654ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 143175 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 195 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p2))), (AND (NOT p1) (NOT p0)), (AND (NOT p2) (NOT p0)), false, false]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-09
Product exploration timeout after 27890 steps with 9308 reset in 10003 ms.
Product exploration timeout after 25580 steps with 8518 reset in 10003 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p1 (NOT p2) p0), (X (NOT p2)), (X (NOT (AND (NOT p1) (NOT p0)))), (X p0), (X (NOT (AND (NOT p2) (NOT p0)))), (X p1)]
False Knowledge obtained : []
Knowledge based reduction with 6 factoid took 164 ms. Reduced automaton from 5 states, 11 edges and 3 AP (stutter insensitive) to 5 states, 13 edges and 3 AP (stutter insensitive).
Stuttering acceptance computed with spot in 170 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) (NOT p2))), (AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p2)), false, false]
Reduction of identical properties reduced properties to check from 7 to 5
RANDOM walk for 43039 steps (8 resets) in 4620 ms. (9 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5538 ms. (7 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4461 ms. (8 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4593 ms. (8 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4275 ms. (9 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4165 ms. (9 steps per ms) remains 5/5 properties
Probabilistic random walk after 139132 steps, saw 139071 distinct states, run finished after 21106 ms. (steps per millisecond=6 ) properties seen :0
[2024-05-24 00:06:08] [INFO ] Invariant cache hit.
[2024-05-24 00:06:08] [INFO ] State equation strengthened by 2000 read => feed constraints.
Problem apf5 is UNSAT
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 1 solved, 4 unsolved
[2024-05-24 00:06:08] [INFO ] Deduced a trap composed of 3 places in 136 ms of which 0 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 1 solved, 4 unsolved
All remaining problems are real, not stopping.
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 0/15 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 7 (OVERLAPS) 0/26 variables, 0/15 constraints. Problems are: Problem set: 1 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 15 constraints, problems are : Problem set: 1 solved, 4 unsolved in 272 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 5/5 constraints, Known Traps: 1/1 constraints]
Escalating to Integer solving :Problem set: 1 solved, 4 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 1 solved, 4 unsolved
[2024-05-24 00:06:08] [INFO ] Deduced a trap composed of 3 places in 31 ms of which 1 ms to minimize.
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 1/4 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/10 variables, 0/4 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 5 (OVERLAPS) 16/26 variables, 10/14 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 2/16 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 4/20 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/26 variables, 0/20 constraints. Problems are: Problem set: 1 solved, 4 unsolved
At refinement iteration 9 (OVERLAPS) 0/26 variables, 0/20 constraints. Problems are: Problem set: 1 solved, 4 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 20 constraints, problems are : Problem set: 1 solved, 4 unsolved in 341 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 4/5 constraints, Known Traps: 2/2 constraints]
After SMT, in 681ms problems are : Problem set: 1 solved, 4 unsolved
Finished Parikh walk after 74 steps, including 0 resets, run visited all 4 properties in 12 ms. (steps per millisecond=6 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 2 ms. (steps per millisecond=0 )
Parikh walk visited 4 properties in 18 ms.
Found 1 invariant AP formulas.
Knowledge obtained : [(AND p1 (NOT p2) p0), (X (NOT p2)), (X (NOT (AND (NOT p1) (NOT p0)))), (X p0), (X (NOT (AND (NOT p2) (NOT p0)))), (X p1), (G (OR p2 p0))]
False Knowledge obtained : [(F (NOT p0)), (F (NOT (AND (NOT p2) p0))), (F (NOT p1)), (F p2), (F (NOT (OR (NOT p0) p1))), (F (NOT (OR p0 p1)))]
Knowledge based reduction with 7 factoid took 285 ms. Reduced automaton from 5 states, 13 edges and 3 AP (stutter insensitive) to 3 states, 7 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 112 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Stuttering acceptance computed with spot in 111 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2677 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:06:12] [INFO ] Invariant cache hit.
[2024-05-24 00:06:12] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20140 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20133 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58595ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58701ms
[2024-05-24 00:07:10] [INFO ] Invariant cache hit.
[2024-05-24 00:07:13] [INFO ] Implicit Places using invariants in 2575 ms returned []
Implicit Place search using SMT only with invariants took 2576 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:07:13] [INFO ] Invariant cache hit.
[2024-05-24 00:07:13] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30142 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78732ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78838ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 142833 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p0 p1), (X (NOT (AND (NOT p0) (NOT p1)))), (X (NOT (AND p0 (NOT p1)))), (X p0), (X p1)]
False Knowledge obtained : []
Knowledge based reduction with 5 factoid took 98 ms. Reduced automaton from 3 states, 7 edges and 2 AP (stutter insensitive) to 3 states, 7 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 126 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Reduction of identical properties reduced properties to check from 4 to 3
RANDOM walk for 40034 steps (8 resets) in 3844 ms. (10 steps per ms) remains 3/3 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4376 ms. (9 steps per ms) remains 3/3 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4350 ms. (9 steps per ms) remains 3/3 properties
BEST_FIRST walk for 40004 steps (8 resets) in 4328 ms. (9 steps per ms) remains 3/3 properties
Probabilistic random walk after 83075 steps, saw 83043 distinct states, run finished after 12116 ms. (steps per millisecond=6 ) properties seen :0
[2024-05-24 00:08:49] [INFO ] Invariant cache hit.
[2024-05-24 00:08:49] [INFO ] State equation strengthened by 2000 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 0/2 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 3 (OVERLAPS) 16/26 variables, 10/12 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/26 variables, 2/14 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 6 (OVERLAPS) 0/26 variables, 0/14 constraints. Problems are: Problem set: 0 solved, 3 unsolved
No progress, stopping.
After SMT solving in domain Real declared 26/26001 variables, and 14 constraints, problems are : Problem set: 0 solved, 3 unsolved in 165 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 3/3 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 3 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/2 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 1 (OVERLAPS) 8/10 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 3 unsolved
[2024-05-24 00:08:50] [INFO ] Deduced a trap composed of 3 places in 31 ms of which 0 ms to minimize.
At refinement iteration 2 (INCLUDED_ONLY) 0/10 variables, 1/3 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 3 (INCLUDED_ONLY) 0/10 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 4 (OVERLAPS) 16/26 variables, 10/13 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 5 (INCLUDED_ONLY) 0/26 variables, 2/15 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 6 (INCLUDED_ONLY) 0/26 variables, 3/18 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 7 (INCLUDED_ONLY) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 3 unsolved
At refinement iteration 8 (OVERLAPS) 0/26 variables, 0/18 constraints. Problems are: Problem set: 0 solved, 3 unsolved
No progress, stopping.
After SMT solving in domain Int declared 26/26001 variables, and 18 constraints, problems are : Problem set: 0 solved, 3 unsolved in 358 ms.
Refiners :[Positive P Invariants (semi-flows): 2/2000 constraints, State Equation: 10/10000 constraints, ReadFeed: 2/2000 constraints, PredecessorRefiner: 3/3 constraints, Known Traps: 1/1 constraints]
After SMT, in 585ms problems are : Problem set: 0 solved, 3 unsolved
Fused 3 Parikh solutions to 2 different solutions.
Finished Parikh walk after 10 steps, including 0 resets, run visited all 3 properties in 3 ms. (steps per millisecond=3 )
Finished Parikh walk after 0 steps, including 0 resets, run visited all 0 properties in 1 ms. (steps per millisecond=0 )
Parikh walk visited 3 properties in 5 ms.
Knowledge obtained : [(AND p0 p1), (X (NOT (AND (NOT p0) (NOT p1)))), (X (NOT (AND p0 (NOT p1)))), (X p0), (X p1)]
False Knowledge obtained : [(F (NOT p1)), (F (NOT (OR p0 p1))), (F (NOT p0)), (F (NOT (OR (NOT p0) p1)))]
Knowledge based reduction with 5 factoid took 208 ms. Reduced automaton from 3 states, 7 edges and 2 AP (stutter insensitive) to 3 states, 7 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 112 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Stuttering acceptance computed with spot in 122 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Stuttering acceptance computed with spot in 120 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), false]
Product exploration timeout after 13210 steps with 0 reset in 10009 ms.
Product exploration timeout after 12780 steps with 0 reset in 10001 ms.
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2541 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:09:13] [INFO ] Invariant cache hit.
[2024-05-24 00:09:13] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s0 5.0)
(s1 2.0)
(s3 4.0)
(s4 5.0)
(s5 5.0)
(s6 2.0)
(s8 4.0)
(s9 5.0)
(s10 5.0)
(s11 2.0)
(s13 4.0)
(s14 5.0)
(s15 5.0)
(s16 2.0)
(s18 4.0)
(s19 5.0)
(s20 5.0)
(s21 2.0)
(s23 4.0)
(s24 5.0)
(s25 5.0)
(s26 2.0)
(s28 4.0)
(s29 5.0)
(s30 5.0)
(s31 2.0)
(s33 4.0)
(s34 5.0)
(s35 5.0)
(s36 2.0)
(s38 4.0)
(s39 5.0)
(s40 5.0)
(s41 2.0)
(s43 4.0)
(s44 5.0)
(s45 5.0)
(s46 2.0)
(s48 4.0)
(s49 5.0)
(s50 5.0)
(s51 2.0)
(s53 4.0)
(s54 5.0)
(s55 5.0)
(s56 2.0)
(s58 4.0)
(s59 5.0)
(s60 5.0)
(s61 2.0)
(s63 4.0)
(s64 5.0)
(s65 5.0)
(s66 2.0)
(s68 4.0)
(s69 5.0)
(s70 5.0)
(s71 2.0)
(s73 4.0)
(s74 5.0)
(s75 5.0)
(s76 2.0)
(s78 4.0)
(s79 5.0)
(s80 5.0)
(s81 2.0)
(s83 4.0)
(s84 5.0)
(s85 5.0)
(s86 2.0)
(s88 4.0)
(s89 5.0)
(s90 5.0)
(s91 2.0)
(s93 4.0)
(s94 5.0)
(s95 5.0)
(s96 2.0)
(s98 4.0)
(s99 5.0)
(s100 5.0)
(s101 2.0)
(s103 4.0)
(s104 5.0)
(s105 5.0)
(s106 2.0)
(s108 4.0)
(s109 5.0)
(s110 5.0)
(s111 2.0)
(s113 4.0)
(s114 5.0)
(s115 5.0)
(s116 2.0)
(s118 4.0)
(s119 5.0)
(s120 5.0)
(s121 2.0)
(s123 4.0)
(s124 5.0)
(s125 5.0)
(s126 2.0)
(s128 4.0)
(s129 5.0)
(s130 5.0)
(s131 2.0)
(s133 4.0)
(s134 5.0)
(s135 5.0)
(s136 2.0)
(s138 4.0)
(s139 5.0)
(s140 5.0)
(s141 2.0)
(s143 4.0)
(s144 5.0)
(s145 5.0)
(s146 2.0)
(s148 4.0)
(s149 5.0)
(s150 5.0)
(s151 2.0)
(s153 4.0)
(s154 5.0)
(s155 5.0)
(s156 2.0)
(s158 4.0)
(s159 5.0)
(s160 5.0)
(s161 2.0)
(s163 4.0)
(s164 5.0)
(s165 5.0)
(s166 2.0)
(s168 4.0)
(s169 5.0)
(s170 5.0)
(s171 2.0)
(s173 4.0)
(s174 5.0)
(s175 5.0)
(s176 2.0)
(s178 4.0)
(s179 5.0)
(s180 5.0)
(s181 2.0)
(s183 4.0)
(s184 5.0)
(s185 5.0)
(s186 2.0)
(s188 4.0)
(s189 5.0)
(s190 5.0)
(s191 2.0)
(s193 4.0)
(s194 5.0)
(s195 5.0)
(s196 2.0)
(s198 4.0)
(s199 5.0)
(s200 5.0)
(s201 2.0)
(s203 4.0)
(s204 5.0)
(s205 5.0)
(s206 2.0)
(s208 4.0)
(s209 5.0)
(s210 5.0)
(s211 2.0)
(s213 4.0)
(s214 5.0)
(s215 5.0)
(s216 2.0)
(s218 4.0)
(s219 5.0)
(s220 5.0)
(s221 2.0)
(s223 4.0)
(s224 5.0)
(s225 5.0)
(s226 2.0)
(s228 4.0)
(s229 5.0)
(s230 5.0)
(s231 2.0)
(s233 4.0)
(s234 5.0)
(s235 5.0)
(s236 2.0)
(s238 4.0)
(s239 5.0)
(s240 5.0)
(s241 2.0)
(s243 4.0)
(s244 5.0)
(s245 5.0)
(s246 2.0)
(s248 4.0)
(s249 5.0)
(s250 5.0)
(s251 2.0)
(s253 4.0)
(s254 5.0)
(s255 5.0)
(s256 2.0)
(s258 4.0)
(s259 5.0)
(s260 5.0)
(s261 2.0)
(s263 4.0)
(s264 5.0)
(s265 5.0)
(s266 2.0)
(s268 4.0)
(s269 5.0)
(s270 5.0)
(s271 2.0)
(s273 4.0)
(s274 5.0)
(s275 5.0)
(s276 2.0)
(s278 4.0)
(s279 5.0)
(s280 5.0)
(s281 2.0)
(s283 4.0)
(s284 5.0)
(s285 5.0)
(s286 2.0)
(s288 4.0)
(s289 5.0)
(s290 5.0)
(s291 2.0)
(s293 4.0)
(s294 5.0)
(s295 5.0)
(s296 2.0)
(s298 4.0)
(s299 5.0)
(s300 5.0)
(s301 2.0)
(s303 4.0)
(s304 5.0)
(s305 5.0)
(s306 2.0)
(s308 4.0)
(s309 5.0)
(s310 5.0)
(s311 2.0)
(s313 4.0)
(s314 5.0)
(s315 5.0)
(s316 2.0)
(s318 4.0)
(s319 5.0)
(s320 5.0)
(s321 2.0)
(s323 4.0)
(s324 5.0)
(s325 5.0)
(s326 2.0)
(s328 4.0)
(s329 5.0)
(s330 5.0)
(s331 2.0)
(s333 4.0)
(s334 5.0)
(s335 5.0)
(s336 2.0)
(s338 4.0)
(s339 5.0)
(s340 5.0)
(s341 2.0)
(s343 4.0)
(s344 5.0)
(s345 5.0)
(s346 2.0)
(s348 4.0)
(s349 5.0)
(s350 5.0)
(s351 2.0)
(s353 4.0)
(s354 5.0)
(s355 5.0)
(s356 2.0)
(s358 4.0)
(s359 5.0)
(s360 5.0)
(s361 2.0)
(s363 4.0)
(s364 5.0)
(s365 5.0)
(s366 2.0)
(s368 4.0)
(s369 5.0)
(s370 5.0)
(s371 2.0)
(s373 4.0)
(s374 5.0)
(s375 5.0)
(s376 2.0)
(s378 4.0)
(s379 5.0)
(s380 5.0)
(s381 2.0)
(s383 4.0)
(s384 5.0)
(s385 5.0)
(s386 2.0)
(s388 4.0)
(s389 5.0)
(s390 5.0)
(s391 2.0)
(s393 4.0)
(s394 5.0)
(s395 5.0)
(s396 2.0)
(s398 4.0)
(s399 5.0)
(s400 5.0)
(s401 2.0)
(s403 4.0)
(s404 5.0)
(s405 5.0)
(s406 2.0)
(s408 4.0)
(s409 5.0)
(s410 5.0)
(s411 2.0)
(s413 4.0)
(s414 5.0)
(s415 5.0)
(s416 2.0)
(s418 4.0)
(s419 5.0)
(s420 5.0)
(s421 2.0)
(s423 4.0)
(s424 5.0)
(s425 5.0)
(s426 2.0)
(s428 4.0)
(s429 5.0)
(s430 5.0)
(s431 2.0)
(s433 4.0)
(s434 5.0)
(s435 5.0)
(s436 2.0)
(s438 4.0)
(s439 5.0)
(s440 5.0)
(s441 2.0)
(s443 4.0)
(s444 5.0)
(s445 5.0)
(s446 2.0)
(s448 4.0)
(s449 5.0)
(s450 5.0)
(s451 2.0)
(s453 4.0)
(s454 5.0)
(s455 5.0)
(s456 2.0)
(s458 4.0)
(s459 5.0)
(s460 5.0)
(s461 2.0)
(s463 4.0)
(s464 5.0)
(s465 5.0)
(s466 2.0)
(s468 4.0)
(s469 5.0)
(s470 5.0)
(s471 2.0)
(s473 4.0)
(s474 5.0)
(s475 5.0)
(s476 2.0)
(s478 4.0)
(s479 5.0)
(s480 5.0)
(s481 2.0)
(s483 4.0)
(s484 5.0)
(s485 5.0)
(s486 2.0)
(s488 4.0)
(s489 5.0)
(s490 5.0)
(s491 2.0)
(s493 4.0)
(s494 5.0)
(s495 5.0)
(s496 2.0)
(s498 4.0)
(s499 5.0)
(s500 5.0)
(s501 2.0)
(s503 4.0)
(s504 5.0)
(s505 5.0)
(s506 2.0)
(s508 4.0)
(s509 5.0)
(s510 5.0)
(s511 2.0)
(s513 4.0)
(s514 5.0)
(s515 5.0)
(s516 2.0)
(s518 4.0)
(s519 5.0)
(s520 5.0)
(s521 2.0)
(s523 4.0)
(s524 5.0)
(s525 5.0)
(s526 2.0)
(s528 4.0)
(s529 5.0)
(s530 5.0)
(s531 2.0)
(s533 4.0)
(s534 5.0)
(s535 5.0)
(s536 2.0)
(s538 4.0)
(s539 5.0)
(s540 5.0)
(s541 2.0)
(s543 4.0)
(s544 5.0)
(s545 5.0)
(s546 2.0)
(s548 4.0)
(s549 5.0)
(s550 5.0)
(s551 2.0)
(s553 4.0)
(s554 5.0)
(s555 5.0)
(s556 2.0)
(s558 4.0)
(s559 5.0)
(s560 5.0)
(s561 2.0)
(s563 4.0)
(s564 5.0)
(s565 5.0)
(s566 2.0)
(s568 4.0)
(s569 5.0)
(s570 5.0)
(s571 2.0)
(s573 4.0)
(s574 5.0)
(s575 5.0)
(s576 2.0)
(s578 4.0)
(s579 5.0)
(s580 5.0)
(s581 2.0)
(s583 4.0)
(s584 5.0)
(s585 5.0)
(s586 2.0)
(s588 4.0)
(s589 5.0)
(s590 5.0)
(s591 2.0)
(s593 4.0)
(s594 5.0)
(s595 5.0)
(s596 2.0)
(s598 4.0)
(s599 5.0)
(s600 5.0)
(s601 2.0)
(s603 4.0)
(s604 5.0)
(s605 5.0)
(s606 2.0)
(s608 4.0)
(s609 5.0)
(s610 5.0)
(s611 2.0)
(s613 4.0)
(s614 5.0)
(s615 5.0)
(s616 2.0)
(s618 4.0)
(s619 5.0)
(s620 5.0)
(s621 2.0)
(s623 4.0)
(s624 5.0)
(s625 5.0)
(s626 2.0)
(s628 4.0)
(s629 5.0)
(s630 5.0)
(s631 2.0)
(s633 4.0)
(s634 5.0)
(s635 5.0)
(s636 2.0)
(s638 4.0)
(s639 5.0)
(s640 5.0)
(s641 2.0)
(s643 4.0)
(s644 5.0)
(s645 5.0)
(s646 2.0)
(s648 4.0)
(s649 5.0)
(s650 5.0)
(s651 2.0)
(s653 4.0)
(s654 5.0)
(s655 5.0)
(s656 2.0)
(s658 4.0)
(s659 5.0)
(s660 5.0)
(s661 2.0)
(s663 4.0)
(s664 5.0)
(s665 5.0)
(s666 2.0)
(s668 4.0)
(s669 5.0)
(s670 5.0)
(s671 2.0)
(s673 4.0)
(s674 5.0)
(s675 5.0)
(s676 2.0)
(s678 4.0)
(s679 5.0)
(s680 5.0)
(s681 2.0)
(s683 4.0)
(s684 5.0)
(s685 5.0)
(s686 2.0)
(s688 4.0)
(s689 5.0)
(s690 5.0)
(s691 2.0)
(s693 4.0)
(s694 5.0)
(s695 5.0)
(s696 2.0)
(s698 4.0)
(s699 5.0)
(s700 5.0)
(s701 2.0)
(s703 4.0)
(s704 5.0)
(s705 5.0)
(s706 2.0)
(s708 4.0)
(s709 5.0)
(s710 5.0)
(s711 2.0)
(s713 4.0)
(s714 5.0)
(s715 5.0)
(s716 2.0)
(s718 4.0)
(s719 5.0)
(s720 5.0)
(s721 2.0)
(s723 4.0)
(s724 5.0)
(s725 5.0)
(s726 2.0)
(s728 4.0)
(s729 5.0)
(s730 5.0)
(s731 2.0)
(s733 4.0)
(s734 5.0)
(s735 5.0)
(s736 2.0)
(s738 4.0)
(s739 5.0)
(s740 5.0)
(s741 2.0)
(s743 4.0)
(s744 5.0)
(s745 5.0)
(s746 2.0)
(s748 4.0)
(s749 5.0)
(s750 5.0)
(s751 2.0)
(s753 4.0)
(s754 5.0)
(s755 5.0)
(s756 2.0)
(s758 4.0)
(s759 5.0)
(s760 5.0)
(s761 2.0)
(s763 4.0)
(s764 5.0)
(s765 5.0)
(s766 2.0)
(s768 4.0)
(s769 5.0)
(s770 5.0)
(s771 2.0)
(s773 4.0)
(s774 5.0)
(s775 5.0)
(s776 2.0)
(s778 4.0)
(s779 5.0)
(s780 5.0)
(s781 2.0)
(s783 4.0)
(s784 5.0)
(s785 5.0)
(s786 2.0)
(s788 4.0)
(s789 5.0)
(s790 5.0)
(s791 2.0)
(s793 4.0)
(s794 5.0)
(s795 5.0)
(s796 2.0)
(s798 4.0)
(s799 5.0)
(s800 5.0)
(s801 2.0)
(s803 4.0)
(s804 5.0)
(s805 5.0)
(s806 2.0)
(s808 4.0)
(s809 5.0)
(s810 5.0)
(s811 2.0)
(s813 4.0)
(s814 5.0)
(s815 5.0)
(s816 2.0)
(s818 4.0)
(s819 5.0)
(s820 5.0)
(s821 2.0)
(s823 4.0)
(s824 5.0)
(s825 5.0)
(s826 2.0)
(s828 4.0)
(s829 5.0)
(s830 5.0)
(s831 2.0)
(s833 4.0)
(s834 5.0)
(s835 5.0)
(s836 2.0)
(s838 4.0)
(s839 5.0)
(s840 5.0)
(s841 2.0)
(s843 4.0)
(s844 5.0)
(s845 5.0)
(s846 2.0)
(s848 4.0)
(s849 5.0)
(s850 5.0)
(s851 2.0)
(s853 4.0)
(s854 5.0)
(s855 5.0)
(s856 2.0)
(s858 4.0)
(s859 5.0)
(s860 5.0)
(s861 2.0)
(s863 4.0)
(s864 5.0)
(s865 5.0)
(s866 2.0)
(s868 4.0)
(s869 5.0)
(s870 5.0)
(s871 2.0)
(s873 4.0)
(s874 5.0)
(s875 5.0)
(s876 2.0)
(s878 4.0)
(s879 5.0)
(s880 5.0)
(s881 2.0)
(s883 4.0)
(s884 5.0)
(s885 5.0)
(s886 2.0)
(s888 4.0)
(s889 5.0)
(s890 5.0)
(s891 2.0)
(s893 4.0)
(s894 5.0)
(s895 5.0)
(s896 2.0)
(s898 4.0)
(s899 5.0)
(s900 5.0)
(s901 2.0)
(s903 4.0)
(s904 5.0)
(s905 5.0)
(s906 2.0)
(s908 4.0)
(s909 5.0)
(s910 5.0)
(s911 2.0)
(s913 4.0)
(s914 5.0)
(s915 5.0)
(s916 2.0)
(s918 4.0)
(s919 5.0)
(s920 5.0)
(s921 2.0)
(s923 4.0)
(s924 5.0)
(s925 5.0)
(s926 2.0)
(s928 4.0)
(s929 5.0)
(s930 5.0)
(s931 2.0)
(s933 4.0)
(s934 5.0)
(s935 5.0)
(s936 2.0)
(s938 4.0)
(s939 5.0)
(s940 5.0)
(s941 2.0)
(s943 4.0)
(s944 5.0)
(s945 5.0)
(s946 2.0)
(s948 4.0)
(s949 5.0)
(s950 5.0)
(s951 2.0)
(s953 4.0)
(s954 5.0)
(s955 5.0)
(s956 2.0)
(s958 4.0)
(s959 5.0)
(s960 5.0)
(s961 2.0)
(s963 4.0)
(s964 5.0)
(s965 5.0)
(s966 2.0)
(s968 4.0)
(s969 5.0)
(s970 5.0)
(s971 2.0)
(s973 4.0)
(s974 5.0)
(s975 5.0)
(s976 2.0)
(s978 4.0)
(s979 5.0)
(s980 5.0)
(s981 2.0)
(s983 4.0)
(s984 5.0)
(s985 5.0)
(s986 2.0)
(s988 4.0)
(s989 5.0)
(s990 5.0)
(s991 2.0)
(s993 4.0)
(s994 5.0)
(s995 5.0)
(s996 2.0)
(s998 4.0)
(s999 5.0)
(s1000 5.0)
(s1001 2.0)
(s1003 4.0)
(s1004 5.0)
(s1005 5.0)
(s1006 2.0)
(s1008 4.0)
(s1009 5.0)
(s1010 5.0)
(s1011 2.0)
(s1013 4.0)
(s1014 5.0)
(s1015 5.0)
(s1016 2.0)
(s1018 4.0)
(s1019 5.0)
(s1020 5.0)
(s1021 2.0)
(s1023 4.0)
(s1024 5.0)
(s1025 5.0)
(s1026 2.0)
(s1028 4.0)
(s1029 5.0)
(s1030 5.0)
(s1031 2.0)
(s1033 4.0)
(s1034 5.0)
(s1035 5.0)
(s1036 2.0)
(s1038 4.0)
(s1039 5.0)
(s1040 5.0)
(s1041 2.0)
(s1043 4.0)
(s1044 5.0)
(s1045 5.0)
(s1046 2.0)
(s1048 4.0)
(s1049 5.0)
(s1050 5.0)
(s1051 2.0)
(s1053 4.0)
(s1054 5.0)
(s1055 5.0)
(s1056 2.0)
(s1058 4.0)
(s1059 5.0)
(s1060 5.0)
(s1061 2.0)
(s1063 4.0)
(s1064 5.0)
(s1065 5.0)
(s1066 2.0)
(s1068 4.0)
(s1069 5.0)
(s1070 5.0)
(s1071 2.0)
(s1073 4.0)
(s1074 5.0)
(s1075 5.0)
(s1076 2.0)
(s1078 4.0)
(s1079 5.0)
(s1080 5.0)
(s1081 2.0)
(s1083 4.0)
(s1084 5.0)
(s1085 5.0)
(s1086 2.0)
(s1088 4.0)
(s1089 5.0)
(s1090 5.0)
(s1091 2.0)
(s1093 4.0)
(s1094 5.0)
(s1095 5.0)
(s1096 2.0)
(s1098 4.0)
(s1099 5.0)
(s1100 5.0)
(s1101 2.0)
(s1103 4.0)
(s1104 5.0)
(s1105 5.0)
(s1106 2.0)
(s1108 4.0)
(s1109 5.0)
(s1110 5.0)
(s1111 2.0)
(s1113 4.0)
(s1114 5.0)
(s1115 5.0)
(s1116 2.0)
(s1118 4.0)
(s1119 5.0)
(s1120 5.0)
(s1121 2.0)
(s1123 4.0)
(s1124 5.0)
(s1125 5.0)
(s1126 2.0)
(s1128 4.0)
(s1129 5.0)
(s1130 5.0)
(s1131 2.0)
(s1133 4.0)
(s1134 5.0)
(s1135 5.0)
(s1136 2.0)
(s1138 4.0)
(s1139 5.0)
(s1140 5.0)
(s1141 2.0)
(s1143 4.0)
(s1144 5.0)
(s1145 5.0)
(s1146 2.0)
(s1148 4.0)
(s1149 5.0)
(s1150 5.0)
(s1151 2.0)
(s1153 4.0)
(s1154 5.0)
(s1155 5.0)
(s1156 2.0)
(s1158 4.0)
(s1159 5.0)
(s1160 5.0)
(s1161 2.0)
(s1163 4.0)
(s1164 5.0)
(s1165 5.0)
(s1166 2.0)
(s1168 4.0)
(s1169 5.0)
(s1170 5.0)
(s1171 2.0)
(s1173 4.0)
(s1174 5.0)
(s1175 5.0)
(s1176 2.0)
(s1178 4.0)
(s1179 5.0)
(s1180 5.0)
(s1181 2.0)
(s1183 4.0)
(s1184 5.0)
(s1185 5.0)
(s1186 2.0)
(s1188 4.0)
(s1189 5.0)
(s1190 5.0)
(s1191 2.0)
(s1193 4.0)
(s1194 5.0)
(s1195 5.0)
(s1196 2.0)
(s1198 4.0)
(s1199 5.0)
(s1200 5.0)
(s1201 2.0)
(s1203 4.0)
(s1204 5.0)
(s1205 5.0)
(s1206 2.0)
(s1208 4.0)
(s1209 5.0)
(s1210 5.0)
(s1211 2.0)
(s1213 4.0)
(s1214 5.0)
(s1215 5.0)
(s1216 2.0)
(s1218 4.0)
(s1219 5.0)
(s1220 5.0)
(s1221 2.0)
(s1223 4.0)
(s1224 5.0)
(s1225 5.0)
(s1226 2.0)
(s1228 4.0)
(s1229 5.0)
(s1230 5.0)
(s1231 2.0)
(s1233 4.0)
(s1234 5.0)
(s1235 5.0)
(s1236 2.0)
(s1238 4.0)
(s1239 5.0)
(s1240 5.0)
(s1241 2.0)
(s1243 4.0)
(s1244 5.0)
(s1245 5.0)
(s1246 2.0)
(s1248 4.0)
(s1249 5.0)
(s1250 5.0)
(s1251 2.0)
(s1253 4.0)
(s1254 5.0)
(s1255 5.0)
(s1256 2.0)
(s1258 4.0)
(s1259 5.0)
(s1260 5.0)
(s1261 2.0)
(s1263 4.0)
(s1264 5.0)
(s1265 5.0)
(s1266 2.0)
(s1268 4.0)
(s1269 5.0)
(s1270 5.0)
(s1271 2.0)
(s1273 4.0)
(s1274 5.0)
(s1275 5.0)
(s1276 2.0)
(s1278 4.0)
(s1279 5.0)
(s1280 5.0)
(s1281 2.0)
(s1283 4.0)
(s1284 5.0)
(s1285 5.0)
(s1286 2.0)
(s1288 4.0)
(s1289 5.0)
(s1290 5.0)
(s1291 2.0)
(s1293 4.0)
(s1294 5.0)
(s1295 5.0)
(s1296 2.0)
(s1298 4.0)
(s1299 5.0)
(s1300 5.0)
(s1301 2.0)
(s1303 4.0)
(s1304 5.0)
(s1305 5.0)
(s1306 2.0)
(s1308 4.0)
(s1309 5.0)
(s1310 5.0)
(s1311 2.0)
(s1313 4.0)
(s1314 5.0)
(s1315 5.0)
(s1316 2.0)
(s1318 4.0)
(s1319 5.0)
(s1320 5.0)
(s1321 2.0)
(s1323 4.0)
(s1324 5.0)
(s1325 5.0)
(s1326 2.0)
(s1328 4.0)
(s1329 5.0)
(s1330 5.0)
(s1331 2.0)
(s1333 4.0)
(s1334 5.0)
(s1335 5.0)
(s1336 2.0)
(s1338 4.0)
(s1339 5.0)
(s1340 5.0)
(s1341 2.0)
(s1343 4.0)
(s1344 5.0)
(s1345 5.0)
(s1346 2.0)
(s1348 4.0)
(s1349 5.0)
(s1350 5.0)
(s1351 2.0)
(s1353 4.0)
(s1354 5.0)
(s1355 5.0)
(s1356 2.0)
(s1358 4.0)
(s1359 5.0)
(s1360 5.0)
(s1361 2.0)
(s1363 4.0)
(s1364 5.0)
(s1365 5.0)
(s1366 2.0)
(s1368 4.0)
(s1369 5.0)
(s1370 5.0)
(s1371 2.0)
(s1373 4.0)
(s1374 5.0)
(s1375 5.0)
(s1376 2.0)
(s1378 4.0)
(s1379 5.0)
(s1380 5.0)
(s1381 2.0)
(s1383 4.0)
(s1384 5.0)
(s1385 5.0)
(s1386 2.0)
(s1388 4.0)
(s1389 5.0)
(s1390 5.0)
(s1391 2.0)
(s1393 4.0)
(s1394 5.0)
(s1395 5.0)
(s1396 2.0)
(s1398 4.0)
(s1399 5.0)
(s1400 5.0)
(s1401 2.0)
(s1403 4.0)
(s1404 5.0)
(s1405 5.0)
(s1406 2.0)
(s1408 4.0)
(s1409 5.0)
(s1410 5.0)
(s1411 2.0)
(s1413 4.0)
(s1414 5.0)
(s1415 5.0)
(s1416 2.0)
(s1418 4.0)
(s1419 5.0)
(s1420 5.0)
(s1421 2.0)
(s1423 4.0)
(s1424 5.0)
(s1425 5.0)
(s1426 2.0)
(s1428 4.0)
(s1429 5.0)
(s1430 5.0)
(s1431 2.0)
(s1433 4.0)
(s1434 5.0)
(s1435 5.0)
(s1436 2.0)
(s1438 4.0)
(s1439 5.0)
(s1440 5.0)
(s1441 2.0)
(s1443 4.0)
(s1444 5.0)
(s1445 5.0)
(s1446 2.0)
(s1448 4.0)
(s1449 5.0)
(s1450 5.0)
(s1451 2.0)
(s1453 4.0)
(s1454 5.0)
(s1455 5.0)
(s1456 2.0)
(s1458 4.0)
(s1459 5.0)
(s1460 5.0)
(s1461 2.0)
(s1463 4.0)
(s1464 5.0)
(s1465 5.0)
(s1466 2.0)
(s1468 4.0)
(s1469 5.0)
(s1470 5.0)
(s1471 2.0)
(s1473 4.0)
(s1474 5.0)
(s1475 5.0)
(s1476 2.0)
(s1478 4.0)
(s1479 5.0)
(s1480 5.0)
(s1481 2.0)
(s1483 4.0)
(s1484 5.0)
(s1485 5.0)
(s1486 2.0)
(s1488 4.0)
(s1489 5.0)
(s1490 5.0)
(s1491 2.0)
(s1493 4.0)
(s1494 5.0)
(s1495 5.0)
(s1496 2.0)
(s1498 4.0)
(s1499 5.0)
(s1500 5.0)
(s1501 2.0)
(s1503 4.0)
(s1504 5.0)
(s1505 5.0)
(s1506 2.0)
(s1508 4.0)
(s1509 5.0)
(s1510 5.0)
(s1511 2.0)
(s1513 4.0)
(s1514 5.0)
(s1515 5.0)
(s1516 2.0)
(s1518 4.0)
(s1519 5.0)
(s1520 5.0)
(s1521 2.0)
(s1523 4.0)
(s1524 5.0)
(s1525 5.0)
(s1526 2.0)
(s1528 4.0)
(s1529 5.0)
(s1530 5.0)
(s1531 2.0)
(s1533 4.0)
(s1534 5.0)
(s1535 5.0)
(s1536 2.0)
(s1538 4.0)
(s1539 5.0)
(s1540 5.0)
(s1541 2.0)
(s1543 4.0)
(s1544 5.0)
(s1545 5.0)
(s1546 2.0)
(s1548 4.0)
(s1549 5.0)
(s1550 5.0)
(s1551 2.0)
(s1553 4.0)
(s1554 5.0)
(s1555 5.0)
(s1556 2.0)
(s1558 4.0)
(s1559 5.0)
(s1560 5.0)
(s1561 2.0)
(s1563 4.0)
(s1564 5.0)
(s1565 5.0)
(s1566 2.0)
(s1568 4.0)
(s1569 5.0)
(s1570 5.0)
(s1571 2.0)
(s1573 4.0)
(s1574 5.0)
(s1575 5.0)
(s1576 2.0)
(s1578 4.0)
(s1579 5.0)
(s1580 5.0)
(s1581 2.0)
(s1583 4.0)
(s1584 5.0)
(s1585 5.0)
(s1586 2.0)
(s1588 4.0)
(s1589 5.0)
(s1590 5.0)
(s1591 2.0)
(s1593 4.0)
(s1594 5.0)
(s1595 5.0)
(s1596 2.0)
(s1598 4.0)
(s1599 5.0)
(s1600 5.0)
(s1601 2.0)
(s1603 4.0)
(s1604 5.0)
(s1605 5.0)
(s1606 2.0)
(s1608 4.0)
(s1609 5.0)
(s1610 5.0)
(s1611 2.0)
(s1613 4.0)
(s1614 5.0)
(s1615 5.0)
(s1616 2.0)
(s1618 4.0)
(s1619 5.0)
(s1620 5.0)
(s1621 2.0)
(s1623 4.0)
(s1624 5.0)
(s1625 5.0)
(s1626 2.0)
(s1628 4.0)
(s1629 5.0)
(s1630 5.0)
(s1631 2.0)
(s1633 4.0)
(s1634 5.0)
(s1635 5.0)
(s1636 2.0)
(s1638 4.0)
(s1639 5.0)
(s1640 5.0)
(s1641 2.0)
(s1643 4.0)
(s1644 5.0)
(s1645 5.0)
(s1646 2.0)
(s1648 4.0)
(s1649 5.0)
(s1650 5.0)
(s1651 2.0)
(s1653 4.0)
(s1654 5.0)
(s1655 5.0)
(s1656 2.0)
(s1658 4.0)
(s1659 5.0)
(s1660 5.0)
(s1661 2.0)
(s1663 4.0)
(s1664 5.0)
(s1665 5.0)
(s1666 2.0)
(s1668 4.0)
(s1669 5.0)
(s1670 5.0)
(s1671 2.0)
(s1673 4.0)
(s1674 5.0)
(s1675 5.0)
(s1676 2.0)
(s1678 4.0)
(s1679 5.0)
(s1680 5.0)
(s1681 2.0)
(s1683 4.0)
(s1684 5.0)
(s1685 5.0)
(s1686 2.0)
(s1688 4.0)
(s1689 5.0)
(s1690 5.0)
(s1691 2.0)
(s1693 4.0)
(s1694 5.0)
(s1695 5.0)
(s1696 2.0)
(s1698 4.0)
(s1699 5.0)
(s1700 5.0)
(s1701 2.0)
(s1703 4.0)
(s1704 5.0)
(s1705 5.0)
(s1706 2.0)
(s1708 4.0)
(s1709 5.0)
(s1710 5.0)
(s1711 2.0)
(s1713 4.0)
(s1714 5.0)
(s1715 5.0)
(s1716 2.0)
(s1718 4.0)
(s1719 5.0)
(s1720 5.0)
(s1721 2.0)
(s1723 4.0)
(s1724 5.0)
(s1725 5.0)
(s1726 2.0)
(s1728 4.0)
(s1729 5.0)
(s1730 5.0)
(s1731 2.0)
(s1733 4.0)
(s1734 5.0)
(s1735 5.0)
(s1736 2.0)
(s1738 4.0)
(s1739 5.0)
(s1740 5.0)
(s1741 2.0)
(s1743 4.0)
(s1744 5.0)
(s1745 5.0)
(s1746 2.0)
(s1748 4.0)
(s1749 5.0)
(s1750 5.0)
(s1751 2.0)
(s1753 4.0)
(s1754 5.0)
(s1755 5.0)
(s1756 2.0)
(s1758 4.0)
(s1759 5.0)
(s1760 5.0)
(s1761 2.0)
(s1763 4.0)
(s1764 5.0)
(s1765 5.0)
(s1766 2.0)
(s1768 4.0)
(s1769 5.0)
(s1770 5.0)
(s1771 2.0)
(s1773 4.0)
(s1774 5.0)
(s1775 5.0)
(s1776 2.0)
(s1778 4.0)
(s1779 5.0)
(s1780 5.0)
(s1781 2.0)
(s1783 4.0)
(s1784 5.0)
(s1785 5.0)
(s1786 2.0)
(s1788 4.0)
(s1789 5.0)
(s1790 5.0)
(s1791 2.0)
(s1793 4.0)
(s1794 5.0)
(s1795 5.0)
(s1796 2.0)
(s1798 4.0)
(s1799 5.0)
(s1800 5.0)
(s1801 2.0)
(s1803 4.0)
(s1804 5.0)
(s1805 5.0)
(s1806 2.0)
(s1808 4.0)
(s1809 5.0)
(s1810 5.0)
(s1811 2.0)
(s1813 4.0)
(s1814 5.0)
(s1815 5.0)
(s1816 2.0)
(s1818 4.0)
(s1819 5.0)
(s1820 5.0)
(s1821 2.0)
(s1823 4.0)
(s1824 5.0)
(s1825 5.0)
(s1826 2.0)
(s1828 4.0)
(s1829 5.0)
(s1830 5.0)
(s1831 2.0)
(s1833 4.0)
(s1834 5.0)
(s1835 5.0)
(s1836 2.0)
(s1838 4.0)
(s1839 5.0)
(s1840 5.0)
(s1841 2.0)
(s1843 4.0)
(s1844 5.0)
(s1845 5.0)
(s1846 2.0)
(s1848 4.0)
(s1849 5.0)
(s1850 5.0)
(s1851 2.0)
(s1853 4.0)
(s1854 5.0)
(s1855 5.0)
(s1856 2.0)
(s1858 4.0)
(s1859 5.0)
(s1860 5.0)
(s1861 2.0)
(s1863 4.0)
(s1864 5.0)
(s1865 5.0)
(s1866 2.0)
(s1868 4.0)
(s1869 5.0)
(s1870 5.0)
(s1871 2.0)
(s1873 4.0)
(s1874 5.0)
(s1875 5.0)
(s1876 2.0)
(s1878 4.0)
(s1879 5.0)
(s1880 5.0)
(s1881 2.0)
(s1883 4.0)
(s1884 5.0)
(s1885 5.0)
(s1886 2.0)
(s1888 4.0)
(s1889 5.0)
(s1890 5.0)
(s1891 2.0)
(s1893 4.0)
(s1894 5.0)
(s1895 5.0)
(s1896 2.0)
(s1898 4.0)
(s1899 5.0)
(s1900 5.0)
(s1901 2.0)
(s1903 4.0)
(s1904 5.0)
(s1905 5.0)
(s1906 2.0)
(s1908 4.0)
(s1909 5.0)
(s1910 5.0)
(s1911 2.0)
(s1913 4.0)
(s1914 5.0)
(s1915 5.0)
(s1916 2.0)
(s1918 4.0)
(s1919 5.0)
(s1920 5.0)
(s1921 2.0)
(s1923 4.0)
(s1924 5.0)
(s1925 5.0)
(s1926 2.0)
(s1928 4.0)
(s1929 5.0)
(s1930 5.0)
(s1931 2.0)
(s1933 4.0)
(s1934 5.0)
(s1935 5.0)
(s1936 2.0)
(s1938 4.0)
(s1939 5.0)
(s1940 5.0)
(s1941 2.0)
(s1943 4.0)
(s1944 5.0)
(s1945 5.0)
(s1946 2.0)
(s1948 4.0)
(s1949 5.0)
(s1950 5.0)
(s1951 2.0)
(s1953 4.0)
(s1954 5.0)
(s1955 5.0)
(s1956 2.0)
(s1958 4.0)
(s1959 5.0)
(s1960 5.0)
(s1961 2.0)
(s1963 4.0)
(s1964 5.0)
(s1965 5.0)
(s1966 2.0)
(s1968 4.0)
(s1969 5.0)
(s1970 5.0)
(s1971 2.0)
(s1973 4.0)
(s1974 5.0)
(s1975 5.0)
(s1976 2.0)
(s1978 4.0)
(s1979 5.0)
(s1980 5.0)
(s1981 2.0)
(s1983 4.0)
(s1984 5.0)
(s1985 5.0)
(s1986 2.0)
(s1988 4.0)
(s1989 5.0)
(s1990 5.0)
(s1991 2.0)
(s1993 4.0)
(s1994 5.0)
(s1995 5.0)
(s1996 2.0)
(s1998 4.0)
(s1999 5.0)
(s2000 5.0)
(s2001 2.0)
(s2003 4.0)
(s2004 5.0)
(s2005 5.0)
(s2006 2.0)
(s2008 4.0)
(s2009 5.0)
(s2010 5.0)
(s2011 2.0)
(s2013 4.0)
(s2014 5.0)
(s2015 5.0)
(s2016 2.0)
(s2018 4.0)
(s2019 5.0)
(s2020 5.0)
(s2021 2.0)
(s2023 4.0)
(s2024 5.0)
(s2025 5.0)
(s2026 2.0)
(s2028 4.0)
(s2029 5.0)
(s2030 5.0)
(s2031 2.0)
(s2033 4.0)
(s2034 5.0)
(s2035 5.0)
(s2036 2.0)
(s2038 4.0)
(s2039 5.0)
(s2040 5.0)
(s2041 2.0)
(s2043 4.0)
(s2044 5.0)
(s2045 5.0)
(s2046 2.0)
(s2048 4.0)
(s2049 5.0)
(s2050 5.0)
(s2051 2.0)
(s2053 4.0)
(s2054 5.0)
(s2055 5.0)
(s2056 2.0)
(s2058 4.0)
(s2059 5.0)
(s2060 5.0)
(s2061 2.0)
(s2063 4.0)
(s2064 5.0)
(s2065 5.0)
(s2066 2.0)
(s2068 4.0)
(s2069 5.0)
(s2070 5.0)
(s2071 2.0)
(s2073 4.0)
(s2074 5.0)
(s2075 5.0)
(s2076 2.0)
(s2078 4.0)
(s2079 5.0)
(s2080 5.0)
(s2081 2.0)
(s2083 4.0)
(s2084 5.0)
(s2085 5.0)
(s2086 2.0)
(s2088 4.0)
(s2089 5.0)
(s2090 5.0)
(s2091 2.0)
(s2093 4.0)
(s2094 5.0)
(s2095 5.0)
(s2096 2.0)
(s2098 4.0)
(s2099 5.0)
(s2100 5.0)
(s2101 2.0)
(s2103 4.0)
(s2104 5.0)
(s2105 5.0)
(s2106 2.0)
(s2108 4.0)
(s2109 5.0)
(s2110 5.0)
(s2111 2.0)
(s2113 4.0)
(s2114 5.0)
(s2115 5.0)
(s2116 2.0)
(s2118 4.0)
(s2119 5.0)
(s2120 5.0)
(s2121 2.0)
(s2123 4.0)
(s2124 5.0)
(s2125 5.0)
(s2126 2.0)
(s2128 4.0)
(s2129 5.0)
(s2130 5.0)
(s2131 2.0)
(s2133 4.0)
(s2134 5.0)
(s2135 5.0)
(s2136 2.0)
(s2138 4.0)
(s2139 5.0)
(s2140 5.0)
(s2141 2.0)
(s2143 4.0)
(s2144 5.0)
(s2145 5.0)
(s2146 2.0)
(s2148 4.0)
(s2149 5.0)
(s2150 5.0)
(s2151 2.0)
(s2153 4.0)
(s2154 5.0)
(s2155 5.0)
(s2156 2.0)
(s2158 4.0)
(s2159 5.0)
(s2160 5.0)
(s2161 2.0)
(s2163 4.0)
(s2164 5.0)
(s2165 5.0)
(s2166 2.0)
(s2168 4.0)
(s2169 5.0)
(s2170 5.0)
(s2171 2.0)
(s2173 4.0)
(s2174 5.0)
(s2175 5.0)
(s2176 2.0)
(s2178 4.0)
(s2179 5.0)
(s2180 5.0)
(s2181 2.0)
(s2183 4.0)
(s2184 5.0)
(s2185 5.0)
(s2186 2.0)
(s2188 4.0)
(s2189 5.0)
(s2190 5.0)
(s2191 2.0)
(s2193 4.0)
(s2194 5.0)
(s2195 5.0)
(s2196 2.0)
(s2198 4.0)
(s2199 5.0)
(s2200 5.0)
(s2201 2.0)
(s2203 4.0)
(s2204 5.0)
(s2205 5.0)
(s2206 2.0)
(s2208 4.0)
(s2209 5.0)
(s2210 5.0)
(s2211 2.0)
(s2213 4.0)
(s2214 5.0)
(s2215 5.0)
(s2216 2.0)
(s2218 4.0)
(s2219 5.0)
(s2220 5.0)
(s2221 2.0)
(s2223 4.0)
(s2224 5.0)
(s2225 5.0)
(s2226 2.0)
(s2228 4.0)
(s2229 5.0)
(s2230 5.0)
(s2231 2.0)
(s2233 4.0)
(s2234 5.0)
(s2235 5.0)
(s2236 2.0)
(s2238 4.0)
(s2239 5.0)
(s2240 5.0)
(s2241 2.0)
(s2243 4.0)
(s2244 5.0)
(s2245 5.0)
(s2246 2.0)
(s2248 4.0)
(s2249 5.0)
(s2250 5.0)
(s2251 2.0)
(s2253 4.0)
(s2254 5.0)
(s2255 5.0)
(s2256 2.0)
(s2258 4.0)
(s2259 5.0)
(s2260 5.0)
(s2261 2.0)
(s2263 4.0)
(s2264 5.0)
(s2265 5.0)
(s2266 2.0)
(s2268 4.0)
(s2269 5.0)
(s2270 5.0)
(s2271 2.0)
(s2273 4.0)
(s2274 5.0)
(s2275 5.0)
(s2276 2.0)
(s2278 4.0)
(s2279 5.0)
(s2280 5.0)
(s2281 2.0)
(s2283 4.0)
(s2284 5.0)
(s2285 5.0)
(s2286 2.0)
(s2288 4.0)
(s2289 5.0)
(s2290 5.0)
(s2291 2.0)
(s2293 4.0)
(s2294 5.0)
(s2295 5.0)
(s2296 2.0)
(s2298 4.0)
(s2299 5.0)
(s2300 5.0)
(s2301 2.0)
(s2303 4.0)
(s2304 5.0)
(s2305 5.0)
(s2306 2.0)
(s2308 4.0)
(s2309 5.0)
(s2310 5.0)
(s2311 2.0)
(s2313 4.0)
(s2314 5.0)
(s2315 5.0)
(s2316 2.0)
(s2318 4.0)
(s2319 5.0)
(s2320 5.0)
(s2321 2.0)
(s2323 4.0)
(s2324 5.0)
(s2325 5.0)
(s2326 2.0)
(s2328 4.0)
(s2329 5.0)
(s2330 5.0)
(s2331 2.0)
(s2333 4.0)
(s2334 5.0)
(s2335 5.0)
(s2336 2.0)
(s2338 4.0)
(s2339 5.0)
(s2340 5.0)
(s2341 2.0)
(s2343 4.0)
(s2344 5.0)
(s2345 5.0)
(s2346 2.0)
(s2348 4.0)
(s2349 5.0)
(s2350 5.0)
(s2351 2.0)
(s2353 4.0)
(s2354 5.0)
(s2355 5.0)
(s2356 2.0)
(s2358 4.0)
(s2359 5.0)
(s2360 5.0)
(s2361 2.0)
(s2363 4.0)
(s2364 5.0)
(s2365 5.0)
(s2366 2.0)
(s2368 4.0)
(s2369 5.0)
(s2370 5.0)
(s2371 2.0)
(s2373 4.0)
(s2374 5.0)
(s2375 5.0)
(s2376 2.0)
(s2378 4.0)
(s2379 5.0)
(s2380 5.0)
(s2381 2.0)
(s2383 4.0)
(s2384 5.0)
(s2385 5.0)
(s2386 2.0)
(s2388 4.0)
(s2389 5.0)
(s2390 5.0)
(s2391 2.0)
(s2393 4.0)
(s2394 5.0)
(s2395 5.0)
(s2396 2.0)
(s2398 4.0)
(s2399 5.0)
(s2400 5.0)
(s2401 2.0)
(s2403 4.0)
(s2404 5.0)
(s2405 5.0)
(s2406 2.0)
(s2408 4.0)
(s2409 5.0)
(s2410 5.0)
(s2411 2.0)
(s2413 4.0)
(s2414 5.0)
(s2415 5.0)
(s2416 2.0)
(s2418 4.0)
(s2419 5.0)
(s2420 5.0)
(s2421 2.0)
(s2423 4.0)
(s2424 5.0)
(s2425 5.0)
(s2426 2.0)
(s2428 4.0)
(s2429 5.0)
(s2430 5.0)
(s2431 2.0)
(s2433 4.0)
(s2434 5.0)
(s2435 5.0)
(s2436 2.0)
(s2438 4.0)
(s2439 5.0)
(s2440 5.0)
(s2441 2.0)
(s2443 4.0)
(s2444 5.0)
(s2445 5.0)
(s2446 2.0)
(s2448 4.0)
(s2449 5.0)
(s2450 5.0)
(s2451 2.0)
(s2453 4.0)
(s2454 5.0)
(s2455 5.0)
(s2456 2.0)
(s2458 4.0)
(s2459 5.0)
(s2460 5.0)
(s2461 2.0)
(s2463 4.0)
(s2464 5.0)
(s2465 5.0)
(s2466 2.0)
(s2468 4.0)
(s2469 5.0)
(s2470 5.0)
(s2471 2.0)
(s2473 4.0)
(s2474 5.0)
(s2475 5.0)
(s2476 2.0)
(s2478 4.0)
(s2479 5.0)
(s2480 5.0)
(s2481 2.0)
(s2483 4.0)
(s2484 5.0)
(s2485 5.0)
(s2486 2.0)
(s2488 4.0)
(s2489 5.0)
(s2490 5.0)
(s2491 2.0)
(s2493 4.0)
(s2494 5.0)
(s2495 5.0)
(s2496 2.0)
(s2498 4.0)
(s2499 5.0)
(s2500 5.0)
(s2501 2.0)
(s2503 4.0)
(s2504 5.0)
(s2505 5.0)
(s2506 2.0)
(s2508 4.0)
(s2509 5.0)
(s2510 5.0)
(s2511 2.0)
(s2513 4.0)
(s2514 5.0)
(s2515 5.0)
(s2516 2.0)
(s2518 4.0)
(s2519 5.0)
(s2520 5.0)
(s2521 2.0)
(s2523 4.0)
(s2524 5.0)
(s2525 5.0)
(s2526 2.0)
(s2528 4.0)
(s2529 5.0)
(s2530 5.0)
(s2531 2.0)
(s2533 4.0)
(s2534 5.0)
(s2535 5.0)
(s2536 2.0)
(s2538 4.0)
(s2539 5.0)
(s2540 5.0)
(s2541 2.0)
(s2543 4.0)
(s2544 5.0)
(s2545 5.0)
(s2546 2.0)
(s2548 4.0)
(s2549 5.0)
(s2550 5.0)
(s2551 2.0)
(s2553 4.0)
(s2554 5.0)
(s2555 5.0)
(s2556 2.0)
(s2558 4.0)
(s2559 5.0)
(s2560 5.0)
(s2561 2.0)
(s2563 4.0)
(s2564 5.0)
(s2565 5.0)
(s2566 2.0)
(s2568 4.0)
(s2569 5.0)
(s2570 5.0)
(s2571 2.0)
(s2573 4.0)
(s2574 5.0)
(s2575 5.0)
(s2576 2.0)
(s2578 4.0)
(s2579 5.0)
(s2580 5.0)
(s2581 2.0)
(s2583 4.0)
(s2584 5.0)
(s2585 5.0)
(s2586 2.0)
(s2588 4.0)
(s2589 5.0)
(s2590 5.0)
(s2591 2.0)
(s2593 4.0)
(s2594 5.0)
(s2595 5.0)
(s2596 2.0)
(s2598 4.0)
(s2599 5.0)
(s2600 5.0)
(s2601 2.0)
(s2603 4.0)
(s2604 5.0)
(s2605 5.0)
(s2606 2.0)
(s2608 4.0)
(s2609 5.0)
(s2610 5.0)
(s2611 2.0)
(s2613 4.0)
(s2614 5.0)
(s2615 5.0)
(s2616 2.0)
(s2618 4.0)
(s2619 5.0)
(s2620 5.0)
(s2621 2.0)
(s2623 4.0)
(s2624 5.0)
(s2625 5.0)
(s2626 2.0)
(s2628 4.0)
(s2629 5.0)
(s2630 5.0)
(s2631 2.0)
(s2633 4.0)
(s2634 5.0)
(s2635 5.0)
(s2636 2.0)
(s2638 4.0)
(s2639 5.0)
(s2640 5.0)
(s2641 2.0)
(s2643 4.0)
(s2644 5.0)
(s2645 5.0)
(s2646 2.0)
(s2648 4.0)
(s2649 5.0)
(s2650 5.0)
(s2651 2.0)
(s2653 4.0)
(s2654 5.0)
(s2655 5.0)
(s2656 2.0)
(s2658 4.0)
(s2659 5.0)
(s2660 5.0)
(s2661 2.0)
(s2663 4.0)
(s2664 5.0)
(s2665 5.0)
(s2666 2.0)
(s2668 4.0)
(s2669 5.0)
(s2670 5.0)
(s2671 2.0)
(s2673 4.0)
(s2674 5.0)
(s2675 5.0)
(s2676 2.0)
(s2678 4.0)
(s2679 5.0)
(s2680 5.0)
(s2681 2.0)
(s2683 4.0)
(s2684 5.0)
(s2685 5.0)
(s2686 2.0)
(s2688 4.0)
(s2689 5.0)
(s2690 5.0)
(s2691 2.0)
(s2693 4.0)
(s2694 5.0)
(s2695 5.0)
(s2696 2.0)
(s2698 4.0)
(s2699 5.0)
(s2700 5.0)
(s2701 2.0)
(s2703 4.0)
(s2704 5.0)
(s2705 5.0)
(s2706 2.0)
(s2708 4.0)
(s2709 5.0)
(s2710 5.0)
(s2711 2.0)
(s2713 4.0)
(s2714 5.0)
(s2715 5.0)
(s2716 2.0)
(s2718 4.0)
(s2719 5.0)
(s2720 5.0)
(s2721 2.0)
(s2723 4.0)
(s2724 5.0)
(s2725 5.0)
(s2726 2.0)
(s2728 4.0)
(s2729 5.0)
(s2730 5.0)
(s2731 2.0)
(s2733 4.0)
(s2734 5.0)
(s2735 5.0)
(s2736 2.0)
(s2738 4.0)
(s2739 5.0)
(s2740 5.0)
(s2741 2.0)
(s2743 4.0)
(s2744 5.0)
(s2745 5.0)
(s2746 2.0)
(s2748 4.0)
(s2749 5.0)
(s2750 5.0)
(s2751 2.0)
(s2753 4.0)
(s2754 5.0)
(s2755 5.0)
(s2756 2.0)
(s2758 4.0)
(s2759 5.0)
(s2760 5.0)
(s2761 2.0)
(s2763 4.0)
(s2764 5.0)
(s2765 5.0)
(s2766 2.0)
(s2768 4.0)
(s2769 5.0)
(s2770 5.0)
(s2771 2.0)
(s2773 4.0)
(s2774 5.0)
(s2775 5.0)
(s2776 2.0)
(s2778 4.0)
(s2779 5.0)
(s2780 5.0)
(s2781 2.0)
(s2783 4.0)
(s2784 5.0)
(s2785 5.0)
(s2786 2.0)
(s2788 4.0)
(s2789 5.0)
(s2790 5.0)
(s2791 2.0)
(s2793 4.0)
(s2794 5.0)
(s2795 5.0)
(s2796 2.0)
(s2798 4.0)
(s2799 5.0)
(s2800 5.0)
(s2801 2.0)
(s2803 4.0)
(s2804 5.0)
(s2805 5.0)
(s2806 2.0)
(s2808 4.0)
(s2809 5.0)
(s2810 5.0)
(s2811 2.0)
(s2813 4.0)
(s2814 5.0)
(s2815 5.0)
(s2816 2.0)
(s2818 4.0)
(s2819 5.0)
(s2820 5.0)
(s2821 2.0)
(s2823 4.0)
(s2824 5.0)
(s2825 5.0)
(s2826 2.0)
(s2828 4.0)
(s2829 5.0)
(s2830 5.0)
(s2831 2.0)
(s2833 4.0)
(s2834 5.0)
(s2835 5.0)
(s2836 2.0)
(s2838 4.0)
(s2839 5.0)
(s2840 5.0)
(s2841 2.0)
(s2843 4.0)
(s2844 5.0)
(s2845 5.0)
(s2846 2.0)
(s2848 4.0)
(s2849 5.0)
(s2850 5.0)
(s2851 2.0)
(s2853 4.0)
(s2854 5.0)
(s2855 5.0)
(s2856 2.0)
(s2858 4.0)
(s2859 5.0)
(s2860 5.0)
(s2861 2.0)
(s2863 4.0)
(s2864 5.0)
(s2865 5.0)
(s2866 2.0)
(s2868 4.0)
(s2869 5.0)
(s2870 5.0)
(s2871 2.0)
(s2873 4.0)
(s2874 5.0)
(s2875 5.0)
(s2876 2.0)
(s2878 4.0)
(s2879 5.0)
(s2880 5.0)
(s2881 2.0)
(s2883 4.0)
(s2884 5.0)
(s2885 5.0)
(s2886 2.0)
(s2888 4.0)
(s2889 5.0)
(s2890 5.0)
(s2891 2.0)
(s2893 4.0)
(s2894 5.0)
(s2895 5.0)
(s2896 2.0)
(s2898 4.0)
(s2899 5.0)
(s2900 5.0)
(s2901 2.0)
(s2903 4.0)
(s2904 5.0)
(s2905 5.0)
(s2906 2.0)
(s2908 4.0)
(s2909 5.0)
(s2910 5.0)
(s2911 2.0)
(s2913 4.0)
(s2914 5.0)
(s2915 5.0)
(s2916 2.0)
(s2918 4.0)
(s2919 5.0)
(s2920 5.0)
(s2921 2.0)
(s2923 4.0)
(s2924 5.0)
(s2925 5.0)
(s2926 2.0)
(s2928 4.0)
(s2929 5.0)
(s2930 5.0)
(s2931 2.0)
(s2933 4.0)
(s2934 5.0)
(s2935 5.0)
(s2936 2.0)
(s2938 4.0)
(s2939 5.0)
(s2940 5.0)
(s2941 2.0)
(s2943 4.0)
(s2944 5.0)
(s2945 5.0)
(s2946 2.0)
(s2948 4.0)
(s2949 5.0)
(s2950 5.0)
(s2951 2.0)
(s2953 4.0)
(s2954 5.0)
(s2955 5.0)
(s2956 2.0)
(s2958 4.0)
(s2959 5.0)
(s2960 5.0)
(s2961 2.0)
(s2963 4.0)
(s2964 5.0)
(s2965 5.0)
(s2966 2.0)
(s2968 4.0)
(s2969 5.0)
(s2970 5.0)
(s2971 2.0)
(s2973 4.0)
(s2974 5.0)
(s2975 5.0)
(s2976 2.0)
(s2978 4.0)
(s2979 5.0)
(s2980 5.0)
(s2981 2.0)
(s2983 4.0)
(s2984 5.0)
(s2985 5.0)
(s2986 2.0)
(s2988 4.0)
(s2989 5.0)
(s2990 5.0)
(s2991 2.0)
(s2993 4.0)
(s2994 5.0)
(s2995 5.0)
(s2996 2.0)
(s2998 4.0)
(s2999 5.0)
(s3000 5.0)
(s3001 2.0)
(s3003 4.0)
(s3004 5.0)
(s3005 5.0)
(s3006 2.0)
(s3008 4.0)
(s3009 5.0)
(s3010 5.0)
(s3011 2.0)
(s3013 4.0)
(s3014 5.0)
(s3015 5.0)
(s3016 2.0)
(s3018 4.0)
(s3019 5.0)
(s3020 5.0)
(s3021 2.0)
(s3023 4.0)
(s3024 5.0)
(s3025 5.0)
(s3026 2.0)
(s3028 4.0)
(s3029 5.0)
(s3030 5.0)
(s3031 2.0)
(s3033 4.0)
(s3034 5.0)
(s3035 5.0)
(s3036 2.0)
(s3038 4.0)
(s3039 5.0)
(s3040 5.0)
(s3041 2.0)
(s3043 4.0)
(s3044 5.0)
(s3045 5.0)
(s3046 2.0)
(s3048 4.0)
(s3049 5.0)
(s3050 5.0)
(s3051 2.0)
(s3053 4.0)
(s3054 5.0)
(s3055 5.0)
(s3056 2.0)
(s3058 4.0)
(s3059 5.0)
(s3060 5.0)
(s3061 2.0)
(s3063 4.0)
(s3064 5.0)
(s3065 5.0)
(s3066 2.0)
(s3068 4.0)
(s3069 5.0)
(s3070 5.0)
(s3071 2.0)
(s3073 4.0)
(s3074 5.0)
(s3075 5.0)
(s3076 2.0)
(s3078 4.0)
(s3079 5.0)
(s3080 5.0)
(s3081 2.0)
(s3083 4.0)
(s3084 5.0)
(s3085 5.0)
(s3086 2.0)
(s3088 4.0)
(s3089 5.0)
(s3090 5.0)
(s3091 2.0)
(s3093 4.0)
(s3094 5.0)
(s3095 5.0)
(s3096 2.0)
(s3098 4.0)
(s3099 5.0)
(s3100 5.0)
(s3101 2.0)
(s3103 4.0)
(s3104 5.0)
(s3105 5.0)
(s3106 2.0)
(s3108 4.0)
(s3109 5.0)
(s3110 5.0)
(s3111 2.0)
(s3113 4.0)
(s3114 5.0)
(s3115 5.0)
(s3116 2.0)
(s3118 4.0)
(s3119 5.0)
(s3120 5.0)
(s3121 2.0)
(s3123 4.0)
(s3124 5.0)
(s3125 5.0)
(s3126 2.0)
(s3128 4.0)
(s3129 5.0)
(s3130 5.0)
(s3131 2.0)
(s3133 4.0)
(s3134 5.0)
(s3135 5.0)
(s3136 2.0)
(s3138 4.0)
(s3139 5.0)
(s3140 5.0)
(s3141 2.0)
(s3143 4.0)
(s3144 5.0)
(s3145 5.0)
(s3146 2.0)
(s3148 4.0)
(s3149 5.0)
(s3150 5.0)
(s3151 2.0)
(s3153 4.0)
(s3154 5.0)
(s3155 5.0)
(s3156 2.0)
(s3158 4.0)
(s3159 5.0)
(s3160 5.0)
(s3161 2.0)
(s3163 4.0)
(s3164 5.0)
(s3165 5.0)
(s3166 2.0)
(s3168 4.0)
(s3169 5.0)
(s3170 5.0)
(s3171 2.0)
(s3173 4.0)
(s3174 5.0)
(s3175 5.0)
(s3176 2.0)
(s3178 4.0)
(s3179 5.0)
(s3180 5.0)
(s3181 2.0)
(s3183 4.0)
(s3184 5.0)
(s3185 5.0)
(s3186 2.0)
(s3188 4.0)
(s3189 5.0)
(s3190 5.0)
(s3191 2.0)
(s3193 4.0)
(s3194 5.0)
(s3195 5.0)
(s3196 2.0)
(s3198 4.0)
(s3199 5.0)
(s3200 5.0)
(s3201 2.0)
(s3203 4.0)
(s3204 5.0)
(s3205 5.0)
(s3206 2.0)
(s3208 4.0)
(s3209 5.0)
(s3210 5.0)
(s3211 2.0)
(s3213 4.0)
(s3214 5.0)
(s3215 5.0)
(s3216 2.0)
(s3218 4.0)
(s3219 5.0)
(s3220 5.0)
(s3221 2.0)
(s3223 4.0)
(s3224 5.0)
(s3225 5.0)
(s3226 2.0)
(s3228 4.0)
(s3229 5.0)
(s3230 5.0)
(s3231 2.0)
(s3233 4.0)
(s3234 5.0)
(s3235 5.0)
(s3236 2.0)
(s3238 4.0)
(s3239 5.0)
(s3240 5.0)
(s3241 2.0)
(s3243 4.0)
(s3244 5.0)
(s3245 5.0)
(s3246 2.0)
(s3248 4.0)
(s3249 5.0)
(s3250 5.0)
(s3251 2.0)
(s3253 4.0)
(s3254 5.0)
(s3255 5.0)
(s3256 2.0)
(s3258 4.0)
(s3259 5.0)
(s3260 5.0)
(s3261 2.0)
(s3263 4.0)
(s3264 5.0)
(s3265 5.0)
(s3266 2.0)
(s3268 4.0)
(s3269 5.0)
(s3270 5.0)
(s3271 2.0)
(s3273 4.0)
(s3274 5.0)
(s3275 5.0)
(s3276 2.0)
(s3278 4.0)
(s3279 5.0)
(s3280 5.0)
(s3281 2.0)
(s3283 4.0)
(s3284 5.0)
(s3285 5.0)
(s3286 2.0)
(s3288 4.0)
(s3289 5.0)
(s3290 5.0)
(s3291 2.0)
(s3293 4.0)
(s3294 5.0)
(s3295 5.0)
(s3296 2.0)
(s3298 4.0)
(s3299 5.0)
(s3300 5.0)
(s3301 2.0)
(s3303 4.0)
(s3304 5.0)
(s3305 5.0)
(s3306 2.0)
(s3308 4.0)
(s3309 5.0)
(s3310 5.0)
(s3311 2.0)
(s3313 4.0)
(s3314 5.0)
(s3315 5.0)
(s3316 2.0)
(s3318 4.0)
(s3319 5.0)
(s3320 5.0)
(s3321 2.0)
(s3323 4.0)
(s3324 5.0)
(s3325 5.0)
(s3326 2.0)
(s3328 4.0)
(s3329 5.0)
(s3330 5.0)
(s3331 2.0)
(s3333 4.0)
(s3334 5.0)
(s3335 5.0)
(s3336 2.0)
(s3338 4.0)
(s3339 5.0)
(s3340 5.0)
(s3341 2.0)
(s3343 4.0)
(s3344 5.0)
(s3345 5.0)
(s3346 2.0)
(s3348 4.0)
(s3349 5.0)
(s3350 5.0)
(s3351 2.0)
(s3353 4.0)
(s3354 5.0)
(s3355 5.0)
(s3356 2.0)
(s3358 4.0)
(s3359 5.0)
(s3360 5.0)
(s3361 2.0)
(s3363 4.0)
(s3364 5.0)
(s3365 5.0)
(s3366 2.0)
(s3368 4.0)
(s3369 5.0)
(s3370 5.0)
(s3371 2.0)
(s3373 4.0)
(s3374 5.0)
(s3375 5.0)
(s3376 2.0)
(s3378 4.0)
(s3379 5.0)
(s3380 5.0)
(s3381 2.0)
(s3383 4.0)
(s3384 5.0)
(s3385 5.0)
(s3386 2.0)
(s3388 4.0)
(s3389 5.0)
(s3390 5.0)
(s3391 2.0)
(s3393 4.0)
(s3394 5.0)
(s3395 5.0)
(s3396 2.0)
(s3398 4.0)
(s3399 5.0)
(s3400 5.0)
(s3401 2.0)
(s3403 4.0)
(s3404 5.0)
(s3405 5.0)
(s3406 2.0)
(s3408 4.0)
(s3409 5.0)
(s3410 5.0)
(s3411 2.0)
(s3413 4.0)
(s3414 5.0)
(s3415 5.0)
(s3416 2.0)
(s3418 4.0)
(s3419 5.0)
(s3420 5.0)
(s3421 2.0)
(s3423 4.0)
(s3424 5.0)
(s3425 5.0)
(s3426 2.0)
(s3428 4.0)
(s3429 5.0)
(s3430 5.0)
(s3431 2.0)
(s3433 4.0)
(s3434 5.0)
(s3435 5.0)
(s3436 2.0)
(s3438 4.0)
(s3439 5.0)
(s3440 5.0)
(s3441 2.0)
(s3443 4.0)
(s3444 5.0)
(s3445 5.0)
(s3446 2.0)
(s3448 4.0)
(s3449 5.0)
(s3450 5.0)
(s3451 2.0)
(s3453 4.0)
(s3454 5.0)
(s3455 5.0)
(s3456 2.0)
(s3458 4.0)
(s3459 5.0)
(s3460 5.0)
(s3461 2.0)
(s3463 4.0)
(s3464 5.0)
(s3465 5.0)
(s3466 2.0)
(s3468 4.0)
(s3469 5.0)
(s3470 5.0)
(s3471 2.0)
(s3473 4.0)
(s3474 5.0)
(s3475 5.0)
(s3476 2.0)
(s3478 4.0)
(s3479 5.0)
(s3480 5.0)
(s3481 2.0)
(s3483 4.0)
(s3484 5.0)
(s3485 5.0)
(s3486 2.0)
(s3488 4.0)
(s3489 5.0)
(s3490 5.0)
(s3491 2.0)
(s3493 4.0)
(s3494 5.0)
(s3495 5.0)
(s3496 2.0)
(s3498 4.0)
(s3499 5.0)
(s3500 5.0)
(s3501 2.0)
(s3503 4.0)
(s3504 5.0)
(s3505 5.0)
(s3506 2.0)
(s3508 4.0)
(s3509 5.0)
(s3510 5.0)
(s3511 2.0)
(s3513 4.0)
(s3514 5.0)
(s3515 5.0)
(s3516 2.0)
(s3518 4.0)
(s3519 5.0)
(s3520 5.0)
(s3521 2.0)
(s3523 4.0)
(s3524 5.0)
(s3525 5.0)
(s3526 2.0)
(s3528 4.0)
(s3529 5.0)
(s3530 5.0)
(s3531 2.0)
(s3533 4.0)
(s3534 5.0)
(s3535 5.0)
(s3536 2.0)
(s3538 4.0)
(s3539 5.0)
(s3540 5.0)
(s3541 2.0)
(s3543 4.0)
(s3544 5.0)
(s3545 5.0)
(s3546 2.0)
(s3548 4.0)
(s3549 5.0)
(s3550 5.0)
(s3551 2.0)
(s3553 4.0)
(s3554 5.0)
(s3555 5.0)
(s3556 2.0)
(s3558 4.0)
(s3559 5.0)
(s3560 5.0)
(s3561 2.0)
(s3563 4.0)
(s3564 5.0)
(s3565 5.0)
(s3566 2.0)
(s3568 4.0)
(s3569 5.0)
(s3570 5.0)
(s3571 2.0)
(s3573 4.0)
(s3574 5.0)
(s3575 5.0)
(s3576 2.0)
(s3578 4.0)
(s3579 5.0)
(s3580 5.0)
(s3581 2.0)
(s3583 4.0)
(s3584 5.0)
(s3585 5.0)
(s3586 2.0)
(s3588 4.0)
(s3589 5.0)
(s3590 5.0)
(s3591 2.0)
(s3593 4.0)
(s3594 5.0)
(s3595 5.0)
(s3596 2.0)
(s3598 4.0)
(s3599 5.0)
(s3600 5.0)
(s3601 2.0)
(s3603 4.0)
(s3604 5.0)
(s3605 5.0)
(s3606 2.0)
(s3608 4.0)
(s3609 5.0)
(s3610 5.0)
(s3611 2.0)
(s3613 4.0)
(s3614 5.0)
(s3615 5.0)
(s3616 2.0)
(s3618 4.0)
(s3619 5.0)
(s3620 5.0)
(s3621 2.0)
(s3623 4.0)
(s3624 5.0)
(s3625 5.0)
(s3626 2.0)
(s3628 4.0)
(s3629 5.0)
(s3630 5.0)
(s3631 2.0)
(s3633 4.0)
(s3634 5.0)
(s3635 5.0)
(s3636 2.0)
(s3638 4.0)
(s3639 5.0)
(s3640 5.0)
(s3641 2.0)
(s3643 4.0)
(s3644 5.0)
(s3645 5.0)
(s3646 2.0)
(s3648 4.0)
(s3649 5.0)
(s3650 5.0)
(s3651 2.0)
(s3653 4.0)
(s3654 5.0)
(s3655 5.0)
(s3656 2.0)
(s3658 4.0)
(s3659 5.0)
(s3660 5.0)
(s3661 2.0)
(s3663 4.0)
(s3664 5.0)
(s3665 5.0)
(s3666 2.0)
(s3668 4.0)
(s3669 5.0)
(s3670 5.0)
(s3671 2.0)
(s3673 4.0)
(s3674 5.0)
(s3675 5.0)
(s3676 2.0)
(s3678 4.0)
(s3679 5.0)
(s3680 5.0)
(s3681 2.0)
(s3683 4.0)
(s3684 5.0)
(s3685 5.0)
(s3686 2.0)
(s3688 4.0)
(s3689 5.0)
(s3690 5.0)
(s3691 2.0)
(s3693 4.0)
(s3694 5.0)
(s3695 5.0)
(s3696 2.0)
(s3698 4.0)
(s3699 5.0)
(s3700 5.0)
(s3701 2.0)
(s3703 4.0)
(s3704 5.0)timeout

(s3705 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20157 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 timeout
2 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20138 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58332ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58429ms
[2024-05-24 00:10:12] [INFO ] Invariant cache hit.
[2024-05-24 00:10:14] [INFO ] Implicit Places using invariants in 2362 ms returned []
Implicit Place search using SMT only with invariants took 2365 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:10:14] [INFO ] Invariant cache hit.
[2024-05-24 00:10:14] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30131 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30131 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78232ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78331ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 141713 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-09 finished in 518485 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(p0))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 2683 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:11:36] [INFO ] Invariant cache hit.
[2024-05-24 00:11:36] [INFO ] State equation strengthened by 2000 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20128 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: ((s0 5)
(s1 2)
(s3 4)
(s4 5)
(s5 5)
(s6 2)
(s8 4)
(s9 5)
(s10 5)
(s11 2)
(s13 4)
(s14 5)
(s15 5)
(s16 2)
(s18 4)
(s19 5)
(s20 5)
(s21 2)
(s23 4)
(s24 5)
(s25 5)
(s26 2)
(s28 4)
(s29 5)
(s30 5)
(s31 2)
(s33 4)
(s34 5)
(s35 5)
(s36 2)
(s38 4)
(s39 5)
(s40 5)
(s41 2)
(s43 4)
(s44 5)
(s45 5)
(s46 2)
(s48 4)
(s49 5)
(s50 5)
(s51 2)
(s53 4)
(s54 5)
(s55 5)
(s56 2)
(s58 4)
(s59 5)
(s60 5)
(s61 2)
(s63 4)
(s64 5)
(s65 5)
(s66 2)
(s68 4)
(s69 5)
(s70 5)
(s71 2)
(s73 4)
(s74 5)
(s75 5)
(s76 2)
(s78 4)
(s79 5)
(s80 5)
(s81 2)
(s83 4)
(s84 5)
(s85 5)
(s86 2)
(s88 4)
(s89 5)
(s90 5)
(s91 2)
(s93 4)
(s94 5)
(s95 5)
(s96 2)
(s98 4)
(s99 5)
(s100 5)
(s101 2)
(s103 4)
(s104 5)
(s105 5)
(s106 2)
(s108 4)
(s109 5)
(s110 5)
(s111 2)
(s113 4)
(s114 5)
(s115 5)
(s116 2)
(s118 4)
(s119 5)
(s120 5)
(s121 2)
(s123 4)
(s124 5)
(s125 5)
(s126 2)
(s128 4)
(s129 5)
(s130 5)
(s131 2)
(s133 4)
(s134 5)
(s135 5)
(s136 2)
(s138 4)
(s139 5)
(s140 5)
(s141 2)
(s143 4)
(s144 5)
(s145 5)
(s146 2)
(s148 4)
(s149 5)
(s150 5)
(s151 2)
(s153 4)
(s154 5)
(s155 5)
(s156 2)
(s158 4)
(s159 5)
(s160 5)
(s161 2)
(s163 4)
(s164 5)
(s165 5)
(s166 2)
(s168 4)
(s169 5)
(s170 5)
(s171 2)
(s173 4)
(s174 5)
(s175 5)
(s176 2)
(s178 4)
(s179 5)
(s180 5)
(s181 2)
(s183 4)
(s184 5)
(s185 5)
(s186 2)
(s188 4)
(s189 5)
(s190 5)
(s191 2)
(s193 4)
(s194 5)
(s195 5)
(s196 2)
(s198 4)
(s199 5)
(s200 5)
(s201 2)
(s203 4)
(s204 5)
(s205 5)
(s206 2)
(s208 4)
(s209 5)
(s210 5)
(s211 2)
(s213 4)
(s214 5)
(s215 5)
(s216 2)
(s218 4)
(s219 5)
(s220 5)
(s221 2)
(s223 4)
(s224 5)
(s225 5)
(s226 2)
(s228 4)
(s229 5)
(s230 5)
(s231 2)
(s233 4)
(s234 5)
(s235 5)
(s236 2)
(s238 4)
(s239 5)
(s240 5)
(s241 2)
(s243 4)
(s244 5)
(s245 5)
(s246 2)
(s248 4)
(s249 5)
(s250 5)
(s251 2)
(s253 4)
(s254 5)
(s255 5)
(s256 2)
(s258 4)
(s259 5)
(s260 5)
(s261 2)
(s263 4)
(s264 5)
(s265 5)
(s266 2)
(s268 4)
(s269 5)
(s270 5)
(s271 2)
(s273 4)
(s274 5)
(s275 5)
(s276 2)
(s278 4)
(s279 5)
(s280 5)
(s281 2)
(s283 4)
(s284 5)
(s285 5)
(s286 2)
(s288 4)
(s289 5)
(s290 5)
(s291 2)
(s293 4)
(s294 5)
(s295 5)
(s296 2)
(s298 4)
(s299 5)
(s300 5)
(s301 2)
(s303 4)
(s304 5)
(s305 5)
(s306 2)
(s308 4)
(s309 5)
(s310 5)
(s311 2)
(s313 4)
(s314 5)
(s315 5)
(s316 2)
(s318 4)
(s319 5)
(s320 5)
(s321 2)
(s323 4)
(s324 5)
(s325 5)
(s326 2)
(s328 4)
(s329 5)
(s330 5)
(s331 2)
(s333 4)
(s334 5)
(s335 5)
(s336 2)
(s338 4)
(s339 5)
(s340 5)
(s341 2)
(s343 4)
(s344 5)
(s345 5)
(s346 2)
(s348 4)
(s349 5)
(s350 5)
(s351 2)
(s353 4)
(s354 5)
(s355 5)
(s356 2)
(s358 4)
(s359 5)
(s360 5)
(s361 2)
(s363 4)
(s364 5)
(s365 5)
(s366 2)
(s368 4)
(s369 5)
(s370 5)
(s371 2)
(s373 4)
(s374 5)
(s375 5)
(s376 2)
(s378 4)
(s379 5)
(s380 5)
(s381 2)
(s383 4)
(s384 5)
(s385 5)
(s386 2)
(s388 4)
(s389 5)
(s390 5)
(s391 2)
(s393 4)
(s394 5)
(s395 5)
(s396 2)
(s398 4)
(s399 5)
(s400 5)
(s401 2)
(s403 4)
(s404 5)
(s405 5)
(s406 2)
(s408 4)
(s409 5)
(s410 5)
(s411 2)
(s413 4)
(s414 5)
(s415 5)
(s416 2)
(s418 4)
(s419 5)
(s420 5)
(s421 2)
(s423 4)
(s424 5)
(s425 5)
(s426 2)
(s428 4)
(s429 5)
(s430 5)
(s431 2)
(s433 4)
(s434 5)
(s435 5)
(s436 2)
(s438 4)
(s439 5)
(s440 5)
(s441 2)
(s443 4)
(s444 5)
(s445 5)
(s446 2)
(s448 4)
(s449 5)
(s450 5)
(s451 2)
(s453 4)
(s454 5)
(s455 5)
(s456 2)
(s458 4)
(s459 5)
(s460 5)
(s461 2)
(s463 4)
(s464 5)
(s465 5)
(s466 2)
(s468 4)
(s469 5)
(s470 5)
(s471 2)
(s473 4)
(s474 5)
(s475 5)
(s476 2)
(s478 4)
(s479 5)
(s480 5)
(s481 2)
(s483 4)
(s484 5)
(s485 5)
(s486 2)
(s488 4)
(s489 5)
(s490 5)
(s491 2)
(s493 4)
(s494 5)
(s495 5)
(s496 2)
(s498 4)
(s499 5)
(s500 5)
(s501 2)
(s503 4)
(s504 5)
(s505 5)
(s506 2)
(s508 4)
(s509 5)
(s510 5)
(s511 2)
(s513 4)
(s514 5)
(s515 5)
(s516 2)
(s518 4)
(s519 5)
(s520 5)
(s521 2)
(s523 4)
(s524 5)
(s525 5)
(s526 2)
(s528 4)
(s529 5)
(s530 5)
(s531 2)
(s533 4)
(s534 5)
(s535 5)
(s536 2)
(s538 4)
(s539 5)
(s540 5)
(s541 2)
(s543 4)
(s544 5)
(s545 5)
(s546 2)
(s548 4)
(s549 5)
(s550 5)
(s551 2)
(s553 4)
(s554 5)
(s555 5)
(s556 2)
(s558 4)
(s559 5)
(s560 5)
(s561 2)
(s563 4)
(s564 5)
(s565 5)
(s566 2)
(s568 4)
(s569 5)
(s570 5)
(s571 2)
(s573 4)
(s574 5)
(s575 5)
(s576 2)
(s578 4)
(s579 5)
(s580 5)
(s581 2)
(s583 4)
(s584 5)
(s585 5)
(s586 2)
(s588 4)
(s589 5)
(s590 5)
(s591 2)
(s593 4)
(s594 5)
(s595 5)
(s596 2)
(s598 4)
(s599 5)
(s600 5)
(s601 2)
(s603 4)
(s604 5)
(s605 5)
(s606 2)
(s608 4)
(s609 5)
(s610 5)
(s611 2)
(s613 4)
(s614 5)
(s615 5)
(s616 2)
(s618 4)
(s619 5)
(s620 5)
(s621 2)
(s623 4)
(s624 5)
(s625 5)
(s626 2)
(s628 4)
(s629 5)
(s630 5)
(s631 2)
(s633 4)
(s634 5)
(s635 5)
(s636 2)
(s638 4)
(s639 5)
(s640 5)
(s641 2)
(s643 4)
(s644 5)
(s645 5)
(s646 2)
(s648 4)
(s649 5)
(s650 5)
(s651 2)
(s653 4)
(s654 5)
(s655 5)
(s656 2)
(s658 4)
(s659 5)
(s660 5)
(s661 2)
(s663 4)
(s664 5)
(s665 5)
(s666 2)
(s668 4)
(s669 5)
(s670 5)
(s671 2)
(s673 4)
(s674 5)
(s675 5)
(s676 2)
(s678 4)
(s679 5)
(s680 5)
(s681 2)
(s683 4)
(s684 5)
(s685 5)
(s686 2)
(s688 4)
(s689 5)
(s690 5)
(s691 2)
(s693 4)
(s694 5)
(s695 5)
(s696 2)
(s698 4)
(s699 5)
(s700 5)
(s701 2)
(s703 4)
(s704 5)
(s705 5)
(s706 2)
(s708 4)
(s709 5)
(s710 5)
(s711 2)
(s713 4)
(s714 5)
(s715 5)
(s716 2)
(s718 4)
(s719 5)
(s720 5)
(s721 2)
(s723 4)
(s724 5)
(s725 5)
(s726 2)
(s728 4)
(s729 5)
(s730 5)
(s731 2)
(s733 4)
(s734 5)
(s735 5)
(s736 2)
(s738 4)
(s739 5)
(s740 5)
(s741 2)
(s743 4)
(s744 5)
(s745 5)
(s746 2)
(s748 4)
(s749 5)
(s750 5)
(s751 2)
(s753 4)
(s754 5)
(s755 5)
(s756 2)
(s758 4)
(s759 5)
(s760 5)
(s761 2)
(s763 4)
(s764 5)
(s765 5)
(s766 2)
(s768 4)
(s769 5)
(s770 5)
(s771 2)
(s773 4)
(s774 5)
(s775 5)
(s776 2)
(s778 4)
(s779 5)
(s780 5)
(s781 2)
(s783 4)
(s784 5)
(s785 5)
(s786 2)
(s788 4)
(s789 5)
(s790 5)
(s791 2)
(s793 4)
(s794 5)
(s795 5)
(s796 2)
(s798 4)
(s799 5)
(s800 5)
(s801 2)
(s803 4)
(s804 5)
(s805 5)
(s806 2)
(s808 4)
(s809 5)
(s810 5)
(s811 2)
(s813 4)
(s814 5)
(s815 5)
(s816 2)
(s818 4)
(s819 5)
(s820 5)
(s821 2)
(s823 4)
(s824 5)
(s825 5)
(s826 2)
(s828 4)
(s829 5)
(s830 5)
(s831 2)
(s833 4)
(s834 5)
(s835 5)
(s836 2)
(s838 4)
(s839 5)
(s840 5)
(s841 2)
(s843 4)
(s844 5)
(s845 5)
(s846 2)
(s848 4)
(s849 5)
(s850 5)
(s851 2)
(s853 4)
(s854 5)
(s855 5)
(s856 2)
(s858 4)
(s859 5)
(s860 5)
(s861 2)
(s863 4)
(s864 5)
(s865 5)
(s866 2)
(s868 4)
(s869 5)
(s870 5)
(s871 2)
(s873 4)
(s874 5)
(s875 5)
(s876 2)
(s878 4)
(s879 5)
(s880 5)
(s881 2)
(s883 4)
(s884 5)
(s885 5)
(s886 2)
(s888 4)
(s889 5)
(s890 5)
(s891 2)
(s893 4)
(s894 5)
(s895 5)
(s896 2)
(s898 4)
(s899 5)
(s900 5)
(s901 2)
(s903 4)
(s904 5)
(s905 5)
(s906 2)
(s908 4)
(s909 5)
(s910 5)
(s911 2)
(s913 4)
(s914 5)
(s915 5)
(s916 2)
(s918 4)
(s919 5)
(s920 5)
(s921 2)
(s923 4)
(s924 5)
(s925 5)
(s926 2)
(s928 4)
(s929 5)
(s930 5)
(s931 2)
(s933 4)
(s934 5)
(s935 5)
(s936 2)
(s938 4)
(s939 5)
(s940 5)
(s941 2)
(s943 4)
(s944 5)
(s945 5)
(s946 2)
(s948 4)
(s949 5)
(s950 5)
(s951 2)
(s953 4)
(s954 5)
(s955 5)
(s956 2)
(s958 4)
(s959 5)
(s960 5)
(s961 2)
(s963 4)
(s964 5)
(s965 5)
(s966 2)
(s968 4)
(s969 5)
(s970 5)
(s971 2)
(s973 4)
(s974 5)
(s975 5)
(s976 2)
(s978 4)
(s979 5)
(s980 5)
(s981 2)
(s983 4)
(s984 5)
(s985 5)
(s986 2)
(s988 4)
(s989 5)
(s990 5)
(s991 2)
(s993 4)
(s994 5)
(s995 5)
(s996 2)
(s998 4)
(s999 5)
(s1000 5)
(s1001 2)
(s1003 4)
(s1004 5)
(s1005 5)
(s1006 2)
(s1008 4)
(s1009 5)
(s1010 5)
(s1011 2)
(s1013 4)
(s1014 5)
(s1015 5)
(s1016 2)
(s1018 4)
(s1019 5)
(s1020 5)
(s1021 2)
(s1023 4)
(s1024 5)
(s1025 5)
(s1026 2)
(s1028 4)
(s1029 5)
(s1030 5)
(s1031 2)
(s1033 4)
(s1034 5)
(s1035 5)
(s1036 2)
(s1038 4)
(s1039 5)
(s1040 5)
(s1041 2)
(s1043 4)
(s1044 5)
(s1045 5)
(s1046 2)
(s1048 4)
(s1049 5)
(s1050 5)
(s1051 2)
(s1053 4)
(s1054 5)
(s1055 5)
(s1056 2)
(s1058 4)
(s1059 5)
(s1060 5)
(s1061 2)
(s1063 4)
(s1064 5)
(s1065 5)
(s1066 2)
(s1068 4)
(s1069 5)
(s1070 5)
(s1071 2)
(s1073 4)
(s1074 5)
(s1075 5)
(s1076 2)
(s1078 4)
(s1079 5)
(s1080 5)
(s1081 2)
(s1083 4)
(s1084 5)
(s1085 5)
(s1086 2)
(s1088 4)
(s1089 5)
(s1090 5)
(s1091 2)
(s1093 4)
(s1094 5)
(s1095 5)
(s1096 2)
(s1098 4)
(s1099 5)
(s1100 5)
(s1101 2)
(s1103 4)
(s1104 5)
(s1105 5)
(s1106 2)
(s1108 4)
(s1109 5)
(s1110 5)
(s1111 2)
(s1113 4)
(s1114 5)
(s1115 5)
(s1116 2)
(s1118 4)
(s1119 5)
(s1120 5)
(s1121 2)
(s1123 4)
(s1124 5)
(s1125 5)
(s1126 2)
(s1128 4)
(s1129 5)
(s1130 5)
(s1131 2)
(s1133 4)
(s1134 5)
(s1135 5)
(s1136 2)
(s1138 4)
(s1139 5)
(s1140 5)
(s1141 2)
(s1143 4)
(s1144 5)
(s1145 5)
(s1146 2)
(s1148 4)
(s1149 5)
(s1150 5)
(s1151 2)
(s1153 4)
(s1154 5)
(s1155 5)
(s1156 2)
(s1158 4)
(s1159 5)
(s1160 5)
(s1161 2)
(s1163 4)
(s1164 5)
(s1165 5)
(s1166 2)
(s1168 4)
(s1169 5)
(s1170 5)
(s1171 2)
(s1173 4)
(s1174 5)
(s1175 5)
(s1176 2)
(s1178 4)
(s1179 5)
(s1180 5)
(s1181 2)
(s1183 4)
(s1184 5)
(s1185 5)
(s1186 2)
(s1188 4)
(s1189 5)
(s1190 5)
(s1191 2)
(s1193 4)
(s1194 5)
(s1195 5)
(s1196 2)
(s1198 4)
(s1199 5)
(s1200 5)
(s1201 2)
(s1203 4)
(s1204 5)
(s1205 5)
(s1206 2)
(s1208 4)
(s1209 5)
(s1210 5)
(s1211 2)
(s1213 4)
(s1214 5)
(s1215 5)
(s1216 2)
(s1218 4)
(s1219 5)
(s1220 5)
(s1221 2)
(s1223 4)
(s1224 5)
(s1225 5)
(s1226 2)
(s1228 4)
(s1229 5)
(s1230 5)
(s1231 2)
(s1233 4)
(s1234 5)
(s1235 5)
(s1236 2)
(s1238 4)
(s1239 5)
(s1240 5)
(s1241 2)
(s1243 4)
(s1244 5)
(s1245 5)
(s1246 2)
(s1248 4)
(s1249 5)
(s1250 5)
(s1251 2)
(s1253 4)
(s1254 5)
(s1255 5)
(s1256 2)
(s1258 4)
(s1259 5)
(s1260 5)
(s1261 2)
(s1263 4)
(s1264 5)
(s1265 5)
(s1266 2)
(s1268 4)
(s1269 5)
(s1270 5)
(s1271 2)
(s1273 4)
(s1274 5)
(s1275 5)
(s1276 2)
(s1278 4)
(s1279 5)
(s1280 5)
(s1281 2)
(s1283 4)
(s1284 5)
(s1285 5)
(s1286 2)
(s1288 4)
(s1289 5)
(s1290 5)
(s1291 2)
(s1293 4)
(s1294 5)
(s1295 5)
(s1296 2)
(s1298 4)
(s1299 5)
(s1300 5)
(s1301 2)
(s1303 4)
(s1304 5)
(s1305 5)
(s1306 2)
(s1308 4)
(s1309 5)
(s1310 5)
(s1311 2)
(s1313 4)
(s1314 5)
(s1315 5)
(s1316 2)
(s1318 4)
(s1319 5)
(s1320 5)
(s1321 2)
(s1323 4)
(s1324 5)
(s1325 5)
(s1326 2)
(s1328 4)
(s1329 5)
(s1330 5)
(s1331 2)
(s1333 4)
(s1334 5)
(s1335 5)
(s1336 2)
(s1338 4)
(s1339 5)
(s1340 5)
(s1341 2)
(s1343 4)
(s1344 5)
(s1345 5)
(s1346 2)
(s1348 4)
(s1349 5)
(s1350 5)
(s1351 2)
(s1353 4)
(s1354 5)
(s1355 5)
(s1356 2)
(s1358 4)
(s1359 5)
(s1360 5)
(s1361 2)
(s1363 4)
(s1364 5)
(s1365 5)
(s1366 2)
(s1368 4)
(s1369 5)
(s1370 5)
(s1371 2)
(s1373 4)
(s1374 5)
(s1375 5)
(s1376 2)
(s1378 4)
(s1379 5)
(s1380 5)
(s1381 2)
(s1383 4)
(s1384 5)
(s1385 5)
(s1386 2)
(s1388 4)
(s1389 5)
(s1390 5)
(s1391 2)
(s1393 4)
(s1394 5)
(s1395 5)
(s1396 2)
(s1398 4)
(s1399 5)
(s1400 5)
(s1401 2)
(s1403 4)
(s1404 5)
(s1405 5)
(s1406 2)
(s1408 4)
(s1409 5)
(s1410 5)
(s1411 2)
(s1413 4)
(s1414 5)
(s1415 5)
(s1416 2)
(s1418 4)
(s1419 5)
(s1420 5)
(s1421 2)
(s1423 4)
(s1424 5)
(s1425 5)
(s1426 2)
(s1428 4)
(s1429 5)
(s1430 5)
(s1431 2)
(s1433 4)
(s1434 5)
(s1435 5)
(s1436 2)
(s1438 4)
(s1439 5)
(s1440 5)
(s1441 2)
(s1443 4)
(s1444 5)
(s1445 5)
(s1446 2)
(s1448 4)
(s1449 5)
(s1450 5)
(s1451 2)
(s1453 4)
(s1454 5)
(s1455 5)
(s1456 2)
(s1458 4)
(s1459 5)
(s1460 5)
(s1461 2)
(s1463 4)
(s1464 5)
(s1465 5)
(s1466 2)
(s1468 4)
(s1469 5)
(s1470 5)
(s1471 2)
(s1473 4)
(s1474 5)
(s1475 5)
(s1476 2)
(s1478 4)
(s1479 5)
(s1480 5)
(s1481 2)
(s1483 4)
(s1484 5)
(s1485 5)
(s1486 2)
(s1488 4)
(s1489 5)
(s1490 5)
(s1491 2)
(s1493 4)
(s1494 5)
(s1495 5)
(s1496 2)
(s1498 4)
(s1499 5)
(s1500 5)
(s1501 2)
(s1503 4)
(s1504 5)
(s1505 5)
(s1506 2)
(s1508 4)
(s1509 5)
(s1510 5)
(s1511 2)
(s1513 4)
(s1514 5)
(s1515 5)
(s1516 2)
(s1518 4)
(s1519 5)
(s1520 5)
(s1521 2)
(s1523 4)
(s1524 5)
(s1525 5)
(s1526 2)
(s1528 4)
(s1529 5)
(s1530 5)
(s1531 2)
(s1533 4)
(s1534 5)
(s1535 5)
(s1536 2)
(s1538 4)
(s1539 5)
(s1540 5)
(s1541 2)
(s1543 4)
(s1544 5)
(s1545 5)
(s1546 2)
(s1548 4)
(s1549 5)
(s1550 5)
(s1551 2)
(s1553 4)
(s1554 5)
(s1555 5)
(s1556 2)
(s1558 4)
(s1559 5)
(s1560 5)
(s1561 2)
(s1563 4)
(s1564 5)
(s1565 5)
(s1566 2)
(s1568 4)
(s1569 5)
(s1570 5)
(s1571 2)
(s1573 4)
(s1574 5)
(s1575 5)
(s1576 2)
(s1578 4)
(s1579 5)
(s1580 5)
(s1581 2)
(s1583 4)
(s1584 5)
(s1585 5)
(s1586 2)
(s1588 4)
(s1589 5)
(s1590 5)
(s1591 2)
(s1593 4)
(s1594 5)
(s1595 5)
(s1596 2)
(s1598 4)
(s1599 5)
(s1600 5)
(s1601 2)
(s1603 4)
(s1604 5)
(s1605 5)
(s1606 2)
(s1608 4)
(s1609 5)
(s1610 5)
(s1611 2)
(s1613 4)
(s1614 5)
(s1615 5)
(s1616 2)
(s1618 4)
(s1619 5)
(s1620 5)
(s1621 2)
(s1623 4)
(s1624 5)
(s1625 5)
(s1626 2)
(s1628 4)
(s1629 5)
(s1630 5)
(s1631 2)
(s1633 4)
(s1634 5)
(s1635 5)
(s1636 2)
(s1638 4)
(s1639 5)
(s1640 5)
(s1641 2)
(s1643 4)
(s1644 5)
(s1645 5)
(s1646 2)
(s1648 4)
(s1649 5)
(s1650 5)
(s1651 2)
(s1653 4)
(s1654 5)
(s1655 5)
(s1656 2)
(s1658 4)
(s1659 5)
(s1660 5)
(s1661 2)
(s1663 4)
(s1664 5)
(s1665 5)
(s1666 2)
(s1668 4)
(s1669 5)
(s1670 5)
(s1671 2)
(s1673 4)
(s1674 5)
(s1675 5)
(s1676 2)
(s1678 4)
(s1679 5)
(s1680 5)
(s1681 2)
(s1683 4)
(s1684 5)
(s1685 5)
(s1686 2)
(s1688 4)
(s1689 5)
(s1690 5)
(s1691 2)
(s1693 4)
(s1694 5)
(s1695 5)
(s1696 2)
(s1698 4)
(s1699 5)
(s1700 5)
(s1701 2)
(s1703 4)
(s1704 5)
(s1705 5)
(s1706 2)
(s1708 4)
(s1709 5)
(s1710 5)
(s1711 2)
(s1713 4)
(s1714 5)
(s1715 5)
(s1716 2)
(s1718 4)
(s1719 5)
(s1720 5)
(s1721 2)
(s1723 4)
(s1724 5)
(s1725 5)
(s1726 2)
(s1728 4)
(s1729 5)
(s1730 5)
(s1731 2)
(s1733 4)
(s1734 5)
(s1735 5)
(s1736 2)
(s1738 4)
(s1739 5)
(s1740 5)
(s1741 2)
(s1743 4)
(s1744 5)
(s1745 5)
(s1746 2)
(s1748 4)
(s1749 5)
(s1750 5)
(s1751 2)
(s1753 4)
(s1754 5)
(s1755 5)
(s1756 2)
(s1758 4)
(s1759 5)
(s1760 5)
(s1761 2)
(s1763 4)
(s1764 5)
(s1765 5)
(s1766 2)
(s1768 4)
(s1769 5)
(s1770 5)
(s1771 2)
(s1773 4)
(s1774 5)
(s1775 5)
(s1776 2)
(s1778 4)
(s1779 5)
(s1780 5)
(s1781 2)
(s1783 4)
(s1784 5)
(s1785 5)
(s1786 2)
(s1788 4)
(s1789 5)
(s1790 5)
(s1791 2)
(s1793 4)
(s1794 5)
(s1795 5)
(s1796 2)
(s1798 4)
(s1799 5)
(s1800 5)
(s1801 2)
(s1803 4)
(s1804 5)
(s1805 5)
(s1806 2)
(s1808 4)
(s1809 5)
(s1810 5)
(s1811 2)
(s1813 4)
(s1814 5)
(s1815 5)
(s1816 2)
(s1818 4)
(s1819 5)
(s1820 5)
(s1821 2)
(s1823 4)
(s1824 5)
(s1825 5)
(s1826 2)
(s1828 4)
(s1829 5)
(s1830 5)
(s1831 2)
(s1833 4)
(s1834 5)
(s1835 5)
(s1836 2)
(s1838 4)
(s1839 5)
(s1840 5)
(s1841 2)
(s1843 4)
(s1844 5)
(s1845 5)
(s1846 2)
(s1848 4)
(s1849 5)
(s1850 5)
(s1851 2)
(s1853 4)
(s1854 5)
(s1855 5)
(s1856 2)
(s1858 4)
(s1859 5)
(s1860 5)
(s1861 2)
(s1863 4)
(s1864 5)
(s1865 5)
(s1866 2)
(s1868 4)
(s1869 5)
(s1870 5)
(s1871 2)
(s1873 4)
(s1874 5)
(s1875 5)
(s1876 2)
(s1878 4)
(s1879 5)
(s1880 5)
(s1881 2)
(s1883 4)
(s1884 5)
(s1885 5)
(s1886 2)
(s1888 4)
(s1889 5)
(s1890 5)
(s1891 2)
(s1893 4)
(s1894 5)
(s1895 5)
(s1896 2)
(s1898 4)
(s1899 5)
(s1900 5)
(s1901 2)
(s1903 4)
(s1904 5)
(s1905 5)
(s1906 2)
(s1908 4)
(s1909 5)
(s1910 5)
(s1911 2)
(s1913 4)
(s1914 5)
(s1915 5)
(s1916 2)
(s1918 4)
(s1919 5)
(s1920 5)
(s1921 2)
(s1923 4)
(s1924 5)
(s1925 5)
(s1926 2)
(s1928 4)
(s1929 5)
(s1930 5)
(s1931 2)
(s1933 4)
(s1934 5)
(s1935 5)
(s1936 2)
(s1938 4)
(s1939 5)
(s1940 5)
(s1941 2)
(s1943 4)
(s1944 5)
(s1945 5)
(s1946 2)
(s1948 4)
(s1949 5)
(s1950 5)
(s1951 2)
(s1953 4)
(s1954 5)
(s1955 5)
(s1956 2)
(s1958 4)
(s1959 5)
(s1960 5)
(s1961 2)
(s1963 4)
(s1964 5)
(s1965 5)
(s1966 2)
(s1968 4)
(s1969 5)
(s1970 5)
(s1971 2)
(s1973 4)
(s1974 5)
(s1975 5)
(s1976 2)
(s1978 4)
(s1979 5)
(s1980 5)
(s1981 2)
(s1983 4)
(s1984 5)
(s1985 5)
(s1986 2)
(s1988 4)
(s1989 5)
(s1990 5)
(s1991 2)
(s1993 4)
(s1994 5)
(s1995 5)
(s1996 2)
(s1998 4)
(s1999 5)
(s2000 5)
(s2001 2)
(s2003 4)
(s2004 5)
(s2005 5)
(s2006 2)
(s2008 4)
(s2009 5)
(s2010 5)
(s2011 2)
(s2013 4)
(s2014 5)
(s2015 5)
(s2016 2)
(s2018 4)
(s2019 5)
(s2020 5)
(s2021 2)
(s2023 4)
(s2024 5)
(s2025 5)
(s2026 2)
(s2028 4)
(s2029 5)
(s2030 5)
(s2031 2)
(s2033 4)
(s2034 5)
(s2035 5)
(s2036 2)
(s2038 4)
(s2039 5)
(s2040 5)
(s2041 2)
(s2043 4)
(s2044 5)
(s2045 5)
(s2046 2)
(s2048 4)
(s2049 5)
(s2050 5)
(s2051 2)
(s2053 4)
(s2054 5)
(s2055 5)
(s2056 2)
(s2058 4)
(s2059 5)
(s2060 5)
(s2061 2)
(s2063 4)
(s2064 5)
(s2065 5)
(s2066 2)
(s2068 4)
(s2069 5)
(s2070 5)
(s2071 2)
(s2073 4)
(s2074 5)
(s2075 5)
(s2076 2)
(s2078 4)
(s2079 5)
(s2080 5)
(s2081 2)
(s2083 4)
(s2084 5)
(s2085 5)
(s2086 2)
(s2088 4)
(s2089 5)
(s2090 5)
(s2091 2)
(s2093 4)
(s2094 5)
(s2095 5)
(s2096 2)
(s2098 4)
(s2099 5)
(s2100 5)
(s2101 2)
(s2103 4)
(s2104 5)
(s2105 5)
(s2106 2)
(s2108 4)
(s2109 5)
(s2110 5)
(s2111 2)
(s2113 4)
(s2114 5)
(s2115 5)
(s2116 2)
(s2118 4)
(s2119 5)
(s2120 5)
(s2121 2)
(s2123 4)
(s2124 5)
(s2125 5)
(s2126 2)
(s2128 4)
(s2129 5)
(s2130 5)
(s2131 2)
(s2133 4)
(s2134 5)
(s2135 5)
(s2136 2)
(s2138 4)
(s2139 5)
(s2140 5)
(s2141 2)
(s2143 4)
(s2144 5)
(s2145 5)
(s2146 2)
(s2148 4)
(s2149 5)
(s2150 5)
(s2151 2)
(s2153 4)
(s2154 5)
(s2155 5)
(s2156 2)
(s2158 4)
(s2159 5)
(s2160 5)
(s2161 2)
(s2163 4)
(s2164 5)
(s2165 5)
(s2166 2)
(s2168 4)
(s2169 5)
(s2170 5)
(s2171 2)
(s2173 4)
(s2174 5)
(s2175 5)
(s2176 2)
(s2178 4)
(s2179 5)
(s2180 5)
(s2181 2)
(s2183 4)
(s2184 5)
(s2185 5)
(s2186 2)
(s2188 4)
(s2189 5)
(s2190 5)
(s2191 2)
(s2193 4)
(s2194 5)
(s2195 5)
(s2196 2)
(s2198 4)
(s2199 5)
(s2200 5)
(s2201 2)
(s2203 4)
(s2204 5)
(s2205 5)
(s2206 2)
(s2208 4)
(s2209 5)
(s2210 5)
(s2211 2)
(s2213 4)
(s2214 5)
(s2215 5)
(s2216 2)
(s2218 4)
(s2219 5)
(s2220 5)
(s2221 2)
(s2223 4)
(s2224 5)
(s2225 5)
(s2226 2)
(s2228 4)
(s2229 5)
(s2230 5)
(s2231 2)
(s2233 4)
(s2234 5)
(s2235 5)
(s2236 2)
(s2238 4)
(s2239 5)
(s2240 5)
(s2241 2)
(s2243 4)
(s2244 5)
(s2245 5)
(s2246 2)
(s2248 4)
(s2249 5)
(s2250 5)
(s2251 2)
(s2253 4)
(s2254 5)
(s2255 5)
(s2256 2)
(s2258 4)
(s2259 5)
(s2260 5)
(s2261 2)
(s2263 4)
(s2264 5)
(s2265 5)
(s2266 2)
(s2268 4)
(s2269 5)
(s2270 5)
(s2271 2)
(s2273 4)
(s2274 5)
(s2275 5)
(s2276 2)
(s2278 4)
(s2279 5)
(s2280 5)
(s2281 2)
(s2283 4)
(s2284 5)
(s2285 5)
(s2286 2)
(s2288 4)
(s2289 5)
(s2290 5)
(s2291 2)
(s2293 4)
(s2294 5)
(s2295 5)
(s2296 2)
(s2298 4)
(s2299 5)
(s2300 5)
(s2301 2)
(s2303 4)
(s2304 5)
(s2305 5)
(s2306 2)
(s2308 4)
(s2309 5)
(s2310 5)
(s2311 2)
(s2313 4)
(s2314 5)
(s2315 5)
(s2316 2)
(s2318 4)
(s2319 5)
(s2320 5)
(s2321 2)
(s2323 4)
(s2324 5)
(s2325 5)
(s2326 2)
(s2328 4)
(s2329 5)
(s2330 5)
(s2331 2)
(s2333 4)
(s2334 5)
(s2335 5)
(s2336 2)
(s2338 4)
(s2339 5)
(s2340 5)
(s2341 2)
(s2343 4)
(s2344 5)
(s2345 5)
(s2346 2)
(s2348 4)
(s2349 5)
(s2350 5)
(s2351 2)
(s2353 4)
(s2354 5)
(s2355 5)
(s2356 2)
(s2358 4)
(s2359 5)
(s2360 5)
(s2361 2)
(s2363 4)
(s2364 5)
(s2365 5)
(s2366 2)
(s2368 4)
(s2369 5)
(s2370 5)
(s2371 2)
(s2373 4)
(s2374 5)
(s2375 5)
(s2376 2)
(s2378 4)
(s2379 5)
(s2380 5)
(s2381 2)
(s2383 4)
(s2384 5)
(s2385 5)
(s2386 2)
(s2388 4)
(s2389 5)
(s2390 5)
(s2391 2)
(s2393 4)
(s2394 5)
(s2395 5)
(s2396 2)
(s2398 4)
(s2399 5)
(s2400 5)
(s2401 2)
(s2403 4)
(s2404 5)
(s2405 5)
(s2406 2)
(s2408 4)
(s2409 5)
(s2410 5)
(s2411 2)
(s2413 4)
(s2414 5)
(s2415 5)
(s2416 2)
(s2418 4)
(s2419 5)
(s2420 5)
(s2421 2)
(s2423 4)
(s2424 5)
(s2425 5)
(s2426 2)
(s2428 4)
(s2429 5)
(s2430 5)
(s2431 2)
(s2433 4)
(s2434 5)
(s2435 5)
(s2436 2)
(s2438 4)
(s2439 5)
(s2440 5)
(s2441 2)
(s2443 4)
(s2444 5)
(s2445 5)
(s2446 2)
(s2448 4)
(s2449 5)
(s2450 5)
(s2451 2)
(s2453 4)
(s2454 5)
(s2455 5)
(s2456 2)
(s2458 4)
(s2459 5)
(s2460 5)
(s2461 2)
(s2463 4)
(s2464 5)
(s2465 5)
(s2466 2)
(s2468 4)
(s2469 5)
(s2470 5)
(s2471 2)
(s2473 4)
(s2474 5)
(s2475 5)
(s2476 2)
(s2478 4)
(s2479 5)
(s2480 5)
(s2481 2)
(s2483 4)
(s2484 5)
(s2485 5)
(s2486 2)
(s2488 4)
(s2489 5)
(s2490 5)
(s2491 2)
(s2493 4)
(s2494 5)
(s2495 5)
(s2496 2)
(s2498 4)
(s2499 5)
(s2500 5)
(s2501 2)
(s2503 4)
(s2504 5)
(s2505 5)
(s2506 2)
(s2508 4)
(s2509 5)
(s2510 5)
(s2511 2)
(s2513 4)
(s2514 5)
(s2515 5)
(s2516 2)
(s2518 4)
(s2519 5)
(s2520 5)
(s2521 2)
(s2523 4)
(s2524 5)
(s2525 5)
(s2526 2)
(s2528 4)
(s2529 5)
(s2530 5)
(s2531 2)
(s2533 4)
(s2534 5)
(s2535 5)
(s2536 2)
(s2538 4)
(s2539 5)
(s2540 5)
(s2541 2)
(s2543 4)
(s2544 5)
(s2545 5)
(s2546 2)
(s2548 4)
(s2549 5)
(s2550 5)
(s2551 2)
(s2553 4)
(s2554 5)
(s2555 5)
(s2556 2)
(s2558 4)
(s2559 5)
(s2560 5)
(s2561 2)
(s2563 4)
(s2564 5)
(s2565 5)
(s2566 2)
(s2568 4)
(s2569 5)
(s2570 5)
(s2571 2)
(s2573 4)
(s2574 5)
(s2575 5)
(s2576 2)
(s2578 4)
(s2579 5)
(s2580 5)
(s2581 2)
(s2583 4)
(s2584 5)
(s2585 5)
(s2586 2)
(s2588 4)
(s2589 5)
(s2590 5)
(s2591 2)
(s2593 4)
(s2594 5)
(s2595 5)
(s2596 2)
(s2598 4)
(s2599 5)
(s2600 5)
(s2601 2)
(s2603 4)
(s2604 5)
(s2605 5)
(s2606 2)
(s2608 4)
(s2609 5)
(s2610 5)
(s2611 2)
(s2613 4)
(s2614 5)
(s2615 5)
(s2616 2)
(s2618 4)
(s2619 5)
(s2620 5)
(s2621 2)
(s2623 4)
(s2624 5)
(s2625 5)
(s2626 2)
(s2628 4)
(s2629 5)
(s2630 5)
(s2631 2)
(s2633 4)
(s2634 5)
(s2635 5)
(s2636 2)
(s2638 4)
(s2639 5)
(s2640 5)
(s2641 2)
(s2643 4)
(s2644 5)
(s2645 5)
(s2646 2)
(s2648 4)
(s2649 5)
(s2650 5)
(s2651 2)
(s2653 4)
(s2654 5)
(s2655 5)
(s2656 2)
(s2658 4)
(s2659 5)
(s2660 5)
(s2661 2)
(s2663 4)
(s2664 5)
(s2665 5)
(s2666 2)
(s2668 4)
(s2669 5)
(s2670 5)
(s2671 2)
(s2673 4)
(s2674 5)
(s2675 5)
(s2676 2)
(s2678 4)
(s2679 5)
(s2680 5)
(s2681 2)
(s2683 4)
(s2684 5)
(s2685 5)
(s2686 2)
(s2688 4)
(s2689 5)
(s2690 5)
(s2691 2)
(s2693 4)
(s2694 5)
(s2695 5)
(s2696 2)
(s2698 4)
(s2699 5)
(s2700 5)
(s2701 2)
(s2703 4)
(s2704 5)
(s2705 5)
(s2706 2)
(s2708 4)
(s2709 5)
(s2710 5)
(s2711 2)
(s2713 4)
(s2714 5)
(s2715 5)
(s2716 2)
(s2718 4)
(s2719 5)
(s2720 5)
(s2721 2)
(s2723 4)
(s2724 5)
(s2725 5)
(s2726 2)
(s2728 4)
(s2729 5)
(s2730 5)
(s2731 2)
(s2733 4)
(s2734 5)
(s2735 5)
(s2736 2)
(s2738 4)
(s2739 5)
(s2740 5)
(s2741 2)
(s2743 4)
(s2744 5)
(s2745 5)
(s2746 2)
(s2748 4)
(s2749 5)
(s2750 5)
(s2751 2)
(s2753 4)
(s2754 5)
(s2755 5)
(s2756 2)
(s2758 4)
(s2759 5)
(s2760 5)
(s2761 2)
(s2763 4)
(s2764 5)
(s2765 5)
(s2766 2)
(s2768 4)
(s2769 5)
(s2770 5)
(s2771 2)
(s2773 4)
(s2774 5)
(s2775 5)
(s2776 2)
(s2778 4)
(s2779 5)
(s2780 5)
(s2781 2)
(s2783 4)
(s2784 5)
(s2785 5)
(s2786 2)
(s2788 4)
(s2789 5)
(s2790 5)
(s2791 2)
(s2793 4)
(s2794 5)
(s2795 5)
(s2796 2)
(s2798 4)
(s2799 5)
(s2800 5)
(s2801 2)
(s2803 4)
(s2804 5)
(s2805 5)
(s2806 2)
(s2808 4)
(s2809 5)
(s2810 5)
(s2811 2)
(s2813 4)
(s2814 5)
(s2815 5)
(s2816 2)
(s2818 4)
(s2819 5)
(s2820 5)
(s2821 2)
(s2823 4)
(s2824 5)
(s2825 5)
(s2826 2)
(s2828 4)
(s2829 5)
(s2830 5)
(s2831 2)
(s2833 4)
(s2834 5)
(s2835 5)
(s2836 2)
(s2838 4)
(s2839 5)
(s2840 5)
(s2841 2)
(s2843 4)
(s2844 5)
(s2845 5)
(s2846 2)
(s2848 4)
(s2849 5)
(s2850 5)
(s2851 2)
(s2853 4)
(s2854 5)
(s2855 5)
(s2856 2)
(s2858 4)
(s2859 5)
(s2860 5)
(s2861 2)
(s2863 4)
(s2864 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20144 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 57887ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58057ms
[2024-05-24 00:12:33] [INFO ] Invariant cache hit.
[2024-05-24 00:12:36] [INFO ] Implicit Places using invariants in 2318 ms returned []
Implicit Place search using SMT only with invariants took 2329 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:12:36] [INFO ] Invariant cache hit.
[2024-05-24 00:12:36] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30139 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30124 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78829ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78923ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 142024 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 44 ms :[(NOT p0)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-12
Stuttering criterion allowed to conclude after 0 steps with 0 reset in 2 ms.
FORMULA JoinFreeModules-PT-2000-LTLCardinality-12 FALSE TECHNIQUES STUTTER_TEST
Treatment of property JoinFreeModules-PT-2000-LTLCardinality-12 finished in 142115 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&&F(p1))) U G((p0||G(p1))))))'
Support contains 2 out of 10000 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 10000/10000 places, 16001/16001 transitions.
Applied a total of 0 rules in 862 ms. Remains 10000 /10000 variables (removed 0) and now considering 16001/16001 (removed 0) transitions.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:13:56] [INFO ] Invariant cache hit.
[2024-05-24 00:13:56] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20136 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 20129 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 58551ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 58656ms
[2024-05-24 00:14:54] [INFO ] Invariant cache hit.
[2024-05-24 00:14:57] [INFO ] Implicit Places using invariants in 2377 ms returned []
Implicit Place search using SMT only with invariants took 2386 ms to find 0 implicit places.
Running 12000 sub problems to find dead transitions.
[2024-05-24 00:14:57] [INFO ] Invariant cache hit.
[2024-05-24 00:14:57] [INFO ] State equation strengthened by 2000 read => feed constraints.
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30134 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 12000/12000 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12000 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 8000/26001 variables, and 0 constraints, problems are : Problem set: 0 solved, 12000 unsolved in 30120 ms.
Refiners :[Positive P Invariants (semi-flows): 0/2000 constraints, State Equation: 0/10000 constraints, ReadFeed: 0/2000 constraints, PredecessorRefiner: 0/12000 constraints, Known Traps: 0/0 constraints]
After SMT, in 78073ms problems are : Problem set: 0 solved, 12000 unsolved
Search for dead transitions found 0 dead transitions in 78167ms
Finished structural reductions in LTL mode , in 1 iterations and 140104 ms. Remains : 10000/10000 places, 16001/16001 transitions.
Stuttering acceptance computed with spot in 225 ms :[(AND (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Running random walk in product with property : JoinFreeModules-PT-2000-LTLCardinality-13
Product exploration timeout after 13320 steps with 0 reset in 10010 ms.
Product exploration timeout after 12820 steps with 0 reset in 10004 ms.
Computed a total of 0 stabilizing places and 0 stable transitions
Computed a total of 0 stabilizing places and 0 stable transitions
Knowledge obtained : [(AND p0 (NOT p1)), (X (NOT (AND (NOT p0) (NOT p1)))), (X (NOT (AND (NOT p0) p1))), (X (OR p0 p1)), (X p0), (X (NOT p1))]
False Knowledge obtained : []
Knowledge sufficient to adopt a stutter insensitive property.
Knowledge based reduction with 6 factoid took 85 ms. Reduced automaton from 6 states, 16 edges and 2 AP (stutter sensitive) to 5 states, 15 edges and 2 AP (stutter insensitive).
Stuttering acceptance computed with spot in 182 ms :[(AND (NOT p0) (NOT p1)), (OR (NOT p0) (NOT p1)), (AND (NOT p0) (NOT p1)), (AND (NOT p1) p0), (NOT p1)]
Reduction of identical properties reduced properties to check from 7 to 6
RANDOM walk for 41039 steps (8 resets) in 6234 ms. (6 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5235 ms. (7 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 7547 ms. (5 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 7374 ms. (5 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 8921 ms. (4 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 5748 ms. (6 steps per ms) remains 6/6 properties
BEST_FIRST walk for 40004 steps (8 resets) in 7179 ms. (5 steps per ms) remains 6/6 properties
----------------------------------------------------------------------
GreatSPN-meddly tool, MCC 2023
----------------------------------------------------------------------

Running JoinFreeModules-PT-2000

IS_COLORED=
IS_NUPN=

LOADING PETRI NET FILE /home/mcc/execution/model.pnml (PNML) ...
PNML VERSION 2009, P/T NET.
COLOR CLASSES: 0
CONSTANTS: 0
PLACES: 10001
TRANSITIONS: 16001
COLOR VARS: 0
MEASURES: 0
LOADING TIME: [User 0.303s, Sys 0.023s]


SAVING FILE /home/mcc/execution/model (.net / .def) ...
EXPORT TIME: [User 0.058s, Sys 0.000s]


----------------------------------------------------------------------
GreatSPN/Meddly.
Copyright (C) 1987-2022, University of Torino, Italy.
website: https://github.com/greatspn/SOURCES

Based on MEDDLY version 0.16.0
Copyright (C) 2009, Iowa State University Research Foundation, Inc.
website: http://meddly.sourceforge.net

Process ID: 1635
MODEL NAME: /home/mcc/execution/model
10001 places, 16001 transitions.

Creating all event NSFs..
Creating all event NSFs..
Creating all event NSFs..
Creating all event NSFs..

BK_TIME_CONFINEMENT_REACHED

--------------------
content from stderr:

+ 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//../reducer/bin//../../itstools//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202405141337.jar
+ VERSION=202405141337
+ echo 'Running Version 202405141337'
+ /home/mcc/BenchKit/bin//../reducer/bin//../../itstools//itstools/its-tools -pnfolder /home/mcc/execution -examination LTLCardinality -timeout 360 -rebuildPNML

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="JoinFreeModules-PT-2000"
export BK_EXAMINATION="LTLCardinality"
export BK_TOOL="greatspnxred"
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 greatspnxred"
echo " Input is JoinFreeModules-PT-2000, 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 r223-tall-171649610700083"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"

tar xzf /home/mcc/BenchKit/INPUTS/JoinFreeModules-PT-2000.tgz
mv JoinFreeModules-PT-2000 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 '' LTLCardinality.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
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 ;