Solver Name | Answer | objective function | CPU time | Wall clock time |
---|---|---|---|---|
PB12: minisatp 1.0-2-g022594c | No Cert. | 1800.09 | 1800.51 |
Name | /OPT-SMALLINT-LIN/oliveras/j90opt/ normalized-j9041_1.std.opb |
MD5SUM | 3e6e3a1f87ab2abccb053e7d7cf5a2f2 |
Bench Category | OPT-SMALLINT-LIN (optimisation, small integers, linear constraints) |
Best result obtained on this benchmark | SAT |
Best value of the objective obtained on this benchmark | 148 |
Best CPU time to get the best result obtained on this benchmark | 1800.04 |
Has Objective Function | YES |
Satisfiable | |
(Un)Satisfiability was proved | |
Best value of the objective function | |
Optimality of the best value was proved | |
Number of variables | 54782 |
Total number of constraints | 192750 |
Number of constraints which are clauses | 191550 |
Number of constraints which are cardinality constraints (but not clauses) | 0 |
Number of constraints which are nor clauses,nor cardinality constraints | 1200 |
Minimum length of a constraint | 1 |
Maximum length of a constraint | 78 |
Number of terms in the objective function | 300 |
Biggest coefficient in the objective function | 300 |
Number of bits for the biggest coefficient in the objective function | 9 |
Sum of the numbers in the objective function | 45150 |
Number of bits of the sum of numbers in the objective function | 16 |
Biggest number in a constraint | 300 |
Number of bits of the biggest number in a constraint | 9 |
Biggest sum of numbers in a constraint | 45150 |
Number of bits of the biggest sum of numbers | 16 |
Number of products (including duplicates) | 0 |
Sum of products size (including duplicates) | 0 |
Number of different products | 0 |
Sum of products size | 0 |
0.00/0.00 c Parsing PB file... 0.00/0.27 c Converting 177151 PB-constraints to clauses... 0.00/0.29 c -- Unit propagations: ppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppp 0.00/0.30 c -- Detecting intervals from adjacent constraints: #################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################################### 0.00/0.31 c -- Clauses(.)/Splits(s): ........................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................... 0.00/0.42 c ---[75691]---> BDD-cost: 1 0.00/0.42 c ---[75689]---> BDD-cost: 1 0.00/0.42 c ---[75687]---> BDD-cost: 1 0.00/0.42 c ---[75685]---> BDD-cost: 1 0.00/0.42 c ---[75683]---> BDD-cost: 1 0.00/0.42 c ---[75681]---> BDD-cost: 1 0.00/0.42 c ---[75679]---> BDD-cost: 1 0.00/0.42 c ---[75677]---> BDD-cost: 1 0.00/0.42 c ---[75675]---> BDD-cost: 1 0.00/0.42 c ---[75673]---> BDD-cost: 1 0.00/0.42 c ---[75100]---> BDD-cost: 1 0.00/0.42 c ---[75097]---> BDD-cost: 1 0.00/0.42 c ---[75094]---> BDD-cost: 1 0.00/0.42 c ---[75091]---> BDD-cost: 1 0.00/0.42 c ---[75088]---> BDD-cost: 1 0.00/0.42 c ---[75085]---> BDD-cost: 1 0.00/0.42 c ---[75082]---> BDD-cost: 1 0.00/0.42 c ---[75079]---> BDD-cost: 1 0.00/0.42 c ---[75076]---> BDD-cost: 1 0.00/0.42 c ---[75073]---> BDD-cost: 1 0.00/0.42 c ---[74810]---> BDD-cost: 1 0.00/0.42 c ---[74808]---> BDD-cost: 1 0.00/0.42 c ---[74806]---> BDD-cost: 1 0.00/0.42 c ---[74804]---> BDD-cost: 1 0.00/0.42 c ---[74802]---> BDD-cost: 1 0.00/0.42 c ---[74800]---> BDD-cost: 1 0.00/0.42 c ---[74798]---> BDD-cost: 1 0.00/0.42 c ---[74796]---> BDD-cost: 1 0.00/0.42 c ---[74794]---> BDD-cost: 1 0.00/0.42 c ---[74140]---> BDD-cost: 1 0.00/0.42 c ---[74137]---> BDD-cost: 1 0.00/0.42 c ---[74134]---> BDD-cost: 1 0.00/0.42 c ---[74131]---> BDD-cost: 1 0.00/0.42 c ---[74128]---> BDD-cost: 1 0.00/0.42 c ---[74125]---> BDD-cost: 1 0.00/0.42 c ---[74122]---> BDD-cost: 1 0.00/0.42 c ---[74119]---> BDD-cost: 1 0.00/0.42 c ---[74116]---> BDD-cost: 1 0.00/0.42 c ---[73928]---> BDD-cost: 1 0.00/0.42 c ---[73926]---> BDD-cost: 1 0.00/0.42 c ---[73335]---> BDD-cost: 1 0.00/0.42 c ---[73332]---> BDD-cost: 1 0.00/0.42 c ---[73037]---> BDD-cost: 1 0.00/0.42 c ---[73035]---> BDD-cost: 1 0.00/0.42 c ---[73033]---> BDD-cost: 1 0.00/0.42 c ---[73031]---> BDD-cost: 1 0.00/0.42 c ---[73029]---> BDD-cost: 1 0.00/0.42 c ---[73027]---> BDD-cost: 1 0.00/0.42 c ---[73025]---> BDD-cost: 1 0.00/0.42 c ---[73023]---> BDD-cost: 1 0.00/0.42 c ---[73020]---> BDD-cost: 1 0.00/0.42 c ---[73018]---> BDD-cost: 1 0.00/0.42 c ---[72451]---> BDD-cost: 1 0.00/0.42 c ---[72448]---> BDD-cost: 1 0.00/0.42 c ---[72445]---> BDD-cost: 1 0.00/0.42 c ---[72442]---> BDD-cost: 1 0.00/0.42 c ---[72439]---> BDD-cost: 1 0.00/0.42 c ---[72436]---> BDD-cost: 1 0.00/0.42 c ---[72433]---> BDD-cost: 1 0.00/0.42 c ---[72430]---> BDD-cost: 1 0.00/0.42 c ---[72427]---> BDD-cost: 1 0.00/0.42 c ---[72424]---> BDD-cost: 1 0.00/0.42 c ---[72137]---> BDD-cost: 1 0.00/0.42 c ---[72134]---> BDD-cost: 1 0.00/0.42 c ---[72131]---> BDD-cost: 1 0.00/0.42 c ---[72128]---> BDD-cost: 1 0.00/0.42 c ---[72126]---> BDD-cost: 1 0.00/0.42 c ---[72123]---> BDD-cost: 1 0.00/0.42 c ---[72121]---> BDD-cost: 1 0.00/0.42 c ---[71545]---> BDD-cost: 1 0.00/0.42 c ---[71542]---> BDD-cost: 1 0.00/0.42 c ---[71539]---> BDD-cost: 1 0.00/0.42 c ---[71536]---> BDD-cost: 1 0.00/0.42 c ---[71533]---> BDD-cost: 1 0.00/0.42 c ---[71530]---> BDD-cost: 1 0.00/0.42 c ---[71527]---> BDD-cost: 1 0.00/0.42 c ---[71255]---> BDD-cost: 1 0.00/0.42 c ---[71253]---> BDD-cost: 1 0.00/0.42 c ---[71250]---> BDD-cost: 1 0.00/0.42 c ---[71248]---> BDD-cost: 1 0.00/0.42 c ---[70594]---> BDD-cost: 1 0.00/0.42 c ---[70591]---> BDD-cost: 1 0.00/0.42 c ---[70588]---> BDD-cost: 1 0.00/0.42 c ---[70585]---> BDD-cost: 1 0.00/0.42 c ---[70372]---> BDD-cost: 1 0.00/0.42 c ---[70369]---> BDD-cost: 1 0.00/0.42 c ---[70367]---> BDD-cost: 1 0.00/0.42 c ---[69701]---> BDD-cost: 1 0.00/0.42 c ---[69698]---> BDD-cost: 1 0.00/0.42 c ---[69695]---> BDD-cost: 1 0.00/0.42 c ---[69508]---> BDD-cost: 1 0.00/0.42 c ---[69506]---> BDD-cost: 1 0.00/0.42 c ---[69504]---> BDD-cost: 1 0.00/0.42 c ---[69502]---> BDD-cost: 1 0.00/0.42 c ---[69500]---> BDD-cost: 1 0.00/0.42 c ---[69498]---> BDD-cost: 1 0.00/0.42 c ---[69495]---> BDD-cost: 1 0.00/0.42 c ---[69493]---> BDD-cost: 1 0.00/0.42 c ---[68773]---> BDD-cost: 1 0.00/0.42 c ---[68770]---> BDD-cost: 1 0.00/0.42 c ---[68767]---> BDD-cost: 1 0.00/0.42 c ---[68764]---> BDD-cost: 1 0.00/0.42 c ---[68761]---> BDD-cost: 1 0.00/0.42 c ---[68758]---> BDD-cost: 1 0.00/0.42 c ---[68755]---> BDD-cost: 1 0.00/0.42 c ---[68752]---> BDD-cost: 1 0.00/0.42 c ---[68586]---> BDD-cost: 1 0.00/0.42 c ---[68584]---> BDD-cost: 1 0.00/0.42 c ---[68581]---> BDD-cost: 1 0.00/0.42 c ---[68579]---> BDD-cost: 1 0.00/0.42 c ---[67889]---> BDD-cost: 1 0.00/0.42 c ---[67886]---> BDD-cost: 1 0.00/0.42 c ---[67883]---> BDD-cost: 1 0.00/0.42 c ---[67880]---> BDD-cost: 1 0.00/0.42 c ---[67703]---> BDD-cost: 1 0.00/0.42 c ---[67701]---> BDD-cost: 1 0.00/0.42 c ---[67110]---> BDD-cost: 1 0.00/0.42 c ---[67107]---> BDD-cost: 1 0.00/0.42 c ---[66840]---> BDD-cost: 1 0.00/0.42 c ---[66837]---> BDD-cost: 1 0.00/0.42 c ---[66835]---> BDD-cost: 1 0.00/0.42 c ---[66088]---> BDD-cost: 1 0.00/0.42 c ---[66085]---> BDD-cost: 1 0.00/0.42 c ---[66082]---> BDD-cost: 1 0.00/0.42 c ---[65955]---> BDD-cost: 1 0.00/0.42 c ---[65952]---> BDD-cost: 1 0.00/0.42 c ---[65950]---> BDD-cost: 1 0.00/0.42 c ---[65947]---> BDD-cost: 1 0.00/0.42 c ---[65945]---> BDD-cost: 1 0.00/0.42 c ---[65294]---> BDD-cost: 1 0.00/0.42 c ---[65291]---> BDD-cost: 1 0.00/0.42 c ---[65288]---> BDD-cost: 1 0.00/0.42 c ---[65285]---> BDD-cost: 1 0.00/0.42 c ---[65282]---> BDD-cost: 1 0.00/0.42 c ---[65086]---> BDD-cost: 1 0.00/0.42 c ---[64408]---> BDD-cost: 1 0.00/0.42 c ---[64224]---> BDD-cost: 1 0.00/0.42 c ---[64222]---> BDD-cost: 1 0.00/0.42 c ---[64220]---> BDD-cost: 1 0.00/0.42 c ---[64218]---> BDD-cost: 1 0.00/0.42 c ---[64215]---> BDD-cost: 1 0.00/0.42 c ---[64213]---> BDD-cost: 1 0.00/0.42 c ---[63511]---> BDD-cost: 1 0.00/0.42 c ---[63508]---> BDD-cost: 1 0.00/0.42 c ---[63505]---> BDD-cost: 1 0.00/0.42 c ---[63502]---> BDD-cost: 1 0.00/0.42 c ---[63499]---> BDD-cost: 1 0.00/0.42 c ---[63496]---> BDD-cost: 1 0.00/0.42 c ---[63298]---> BDD-cost: 1 0.00/0.42 c ---[63296]---> BDD-cost: 1 0.00/0.42 c ---[62651]---> BDD-cost: 1 0.00/0.42 c ---[62648]---> BDD-cost: 1 0.00/0.42 c ---[62447]---> BDD-cost: 1 0.00/0.42 c ---[62444]---> BDD-cost: 1 0.00/0.42 c ---[62441]---> BDD-cost: 1 0.00/0.42 c ---[62438]---> BDD-cost: 1 0.00/0.42 c ---[62435]---> BDD-cost: 1 0.00/0.42 c ---[62433]---> BDD-cost: 1 0.00/0.42 c ---[61770]---> BDD-cost: 1 0.00/0.42 c ---[61767]---> BDD-cost: 1 0.00/0.42 c ---[61764]---> BDD-cost: 1 0.00/0.42 c ---[61761]---> BDD-cost: 1 0.00/0.42 c ---[61758]---> BDD-cost: 1 0.00/0.42 c ---[61755]---> BDD-cost: 1 0.00/0.42 c ---[61536]---> BDD-cost: 1 0.00/0.42 c ---[61534]---> BDD-cost: 1 0.00/0.42 c ---[60832]---> BDD-cost: 1 0.00/0.42 c ---[60829]---> BDD-cost: 1 0.00/0.42 c ---[60663]---> BDD-cost: 1 0.00/0.42 c ---[60660]---> BDD-cost: 1 0.00/0.42 c ---[60658]---> BDD-cost: 1 0.00/0.42 c ---[59971]---> BDD-cost: 1 0.00/0.42 c ---[59968]---> BDD-cost: 1 0.00/0.42 c ---[59965]---> BDD-cost: 1 0.00/0.42 c ---[59782]---> BDD-cost: 1 0.00/0.42 c ---[59779]---> BDD-cost: 1 0.00/0.42 c ---[59777]---> BDD-cost: 1 0.00/0.42 c ---[59774]---> BDD-cost: 1 0.00/0.42 c ---[59772]---> BDD-cost: 1 0.00/0.42 c ---[59085]---> BDD-cost: 1 0.00/0.42 c ---[59082]---> BDD-cost: 1 0.00/0.42 c ---[59079]---> BDD-cost: 1 0.00/0.42 c ---[59076]---> BDD-cost: 1 0.00/0.42 c ---[59073]---> BDD-cost: 1 0.00/0.42 c ---[58914]---> BDD-cost: 1 0.00/0.42 c ---[58911]---> BDD-cost: 1 0.00/0.42 c ---[58908]---> BDD-cost: 1 0.00/0.42 c ---[58905]---> BDD-cost: 1 0.00/0.42 c ---[58902]---> BDD-cost: 1 0.00/0.42 c ---[58899]---> BDD-cost: 1 0.00/0.42 c ---[58897]---> BDD-cost: 1 0.00/0.42 c ---[58894]---> BDD-cost: 1 0.00/0.42 c ---[58892]---> BDD-cost: 1 0.00/0.42 c ---[58322]---> BDD-cost: 1 0.00/0.42 c ---[58319]---> BDD-cost: 1 0.00/0.42 c ---[58316]---> BDD-cost: 1 0.00/0.42 c ---[58313]---> BDD-cost: 1 0.00/0.42 c ---[58310]---> BDD-cost: 1 0.00/0.42 c ---[58307]---> BDD-cost: 1 0.00/0.42 c ---[58304]---> BDD-cost: 1 0.00/0.42 c ---[58301]---> BDD-cost: 1 0.00/0.42 c ---[58298]---> BDD-cost: 1 0.00/0.42 c ---[58062]---> BDD-cost: 1 0.00/0.42 c ---[58059]---> BDD-cost: 1 0.00/0.42 c ---[58057]---> BDD-cost: 1 0.00/0.42 c ---[57364]---> BDD-cost: 1 0.00/0.42 c ---[57361]---> BDD-cost: 1 0.00/0.42 c ---[57358]---> BDD-cost: 1 0.00/0.42 c ---[57171]---> BDD-cost: 1 0.00/0.42 c ---[57168]---> BDD-cost: 1 0.00/0.42 c ---[57165]---> BDD-cost: 1 0.00/0.42 c ---[57162]---> BDD-cost: 1 0.00/0.42 c ---[57159]---> BDD-cost: 1 0.00/0.42 c ---[57157]---> BDD-cost: 1 0.00/0.42 c ---[57154]---> BDD-cost: 1 0.00/0.42 c ---[57152]---> BDD-cost: 1 0.00/0.42 c ---[56468]---> BDD-cost: 1 0.00/0.42 c ---[56465]---> BDD-cost: 1 0.00/0.42 c ---[56462]---> BDD-cost: 1 0.00/0.42 c ---[56459]---> BDD-cost: 1 0.00/0.42 c ---[56456]---> BDD-cost: 1 0.00/0.42 c ---[56453]---> BDD-cost: 1 0.00/0.42 c ---[56450]---> BDD-cost: 1 0.00/0.42 c ---[56447]---> BDD-cost: 1 0.00/0.42 c ---[56326]---> BDD-cost: 1 0.00/0.42 c ---[56324]---> BDD-cost: 1 0.00/0.42 c ---[55628]---> BDD-cost: 1 0.00/0.42 c ---[55625]---> BDD-cost: 1 0.00/0.42 c ---[55433]---> BDD-cost: 1 0.00/0.42 c ---[55430]---> BDD-cost: 1 0.00/0.42 c ---[55427]---> BDD-cost: 1 0.00/0.42 c ---[55424]---> BDD-cost: 1 0.00/0.42 c ---[55421]---> BDD-cost: 1 0.00/0.42 c ---[55418]---> BDD-cost: 1 0.00/0.42 c ---[55416]---> BDD-cost: 1 0.00/0.42 c ---[55413]---> BDD-cost: 1 0.00/0.42 c ---[55411]---> BDD-cost: 1 0.00/0.42 c ---[54787]---> BDD-cost: 1 0.00/0.42 c ---[54784]---> BDD-cost: 1 0.00/0.42 c ---[54781]---> BDD-cost: 1 0.00/0.42 c ---[54778]---> BDD-cost: 1 0.00/0.42 c ---[54775]---> BDD-cost: 1 0.00/0.42 c ---[54772]---> BDD-cost: 1 0.00/0.42 c ---[54769]---> BDD-cost: 1 0.00/0.42 c ---[54766]---> BDD-cost: 1 0.00/0.42 c ---[54763]---> BDD-cost: 1 0.00/0.42 c ---[54539]---> BDD-cost: 1 0.00/0.42 c ---[54536]---> BDD-cost: 1 0.00/0.42 c ---[54533]---> BDD-cost: 1 0.00/0.42 c ---[54530]---> BDD-cost: 1 0.00/0.42 c ---[54527]---> BDD-cost: 1 0.00/0.42 c ---[54524]---> BDD-cost: 1 0.00/0.42 c ---[54522]---> BDD-cost: 1 0.00/0.42 c ---[54519]---> BDD-cost: 1 0.00/0.42 c ---[54517]---> BDD-cost: 1 0.00/0.42 c ---[53947]---> BDD-cost: 1 0.00/0.42 c ---[53944]---> BDD-cost: 1 0.00/0.42 c ---[53941]---> BDD-cost: 1 0.00/0.42 c ---[53938]---> BDD-cost: 1 0.00/0.42 c ---[53935]---> BDD-cost: 1 0.00/0.42 c ---[53932]---> BDD-cost: 1 0.00/0.42 c ---[53929]---> BDD-cost: 1 0.00/0.42 c ---[53926]---> BDD-cost: 1 0.00/0.42 c ---[53923]---> BDD-cost: 1 0.00/0.42 c ---[53710]---> BDD-cost: 1 0.00/0.42 c ---[52993]---> BDD-cost: 1 0.00/0.42 c ---[52810]---> BDD-cost: 1 0.00/0.42 c ---[52807]---> BDD-cost: 1 0.00/0.42 c ---[52804]---> BDD-cost: 1 0.00/0.42 c ---[52801]---> BDD-cost: 1 0.00/0.42 c ---[52798]---> BDD-cost: 1 0.00/0.42 c ---[52796]---> BDD-cost: 1 0.00/0.42 c ---[52793]---> BDD-cost: 1 0.00/0.42 c ---[52791]---> BDD-cost: 1 0.00/0.42 c ---[52077]---> BDD-cost: 1 0.00/0.42 c ---[52074]---> BDD-cost: 1 0.00/0.42 c ---[52071]---> BDD-cost: 1 0.00/0.42 c ---[52068]---> BDD-cost: 1 0.00/0.42 c ---[52065]---> BDD-cost: 1 0.00/0.42 c ---[52062]---> BDD-cost: 1 0.00/0.42 c ---[52059]---> BDD-cost: 1 0.00/0.42 c ---[52056]---> BDD-cost: 1 0.00/0.42 c ---[51964]---> BDD-cost: 1 0.00/0.42 c ---[51961]---> BDD-cost: 1 0.00/0.42 c ---[51958]---> BDD-cost: 1 0.00/0.42 c ---[51956]---> BDD-cost: 1 0.00/0.42 c ---[51953]---> BDD-cost: 1 0.00/0.42 c ---[51951]---> BDD-cost: 1 0.00/0.42 c ---[51303]---> BDD-cost: 1 0.00/0.42 c ---[51300]---> BDD-cost: 1 0.00/0.42 c ---[51297]---> BDD-cost: 1 0.00/0.42 c ---[51294]---> BDD-cost: 1 0.00/0.42 c ---[51291]---> BDD-cost: 1 0.00/0.42 c ---[51288]---> BDD-cost: 1 0.00/0.42 c ---[51056]---> BDD-cost: 1 0.00/0.42 c ---[51053]---> BDD-cost: 1 0.00/0.42 c ---[51050]---> BDD-cost: 1 0.00/0.42 c ---[51047]---> BDD-cost: 1 0.00/0.42 c ---[51044]---> BDD-cost: 1 0.00/0.42 c ---[51041]---> BDD-cost: 1 0.00/0.42 c ---[51039]---> BDD-cost: 1 0.00/0.42 c ---[51036]---> BDD-cost: 1 0.00/0.42 c ---[51034]---> BDD-cost: 1 0.00/0.42 c ---[50464]---> BDD-cost: 1 0.00/0.42 c ---[50461]---> BDD-cost: 1 0.00/0.42 c ---[50458]---> BDD-cost: 1 0.00/0.42 c ---[50455]---> BDD-cost: 1 0.00/0.42 c ---[50452]---> BDD-cost: 1 0.00/0.42 c ---[50449]---> BDD-cost: 1 0.00/0.42 c ---[50446]---> BDD-cost: 1 0.00/0.42 c ---[50443]---> BDD-cost: 1 0.00/0.42 c ---[50440]---> BDD-cost: 1 0.00/0.42 c ---[50262]---> BDD-cost: 1 0.00/0.42 c ---[50259]---> BDD-cost: 1 0.00/0.42 c ---[50256]---> BDD-cost: 1 0.00/0.42 c ---[50253]---> BDD-cost: 1 0.00/0.42 c ---[50251]---> BDD-cost: 1 0.00/0.42 c ---[49552]---> BDD-cost: 1 0.00/0.42 c ---[49549]---> BDD-cost: 1 0.00/0.42 c ---[49546]---> BDD-cost: 1 0.00/0.42 c ---[49543]---> BDD-cost: 1 0.00/0.42 c ---[49540]---> BDD-cost: 1 0.00/0.42 c ---[49374]---> BDD-cost: 1 0.00/0.42 c ---[49371]---> BDD-cost: 1 0.00/0.42 c ---[49368]---> BDD-cost: 1 0.00/0.42 c ---[49365]---> BDD-cost: 1 0.00/0.42 c ---[49362]---> BDD-cost: 1 0.00/0.42 c ---[49359]---> BDD-cost: 1 0.00/0.42 c ---[49356]---> BDD-cost: 1 0.00/0.42 c ---[49353]---> BDD-cost: 1 0.00/0.42 c ---[49351]---> BDD-cost: 1 0.00/0.42 c ---[48697]---> BDD-cost: 1 0.00/0.42 c ---[48694]---> BDD-cost: 1 0.00/0.42 c ---[48691]---> BDD-cost: 1 0.00/0.42 c ---[48688]---> BDD-cost: 1 0.00/0.42 c ---[48685]---> BDD-cost: 1 0.00/0.42 c ---[48682]---> BDD-cost: 1 0.00/0.42 c ---[48679]---> BDD-cost: 1 0.00/0.42 c ---[48676]---> BDD-cost: 1 0.00/0.42 c ---[48673]---> BDD-cost: 1 0.00/0.42 c ---[48490]---> BDD-cost: 1 0.00/0.42 c ---[48488]---> BDD-cost: 1 0.00/0.42 c ---[48485]---> BDD-cost: 1 0.00/0.42 c ---[48483]---> BDD-cost: 1 0.00/0.42 c ---[48480]---> BDD-cost: 1 0.00/0.42 c ---[48477]---> BDD-cost: 1 0.00/0.42 c ---[48474]---> BDD-cost: 1 0.00/0.42 c ---[48472]---> BDD-cost: 1 0.00/0.42 c ---[48469]---> BDD-cost: 1 0.00/0.42 c ---[48467]---> BDD-cost: 1 0.00/0.42 c ---[47774]---> BDD-cost: 1 0.00/0.42 c ---[47771]---> BDD-cost: 1 0.00/0.42 c ---[47768]---> BDD-cost: 1 0.00/0.42 c ---[47765]---> BDD-cost: 1 0.00/0.42 c ---[47762]---> BDD-cost: 1 0.00/0.42 c ---[47759]---> BDD-cost: 1 0.00/0.42 c ---[47756]---> BDD-cost: 1 0.00/0.42 c ---[47753]---> BDD-cost: 1 0.00/0.42 c ---[47750]---> BDD-cost: 1 0.00/0.42 c ---[47747]---> BDD-cost: 1 0.00/0.42 c ---[47646]---> BDD-cost: 1 0.00/0.42 c ---[47643]---> BDD-cost: 1 0.00/0.42 c ---[47641]---> BDD-cost: 1 0.00/0.42 c ---[47639]---> BDD-cost: 1 0.00/0.42 c ---[47637]---> BDD-cost: 1 0.00/0.42 c ---[47635]---> BDD-cost: 1 0.00/0.42 c ---[46930]---> BDD-cost: 1 0.00/0.42 c ---[46927]---> BDD-cost: 1 0.00/0.42 c ---[46924]---> BDD-cost: 1 0.00/0.42 c ---[46921]---> BDD-cost: 1 0.00/0.42 c ---[46918]---> BDD-cost: 1 0.00/0.42 c ---[46915]---> BDD-cost: 1 0.00/0.42 c ---[46798]---> BDD-cost: 1 0.00/0.42 c ---[46795]---> BDD-cost: 1 0.00/0.42 c ---[46793]---> BDD-cost: 1 0.00/0.42 c ---[46112]---> BDD-cost: 1 0.00/0.42 c ---[46109]---> BDD-cost: 1 0.00/0.42 c ---[46106]---> BDD-cost: 1 0.00/0.42 c ---[45900]---> BDD-cost: 1 0.00/0.42 c ---[45897]---> BDD-cost: 1 0.00/0.42 c ---[45894]---> BDD-cost: 1 0.00/0.42 c ---[45891]---> BDD-cost: 1 0.00/0.42 c ---[45889]---> BDD-cost: 1 0.00/0.42 c ---[45886]---> BDD-cost: 1 0.00/0.42 c ---[45884]---> BDD-cost: 1 0.00/0.42 c ---[45308]---> BDD-cost: 1 0.00/0.42 c ---[45305]---> BDD-cost: 1 0.00/0.42 c ---[45302]---> BDD-cost: 1 0.00/0.42 c ---[45299]---> BDD-cost: 1 0.00/0.42 c ---[45296]---> BDD-cost: 1 0.00/0.42 c ---[45293]---> BDD-cost: 1 0.00/0.42 c ---[45290]---> BDD-cost: 1 0.00/0.42 c ---[45128]---> BDD-cost: 1 0.00/0.42 c ---[45125]---> BDD-cost: 1 0.00/0.42 c ---[45122]---> BDD-cost: 1 0.00/0.42 c ---[45119]---> BDD-cost: 1 0.00/0.42 c ---[45116]---> BDD-cost: 1 0.00/0.42 c ---[45113]---> BDD-cost: 1 0.00/0.42 c ---[45110]---> BDD-cost: 1 0.00/0.42 c ---[45107]---> BDD-cost: 1 0.00/0.42 c ---[45105]---> BDD-cost: 1 0.00/0.42 c ---[44412]---> BDD-cost: 1 0.00/0.42 c ---[44409]---> BDD-cost: 1 0.00/0.42 c ---[44406]---> BDD-cost: 1 0.00/0.42 c ---[44403]---> BDD-cost: 1 0.00/0.42 c ---[44400]---> BDD-cost: 1 0.00/0.42 c ---[44397]---> BDD-cost: 1 0.00/0.42 c ---[44394]---> BDD-cost: 1 0.00/0.42 c ---[44391]---> BDD-cost: 1 0.00/0.42 c ---[44388]---> BDD-cost: 1 0.00/0.42 c ---[44252]---> BDD-cost: 1 0.00/0.42 c ---[43541]---> BDD-cost: 1 0.00/0.42 c ---[43339]---> BDD-cost: 1 0.00/0.42 c ---[43336]---> BDD-cost: 1 0.00/0.42 c ---[43333]---> BDD-cost: 1 0.00/0.42 c ---[43330]---> BDD-cost: 1 0.00/0.42 c ---[43327]---> BDD-cost: 1 0.00/0.42 c ---[43324]---> BDD-cost: 1 0.00/0.42 c ---[43322]---> BDD-cost: 1 0.00/0.42 c ---[43319]---> BDD-cost: 1 0.00/0.42 c ---[43317]---> BDD-cost: 1 0.00/0.42 c ---[42678]---> BDD-cost: 1 0.00/0.42 c ---[42675]---> BDD-cost: 1 0.00/0.42 c ---[42672]---> BDD-cost: 1 0.00/0.42 c ---[42669]---> BDD-cost: 1 0.00/0.42 c ---[42666]---> BDD-cost: 1 0.00/0.42 c ---[42663]---> BDD-cost: 1 0.00/0.42 c ---[42660]---> BDD-cost: 1 0.00/0.42 c ---[42657]---> BDD-cost: 1 0.00/0.42 c ---[42654]---> BDD-cost: 1 0.00/0.42 c ---[42469]---> BDD-cost: 1 0.00/0.42 c ---[41791]---> BDD-cost: 1 0.00/0.42 c ---[41592]---> BDD-cost: 1 0.00/0.42 c ---[41589]---> BDD-cost: 1 0.00/0.42 c ---[41586]---> BDD-cost: 1 0.00/0.42 c ---[41583]---> BDD-cost: 1 0.00/0.42 c ---[41581]---> BDD-cost: 1 0.00/0.42 c ---[41578]---> BDD-cost: 1 0.00/0.42 c ---[41576]---> BDD-cost: 1 0.00/0.42 c ---[40859]---> BDD-cost: 1 0.00/0.42 c ---[40856]---> BDD-cost: 1 0.00/0.42 c ---[40853]---> BDD-cost: 1 0.00/0.42 c ---[40850]---> BDD-cost: 1 0.00/0.42 c ---[40847]---> BDD-cost: 1 0.00/0.42 c ---[40844]---> BDD-cost: 1 0.00/0.42 c ---[40841]---> BDD-cost: 1 0.00/0.42 c ---[40737]---> BDD-cost: 1 0.00/0.42 c ---[40734]---> BDD-cost: 1 0.00/0.42 c ---[40731]---> BDD-cost: 1 0.00/0.42 c ---[40728]---> BDD-cost: 1 0.00/0.42 c ---[40725]---> BDD-cost: 1 0.00/0.42 c ---[40722]---> BDD-cost: 1 0.00/0.42 c ---[40719]---> BDD-cost: 1 0.00/0.42 c ---[40717]---> BDD-cost: 1 0.00/0.42 c ---[40060]---> BDD-cost: 1 0.00/0.42 c ---[40057]---> BDD-cost: 1 0.00/0.42 c ---[40054]---> BDD-cost: 1 0.00/0.42 c ---[40051]---> BDD-cost: 1 0.00/0.42 c ---[40048]---> BDD-cost: 1 0.00/0.42 c ---[40045]---> BDD-cost: 1 0.00/0.42 c ---[40042]---> BDD-cost: 1 0.00/0.42 c ---[40039]---> BDD-cost: 1 0.00/0.42 c ---[39828]---> BDD-cost: 1 0.00/0.42 c ---[39825]---> BDD-cost: 1 0.00/0.42 c ---[39822]---> BDD-cost: 1 0.00/0.42 c ---[39819]---> BDD-cost: 1 0.00/0.42 c ---[39816]---> BDD-cost: 1 0.00/0.42 c ---[39813]---> BDD-cost: 1 0.00/0.42 c ---[39810]---> BDD-cost: 1 0.00/0.42 c ---[39808]---> BDD-cost: 1 0.00/0.42 c ---[39805]---> BDD-cost: 1 0.00/0.42 c ---[39803]---> BDD-cost: 1 0.00/0.42 c ---[39236]---> BDD-cost: 1 0.00/0.42 c ---[39233]---> BDD-cost: 1 0.00/0.42 c ---[39230]---> BDD-cost: 1 0.00/0.42 c ---[39227]---> BDD-cost: 1 0.00/0.42 c ---[39224]---> BDD-cost: 1 0.00/0.42 c ---[39221]---> BDD-cost: 1 0.00/0.42 c ---[39218]---> BDD-cost: 1 0.00/0.42 c ---[39215]---> BDD-cost: 1 0.00/0.42 c ---[39212]---> BDD-cost: 1 0.00/0.42 c ---[39209]---> BDD-cost: 1 0.00/0.42 c ---[39058]---> BDD-cost: 1 0.00/0.42 c ---[39055]---> BDD-cost: 1 0.00/0.42 c ---[39052]---> BDD-cost: 1 0.00/0.42 c ---[39049]---> BDD-cost: 1 0.00/0.42 c ---[39047]---> BDD-cost: 1 0.00/0.42 c ---[38303]---> BDD-cost: 1 0.00/0.42 c ---[38300]---> BDD-cost: 1 0.00/0.42 c ---[38297]---> BDD-cost: 1 0.00/0.42 c ---[38294]---> BDD-cost: 1 0.00/0.42 c ---[38291]---> BDD-cost: 1 0.00/0.42 c ---[38150]---> BDD-cost: 1 0.00/0.42 c ---[38147]---> BDD-cost: 1 0.00/0.42 c ---[38144]---> BDD-cost: 1 0.00/0.42 c ---[38141]---> BDD-cost: 1 0.00/0.42 c ---[38138]---> BDD-cost: 1 0.00/0.42 c ---[38135]---> BDD-cost: 1 0.00/0.42 c ---[38132]---> BDD-cost: 1 0.00/0.42 c ---[38130]---> BDD-cost: 1 0.00/0.42 c ---[38127]---> BDD-cost: 1 0.00/0.42 c ---[38125]---> BDD-cost: 1 0.00/0.42 c ---[37552]---> BDD-cost: 1 0.00/0.42 c ---[37549]---> BDD-cost: 1 0.00/0.42 c ---[37546]---> BDD-cost: 1 0.00/0.42 c ---[37543]---> BDD-cost: 1 0.00/0.42 c ---[37540]---> BDD-cost: 1 0.00/0.42 c ---[37537]---> BDD-cost: 1 0.00/0.42 c ---[37534]---> BDD-cost: 1 0.00/0.42 c ---[37531]---> BDD-cost: 1 0.00/0.42 c ---[37528]---> BDD-cost: 1 0.00/0.42 c ---[37525]---> BDD-cost: 1 0.00/0.42 c ---[37383]---> BDD-cost: 1 0.00/0.42 c ---[36693]---> BDD-cost: 1 0.00/0.42 c ---[36516]---> BDD-cost: 1 0.00/0.42 c ---[36514]---> BDD-cost: 1 0.00/0.42 c ---[35821]---> BDD-cost: 1 0.00/0.42 c ---[35818]---> BDD-cost: 1 0.00/0.42 c ---[35648]---> BDD-cost: 1 0.00/0.42 c ---[35645]---> BDD-cost: 1 0.00/0.42 c ---[35642]---> BDD-cost: 1 0.00/0.42 c ---[35639]---> BDD-cost: 1 0.00/0.42 c ---[35636]---> BDD-cost: 1 0.00/0.42 c ---[35633]---> BDD-cost: 1 0.00/0.42 c ---[35631]---> BDD-cost: 1 0.00/0.42 c ---[35628]---> BDD-cost: 1 0.00/0.42 c ---[35626]---> BDD-cost: 1 0.00/0.42 c ---[34937]---> BDD-cost: 1 0.00/0.42 c ---[34934]---> BDD-cost: 1 0.00/0.42 c ---[34931]---> BDD-cost: 1 0.00/0.42 c ---[34928]---> BDD-cost: 1 0.00/0.42 c ---[34925]---> BDD-cost: 1 0.00/0.42 c ---[34923]---> BDD-cost: 1 0.00/0.42 c ---[34920]---> BDD-cost: 1 0.00/0.42 c ---[34917]---> BDD-cost: 1 0.00/0.42 c ---[34914]---> BDD-cost: 1 0.00/0.42 c ---[34871]---> BDD-cost: 1 0.00/0.42 c ---[34869]---> BDD-cost: 1 0.00/0.42 c ---[34866]---> BDD-cost: 1 0.00/0.42 c ---[34864]---> BDD-cost: 1 0.00/0.42 c ---[34862]---> BDD-cost: 1 0.00/0.42 c ---[34860]---> BDD-cost: 1 0.00/0.42 c ---[34188]---> BDD-cost: 1 0.00/0.42 c ---[34185]---> BDD-cost: 1 0.00/0.42 c ---[34182]---> BDD-cost: 1 0.00/0.42 c ---[34179]---> BDD-cost: 1 0.00/0.42 c ---[34176]---> BDD-cost: 1 0.00/0.42 c ---[34173]---> BDD-cost: 1 0.00/0.42 c ---[34031]---> BDD-cost: 1 0.00/0.42 c ---[34028]---> BDD-cost: 1 0.00/0.42 c ---[34026]---> BDD-cost: 1 0.00/0.42 c ---[34024]---> BDD-cost: 1 0.00/0.42 c ---[34022]---> BDD-cost: 1 0.00/0.42 c ---[33347]---> BDD-cost: 1 0.00/0.42 c ---[33344]---> BDD-cost: 1 0.00/0.42 c ---[33341]---> BDD-cost: 1 0.00/0.42 c ---[33338]---> BDD-cost: 1 0.00/0.42 c ---[33335]---> BDD-cost: 1 0.00/0.42 c ---[33181]---> BDD-cost: 1 0.00/0.42 c ---[33178]---> BDD-cost: 1 0.00/0.42 c ---[33175]---> BDD-cost: 1 0.00/0.42 c ---[33173]---> BDD-cost: 1 0.00/0.42 c ---[32498]---> BDD-cost: 1 0.00/0.42 c ---[32495]---> BDD-cost: 1 0.00/0.42 c ---[32492]---> BDD-cost: 1 0.00/0.42 c ---[32489]---> BDD-cost: 1 0.00/0.42 c ---[32373]---> BDD-cost: 1 0.00/0.42 c ---[32370]---> BDD-cost: 1 0.00/0.42 c ---[32367]---> BDD-cost: 1 0.00/0.42 c ---[32364]---> BDD-cost: 1 0.00/0.42 c ---[32361]---> BDD-cost: 1 0.00/0.42 c ---[32358]---> BDD-cost: 1 0.00/0.42 c ---[32356]---> BDD-cost: 1 0.00/0.42 c ---[32353]---> BDD-cost: 1 0.00/0.42 c ---[32351]---> BDD-cost: 1 0.00/0.42 c ---[31634]---> BDD-cost: 1 0.00/0.42 c ---[31631]---> BDD-cost: 1 0.00/0.42 c ---[31628]---> BDD-cost: 1 0.00/0.42 c ---[31625]---> BDD-cost: 1 0.00/0.42 c ---[31622]---> BDD-cost: 1 0.00/0.42 c ---[31619]---> BDD-cost: 1 0.00/0.42 c ---[31616]---> BDD-cost: 1 0.00/0.42 c ---[31613]---> BDD-cost: 1 0.00/0.42 c ---[31610]---> BDD-cost: 1 0.00/0.42 c ---[31419]---> BDD-cost: 1 0.00/0.42 c ---[31416]---> BDD-cost: 1 0.00/0.42 c ---[31414]---> BDD-cost: 1 0.00/0.42 c ---[31411]---> BDD-cost: 1 0.00/0.42 c ---[31409]---> BDD-cost: 1 0.00/0.42 c ---[30827]---> BDD-cost: 1 0.00/0.42 c ---[30824]---> BDD-cost: 1 0.00/0.42 c ---[30821]---> BDD-cost: 1 0.00/0.42 c ---[30818]---> BDD-cost: 1 0.00/0.42 c ---[30815]---> BDD-cost: 1 0.00/0.42 c ---[30625]---> BDD-cost: 1 0.00/0.42 c ---[30623]---> BDD-cost: 1 0.00/0.42 c ---[30620]---> BDD-cost: 1 0.00/0.42 c ---[30618]---> BDD-cost: 1 0.00/0.42 c ---[30033]---> BDD-cost: 1 0.00/0.42 c ---[30030]---> BDD-cost: 1 0.00/0.42 c ---[30027]---> BDD-cost: 1 0.00/0.42 c ---[30024]---> BDD-cost: 1 0.00/0.42 c ---[29889]---> BDD-cost: 1 0.00/0.42 c ---[29886]---> BDD-cost: 1 0.00/0.42 c ---[29884]---> BDD-cost: 1 0.00/0.42 c ---[29173]---> BDD-cost: 1 0.00/0.42 c ---[29170]---> BDD-cost: 1 0.00/0.42 c ---[29167]---> BDD-cost: 1 0.00/0.42 c ---[29046]---> BDD-cost: 1 0.00/0.42 c ---[29044]---> BDD-cost: 1 0.00/0.42 c ---[28315]---> BDD-cost: 1 0.00/0.42 c ---[28312]---> BDD-cost: 1 0.00/0.42 c ---[28161]---> BDD-cost: 1 0.00/0.42 c ---[27543]---> BDD-cost: 1 0.00/0.42 c ---[27388]---> BDD-cost: 1 0.00/0.42 c ---[27385]---> BDD-cost: 1 0.00/0.42 c ---[27382]---> BDD-cost: 1 0.00/0.42 c ---[27379]---> BDD-cost: 1 0.00/0.42 c ---[27376]---> BDD-cost: 1 0.00/0.42 c ---[27373]---> BDD-cost: 1 0.00/0.42 c ---[27370]---> BDD-cost: 1 0.00/0.42 c ---[27368]---> BDD-cost: 1 0.00/0.42 c ---[27365]---> BDD-cost: 1 0.00/0.42 c ---[27363]---> BDD-cost: 1 0.00/0.42 c ---[26766]---> BDD-cost: 1 0.00/0.42 c ---[26763]---> BDD-cost: 1 0.00/0.42 c ---[26760]---> BDD-cost: 1 0.00/0.42 c ---[26757]---> BDD-cost: 1 0.00/0.42 c ---[26754]---> BDD-cost: 1 0.00/0.42 c ---[26751]---> BDD-cost: 1 0.00/0.42 c ---[26748]---> BDD-cost: 1 0.00/0.42 c ---[26745]---> BDD-cost: 1 0.00/0.42 c ---[26742]---> BDD-cost: 1 0.00/0.42 c ---[26739]---> BDD-cost: 1 0.00/0.42 c ---[26550]---> BDD-cost: 1 0.00/0.42 c ---[26547]---> BDD-cost: 1 0.00/0.42 c ---[26545]---> BDD-cost: 1 0.00/0.42 c ---[25909]---> BDD-cost: 1 0.00/0.42 c ---[25906]---> BDD-cost: 1 0.00/0.42 c ---[25903]---> BDD-cost: 1 0.00/0.42 c ---[25833]---> BDD-cost: 1 0.00/0.42 c ---[25830]---> BDD-cost: 1 0.00/0.42 c ---[25827]---> BDD-cost: 1 0.00/0.42 c ---[25824]---> BDD-cost: 1 0.00/0.42 c ---[25821]---> BDD-cost: 1 0.00/0.42 c ---[25818]---> BDD-cost: 1 0.00/0.42 c ---[25816]---> BDD-cost: 1 0.00/0.42 c ---[25156]---> BDD-cost: 1 0.00/0.42 c ---[25153]---> BDD-cost: 1 0.00/0.42 c ---[25150]---> BDD-cost: 1 0.00/0.42 c ---[25147]---> BDD-cost: 1 0.00/0.42 c ---[25144]---> BDD-cost: 1 0.00/0.42 c ---[25141]---> BDD-cost: 1 0.00/0.42 c ---[25138]---> BDD-cost: 1 0.00/0.42 c ---[24976]---> BDD-cost: 1 0.00/0.42 c ---[24973]---> BDD-cost: 1 0.00/0.42 c ---[24970]---> BDD-cost: 1 0.00/0.42 c ---[24967]---> BDD-cost: 1 0.00/0.42 c ---[24964]---> BDD-cost: 1 0.00/0.42 c ---[24961]---> BDD-cost: 1 0.00/0.42 c ---[24959]---> BDD-cost: 1 0.00/0.42 c ---[24299]---> BDD-cost: 1 0.00/0.42 c ---[24296]---> BDD-cost: 1 0.00/0.42 c ---[24293]---> BDD-cost: 1 0.00/0.42 c ---[24290]---> BDD-cost: 1 0.00/0.42 c ---[24287]---> BDD-cost: 1 0.00/0.42 c ---[24284]---> BDD-cost: 1 0.00/0.42 c ---[24281]---> BDD-cost: 1 0.00/0.42 c ---[24088]---> BDD-cost: 1 0.00/0.42 c ---[24086]---> BDD-cost: 1 0.00/0.42 c ---[23489]---> BDD-cost: 1 0.00/0.42 c ---[23486]---> BDD-cost: 1 0.00/0.42 c ---[23312]---> BDD-cost: 1 0.00/0.42 c ---[23309]---> BDD-cost: 1 0.00/0.42 c ---[23306]---> BDD-cost: 1 0.00/0.42 c ---[23303]---> BDD-cost: 1 0.00/0.42 c ---[23300]---> BDD-cost: 1 0.00/0.42 c ---[23297]---> BDD-cost: 1 0.00/0.42 c ---[23295]---> BDD-cost: 1 0.00/0.42 c ---[23292]---> BDD-cost: 1 0.00/0.42 c ---[23290]---> BDD-cost: 1 0.00/0.42 c ---[22690]---> BDD-cost: 1 0.00/0.42 c ---[22687]---> BDD-cost: 1 0.00/0.42 c ---[22684]---> BDD-cost: 1 0.00/0.42 c ---[22681]---> BDD-cost: 1 0.00/0.42 c ---[22678]---> BDD-cost: 1 0.00/0.42 c ---[22675]---> BDD-cost: 1 0.00/0.42 c ---[22672]---> BDD-cost: 1 0.00/0.42 c ---[22669]---> BDD-cost: 1 0.00/0.42 c ---[22666]---> BDD-cost: 1 0.00/0.42 c ---[22527]---> BDD-cost: 1 0.00/0.42 c ---[22524]---> BDD-cost: 1 0.00/0.42 c ---[22521]---> BDD-cost: 1 0.00/0.42 c ---[22518]---> BDD-cost: 1 0.00/0.42 c ---[22515]---> BDD-cost: 1 0.00/0.42 c ---[22513]---> BDD-cost: 1 0.00/0.42 c ---[21850]---> BDD-cost: 1 0.00/0.42 c ---[21847]---> BDD-cost: 1 0.00/0.42 c ---[21844]---> BDD-cost: 1 0.00/0.42 c ---[21841]---> BDD-cost: 1 0.00/0.42 c ---[21838]---> BDD-cost: 1 0.00/0.42 c ---[21835]---> BDD-cost: 1 0.00/0.42 c ---[21686]---> BDD-cost: 1 0.00/0.42 c ---[21684]---> BDD-cost: 1 0.00/0.42 c ---[21681]---> BDD-cost: 1 0.00/0.42 c ---[21678]---> BDD-cost: 1 0.00/0.42 c ---[21675]---> BDD-cost: 1 0.00/0.42 c ---[21672]---> BDD-cost: 1 0.00/0.42 c ---[21669]---> BDD-cost: 1 0.00/0.42 c ---[21667]---> BDD-cost: 1 0.00/0.42 c ---[21664]---> BDD-cost: 1 0.00/0.42 c ---[21662]---> BDD-cost: 1 0.00/0.42 c ---[21095]---> BDD-cost: 1 0.00/0.42 c ---[21092]---> BDD-cost: 1 0.00/0.42 c ---[21089]---> BDD-cost: 1 0.00/0.42 c ---[21086]---> BDD-cost: 1 0.00/0.42 c ---[21083]---> BDD-cost: 1 0.00/0.42 c ---[21080]---> BDD-cost: 1 0.00/0.42 c ---[21077]---> BDD-cost: 1 0.00/0.42 c ---[21074]---> BDD-cost: 1 0.00/0.42 c ---[21071]---> BDD-cost: 1 0.00/0.42 c ---[21068]---> BDD-cost: 1 0.00/0.42 c ---[20971]---> BDD-cost: 1 0.00/0.42 c ---[20969]---> BDD-cost: 1 0.00/0.42 c ---[20966]---> BDD-cost: 1 0.00/0.42 c ---[20963]---> BDD-cost: 1 0.00/0.42 c ---[20960]---> BDD-cost: 1 0.00/0.42 c ---[20957]---> BDD-cost: 1 0.00/0.42 c ---[20954]---> BDD-cost: 1 0.00/0.42 c ---[20952]---> BDD-cost: 1 0.00/0.42 c ---[20295]---> BDD-cost: 1 0.00/0.42 c ---[20292]---> BDD-cost: 1 0.00/0.42 c ---[20289]---> BDD-cost: 1 0.00/0.42 c ---[20286]---> BDD-cost: 1 0.00/0.42 c ---[20283]---> BDD-cost: 1 0.00/0.42 c ---[20280]---> BDD-cost: 1 0.00/0.42 c ---[20277]---> BDD-cost: 1 0.00/0.42 c ---[20274]---> BDD-cost: 1 0.00/0.42 c ---[20185]---> BDD-cost: 1 0.00/0.42 c ---[19447]---> BDD-cost: 1 0.00/0.42 c ---[19355]---> BDD-cost: 1 0.00/0.42 c ---[19352]---> BDD-cost: 1 0.00/0.42 c ---[19350]---> BDD-cost: 1 0.00/0.42 c ---[18678]---> BDD-cost: 1 0.00/0.42 c ---[18675]---> BDD-cost: 1 0.00/0.42 c ---[18672]---> BDD-cost: 1 0.00/0.42 c ---[18561]---> BDD-cost: 1 0.00/0.42 c ---[18559]---> BDD-cost: 1 0.00/0.42 c ---[17879]---> BDD-cost: 1 0.00/0.42 c ---[17876]---> BDD-cost: 1 0.00/0.42 c ---[17797]---> BDD-cost: 1 0.00/0.42 c ---[17795]---> BDD-cost: 1 0.00/0.42 c ---[17793]---> BDD-cost: 1 0.00/0.42 c ---[17154]---> BDD-cost: 1 0.00/0.42 c ---[17151]---> BDD-cost: 1 0.00/0.42 c ---[17148]---> BDD-cost: 1 0.00/0.42 c ---[17003]---> BDD-cost: 1 0.00/0.42 c ---[17000]---> BDD-cost: 1 0.00/0.42 c ---[16997]---> BDD-cost: 1 0.00/0.42 c ---[16994]---> BDD-cost: 1 0.00/0.42 c ---[16992]---> BDD-cost: 1 0.00/0.42 c ---[16989]---> BDD-cost: 1 0.00/0.42 c ---[16987]---> BDD-cost: 1 0.00/0.42 c ---[16405]---> BDD-cost: 1 0.00/0.42 c ---[16402]---> BDD-cost: 1 0.00/0.42 c ---[16399]---> BDD-cost: 1 0.00/0.42 c ---[16396]---> BDD-cost: 1 0.00/0.42 c ---[16393]---> BDD-cost: 1 0.00/0.42 c ---[16390]---> BDD-cost: 1 0.00/0.42 c ---[16387]---> BDD-cost: 1 0.00/0.42 c ---[16233]---> BDD-cost: 1 0.00/0.42 c ---[16230]---> BDD-cost: 1 0.00/0.42 c ---[16227]---> BDD-cost: 1 0.00/0.42 c ---[16224]---> BDD-cost: 1 0.00/0.42 c ---[16221]---> BDD-cost: 1 0.00/0.42 c ---[16218]---> BDD-cost: 1 0.00/0.42 c ---[16216]---> BDD-cost: 1 0.00/0.42 c ---[16213]---> BDD-cost: 1 0.00/0.42 c ---[16211]---> BDD-cost: 1 0.00/0.42 c ---[15611]---> BDD-cost: 1 0.00/0.42 c ---[15608]---> BDD-cost: 1 0.00/0.42 c ---[15605]---> BDD-cost: 1 0.00/0.42 c ---[15602]---> BDD-cost: 1 0.00/0.42 c ---[15599]---> BDD-cost: 1 0.00/0.42 c ---[15596]---> BDD-cost: 1 0.00/0.42 c ---[15593]---> BDD-cost: 1 0.00/0.42 c ---[15590]---> BDD-cost: 1 0.00/0.42 c ---[15587]---> BDD-cost: 1 0.00/0.42 c ---[15426]---> BDD-cost: 1 0.00/0.42 c ---[15423]---> BDD-cost: 1 0.00/0.42 c ---[15420]---> BDD-cost: 1 0.00/0.42 c ---[15417]---> BDD-cost: 1 0.00/0.42 c ---[15415]---> BDD-cost: 1 0.00/0.42 c ---[15412]---> BDD-cost: 1 0.00/0.42 c ---[15410]---> BDD-cost: 1 0.00/0.42 c ---[14795]---> BDD-cost: 1 0.00/0.42 c ---[14792]---> BDD-cost: 1 0.00/0.42 c ---[14789]---> BDD-cost: 1 0.00/0.42 c ---[14786]---> BDD-cost: 1 0.00/0.42 c ---[14783]---> BDD-cost: 1 0.00/0.42 c ---[14780]---> BDD-cost: 1 0.00/0.42 c ---[14777]---> BDD-cost: 1 0.00/0.42 c ---[14673]---> BDD-cost: 1 0.00/0.42 c ---[14670]---> BDD-cost: 1 0.00/0.42 c ---[14668]---> BDD-cost: 1 0.00/0.42 c ---[14665]---> BDD-cost: 1 0.00/0.42 c ---[14663]---> BDD-cost: 1 0.00/0.42 c ---[14075]---> BDD-cost: 1 0.00/0.42 c ---[14072]---> BDD-cost: 1 0.00/0.42 c ---[14069]---> BDD-cost: 1 0.00/0.42 c ---[14066]---> BDD-cost: 1 0.00/0.42 c ---[14063]---> BDD-cost: 1 0.00/0.42 c ---[13927]---> BDD-cost: 1 0.00/0.42 c ---[13925]---> BDD-cost: 1 0.00/0.42 c ---[13268]---> BDD-cost: 1 0.00/0.42 c ---[13265]---> BDD-cost: 1 0.00/0.42 c ---[13141]---> BDD-cost: 1 0.00/0.42 c ---[13139]---> BDD-cost: 1 0.00/0.42 c ---[12548]---> BDD-cost: 1 0.00/0.42 c ---[12545]---> BDD-cost: 1 0.00/0.42 c ---[12439]---> BDD-cost: 1 0.00/0.42 c ---[12436]---> BDD-cost: 1 0.00/0.42 c ---[12433]---> BDD-cost: 1 0.00/0.42 c ---[12430]---> BDD-cost: 1 0.00/0.42 c ---[12427]---> BDD-cost: 1 0.00/0.42 c ---[12424]---> BDD-cost: 1 0.00/0.42 c ---[12421]---> BDD-cost: 1 0.00/0.42 c ---[12419]---> BDD-cost: 1 0.00/0.42 c ---[12416]---> BDD-cost: 1 0.00/0.42 c ---[12414]---> BDD-cost: 1 0.00/0.42 c ---[11817]---> BDD-cost: 1 0.00/0.42 c ---[11814]---> BDD-cost: 1 0.00/0.42 c ---[11811]---> BDD-cost: 1 0.00/0.42 c ---[11808]---> BDD-cost: 1 0.00/0.42 c ---[11805]---> BDD-cost: 1 0.00/0.42 c ---[11802]---> BDD-cost: 1 0.00/0.42 c ---[11799]---> BDD-cost: 1 0.00/0.42 c ---[11796]---> BDD-cost: 1 0.00/0.42 c ---[11793]---> BDD-cost: 1 0.00/0.42 c ---[11790]---> BDD-cost: 1 0.00/0.42 c ---[11714]---> BDD-cost: 1 0.00/0.42 c ---[11711]---> BDD-cost: 1 0.00/0.42 c ---[11709]---> BDD-cost: 1 0.00/0.42 c ---[11707]---> BDD-cost: 1 0.00/0.42 c ---[11705]---> BDD-cost: 1 0.00/0.42 c ---[11703]---> BDD-cost: 1 0.00/0.42 c ---[10998]---> BDD-cost: 1 0.00/0.42 c ---[10995]---> BDD-cost: 1 0.00/0.42 c ---[10992]---> BDD-cost: 1 0.00/0.42 c ---[10989]---> BDD-cost: 1 0.00/0.42 c ---[10986]---> BDD-cost: 1 0.00/0.42 c ---[10983]---> BDD-cost: 1 0.00/0.42 c ---[10864]---> BDD-cost: 1 0.00/0.42 c ---[10861]---> BDD-cost: 1 0.00/0.42 c ---[10858]---> BDD-cost: 1 0.00/0.42 c ---[10856]---> BDD-cost: 1 0.00/0.42 c ---[10853]---> BDD-cost: 1 0.00/0.42 c ---[10851]---> BDD-cost: 1 0.00/0.42 c ---[10273]---> BDD-cost: 1 0.00/0.42 c ---[10270]---> BDD-cost: 1 0.00/0.42 c ---[10267]---> BDD-cost: 1 0.00/0.42 c ---[10264]---> BDD-cost: 1 0.00/0.42 c ---[10261]---> BDD-cost: 1 0.00/0.42 c ---[10258]---> BDD-cost: 1 0.00/0.42 c ---[10157]---> BDD-cost: 1 0.00/0.42 c ---[9524]---> BDD-cost: 1 0.00/0.42 c ---[9438]---> BDD-cost: 1 0.00/0.42 c ---[8796]---> BDD-cost: 1 0.00/0.42 c ---[8715]---> BDD-cost: 1 0.00/0.42 c ---[8091]---> BDD-cost: 1 0.00/0.42 c ---[7998]---> BDD-cost: 1 0.00/0.42 c ---[7995]---> BDD-cost: 1 0.00/0.42 c ---[7992]---> BDD-cost: 1 0.00/0.42 c ---[7989]---> BDD-cost: 1 0.00/0.42 c ---[7986]---> BDD-cost: 1 0.00/0.42 c ---[7984]---> BDD-cost: 1 0.00/0.42 c ---[7981]---> BDD-cost: 1 0.00/0.42 c ---[7979]---> BDD-cost: 1 0.00/0.42 c ---[7400]---> BDD-cost: 1 0.00/0.42 c ---[7397]---> BDD-cost: 1 0.00/0.42 c ---[7394]---> BDD-cost: 1 0.00/0.42 c ---[7391]---> BDD-cost: 1 0.00/0.42 c ---[7388]---> BDD-cost: 1 0.00/0.42 c ---[7385]---> BDD-cost: 1 0.00/0.42 c ---[7382]---> BDD-cost: 1 0.00/0.42 c ---[7379]---> BDD-cost: 1 0.00/0.42 c ---[7319]---> BDD-cost: 1 0.00/0.42 c ---[6698]---> BDD-cost: 1 0.00/0.42 c ---[6630]---> BDD-cost: 1 0.00/0.42 c ---[6627]---> BDD-cost: 1 0.00/0.42 c ---[6625]---> BDD-cost: 1 0.00/0.42 c ---[5953]---> BDD-cost: 1 0.00/0.42 c ---[5950]---> BDD-cost: 1 0.00/0.42 c ---[5947]---> BDD-cost: 1 0.00/0.42 c ---[5865]---> BDD-cost: 1 0.00/0.42 c ---[5863]---> BDD-cost: 1 0.00/0.42 c ---[5225]---> BDD-cost: 1 0.00/0.42 c ---[5222]---> BDD-cost: 1 0.00/0.42 c ---[5175]---> BDD-cost: 1 0.00/0.42 c ---[5172]---> BDD-cost: 1 0.00/0.42 c ---[5170]---> BDD-cost: 1 0.00/0.42 c ---[4577]---> BDD-cost: 1 0.00/0.42 c ---[4574]---> BDD-cost: 1 0.00/0.42 c ---[4571]---> BDD-cost: 1 0.00/0.42 c ---[4512]---> BDD-cost: 1 0.00/0.42 c ---[4510]---> BDD-cost: 1 0.00/0.42 c ---[4508]---> BDD-cost: 1 0.00/0.42 c ---[4506]---> BDD-cost: 1 0.00/0.42 c ---[4504]---> BDD-cost: 1 0.00/0.42 c ---[3857]---> BDD-cost: 1 0.00/0.42 c ---[3854]---> BDD-cost: 1 0.00/0.42 c ---[3851]---> BDD-cost: 1 0.00/0.42 c ---[3848]---> BDD-cost: 1 0.00/0.42 c ---[3845]---> BDD-cost: 1 0.00/0.42 c ---[3784]---> BDD-cost: 1 0.00/0.42 c ---[3782]---> BDD-cost: 1 0.00/0.42 c ---[3780]---> BDD-cost: 1 0.00/0.42 c ---[3777]---> BDD-cost: 1 0.00/0.42 c ---[3775]---> BDD-cost: 1 0.00/0.42 c ---[3137]---> BDD-cost: 1 0.00/0.42 c ---[3134]---> BDD-cost: 1 0.00/0.42 c ---[3131]---> BDD-cost: 1 0.00/0.42 c ---[3128]---> BDD-cost: 1 0.00/0.42 c ---[3125]---> BDD-cost: 1 0.00/0.42 c ---[3072]---> BDD-cost: 1 0.00/0.42 c ---[3069]---> BDD-cost: 1 0.00/0.42 c ---[3066]---> BDD-cost: 1 0.00/0.42 c ---[3063]---> BDD-cost: 1 0.00/0.42 c ---[3060]---> BDD-cost: 1 0.00/0.42 c ---[3057]---> BDD-cost: 1 0.00/0.42 c ---[3055]---> BDD-cost: 1 0.00/0.42 c ---[3052]---> BDD-cost: 1 0.00/0.42 c ---[3050]---> BDD-cost: 1 0.00/0.42 c ---[2460]---> BDD-cost: 1 0.00/0.42 c ---[2457]---> BDD-cost: 1 0.00/0.42 c ---[2454]---> BDD-cost: 1 0.00/0.42 c ---[2451]---> BDD-cost: 1 0.00/0.42 c ---[2448]---> BDD-cost: 1 0.00/0.42 c ---[2445]---> BDD-cost: 1 0.00/0.42 c ---[2442]---> BDD-cost: 1 0.00/0.42 c ---[2439]---> BDD-cost: 1 0.00/0.42 c ---[2436]---> BDD-cost: 1 0.00/0.42 c ---[2421]---> BDD-cost: 1 0.00/0.42 c ---[2419]---> BDD-cost: 1 0.00/0.42 c ---[2416]---> BDD-cost: 1 0.00/0.42 c ---[2413]---> BDD-cost: 1 0.00/0.42 c ---[2410]---> BDD-cost: 1 0.00/0.42 c ---[2408]---> BDD-cost: 1 0.00/0.42 c ---[2405]---> BDD-cost: 1 0.00/0.42 c ---[2403]---> BDD-cost: 1 0.00/0.42 c ---[2400]---> BDD-cost: 1 0.00/0.42 c ---[2398]---> BDD-cost: 1 0.00/0.42 c ---[1832]---> BDD-cost: 1 0.00/0.42 c ---[1829]---> BDD-cost: 1 0.00/0.42 c ---[1826]---> BDD-cost: 1 0.00/0.42 c ---[1823]---> BDD-cost: 1 0.00/0.42 c ---[1820]---> BDD-cost: 1 0.00/0.42 c ---[1817]---> BDD-cost: 1 0.00/0.42 c ---[1814]---> BDD-cost: 1 0.00/0.42 c ---[1811]---> BDD-cost: 1 0.00/0.42 c ---[1808]---> BDD-cost: 1 0.00/0.42 c ---[1805]---> BDD-cost: 1 0.00/0.42 c ---[1793]---> BDD-cost: 1 0.00/0.42 c ---[1200]---> BDD-cost: 1 0.00/0.42 c ---[1190]---> BDD-cost: 3 0.00/0.42 c ---[1189]---> BDD-cost: 9 0.00/0.42 c ---[1188]---> BDD-cost: 15 0.00/0.42 c ---[1187]---> BDD-cost: 41 0.00/0.42 c ---[1186]---> BDD-cost: 52 0.00/0.42 c ---[1185]---> BDD-cost: 52 0.00/0.42 c ---[1184]---> Sorter-cost: 166 Base: 2 2 0.00/0.42 c ---[1183]---> Sorter-cost: 191 Base: 2 2 0.00/0.42 c ---[1182]---> Sorter-cost: 191 Base: 2 2 0.00/0.42 c ---[1181]---> Sorter-cost: 191 Base: 2 2 0.00/0.42 c ---[1180]---> Sorter-cost: 286 Base: 2 2 0.00/0.42 c ---[1179]---> Sorter-cost: 286 Base: 2 2 0.00/0.42 c ---[1178]---> Sorter-cost: 411 Base: 2 2 0.00/0.42 c ---[1177]---> Sorter-cost: 411 Base: 2 2 0.00/0.42 c ---[1176]---> Sorter-cost: 456 Base: 2 2 0.00/0.42 c ---[1175]---> Sorter-cost: 594 Base: 2 2 0.00/0.42 c ---[1174]---> Sorter-cost: 740 Base: 2 2 0.00/0.42 c ---[1173]---> Sorter-cost: 740 Base: 2 2 0.00/0.42 c ---[1172]---> Sorter-cost: 805 Base: 2 2 0.00/0.42 c ---[1171]---> Sorter-cost: 805 Base: 2 2 0.00/0.42 c ---[1170]---> Sorter-cost: 805 Base: 2 2 0.00/0.42 c ---[1169]---> Sorter-cost: 912 Base: 2 2 0.00/0.42 c ---[1168]---> Sorter-cost: 1000 Base: 2 2 0.00/0.42 c ---[1167]---> Sorter-cost: 1000 Base: 2 2 0.00/0.42 c ---[1166]---> Sorter-cost: 1213 Base: 2 2 0.00/0.42 c ---[1165]---> Sorter-cost: 1213 Base: 2 2 0.00/0.42 c ---[1164]---> Sorter-cost: 1213 Base: 2 2 0.00/0.42 c ---[1163]---> Sorter-cost: 1213 Base: 2 2 0.00/0.42 c ---[1162]---> Adder-cost: 110 maxlim: 185 bits: 8/8 0.00/0.42 c ---[1161]---> Sorter-cost: 1325 Base: 2 2 0.00/0.42 c ---[1160]---> Sorter-cost: 1349 Base: 2 2 0.00/0.42 c ---[1159]---> Sorter-cost: 1366 Base: 2 2 0.00/0.42 c ---[1158]---> Sorter-cost: 1366 Base: 2 2 0.00/0.42 c ---[1157]---> Sorter-cost: 1366 Base: 2 2 0.00/0.42 c ---[1156]---> Sorter-cost: 1366 Base: 2 2 0.00/0.42 c ---[1155]---> Sorter-cost: 1366 Base: 2 2 0.00/0.42 c ---[1154]---> Sorter-cost: 1366 Base: 2 2 0.00/0.43 c ---[1153]---> Sorter-cost: 1366 Base: 2 2 0.00/0.43 c ---[1152]---> Sorter-cost: 1366 Base: 2 2 0.00/0.43 c ---[1151]---> Adder-cost: 134 maxlim: 213 bits: 8/8 0.00/0.43 c ---[1150]---> Adder-cost: 130 maxlim: 221 bits: 8/8 0.00/0.43 c ---[1149]---> Adder-cost: 130 maxlim: 221 bits: 8/8 0.00/0.43 c ---[1148]---> Adder-cost: 130 maxlim: 221 bits: 8/8 0.00/0.43 c ---[1147]---> Adder-cost: 130 maxlim: 221 bits: 8/8 0.00/0.43 c ---[1146]---> Adder-cost: 130 maxlim: 221 bits: 8/8 0.00/0.43 c ---[1145]---> Adder-cost: 130 maxlim: 231 bits: 8/8 0.00/0.43 c ---[1144]---> Adder-cost: 142 maxlim: 241 bits: 9/8 0.00/0.43 c ---[1143]---> Adder-cost: 142 maxlim: 241 bits: 9/8 0.00/0.43 c ---[1142]---> Adder-cost: 148 maxlim: 242 bits: 9/8 0.00/0.43 c ---[1141]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1140]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1139]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1138]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1137]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1136]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1135]---> Adder-cost: 152 maxlim: 249 bits: 9/8 0.00/0.43 c ---[1134]---> Adder-cost: 156 maxlim: 272 bits: 9/9 0.00/0.43 c ---[1133]---> Adder-cost: 164 maxlim: 274 bits: 9/9 0.00/0.43 c ---[1132]---> Adder-cost: 166 maxlim: 280 bits: 9/9 0.00/0.43 c ---[1131]---> Adder-cost: 166 maxlim: 280 bits: 9/9 0.00/0.43 c ---[1130]---> Adder-cost: 166 maxlim: 280 bits: 9/9 0.00/0.43 c ---[1129]---> Adder-cost: 172 maxlim: 296 bits: 9/9 0.00/0.43 c ---[1128]---> Adder-cost: 172 maxlim: 296 bits: 9/9 0.00/0.43 c ---[1127]---> Adder-cost: 172 maxlim: 296 bits: 9/9 0.00/0.43 c ---[1126]---> Adder-cost: 178 maxlim: 302 bits: 9/9 0.00/0.43 c ---[1125]---> Adder-cost: 180 maxlim: 310 bits: 9/9 0.00/0.44 c ---[1124]---> Adder-cost: 180 maxlim: 310 bits: 9/9 0.00/0.44 c ---[1123]---> Adder-cost: 180 maxlim: 310 bits: 9/9 0.00/0.44 c ---[1122]---> Adder-cost: 182 maxlim: 318 bits: 9/9 0.00/0.44 c ---[1121]---> Adder-cost: 184 maxlim: 326 bits: 9/9 0.00/0.44 c ---[1120]---> Adder-cost: 186 maxlim: 334 bits: 9/9 0.00/0.44 c ---[1119]---> Adder-cost: 186 maxlim: 334 bits: 9/9 0.00/0.44 c ---[1118]---> Adder-cost: 186 maxlim: 334 bits: 9/9 0.00/0.44 c ---[1117]---> Adder-cost: 186 maxlim: 334 bits: 9/9 0.00/0.44 c ---[1116]---> Adder-cost: 186 maxlim: 334 bits: 9/9 0.00/0.44 c ---[1115]---> Adder-cost: 200 maxlim: 338 bits: 9/9 0.00/0.44 c ---[1114]---> Adder-cost: 200 maxlim: 338 bits: 9/9 0.00/0.44 c ---[1113]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1112]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1111]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1110]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1109]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1108]---> Adder-cost: 208 maxlim: 353 bits: 9/9 0.00/0.44 c ---[1107]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.44 c ---[1106]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.44 c ---[1105]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1104]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1103]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1102]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1101]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1100]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1099]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1098]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1097]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1096]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1095]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1094]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1093]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1092]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1091]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1090]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1089]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1088]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.45 c ---[1087]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1086]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1085]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1084]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1083]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1082]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1081]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1080]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1079]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1078]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1077]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1076]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1075]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1074]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1073]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1072]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1071]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1070]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1069]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1068]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1067]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.46 c ---[1066]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1065]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1064]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1063]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1062]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1061]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1060]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1059]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1058]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1057]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1056]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1055]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1054]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1053]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1052]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1051]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1050]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1049]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1048]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1047]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.47 c ---[1046]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1045]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1044]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1043]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1042]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1041]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1040]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1039]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1038]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1037]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1036]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1035]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1034]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1033]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1032]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1031]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1030]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1029]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1028]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1027]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.48 c ---[1026]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1025]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1024]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1023]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1022]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1021]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1020]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1019]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1018]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1017]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1016]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1015]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1014]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1013]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1012]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1011]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1010]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1009]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1008]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.49 c ---[1007]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1006]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1005]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1004]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1003]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1002]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1001]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[1000]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 999]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 998]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 997]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 996]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 995]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 994]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 993]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 992]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 991]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 990]---> Adder-cost: 210 maxlim: 361 bits: 9/9 0.00/0.50 c ---[ 989]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.50 c ---[ 988]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.50 c ---[ 987]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.51 c ---[ 986]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.51 c ---[ 985]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.51 c ---[ 984]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.51 c ---[ 983]---> Adder-cost: 204 maxlim: 355 bits: 9/9 0.00/0.51 c ---[ 982]---> Adder-cost: 200 maxlim: 353 bits: 9/9 0.00/0.51 c ---[ 981]---> Adder-cost: 200 maxlim: 353 bits: 9/9 0.00/0.51 c ---[ 980]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 979]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 978]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 977]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 976]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 975]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 974]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 973]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 972]---> Adder-cost: 194 maxlim: 351 bits: 9/9 0.00/0.51 c ---[ 971]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.51 c ---[ 970]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.51 c ---[ 969]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.51 c ---[ 968]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.51 c ---[ 967]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.52 c ---[ 966]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.52 c ---[ 965]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.52 c ---[ 964]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.52 c ---[ 963]---> Adder-cost: 196 maxlim: 347 bits: 9/9 0.00/0.52 c ---[ 962]---> Adder-cost: 182 maxlim: 323 bits: 9/9 0.00/0.52 c ---[ 961]---> Adder-cost: 182 maxlim: 323 bits: 9/9 0.00/0.52 c ---[ 960]---> Adder-cost: 182 maxlim: 323 bits: 9/9 0.00/0.52 c ---[ 959]---> Adder-cost: 182 maxlim: 323 bits: 9/9 0.00/0.52 c ---[ 958]---> Adder-cost: 184 maxlim: 319 bits: 9/9 0.00/0.52 c ---[ 957]---> Adder-cost: 176 maxlim: 316 bits: 9/9 0.00/0.52 c ---[ 956]---> Adder-cost: 176 maxlim: 316 bits: 9/9 0.00/0.52 c ---[ 955]---> Adder-cost: 176 maxlim: 316 bits: 9/9 0.00/0.52 c ---[ 954]---> Adder-cost: 176 maxlim: 316 bits: 9/9 0.00/0.52 c ---[ 953]---> Adder-cost: 170 maxlim: 303 bits: 9/9 0.00/0.52 c ---[ 952]---> Adder-cost: 156 maxlim: 294 bits: 9/9 0.00/0.52 c ---[ 951]---> Adder-cost: 158 maxlim: 281 bits: 9/9 0.00/0.52 c ---[ 950]---> Adder-cost: 158 maxlim: 281 bits: 9/9 0.00/0.52 c ---[ 949]---> Adder-cost: 156 maxlim: 273 bits: 9/9 0.00/0.52 c ---[ 948]---> Adder-cost: 148 maxlim: 267 bits: 9/9 0.00/0.52 c ---[ 947]---> Adder-cost: 148 maxlim: 267 bits: 9/9 0.00/0.52 c ---[ 946]---> Adder-cost: 148 maxlim: 262 bits: 9/9 0.00/0.52 c ---[ 945]---> Adder-cost: 148 maxlim: 262 bits: 9/9 0.00/0.52 c ---[ 944]---> Adder-cost: 142 maxlim: 252 bits: 9/8 0.00/0.52 c ---[ 943]---> Sorter-cost: 1438 Base: 2 3 0.00/0.52 c ---[ 942]---> Sorter-cost: 1409 Base: 2 3 0.00/0.53 c ---[ 941]---> Sorter-cost: 1409 Base: 2 3 0.00/0.53 c ---[ 940]---> Adder-cost: 122 maxlim: 229 bits: 8/8 0.00/0.53 c ---[ 939]---> Adder-cost: 122 maxlim: 229 bits: 8/8 0.00/0.53 c ---[ 938]---> Adder-cost: 116 maxlim: 222 bits: 8/8 0.00/0.53 c ---[ 937]---> Adder-cost: 116 maxlim: 222 bits: 8/8 0.00/0.53 c ---[ 936]---> Sorter-cost: 1277 Base: 2 3 0.00/0.53 c ---[ 935]---> Sorter-cost: 1277 Base: 2 3 0.00/0.53 c ---[ 934]---> Sorter-cost: 1197 Base: 2 3 0.00/0.53 c ---[ 933]---> Sorter-cost: 901 Base: 2 3 0.00/0.53 c ---[ 932]---> Sorter-cost: 799 Base: 2 3 0.00/0.53 c ---[ 931]---> Sorter-cost: 799 Base: 2 3 0.00/0.53 c ---[ 930]---> Sorter-cost: 799 Base: 2 3 0.00/0.53 c ---[ 929]---> Sorter-cost: 799 Base: 2 3 0.00/0.53 c ---[ 928]---> Sorter-cost: 799 Base: 2 3 0.00/0.53 c ---[ 927]---> Sorter-cost: 755 Base: 2 3 0.00/0.53 c ---[ 926]---> Sorter-cost: 755 Base: 2 3 0.00/0.53 c ---[ 925]---> Sorter-cost: 738 Base: 2 3 0.00/0.53 c ---[ 924]---> Sorter-cost: 673 Base: 2 3 0.00/0.53 c ---[ 923]---> Sorter-cost: 673 Base: 2 3 0.00/0.53 c ---[ 922]---> Sorter-cost: 609 Base: 2 3 0.00/0.53 c ---[ 921]---> Sorter-cost: 609 Base: 2 3 0.00/0.53 c ---[ 920]---> Sorter-cost: 463 Base: 2 2 2 0.00/0.53 c ---[ 919]---> Sorter-cost: 463 Base: 2 2 2 0.00/0.53 c ---[ 918]---> Sorter-cost: 463 Base: 2 2 2 0.00/0.53 c ---[ 917]---> Sorter-cost: 399 Base: 2 2 2 0.00/0.53 c ---[ 916]---> Sorter-cost: 338 Base: 2 2 2 0.00/0.53 c ---[ 915]---> Sorter-cost: 209 Base: 2 2 2 0.00/0.53 c ---[ 914]---> BDD-cost: 70 0.00/0.53 c ---[ 913]---> BDD-cost: 52 0.00/0.53 c ---[ 912]---> BDD-cost: 32 0.00/0.53 c ---[ 911]---> BDD-cost: 23 0.00/0.53 c ---[ 910]---> BDD-cost: 23 0.00/0.53 c ---[ 909]---> BDD-cost: 11 0.00/0.53 c ---[ 908]---> BDD-cost: 8 0.00/0.53 c ---[ 907]---> BDD-cost: 8 0.00/0.53 c ---[ 906]---> BDD-cost: 8 0.00/0.53 c ---[ 905]---> BDD-cost: 8 0.00/0.53 c ---[ 904]---> BDD-cost: 2 0.00/0.53 c ---[ 903]---> BDD-cost: 2 0.00/0.53 c ---[ 902]---> BDD-cost: 2 0.00/0.53 c ---[ 901]---> BDD-cost: 2 0.00/0.53 c ---[ 900]---> BDD-cost: 2 0.00/0.53 c ---[ 897]---> BDD-cost: 8 0.00/0.53 c ---[ 896]---> BDD-cost: 8 0.00/0.53 c ---[ 895]---> BDD-cost: 8 0.00/0.53 c ---[ 894]---> BDD-cost: 8 0.00/0.53 c ---[ 893]---> BDD-cost: 8 0.00/0.53 c ---[ 892]---> BDD-cost: 8 0.00/0.53 c ---[ 891]---> BDD-cost: 8 0.00/0.53 c ---[ 890]---> BDD-cost: 8 0.00/0.53 c ---[ 889]---> BDD-cost: 24 0.00/0.53 c ---[ 888]---> BDD-cost: 37 0.00/0.53 c ---[ 887]---> BDD-cost: 62 0.00/0.53 c ---[ 886]---> BDD-cost: 76 0.00/0.53 c ---[ 885]---> BDD-cost: 85 0.00/0.53 c ---[ 884]---> BDD-cost: 88 0.00/0.53 c ---[ 883]---> BDD-cost: 100 0.00/0.53 c ---[ 882]---> BDD-cost: 100 0.00/0.53 c ---[ 881]---> BDD-cost: 100 0.00/0.53 c ---[ 880]---> Sorter-cost: 427 Base: 3 2 0.00/0.53 c ---[ 879]---> Sorter-cost: 427 Base: 3 2 0.00/0.53 c ---[ 878]---> Sorter-cost: 541 Base: 3 2 0.00/0.53 c ---[ 877]---> Sorter-cost: 541 Base: 3 2 0.00/0.53 c ---[ 876]---> Sorter-cost: 634 Base: 3 2 0.00/0.53 c ---[ 875]---> Sorter-cost: 735 Base: 2 3 0.00/0.53 c ---[ 874]---> Sorter-cost: 786 Base: 3 2 0.00/0.53 c ---[ 873]---> Sorter-cost: 786 Base: 3 2 0.00/0.53 c ---[ 872]---> Sorter-cost: 827 Base: 3 2 0.00/0.53 c ---[ 871]---> Sorter-cost: 827 Base: 3 2 0.00/0.53 c ---[ 870]---> Sorter-cost: 827 Base: 3 2 0.00/0.53 c ---[ 869]---> Sorter-cost: 867 Base: 3 2 0.00/0.53 c ---[ 868]---> Sorter-cost: 938 Base: 3 2 0.00/0.54 c ---[ 867]---> Sorter-cost: 938 Base: 3 2 0.00/0.54 c ---[ 866]---> Sorter-cost: 1270 Base: 3 2 0.00/0.54 c ---[ 865]---> Sorter-cost: 1270 Base: 3 2 0.00/0.54 c ---[ 864]---> Sorter-cost: 1270 Base: 3 2 0.00/0.54 c ---[ 863]---> Sorter-cost: 1270 Base: 3 2 0.00/0.54 c ---[ 862]---> Sorter-cost: 1270 Base: 3 2 0.00/0.54 c ---[ 861]---> Sorter-cost: 1284 Base: 3 2 0.00/0.54 c ---[ 860]---> Sorter-cost: 1317 Base: 3 2 0.00/0.54 c ---[ 859]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 858]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 857]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 856]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 855]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 854]---> Adder-cost: 126 maxlim: 202 bits: 8/8 0.00/0.54 c ---[ 853]---> Adder-cost: 124 maxlim: 205 bits: 8/8 0.00/0.54 c ---[ 852]---> Adder-cost: 124 maxlim: 205 bits: 8/8 0.00/0.54 c ---[ 851]---> Adder-cost: 134 maxlim: 213 bits: 8/8 0.00/0.54 c ---[ 850]---> Adder-cost: 140 maxlim: 222 bits: 8/8 0.00/0.54 c ---[ 849]---> Adder-cost: 140 maxlim: 222 bits: 8/8 0.00/0.54 c ---[ 848]---> Adder-cost: 140 maxlim: 222 bits: 8/8 0.00/0.54 c ---[ 847]---> Adder-cost: 140 maxlim: 222 bits: 8/8 0.00/0.54 c ---[ 846]---> Adder-cost: 140 maxlim: 222 bits: 8/8 0.00/0.54 c ---[ 845]---> Adder-cost: 134 maxlim: 226 bits: 8/8 0.00/0.54 c ---[ 844]---> Adder-cost: 144 maxlim: 232 bits: 8/8 0.00/0.54 c ---[ 843]---> Adder-cost: 144 maxlim: 232 bits: 8/8 0.00/0.54 c ---[ 842]---> Adder-cost: 144 maxlim: 232 bits: 8/8 0.00/0.54 c ---[ 841]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.54 c ---[ 840]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.54 c ---[ 839]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.54 c ---[ 838]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.54 c ---[ 837]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.54 c ---[ 836]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.55 c ---[ 835]---> Adder-cost: 150 maxlim: 236 bits: 8/8 0.00/0.55 c ---[ 834]---> Adder-cost: 164 maxlim: 264 bits: 9/9 0.00/0.55 c ---[ 833]---> Adder-cost: 170 maxlim: 274 bits: 9/9 0.00/0.55 c ---[ 832]---> Adder-cost: 172 maxlim: 285 bits: 9/9 0.00/0.55 c ---[ 831]---> Adder-cost: 172 maxlim: 285 bits: 9/9 0.00/0.55 c ---[ 830]---> Adder-cost: 172 maxlim: 285 bits: 9/9 0.00/0.55 c ---[ 829]---> Adder-cost: 174 maxlim: 293 bits: 9/9 0.00/0.55 c ---[ 828]---> Adder-cost: 174 maxlim: 293 bits: 9/9 0.00/0.55 c ---[ 827]---> Adder-cost: 174 maxlim: 293 bits: 9/9 0.00/0.55 c ---[ 826]---> Adder-cost: 174 maxlim: 299 bits: 9/9 0.00/0.55 c ---[ 825]---> Adder-cost: 184 maxlim: 316 bits: 9/9 0.00/0.55 c ---[ 824]---> Adder-cost: 184 maxlim: 316 bits: 9/9 0.00/0.55 c ---[ 823]---> Adder-cost: 184 maxlim: 316 bits: 9/9 0.00/0.55 c ---[ 822]---> Adder-cost: 200 maxlim: 320 bits: 9/9 0.00/0.55 c ---[ 821]---> Adder-cost: 200 maxlim: 325 bits: 9/9 0.00/0.55 c ---[ 820]---> Adder-cost: 212 maxlim: 336 bits: 9/9 0.00/0.55 c ---[ 819]---> Adder-cost: 212 maxlim: 336 bits: 9/9 0.00/0.55 c ---[ 818]---> Adder-cost: 212 maxlim: 336 bits: 9/9 0.00/0.55 c ---[ 817]---> Adder-cost: 212 maxlim: 336 bits: 9/9 0.00/0.55 c ---[ 816]---> Adder-cost: 212 maxlim: 336 bits: 9/9 0.00/0.55 c ---[ 815]---> Adder-cost: 206 maxlim: 337 bits: 9/9 0.00/0.55 c ---[ 814]---> Adder-cost: 206 maxlim: 337 bits: 9/9 0.00/0.55 c ---[ 813]---> Adder-cost: 208 maxlim: 341 bits: 9/9 0.00/0.56 c ---[ 812]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 811]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 810]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 809]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 808]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 807]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 806]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 805]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 804]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 803]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 802]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 801]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 800]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 799]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 798]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 797]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 796]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 795]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 794]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 793]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.56 c ---[ 792]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 791]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 790]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 789]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 788]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 787]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 786]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 785]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 784]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 783]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 782]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 781]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 780]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 779]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 778]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 777]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 776]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 775]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 774]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.57 c ---[ 773]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 772]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 771]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 770]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 769]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 768]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 767]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 766]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 765]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 764]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 763]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 762]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 761]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 760]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 759]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 758]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 757]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 756]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 755]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 754]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.58 c ---[ 753]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 752]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 751]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 750]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 749]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 748]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 747]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 746]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 745]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 744]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 743]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 742]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 741]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 740]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 739]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 738]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 737]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 736]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 735]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 734]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 733]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.59 c ---[ 732]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 731]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 730]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 729]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 728]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 727]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 726]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 725]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 724]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 723]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 722]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 721]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 720]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 719]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 718]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 717]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 716]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 715]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 714]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 713]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.60 c ---[ 712]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 711]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 710]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 709]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 708]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 707]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 706]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 705]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 704]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 703]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 702]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 701]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 700]---> Adder-cost: 212 maxlim: 350 bits: 9/9 0.00/0.61 c ---[ 699]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 698]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 697]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 696]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 695]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 694]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 693]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 692]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.61 c ---[ 691]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.62 c ---[ 690]---> Adder-cost: 206 maxlim: 340 bits: 9/9 0.00/0.62 c ---[ 689]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 688]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 687]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 686]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 685]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 684]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 683]---> Adder-cost: 194 maxlim: 336 bits: 9/9 0.00/0.62 c ---[ 682]---> Adder-cost: 192 maxlim: 326 bits: 9/9 0.00/0.62 c ---[ 681]---> Adder-cost: 192 maxlim: 326 bits: 9/9 0.00/0.62 c ---[ 680]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 679]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 678]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 677]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 676]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 675]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 674]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 673]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 672]---> Adder-cost: 184 maxlim: 320 bits: 9/9 0.00/0.62 c ---[ 671]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.62 c ---[ 670]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.62 c ---[ 669]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.63 c ---[ 668]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.63 c ---[ 667]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.63 c ---[ 666]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.63 c ---[ 665]---> Adder-cost: 180 maxlim: 314 bits: 9/9 0.00/0.63 c ---[ 664]---> Adder-cost: 190 maxlim: 312 bits: 9/9 0.00/0.63 c ---[ 663]---> Adder-cost: 190 maxlim: 312 bits: 9/9 0.00/0.63 c ---[ 662]---> Adder-cost: 178 maxlim: 296 bits: 9/9 0.00/0.63 c ---[ 661]---> Adder-cost: 178 maxlim: 296 bits: 9/9 0.00/0.63 c ---[ 660]---> Adder-cost: 178 maxlim: 296 bits: 9/9 0.00/0.63 c ---[ 659]---> Adder-cost: 178 maxlim: 296 bits: 9/9 0.00/0.63 c ---[ 658]---> Adder-cost: 178 maxlim: 296 bits: 9/9 0.00/0.63 c ---[ 657]---> Adder-cost: 176 maxlim: 288 bits: 9/9 0.00/0.63 c ---[ 656]---> Adder-cost: 176 maxlim: 288 bits: 9/9 0.00/0.63 c ---[ 655]---> Adder-cost: 176 maxlim: 288 bits: 9/9 0.00/0.63 c ---[ 654]---> Adder-cost: 176 maxlim: 288 bits: 9/9 0.00/0.63 c ---[ 653]---> Adder-cost: 166 maxlim: 277 bits: 9/9 0.00/0.63 c ---[ 652]---> Adder-cost: 162 maxlim: 270 bits: 9/9 0.00/0.63 c ---[ 651]---> Adder-cost: 158 maxlim: 256 bits: 9/9 0.00/0.63 c ---[ 650]---> Adder-cost: 158 maxlim: 256 bits: 9/9 0.00/0.63 c ---[ 649]---> Adder-cost: 154 maxlim: 247 bits: 9/8 0.00/0.63 c ---[ 648]---> Adder-cost: 154 maxlim: 247 bits: 9/8 0.00/0.63 c ---[ 647]---> Adder-cost: 154 maxlim: 247 bits: 9/8 0.00/0.63 c ---[ 646]---> Adder-cost: 136 maxlim: 226 bits: 8/8 0.00/0.64 c ---[ 645]---> Adder-cost: 136 maxlim: 226 bits: 8/8 0.00/0.64 c ---[ 644]---> Adder-cost: 136 maxlim: 226 bits: 8/8 0.00/0.64 c ---[ 643]---> Adder-cost: 134 maxlim: 216 bits: 8/8 0.00/0.64 c ---[ 642]---> Adder-cost: 132 maxlim: 207 bits: 8/8 0.00/0.64 c ---[ 641]---> Adder-cost: 130 maxlim: 206 bits: 8/8 0.00/0.64 c ---[ 640]---> Adder-cost: 120 maxlim: 197 bits: 8/8 0.00/0.64 c ---[ 639]---> Adder-cost: 120 maxlim: 197 bits: 8/8 0.00/0.64 c ---[ 638]---> Adder-cost: 118 maxlim: 193 bits: 8/8 0.00/0.64 c ---[ 637]---> Adder-cost: 116 maxlim: 186 bits: 8/8 0.00/0.64 c ---[ 636]---> Adder-cost: 118 maxlim: 182 bits: 8/8 0.00/0.65 c ---[ 635]---> Adder-cost: 118 maxlim: 182 bits: 8/8 0.00/0.65 c ---[ 634]---> Sorter-cost: 1144 Base: 3 3 0.00/0.65 c ---[ 633]---> Sorter-cost: 1060 Base: 3 3 0.00/0.65 c ---[ 632]---> Sorter-cost: 908 Base: 2 2 0.00/0.65 c ---[ 631]---> Sorter-cost: 825 Base: 3 2 0.00/0.65 c ---[ 630]---> Sorter-cost: 825 Base: 3 2 0.00/0.65 c ---[ 629]---> Sorter-cost: 825 Base: 3 2 0.00/0.65 c ---[ 628]---> Sorter-cost: 825 Base: 3 2 0.00/0.65 c ---[ 627]---> Sorter-cost: 774 Base: 3 2 0.00/0.65 c ---[ 626]---> Sorter-cost: 774 Base: 3 2 0.00/0.65 c ---[ 625]---> Sorter-cost: 723 Base: 3 2 0.00/0.65 c ---[ 624]---> Sorter-cost: 693 Base: 3 2 0.00/0.65 c ---[ 623]---> Sorter-cost: 693 Base: 3 2 0.00/0.65 c ---[ 622]---> Sorter-cost: 658 Base: 3 2 0.00/0.65 c ---[ 621]---> Sorter-cost: 658 Base: 3 2 0.00/0.65 c ---[ 620]---> Sorter-cost: 588 Base: 3 3 0.00/0.65 c ---[ 619]---> Sorter-cost: 458 Base: 2 2 0.00/0.65 c ---[ 618]---> Sorter-cost: 458 Base: 2 2 0.00/0.65 c ---[ 617]---> Sorter-cost: 314 Base: 2 2 2 0.00/0.65 c ---[ 616]---> Sorter-cost: 301 Base: 2 2 2 0.00/0.65 c ---[ 615]---> BDD-cost: 66 0.00/0.66 c ---[ 614]---> BDD-cost: 52 0.00/0.66 c ---[ 613]---> BDD-cost: 39 0.00/0.66 c ---[ 612]---> BDD-cost: 14 0.00/0.66 c ---[ 611]---> BDD-cost: 10 0.00/0.66 c ---[ 610]---> BDD-cost: 10 0.00/0.66 c ---[ 597]---> BDD-cost: 6 0.00/0.66 c ---[ 596]---> BDD-cost: 6 0.00/0.66 c ---[ 595]---> BDD-cost: 6 0.00/0.66 c ---[ 594]---> BDD-cost: 6 0.00/0.66 c ---[ 593]---> BDD-cost: 6 0.00/0.66 c ---[ 592]---> BDD-cost: 6 0.00/0.66 c ---[ 591]---> BDD-cost: 6 0.00/0.66 c ---[ 590]---> BDD-cost: 8 0.00/0.66 c ---[ 589]---> BDD-cost: 23 0.00/0.66 c ---[ 588]---> BDD-cost: 33 0.00/0.66 c ---[ 587]---> BDD-cost: 55 0.00/0.66 c ---[ 586]---> Sorter-cost: 242 Base: 2 2 0.00/0.66 c ---[ 585]---> Sorter-cost: 242 Base: 2 2 0.00/0.66 c ---[ 584]---> Sorter-cost: 264 Base: 2 2 0.00/0.66 c ---[ 583]---> Sorter-cost: 342 Base: 2 2 0.00/0.66 c ---[ 582]---> Sorter-cost: 342 Base: 2 2 0.00/0.66 c ---[ 581]---> Sorter-cost: 342 Base: 2 2 0.00/0.66 c ---[ 580]---> Sorter-cost: 356 Base: 2 2 0.00/0.66 c ---[ 579]---> Sorter-cost: 356 Base: 2 2 0.00/0.66 c ---[ 578]---> Sorter-cost: 472 Base: 2 2 0.00/0.66 c ---[ 577]---> Sorter-cost: 472 Base: 2 2 0.00/0.66 c ---[ 576]---> Sorter-cost: 579 Base: 2 3 0.00/0.66 c ---[ 575]---> Sorter-cost: 579 Base: 2 3 0.00/0.66 c ---[ 574]---> Sorter-cost: 583 Base: 2 3 0.00/0.66 c ---[ 573]---> Sorter-cost: 583 Base: 2 3 0.00/0.66 c ---[ 572]---> Sorter-cost: 617 Base: 2 3 0.00/0.66 c ---[ 571]---> Sorter-cost: 617 Base: 2 3 0.00/0.66 c ---[ 570]---> Sorter-cost: 617 Base: 2 3 0.00/0.66 c ---[ 569]---> Sorter-cost: 659 Base: 2 3 0.00/0.66 c ---[ 568]---> Sorter-cost: 723 Base: 2 3 0.00/0.66 c ---[ 567]---> Sorter-cost: 723 Base: 2 3 0.00/0.66 c ---[ 566]---> Sorter-cost: 947 Base: 2 3 0.00/0.66 c ---[ 565]---> Sorter-cost: 947 Base: 2 3 0.00/0.66 c ---[ 564]---> Sorter-cost: 947 Base: 2 3 0.00/0.66 c ---[ 563]---> Sorter-cost: 947 Base: 2 3 0.00/0.66 c ---[ 562]---> Sorter-cost: 1116 Base: 2 3 0.00/0.66 c ---[ 561]---> Sorter-cost: 1157 Base: 2 3 0.00/0.66 c ---[ 560]---> Sorter-cost: 1263 Base: 2 3 0.00/0.66 c ---[ 559]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 558]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 557]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 556]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 555]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 554]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 553]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 552]---> Sorter-cost: 1269 Base: 2 3 0.00/0.66 c ---[ 551]---> Sorter-cost: 1460 Base: 3 2 0.00/0.66 c ---[ 550]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 549]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 548]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 547]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 546]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 545]---> Sorter-cost: 1486 Base: 3 2 0.00/0.66 c ---[ 544]---> Adder-cost: 144 maxlim: 193 bits: 8/8 0.00/0.66 c ---[ 543]---> Adder-cost: 144 maxlim: 193 bits: 8/8 0.00/0.66 c ---[ 542]---> Sorter-cost: 1594 Base: 3 2 0.00/0.67 c ---[ 541]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 540]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 539]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 538]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 537]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 536]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 535]---> Sorter-cost: 1648 Base: 3 2 0.00/0.67 c ---[ 534]---> Adder-cost: 156 maxlim: 217 bits: 8/8 0.00/0.67 c ---[ 533]---> Adder-cost: 160 maxlim: 227 bits: 8/8 0.00/0.67 c ---[ 532]---> Adder-cost: 172 maxlim: 239 bits: 9/8 0.00/0.67 c ---[ 531]---> Adder-cost: 172 maxlim: 239 bits: 9/8 0.00/0.67 c ---[ 530]---> Adder-cost: 172 maxlim: 239 bits: 9/8 0.00/0.67 c ---[ 529]---> Adder-cost: 174 maxlim: 247 bits: 9/8 0.00/0.67 c ---[ 528]---> Adder-cost: 174 maxlim: 247 bits: 9/8 0.00/0.67 c ---[ 527]---> Adder-cost: 174 maxlim: 247 bits: 9/8 0.00/0.67 c ---[ 526]---> Adder-cost: 184 maxlim: 251 bits: 9/8 0.00/0.67 c ---[ 525]---> Adder-cost: 178 maxlim: 254 bits: 9/8 0.00/0.67 c ---[ 524]---> Adder-cost: 178 maxlim: 254 bits: 9/8 0.00/0.67 c ---[ 523]---> Adder-cost: 178 maxlim: 254 bits: 9/8 0.00/0.67 c ---[ 522]---> Adder-cost: 180 maxlim: 262 bits: 9/9 0.00/0.67 c ---[ 521]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 520]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 519]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 518]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 517]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 516]---> Adder-cost: 184 maxlim: 270 bits: 9/9 0.00/0.68 c ---[ 515]---> Adder-cost: 186 maxlim: 276 bits: 9/9 0.00/0.68 c ---[ 514]---> Adder-cost: 186 maxlim: 276 bits: 9/9 0.00/0.68 c ---[ 513]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 512]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 511]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 510]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 509]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 508]---> Adder-cost: 182 maxlim: 283 bits: 9/9 0.00/0.68 c ---[ 507]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.68 c ---[ 506]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.68 c ---[ 505]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.68 c ---[ 504]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.68 c ---[ 503]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.68 c ---[ 502]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 501]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 500]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 499]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 498]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 497]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 496]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 495]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 494]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 493]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 492]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 491]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 490]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 489]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 488]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 487]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 486]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 485]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.69 c ---[ 484]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 483]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 482]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 481]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 480]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 479]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 478]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 477]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 476]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 475]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 474]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 473]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 472]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 471]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 470]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 469]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 468]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 467]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.70 c ---[ 466]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 465]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 464]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 463]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 462]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 461]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 460]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 459]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 458]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 457]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 456]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 455]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 454]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 453]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 452]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 451]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 450]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 449]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.71 c ---[ 448]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 447]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 446]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 445]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 444]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 443]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 442]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 441]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 440]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 439]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 438]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 437]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 436]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 435]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 434]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 433]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 432]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 431]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.72 c ---[ 430]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 429]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 428]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 427]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 426]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 425]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 424]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 423]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 422]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 421]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 420]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 419]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 418]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 417]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 416]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 415]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 414]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 413]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.73 c ---[ 412]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 411]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 410]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 409]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 408]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 407]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 406]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 405]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 404]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 403]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 402]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 401]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 400]---> Adder-cost: 190 maxlim: 293 bits: 9/9 0.00/0.74 c ---[ 399]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.74 c ---[ 398]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.74 c ---[ 397]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.74 c ---[ 396]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.74 c ---[ 395]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.74 c ---[ 394]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.75 c ---[ 393]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.75 c ---[ 392]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.75 c ---[ 391]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.75 c ---[ 390]---> Adder-cost: 184 maxlim: 286 bits: 9/9 0.00/0.75 c ---[ 389]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 388]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 387]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 386]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 385]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 384]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 383]---> Adder-cost: 180 maxlim: 278 bits: 9/9 0.00/0.75 c ---[ 382]---> Adder-cost: 188 maxlim: 274 bits: 9/9 0.00/0.75 c ---[ 381]---> Adder-cost: 188 maxlim: 274 bits: 9/9 0.00/0.75 c ---[ 380]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 379]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 378]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 377]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 376]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 375]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.75 c ---[ 374]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.76 c ---[ 373]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.76 c ---[ 372]---> Adder-cost: 186 maxlim: 270 bits: 9/9 0.00/0.76 c ---[ 371]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 370]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 369]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 368]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 367]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 366]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 365]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 364]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 363]---> Adder-cost: 182 maxlim: 263 bits: 9/9 0.00/0.76 c ---[ 362]---> Adder-cost: 168 maxlim: 249 bits: 9/8 0.00/0.76 c ---[ 361]---> Adder-cost: 168 maxlim: 249 bits: 9/8 0.00/0.76 c ---[ 360]---> Adder-cost: 168 maxlim: 249 bits: 9/8 0.00/0.76 c ---[ 359]---> Adder-cost: 168 maxlim: 249 bits: 9/8 0.00/0.76 c ---[ 358]---> Adder-cost: 168 maxlim: 249 bits: 9/8 0.00/0.76 c ---[ 357]---> Adder-cost: 166 maxlim: 242 bits: 9/8 0.00/0.76 c ---[ 356]---> Adder-cost: 166 maxlim: 242 bits: 9/8 0.00/0.76 c ---[ 355]---> Adder-cost: 166 maxlim: 242 bits: 9/8 0.00/0.76 c ---[ 354]---> Adder-cost: 166 maxlim: 242 bits: 9/8 0.00/0.76 c ---[ 353]---> Adder-cost: 156 maxlim: 237 bits: 9/8 0.00/0.77 c ---[ 352]---> Adder-cost: 148 maxlim: 227 bits: 8/8 0.00/0.77 c ---[ 351]---> Sorter-cost: 1613 Base: 2 3 0.00/0.77 c ---[ 350]---> Sorter-cost: 1613 Base: 2 3 0.00/0.77 c ---[ 349]---> Sorter-cost: 1563 Base: 2 3 0.00/0.77 c ---[ 348]---> Sorter-cost: 1563 Base: 2 3 0.00/0.77 c ---[ 347]---> Sorter-cost: 1563 Base: 2 3 0.00/0.77 c ---[ 346]---> Sorter-cost: 1403 Base: 2 3 0.00/0.77 c ---[ 345]---> Sorter-cost: 1403 Base: 2 3 0.00/0.77 c ---[ 344]---> Sorter-cost: 1369 Base: 2 3 0.00/0.77 c ---[ 343]---> Sorter-cost: 1367 Base: 2 3 0.00/0.77 c ---[ 342]---> Sorter-cost: 1279 Base: 2 3 0.00/0.77 c ---[ 341]---> Sorter-cost: 1279 Base: 2 3 0.00/0.77 c ---[ 340]---> Sorter-cost: 1171 Base: 2 3 0.00/0.77 c ---[ 339]---> Sorter-cost: 1171 Base: 2 3 0.00/0.77 c ---[ 338]---> Sorter-cost: 1143 Base: 2 3 0.00/0.77 c ---[ 337]---> Sorter-cost: 1143 Base: 2 3 0.00/0.77 c ---[ 336]---> Sorter-cost: 1092 Base: 2 3 0.00/0.77 c ---[ 335]---> Sorter-cost: 1092 Base: 2 3 0.00/0.77 c ---[ 334]---> Sorter-cost: 933 Base: 2 3 0.00/0.77 c ---[ 333]---> Sorter-cost: 821 Base: 2 3 0.00/0.77 c ---[ 332]---> Sorter-cost: 663 Base: 2 3 0.00/0.77 c ---[ 331]---> Sorter-cost: 605 Base: 2 3 0.00/0.77 c ---[ 330]---> Sorter-cost: 605 Base: 2 3 0.00/0.77 c ---[ 329]---> Sorter-cost: 605 Base: 2 3 0.00/0.77 c ---[ 328]---> Sorter-cost: 605 Base: 2 3 0.00/0.77 c ---[ 327]---> Sorter-cost: 561 Base: 2 3 0.00/0.77 c ---[ 326]---> Sorter-cost: 561 Base: 2 3 0.00/0.77 c ---[ 325]---> Sorter-cost: 537 Base: 2 3 0.00/0.77 c ---[ 324]---> Sorter-cost: 512 Base: 2 3 0.00/0.77 c ---[ 323]---> Sorter-cost: 512 Base: 2 3 0.00/0.77 c ---[ 322]---> Sorter-cost: 445 Base: 2 3 0.00/0.77 c ---[ 321]---> Sorter-cost: 445 Base: 2 3 0.00/0.77 c ---[ 320]---> Sorter-cost: 427 Base: 2 3 0.00/0.77 c ---[ 319]---> Sorter-cost: 279 Base: 2 2 2 0.00/0.77 c ---[ 318]---> Sorter-cost: 279 Base: 2 2 2 0.00/0.77 c ---[ 317]---> Sorter-cost: 251 Base: 2 2 2 0.00/0.77 c ---[ 316]---> BDD-cost: 70 0.00/0.77 c ---[ 315]---> BDD-cost: 43 0.00/0.77 c ---[ 314]---> BDD-cost: 28 0.00/0.77 c ---[ 313]---> BDD-cost: 15 0.00/0.77 c ---[ 312]---> BDD-cost: 10 0.00/0.77 c ---[ 311]---> BDD-cost: 5 0.00/0.77 c ---[ 310]---> BDD-cost: 5 0.00/0.77 c ---[ 309]---> BDD-cost: 5 0.00/0.77 c ---[ 308]---> BDD-cost: 5 0.00/0.77 c ---[ 307]---> BDD-cost: 5 0.00/0.77 c ---[ 306]---> BDD-cost: 5 0.00/0.77 c ---[ 305]---> BDD-cost: 5 0.00/0.77 c ---[ 304]---> BDD-cost: 0 0.00/0.77 c ---[ 303]---> BDD-cost: 0 0.00/0.77 c ---[ 302]---> BDD-cost: 0 0.00/0.77 c ---[ 301]---> BDD-cost: 0 0.00/0.77 c ---[ 300]---> BDD-cost: 0 0.00/0.77 c ---[ 297]---> BDD-cost: 6 0.00/0.77 c ---[ 296]---> BDD-cost: 6 0.00/0.77 c ---[ 295]---> BDD-cost: 6 0.00/0.77 c ---[ 294]---> BDD-cost: 6 0.00/0.77 c ---[ 293]---> BDD-cost: 6 0.00/0.77 c ---[ 292]---> BDD-cost: 6 0.00/0.77 c ---[ 291]---> BDD-cost: 6 0.00/0.77 c ---[ 290]---> BDD-cost: 15 0.00/0.77 c ---[ 289]---> BDD-cost: 41 0.00/0.77 c ---[ 288]---> BDD-cost: 55 0.00/0.77 c ---[ 287]---> Sorter-cost: 244 Base: 2 3 0.00/0.77 c ---[ 286]---> Sorter-cost: 381 Base: 2 3 0.00/0.77 c ---[ 285]---> Sorter-cost: 434 Base: 2 3 0.00/0.78 c ---[ 284]---> Sorter-cost: 470 Base: 2 3 0.00/0.78 c ---[ 283]---> Sorter-cost: 516 Base: 2 3 0.00/0.78 c ---[ 282]---> Sorter-cost: 516 Base: 2 3 0.00/0.78 c ---[ 281]---> Sorter-cost: 516 Base: 2 3 0.00/0.78 c ---[ 280]---> Sorter-cost: 571 Base: 2 3 0.00/0.78 c ---[ 279]---> Sorter-cost: 571 Base: 2 3 0.00/0.78 c ---[ 278]---> Sorter-cost: 620 Base: 2 2 2 0.00/0.78 c ---[ 277]---> Sorter-cost: 620 Base: 2 2 2 0.00/0.78 c ---[ 276]---> Sorter-cost: 714 Base: 2 2 2 0.00/0.78 c ---[ 275]---> Sorter-cost: 1014 Base: 2 3 0.00/0.78 c ---[ 274]---> Adder-cost: 104 maxlim: 175 bits: 8/8 0.00/0.78 c ---[ 273]---> Adder-cost: 104 maxlim: 175 bits: 8/8 0.00/0.78 c ---[ 272]---> Adder-cost: 120 maxlim: 210 bits: 8/8 0.00/0.78 c ---[ 271]---> Adder-cost: 120 maxlim: 210 bits: 8/8 0.00/0.78 c ---[ 270]---> Adder-cost: 120 maxlim: 210 bits: 8/8 0.00/0.78 c ---[ 269]---> Sorter-cost: 1222 Base: 2 2 2 0.00/0.78 c ---[ 268]---> Sorter-cost: 1301 Base: 2 2 2 0.00/0.78 c ---[ 267]---> Sorter-cost: 1301 Base: 2 2 2 0.00/0.78 c ---[ 266]---> Adder-cost: 138 maxlim: 262 bits: 9/9 0.00/0.78 c ---[ 265]---> Adder-cost: 138 maxlim: 262 bits: 9/9 0.00/0.78 c ---[ 264]---> Adder-cost: 138 maxlim: 262 bits: 9/9 0.00/0.78 c ---[ 263]---> Adder-cost: 138 maxlim: 262 bits: 9/9 0.00/0.78 c ---[ 262]---> Adder-cost: 154 maxlim: 266 bits: 9/9 0.00/0.78 c ---[ 261]---> Adder-cost: 154 maxlim: 266 bits: 9/9 0.00/0.78 c ---[ 260]---> Adder-cost: 140 maxlim: 275 bits: 9/9 0.00/0.78 c ---[ 259]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.78 c ---[ 258]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.78 c ---[ 257]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.79 c ---[ 256]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.79 c ---[ 255]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.79 c ---[ 254]---> Adder-cost: 154 maxlim: 277 bits: 9/9 0.00/0.79 c ---[ 253]---> Adder-cost: 156 maxlim: 284 bits: 9/9 0.00/0.79 c ---[ 252]---> Adder-cost: 156 maxlim: 284 bits: 9/9 0.00/0.79 c ---[ 251]---> Adder-cost: 166 maxlim: 303 bits: 9/9 0.00/0.79 c ---[ 250]---> Adder-cost: 172 maxlim: 315 bits: 9/9 0.00/0.79 c ---[ 249]---> Adder-cost: 172 maxlim: 315 bits: 9/9 0.00/0.79 c ---[ 248]---> Adder-cost: 172 maxlim: 315 bits: 9/9 0.00/0.79 c ---[ 247]---> Adder-cost: 172 maxlim: 315 bits: 9/9 0.00/0.79 c ---[ 246]---> Adder-cost: 172 maxlim: 315 bits: 9/9 0.00/0.79 c ---[ 245]---> Adder-cost: 174 maxlim: 324 bits: 9/9 0.00/0.79 c ---[ 244]---> Adder-cost: 174 maxlim: 335 bits: 9/9 0.00/0.79 c ---[ 243]---> Adder-cost: 174 maxlim: 335 bits: 9/9 0.00/0.79 c ---[ 242]---> Adder-cost: 172 maxlim: 341 bits: 9/9 0.00/0.79 c ---[ 241]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.79 c ---[ 240]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 239]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 238]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 237]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 236]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 235]---> Adder-cost: 176 maxlim: 351 bits: 9/9 0.00/0.80 c ---[ 234]---> Adder-cost: 200 maxlim: 371 bits: 9/9 0.00/0.80 c ---[ 233]---> Adder-cost: 196 maxlim: 372 bits: 9/9 0.00/0.80 c ---[ 232]---> Adder-cost: 204 maxlim: 379 bits: 9/9 0.00/0.80 c ---[ 231]---> Adder-cost: 204 maxlim: 379 bits: 9/9 0.00/0.80 c ---[ 230]---> Adder-cost: 204 maxlim: 379 bits: 9/9 0.00/0.80 c ---[ 229]---> Adder-cost: 218 maxlim: 383 bits: 9/9 0.00/0.80 c ---[ 228]---> Adder-cost: 218 maxlim: 383 bits: 9/9 0.00/0.80 c ---[ 227]---> Adder-cost: 218 maxlim: 383 bits: 9/9 0.00/0.80 c ---[ 226]---> Adder-cost: 210 maxlim: 387 bits: 9/9 0.00/0.81 c ---[ 225]---> Adder-cost: 226 maxlim: 401 bits: 9/9 0.00/0.81 c ---[ 224]---> Adder-cost: 226 maxlim: 401 bits: 9/9 0.00/0.81 c ---[ 223]---> Adder-cost: 226 maxlim: 401 bits: 9/9 0.00/0.81 c ---[ 222]---> Adder-cost: 226 maxlim: 401 bits: 9/9 0.00/0.81 c ---[ 221]---> Adder-cost: 218 maxlim: 408 bits: 9/9 0.00/0.81 c ---[ 220]---> Adder-cost: 232 maxlim: 415 bits: 9/9 0.00/0.81 c ---[ 219]---> Adder-cost: 232 maxlim: 415 bits: 9/9 0.00/0.81 c ---[ 218]---> Adder-cost: 232 maxlim: 415 bits: 9/9 0.00/0.81 c ---[ 217]---> Adder-cost: 232 maxlim: 415 bits: 9/9 0.00/0.81 c ---[ 216]---> Adder-cost: 232 maxlim: 415 bits: 9/9 0.00/0.81 c ---[ 215]---> Adder-cost: 246 maxlim: 419 bits: 9/9 0.00/0.81 c ---[ 214]---> Adder-cost: 246 maxlim: 419 bits: 9/9 0.00/0.82 c ---[ 213]---> Adder-cost: 256 maxlim: 426 bits: 9/9 0.00/0.82 c ---[ 212]---> Adder-cost: 256 maxlim: 436 bits: 9/9 0.00/0.82 c ---[ 211]---> Adder-cost: 256 maxlim: 436 bits: 9/9 0.00/0.82 c ---[ 210]---> Adder-cost: 256 maxlim: 436 bits: 9/9 0.00/0.82 c ---[ 209]---> Adder-cost: 256 maxlim: 436 bits: 9/9 0.00/0.82 c ---[ 208]---> Adder-cost: 256 maxlim: 436 bits: 9/9 0.00/0.82 c ---[ 207]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 206]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 205]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 204]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 203]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 202]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.82 c ---[ 201]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 200]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 199]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 198]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 197]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 196]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 195]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 194]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 193]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 192]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.83 c ---[ 191]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 190]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 189]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 188]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 187]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 186]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 185]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 184]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 183]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 182]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 181]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 180]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 179]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 178]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 177]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 176]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.87 c ---[ 175]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 174]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 173]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 172]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 171]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 170]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 169]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 168]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 167]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 166]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 165]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 164]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 163]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 162]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 161]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 160]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 159]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.88 c ---[ 158]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 157]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 156]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 155]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 154]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 153]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 152]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 151]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 150]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 149]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 148]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 147]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 146]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 145]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 144]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 143]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.89 c ---[ 142]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 141]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 140]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 139]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 138]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 137]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 136]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 135]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 134]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 133]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 132]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 131]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 130]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 129]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 128]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 127]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 126]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.90 c ---[ 125]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 124]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 123]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 122]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 121]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 120]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 119]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 118]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 117]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 116]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 115]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 114]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 113]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 112]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 111]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 110]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.91 c ---[ 109]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 108]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 107]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 106]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 105]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 104]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 103]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 102]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 101]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 100]---> Adder-cost: 262 maxlim: 445 bits: 9/9 0.00/0.92 c ---[ 99]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 98]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 97]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 96]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 95]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 94]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.92 c ---[ 93]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.93 c ---[ 92]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.93 c ---[ 91]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.93 c ---[ 90]---> Adder-cost: 256 maxlim: 437 bits: 9/9 0.00/0.93 c ---[ 89]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 88]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 87]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 86]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 85]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 84]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 83]---> Adder-cost: 250 maxlim: 420 bits: 9/9 0.00/0.93 c ---[ 82]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.93 c ---[ 81]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.93 c ---[ 80]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.93 c ---[ 79]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.93 c ---[ 78]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.93 c ---[ 77]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 76]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 75]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 74]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 73]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 72]---> Adder-cost: 240 maxlim: 414 bits: 9/9 0.00/0.94 c ---[ 71]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 70]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 69]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 68]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 67]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 66]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 65]---> Adder-cost: 230 maxlim: 410 bits: 9/9 0.00/0.94 c ---[ 64]---> Adder-cost: 238 maxlim: 408 bits: 9/9 0.00/0.94 c ---[ 63]---> Adder-cost: 238 maxlim: 408 bits: 9/9 0.00/0.94 c ---[ 62]---> Adder-cost: 216 maxlim: 383 bits: 9/9 0.00/0.94 c ---[ 61]---> Adder-cost: 216 maxlim: 383 bits: 9/9 0.00/0.95 c ---[ 60]---> Adder-cost: 216 maxlim: 383 bits: 9/9 0.00/0.95 c ---[ 59]---> Adder-cost: 216 maxlim: 383 bits: 9/9 0.00/0.95 c ---[ 58]---> Adder-cost: 218 maxlim: 377 bits: 9/9 0.00/0.95 c ---[ 57]---> Adder-cost: 206 maxlim: 370 bits: 9/9 0.00/0.95 c ---[ 56]---> Adder-cost: 206 maxlim: 370 bits: 9/9 0.00/0.95 c ---[ 55]---> Adder-cost: 206 maxlim: 370 bits: 9/9 0.00/0.95 c ---[ 54]---> Adder-cost: 206 maxlim: 370 bits: 9/9 0.00/0.95 c ---[ 53]---> Adder-cost: 196 maxlim: 352 bits: 9/9 0.00/0.95 c ---[ 52]---> Adder-cost: 194 maxlim: 345 bits: 9/9 0.00/0.95 c ---[ 51]---> Adder-cost: 188 maxlim: 331 bits: 9/9 0.00/0.95 c ---[ 50]---> Adder-cost: 188 maxlim: 331 bits: 9/9 0.00/0.95 c ---[ 49]---> Adder-cost: 176 maxlim: 327 bits: 9/9 0.00/0.95 c ---[ 48]---> Adder-cost: 178 maxlim: 319 bits: 9/9 0.00/0.95 c ---[ 47]---> Adder-cost: 178 maxlim: 319 bits: 9/9 0.00/0.95 c ---[ 46]---> Adder-cost: 164 maxlim: 292 bits: 9/9 0.00/0.95 c ---[ 45]---> Adder-cost: 164 maxlim: 292 bits: 9/9 0.00/0.95 c ---[ 44]---> Adder-cost: 164 maxlim: 292 bits: 9/9 0.00/0.96 c ---[ 43]---> Adder-cost: 166 maxlim: 273 bits: 9/9 0.00/0.96 c ---[ 42]---> Adder-cost: 156 maxlim: 259 bits: 9/9 0.00/0.96 c ---[ 41]---> Adder-cost: 152 maxlim: 250 bits: 9/8 0.00/0.96 c ---[ 40]---> Adder-cost: 146 maxlim: 243 bits: 9/8 0.00/0.96 c ---[ 39]---> Adder-cost: 146 maxlim: 243 bits: 9/8 0.00/0.96 c ---[ 38]---> Adder-cost: 152 maxlim: 241 bits: 9/8 0.00/0.96 c ---[ 37]---> Adder-cost: 138 maxlim: 221 bits: 8/8 0.00/0.96 c ---[ 36]---> Adder-cost: 134 maxlim: 220 bits: 8/8 0.00/0.96 c ---[ 35]---> Adder-cost: 134 maxlim: 220 bits: 8/8 0.00/0.96 c ---[ 34]---> Adder-cost: 132 maxlim: 209 bits: 8/8 0.00/0.96 c ---[ 33]---> Sorter-cost: 1174 Base: 2 2 0.00/0.96 c ---[ 32]---> Sorter-cost: 1036 Base: 2 2 0.00/0.96 c ---[ 31]---> Sorter-cost: 988 Base: 2 3 0.00/0.96 c ---[ 30]---> Sorter-cost: 988 Base: 2 3 0.00/0.96 c ---[ 29]---> Sorter-cost: 988 Base: 2 3 0.00/0.96 c ---[ 28]---> Sorter-cost: 988 Base: 2 3 0.00/0.96 c ---[ 27]---> Sorter-cost: 879 Base: 2 2 0.00/0.96 c ---[ 26]---> Sorter-cost: 879 Base: 2 2 0.00/0.96 c ---[ 25]---> Sorter-cost: 879 Base: 2 2 0.00/0.96 c ---[ 24]---> Sorter-cost: 826 Base: 2 2 0.00/0.96 c ---[ 23]---> Sorter-cost: 826 Base: 2 2 0.00/0.96 c ---[ 22]---> Sorter-cost: 684 Base: 2 3 0.00/0.96 c ---[ 21]---> Sorter-cost: 684 Base: 2 3 0.00/0.96 c ---[ 20]---> Sorter-cost: 654 Base: 2 3 0.00/0.96 c ---[ 19]---> Sorter-cost: 535 Base: 2 2 0.00/0.96 c ---[ 18]---> Sorter-cost: 535 Base: 2 2 0.00/0.96 c ---[ 17]---> Sorter-cost: 489 Base: 3 3 0.00/0.96 c ---[ 16]---> Sorter-cost: 418 Base: 3 2 0.00/0.96 c ---[ 15]---> BDD-cost: 80 0.00/0.96 c ---[ 14]---> BDD-cost: 56 0.00/0.96 c ---[ 13]---> BDD-cost: 43 0.00/0.96 c ---[ 12]---> BDD-cost: 23 0.00/0.96 c ---[ 11]---> BDD-cost: 16 0.00/0.96 c ---[ 10]---> BDD-cost: 16 0.00/0.96 c ---[ 9]---> BDD-cost: 3 0.00/0.96 c ---[ 8]---> BDD-cost: 3 0.00/0.96 c ---[ 7]---> BDD-cost: 3 0.00/0.96 c ---[ 6]---> BDD-cost: 3 0.00/0.96 c ---[ 5]---> BDD-cost: 3 1.38/1.43 c ==================================[MINISAT+]================================== 1.38/1.43 c | Conflicts | Original | Learnt | Progress | 1.38/1.43 c | | Clauses Literals | Max Clauses Literals LPC | | 1.38/1.43 c ============================================================================== 1.38/1.43 c | 0 | 1648105 5256711 | 549368 0 0 -nan | 0.000 % | 1.48/1.51 c | 102 | 1648105 5256711 | 604304 102 1551 15.2 | 6.181 % | 1.88/1.92 c | 254 | 1647980 5256397 | 664735 241 3111 12.9 | 6.189 % | 2.38/2.45 c | 479 | 1647880 5256058 | 731208 449 5628 12.5 | 6.193 % | 2.78/2.80 c | 818 | 1647823 5255865 | 804329 776 10361 13.4 | 6.196 % | 3.38/3.45 c | 1324 | 1647693 5255550 | 884762 1272 18271 14.4 | 6.204 % | 4.78/4.82 c | 2087 | 1646800 5253398 | 973238 1967 33037 16.8 | 6.263 % | 6.28/6.39 c | 3227 | 1646372 5252297 | 1070562 3071 54497 17.7 | 6.291 % | 8.88/8.98 c | 4935 | 1645244 5249566 | 1177619 4706 99389 21.1 | 6.370 % | 13.39/13.40 c | 7498 | 1643957 5246257 | 1295381 7082 154939 21.9 | 6.455 % | 19.49/19.57 c | 11342 | 1640702 5238050 | 1424919 10625 243968 23.0 | 6.660 % | 26.48/26.59 c | 17109 | 1637312 5229730 | 1567411 16236 566231 34.9 | 6.878 % | 37.58/37.64 c | 25758 | 1633742 5220997 | 1724152 24502 816955 33.3 | 7.142 % | 57.48/57.55 c | 38733 | 1630351 5211859 | 1896567 37149 1287622 34.7 | 7.354 % | 89.27/89.30 c | 58194 | 1625176 5197000 | 2086224 56152 2208198 39.3 | 7.628 % | 134.24/134.39 c | 87388 | 1619095 5180806 | 2294846 84646 3834586 45.3 | 8.021 % | 195.09/195.20 c | 131177 | 1612423 5162546 | 2524331 127396 6862047 53.9 | 8.443 % | 211.88/212.02 c ============================================================================== 211.88/212.02 c [1mFound solution: 300[0m 211.88/212.02 c ---[ 0]---> BDD-cost: 2694 211.88/212.09 c ==================================[MINISAT+]================================== 211.88/212.09 c | Conflicts | Original | Learnt | Progress | 211.88/212.09 c | | Clauses Literals | Max Clauses Literals LPC | | 211.88/212.09 c ============================================================================== 211.88/212.09 c | 141709 | 1610050 5154962 | 536683 136484 7398420 54.2 | 8.443 % | 212.58/212.78 c | 141809 | 1609983 5154729 | 590351 136569 7399059 54.2 | 8.765 % | 212.98/213.12 c | 141960 | 1609959 5154647 | 649386 136717 7401522 54.1 | 8.766 % | 213.88/214.00 c | 142187 | 1609818 5154283 | 714325 136910 7404747 54.1 | 8.775 % | 215.08/215.21 c | 142524 | 1609643 5153676 | 785757 137221 7410921 54.0 | 8.783 % | 216.18/216.35 c | 143030 | 1609557 5153382 | 864333 137710 7427440 53.9 | 8.787 % | 217.58/217.74 c | 143789 | 1609383 5152926 | 950766 138450 7461666 53.9 | 8.799 % | 219.97/220.15 c | 144928 | 1609238 5152485 | 1045843 139527 7537877 54.0 | 8.808 % | 222.77/222.91 c | 146636 | 1608948 5151692 | 1150427 141188 7602641 53.8 | 8.826 % | 226.48/226.67 c | 149199 | 1608483 5150525 | 1265470 143578 7777140 54.2 | 8.859 % | 231.67/231.81 c | 153043 | 1608020 5149322 | 1392017 147322 8039413 54.6 | 8.890 % | 240.17/240.36 c | 158809 | 1606946 5146160 | 1531219 152917 8428184 55.1 | 8.951 % | 254.86/255.09 c | 167459 | 1605192 5141537 | 1684341 161372 9110868 56.5 | 9.070 % | 272.96/273.12 c | 180433 | 1603982 5138178 | 1852775 174185 10287083 59.1 | 9.145 % | 297.86/298.05 c | 199894 | 1602724 5134742 | 2038052 193477 12151415 62.8 | 9.228 % | 342.35/342.52 c ============================================================================== 342.35/342.52 c [1mFound solution: 299[0m 342.35/342.52 c ---[ 0]---> BDD-cost: 149 342.45/342.62 c ==================================[MINISAT+]================================== 342.45/342.62 c | Conflicts | Original | Learnt | Progress | 342.45/342.62 c | | Clauses Literals | Max Clauses Literals LPC | | 342.45/342.62 c ============================================================================== 342.45/342.62 c | 228854 | 1597953 5120596 | 532651 217507 13294168 61.1 | 9.228 % | 342.45/342.67 c | 228954 | 1597953 5120596 | 585916 217607 13295758 61.1 | 9.672 % | 343.55/343.74 c | 229104 | 1597809 5120140 | 644507 217730 13297194 61.1 | 9.679 % | 344.35/344.55 c | 229329 | 1597728 5119855 | 708958 217946 13300538 61.0 | 9.683 % | 344.75/344.93 c | 229668 | 1597713 5119802 | 779854 218281 13309080 61.0 | 9.683 % | 345.85/346.00 c | 230175 | 1597629 5119564 | 857839 218776 13326855 60.9 | 9.689 % | 346.85/347.00 c | 230934 | 1597483 5119080 | 943623 219520 13352636 60.8 | 9.693 % | 348.94/349.10 c | 232074 | 1597341 5118699 | 1037986 220612 13425677 60.9 | 9.702 % | 351.94/352.17 c | 233782 | 1597133 5118106 | 1141784 222292 13530368 60.9 | 9.713 % | 357.25/357.41 c | 236344 | 1596702 5116856 | 1255963 224783 13658280 60.8 | 9.738 % | 361.75/361.92 c | 240189 | 1596436 5116197 | 1381559 228602 13895135 60.8 | 9.756 % | 370.75/370.94 c | 245955 | 1596076 5115352 | 1519715 234353 14518833 62.0 | 9.784 % | 385.14/385.30 c ============================================================================== 385.14/385.30 c [1mFound solution: 298[0m 385.14/385.30 c ---[ 0]---> BDD-cost: 148 385.24/385.40 c ==================================[MINISAT+]================================== 385.24/385.40 c | Conflicts | Original | Learnt | Progress | 385.24/385.40 c | | Clauses Literals | Max Clauses Literals LPC | | 385.24/385.40 c ============================================================================== 385.24/385.40 c | 252832 | 1592536 5105195 | 530845 233911 13812471 59.1 | 9.784 % | 385.54/385.73 c | 252934 | 1592492 5105080 | 583929 234008 13814206 59.0 | 10.166 % | 386.04/386.20 c | 253086 | 1592468 5105010 | 642322 234157 13816649 59.0 | 10.167 % | 386.64/386.80 c | 253311 | 1592333 5104688 | 706554 234371 13821755 59.0 | 10.178 % | 387.24/387.48 c | 253649 | 1592333 5104688 | 777210 234709 13872444 59.1 | 10.178 % | 387.84/388.02 c | 254156 | 1592333 5104688 | 854931 235216 13886660 59.0 | 10.178 % | 389.15/389.30 c | 254915 | 1592309 5104625 | 940424 235969 13963023 59.2 | 10.180 % | 392.14/392.39 c | 256055 | 1592097 5104038 | 1034466 237074 14089799 59.4 | 10.193 % | 394.44/394.62 c | 257764 | 1591697 5103058 | 1137913 238765 14208943 59.5 | 10.218 % | 398.44/398.63 c | 260328 | 1590619 5099862 | 1251704 241183 14385163 59.6 | 10.264 % | 404.94/405.13 c | 264173 | 1590286 5098816 | 1376875 244984 14700392 60.0 | 10.282 % | 415.44/415.68 c | 269939 | 1589351 5096293 | 1514562 250636 15107644 60.3 | 10.342 % | 418.34/418.52 c ============================================================================== 418.34/418.52 c [1mFound solution: 297[0m 418.34/418.52 c ---[ 0]---> BDD-cost: 148 418.44/418.62 c ==================================[MINISAT+]================================== 418.44/418.62 c | Conflicts | Original | Learnt | Progress | 418.44/418.62 c | | Clauses Literals | Max Clauses Literals LPC | | 418.44/418.62 c ============================================================================== 418.44/418.62 c | 272071 | 1586714 5088220 | 528904 238841 13137625 55.0 | 10.342 % | 418.54/418.70 c | 272173 | 1586714 5088220 | 581794 238943 13139428 55.0 | 10.646 % | 418.84/419.06 c | 272323 | 1586653 5088021 | 639973 239083 13141538 55.0 | 10.649 % | 419.54/419.77 c | 272548 | 1586443 5087517 | 703971 239298 13144576 54.9 | 10.665 % | 420.04/420.29 c | 272885 | 1586374 5087359 | 774368 239631 13156381 54.9 | 10.671 % | 420.94/421.13 c | 273391 | 1586339 5087258 | 851805 240090 13190164 54.9 | 10.673 % | 423.03/423.26 c | 274150 | 1586002 5086406 | 936985 240821 13218942 54.9 | 10.697 % | 425.44/425.70 c | 275289 | 1585649 5085598 | 1030684 241919 13294614 55.0 | 10.725 % | 427.33/427.59 c ============================================================================== 427.33/427.59 c [1mFound solution: 296[0m 427.33/427.59 c ---[ 0]---> BDD-cost: 147 427.43/427.69 c ==================================[MINISAT+]================================== 427.43/427.69 c | Conflicts | Original | Learnt | Progress | 427.43/427.69 c | | Clauses Literals | Max Clauses Literals LPC | | 427.43/427.69 c ============================================================================== 427.43/427.69 c | 276453 | 1582647 5076529 | 527549 226013 10605482 46.9 | 10.725 % | 427.64/427.86 c | 276553 | 1582622 5076472 | 580303 226111 10606443 46.9 | 11.050 % | 427.83/428.00 c | 276703 | 1582614 5076454 | 638334 226259 10609375 46.9 | 11.051 % | 428.03/428.27 c | 276928 | 1582614 5076454 | 702167 226484 10616069 46.9 | 11.051 % | 428.93/429.18 c | 277265 | 1582529 5076223 | 772384 226811 10623343 46.8 | 11.057 % | 430.13/430.35 c | 277771 | 1582339 5075756 | 849622 227303 10637569 46.8 | 11.071 % | 430.83/431.03 c | 278530 | 1582314 5075688 | 934585 228059 10710212 47.0 | 11.073 % | 432.23/432.47 c | 279669 | 1582237 5075499 | 1028043 229194 10782814 47.0 | 11.078 % | 434.73/434.90 c | 281378 | 1582135 5075166 | 1130848 230875 10891274 47.2 | 11.083 % | 438.74/438.92 c | 283940 | 1581766 5074287 | 1243932 233402 11131616 47.7 | 11.112 % | 442.53/442.76 c | 287785 | 1581473 5073533 | 1368326 237221 11396161 48.0 | 11.134 % | 449.43/449.69 c | 293552 | 1580853 5071987 | 1505158 242875 11873750 48.9 | 11.180 % | 462.33/462.52 c | 302202 | 1579792 5069109 | 1655674 251241 12510890 49.8 | 11.252 % | 482.83/483.06 c | 315178 | 1578385 5064835 | 1821242 263971 13383195 50.7 | 11.329 % | 493.73/493.92 c ============================================================================== 493.73/493.92 c [1mFound solution: 295[0m 493.73/493.92 c ---[ 0]---> BDD-cost: 147 493.82/494.02 c ==================================[MINISAT+]================================== 493.82/494.02 c | Conflicts | Original | Learnt | Progress | 493.82/494.02 c | | Clauses Literals | Max Clauses Literals LPC | | 493.82/494.02 c ============================================================================== 493.82/494.02 c | 323079 | 1574966 5054665 | 524988 265819 13324704 50.1 | 11.329 % | 494.02/494.27 c | 323179 | 1574957 5054636 | 577486 265918 13326716 50.1 | 11.688 % | 494.62/494.81 c | 323329 | 1574809 5054285 | 635235 266025 13328945 50.1 | 11.699 % | 495.22/495.44 c | 323555 | 1574766 5054146 | 698759 266240 13332530 50.1 | 11.701 % | 495.93/496.15 c | 323896 | 1574725 5054005 | 768634 266570 13340233 50.0 | 11.703 % | 496.72/496.91 c | 324402 | 1574709 5053953 | 845498 267074 13357832 50.0 | 11.704 % | 498.22/498.43 c | 325162 | 1574628 5053671 | 930048 267822 13376396 49.9 | 11.707 % | 499.42/499.60 c | 326301 | 1574628 5053671 | 1023053 268961 13464284 50.1 | 11.707 % | 502.02/502.29 c | 328010 | 1574363 5052893 | 1125358 270634 13589190 50.2 | 11.722 % | 505.62/505.88 c | 330572 | 1574192 5052344 | 1237894 273169 13832467 50.6 | 11.731 % | 510.72/510.95 c | 334417 | 1574043 5051949 | 1361683 276993 14158851 51.1 | 11.742 % | 520.02/520.23 c | 340184 | 1573498 5050416 | 1497852 282681 14640059 51.8 | 11.778 % | 530.52/530.71 c | 348834 | 1573170 5049499 | 1647637 291288 15584586 53.5 | 11.799 % | 547.52/547.79 c | 361808 | 1572562 5047619 | 1812400 304080 16888619 55.5 | 11.833 % | 572.60/572.87 c | 381270 | 1571676 5044902 | 1993641 323410 19098226 59.1 | 11.885 % | 621.59/621.80 c | 410463 | 1569241 5037660 | 2193005 351568 21942932 62.4 | 12.024 % | 638.90/639.14 c ============================================================================== 638.90/639.14 c [1mFound solution: 294[0m 638.90/639.14 c ---[ 0]---> BDD-cost: 146 638.99/639.27 c ==================================[MINISAT+]================================== 638.99/639.27 c | Conflicts | Original | Learnt | Progress | 638.99/639.27 c | | Clauses Literals | Max Clauses Literals LPC | | 638.99/639.27 c ============================================================================== 638.99/639.27 c | 421067 | 1565135 5025607 | 521711 349829 21265937 60.8 | 12.024 % | 639.39/639.60 c | 421167 | 1565122 5025578 | 573882 349928 21267479 60.8 | 12.424 % | 639.69/639.93 c | 421317 | 1565113 5025549 | 631270 350076 21270078 60.8 | 12.424 % | 640.29/640.55 c | 421542 | 1564376 5023052 | 694397 350247 21274832 60.7 | 12.435 % | 641.39/641.68 c | 421881 | 1564274 5022728 | 763837 350574 21279880 60.7 | 12.441 % | 642.69/642.93 c | 422390 | 1564177 5022480 | 840220 351077 21299119 60.7 | 12.447 % | 644.19/644.44 c | 423149 | 1564126 5022320 | 924242 351821 21361231 60.7 | 12.450 % | 645.89/646.16 c | 424289 | 1564082 5022172 | 1016667 352952 21400976 60.6 | 12.452 % | 647.69/647.93 c | 425998 | 1564075 5022149 | 1118333 354660 21487711 60.6 | 12.452 % | 651.19/651.46 c | 428560 | 1563983 5021913 | 1230167 357218 21786913 61.0 | 12.458 % | 657.09/657.33 c | 432404 | 1563385 5020033 | 1353183 360956 22201382 61.5 | 12.477 % | 664.39/664.61 c | 438171 | 1562970 5018965 | 1488502 366612 22717174 62.0 | 12.506 % | 664.69/664.91 c ============================================================================== 664.69/664.91 c [1mFound solution: 293[0m 664.69/664.91 c ---[ 0]---> BDD-cost: 146 664.79/665.04 c ==================================[MINISAT+]================================== 664.79/665.04 c | Conflicts | Original | Learnt | Progress | 664.79/665.04 c | | Clauses Literals | Max Clauses Literals LPC | | 664.79/665.04 c ============================================================================== 664.79/665.04 c | 438397 | 1560441 5011224 | 520147 356068 20913269 58.7 | 12.506 % | 665.39/665.61 c | 438497 | 1560408 5011113 | 572161 356163 20914757 58.7 | 12.813 % | 665.59/665.80 c | 438648 | 1560408 5011113 | 629377 356314 20922589 58.7 | 12.813 % | 665.89/666.15 c | 438875 | 1560399 5011084 | 692315 356540 20929130 58.7 | 12.813 % | 666.49/666.77 c | 439212 | 1560392 5011061 | 761547 356875 20943942 58.7 | 12.814 % | 667.29/667.55 c | 439719 | 1560356 5010929 | 837701 357376 20981285 58.7 | 12.815 % | 669.09/669.34 c | 440478 | 1560278 5010697 | 921472 358125 21012560 58.7 | 12.820 % | 670.19/670.49 c | 441619 | 1560263 5010644 | 1013619 359264 21063242 58.6 | 12.820 % | 672.38/672.66 c ============================================================================== 672.38/672.66 c [1mFound solution: 292[0m 672.38/672.66 c ---[ 0]---> BDD-cost: 145 672.48/672.79 c ==================================[MINISAT+]================================== 672.48/672.79 c | Conflicts | Original | Learnt | Progress | 672.48/672.79 c | | Clauses Literals | Max Clauses Literals LPC | | 672.48/672.79 c ============================================================================== 672.48/672.79 c | 442707 | 1556674 4999972 | 518891 346870 18941827 54.6 | 12.820 % | 673.08/673.32 c | 442808 | 1556618 4999835 | 570780 346965 18944631 54.6 | 13.178 % | 673.38/673.61 c | 442959 | 1556618 4999835 | 627858 347116 18952669 54.6 | 13.178 % | 673.78/674.06 c | 443185 | 1556609 4999804 | 690643 347337 18971165 54.6 | 13.178 % | 674.09/674.33 c | 443522 | 1556609 4999804 | 759708 347674 18998664 54.6 | 13.178 % | 674.68/674.91 c | 444029 | 1556609 4999804 | 835679 348181 19056970 54.7 | 13.178 % | 675.68/675.97 c | 444788 | 1556545 4999596 | 919247 348929 19078561 54.7 | 13.181 % | 677.48/677.74 c | 445929 | 1556463 4999393 | 1011171 350059 19176034 54.8 | 13.187 % | 679.59/679.81 c | 447639 | 1556463 4999393 | 1112288 351769 19312321 54.9 | 13.187 % | 682.89/683.18 c | 450202 | 1556333 4999074 | 1223517 354261 19544772 55.2 | 13.195 % | 687.19/687.46 c | 454046 | 1556236 4998839 | 1345869 358102 19875152 55.5 | 13.202 % | 696.09/696.32 c | 459812 | 1555904 4997975 | 1480456 363832 20439286 56.2 | 13.226 % | 708.38/708.61 c ============================================================================== 708.38/708.61 c [1mFound solution: 291[0m 708.38/708.61 c ---[ 0]---> BDD-cost: 145 708.48/708.73 c ==================================[MINISAT+]================================== 708.48/708.73 c | Conflicts | Original | Learnt | Progress | 708.48/708.73 c | | Clauses Literals | Max Clauses Literals LPC | | 708.48/708.73 c ============================================================================== 708.48/708.73 c | 467970 | 1552199 4986581 | 517399 361365 19698125 54.5 | 13.226 % | 709.38/709.64 c | 468071 | 1552127 4986335 | 569138 361449 19699262 54.5 | 13.571 % | 709.78/710.05 c | 468221 | 1552103 4986253 | 626052 361595 19701765 54.5 | 13.572 % | 710.18/710.46 c | 468447 | 1552075 4986149 | 688658 361816 19709347 54.5 | 13.573 % | 711.68/711.97 c | 468784 | 1551920 4985670 | 757523 362130 19715633 54.4 | 13.582 % | 713.58/713.83 c | 469290 | 1551823 4985345 | 833276 362622 19725566 54.4 | 13.587 % | 715.38/715.67 c | 470052 | 1551750 4985092 | 916603 363371 19753563 54.4 | 13.590 % | 720.88/721.14 c | 471192 | 1551136 4983225 | 1008264 364410 19772943 54.3 | 13.626 % | 723.58/723.83 c | 472900 | 1551059 4982971 | 1109090 366101 19808846 54.1 | 13.630 % | 728.88/729.10 c | 475463 | 1550580 4981594 | 1219999 368522 20027174 54.3 | 13.659 % | 734.78/735.09 c | 479307 | 1550164 4980504 | 1341999 372188 20482583 55.0 | 13.686 % | 743.38/743.61 c | 485073 | 1549772 4979342 | 1476199 377906 21096610 55.8 | 13.710 % | 756.17/756.48 c | 493723 | 1549359 4978101 | 1623819 386497 21833669 56.5 | 13.732 % | 773.98/774.22 c | 506697 | 1548792 4976463 | 1786201 399392 23201466 58.1 | 13.765 % | 775.77/776.03 c ============================================================================== 775.77/776.03 c [1mFound solution: 290[0m 775.77/776.03 c ---[ 0]---> BDD-cost: 144 775.87/776.16 c ==================================[MINISAT+]================================== 775.87/776.16 c | Conflicts | Original | Learnt | Progress | 775.87/776.16 c | | Clauses Literals | Max Clauses Literals LPC | | 775.87/776.16 c ============================================================================== 775.87/776.16 c | 508175 | 1545276 4965794 | 515092 385026 20808546 54.0 | 13.765 % | 775.97/776.27 c | 508275 | 1545276 4965794 | 566601 385126 20810759 54.0 | 14.108 % | 776.57/776.80 c | 508425 | 1545252 4965712 | 623261 385272 20812701 54.0 | 14.109 % | 776.87/777.15 c | 508651 | 1545243 4965681 | 685587 385496 20817878 54.0 | 14.110 % | 777.87/778.18 c | 508988 | 1545191 4965497 | 754146 385826 20846516 54.0 | 14.112 % | 778.97/779.26 c | 509496 | 1545143 4965332 | 829560 386324 20859156 54.0 | 14.114 % | 779.68/779.94 c | 510255 | 1545143 4965332 | 912516 387083 20927848 54.1 | 14.114 % | 781.37/781.69 c | 511395 | 1545111 4965250 | 1003768 388220 21046947 54.2 | 14.116 % | 783.57/783.84 c | 513107 | 1545031 4965028 | 1104145 389924 21171038 54.3 | 14.121 % | 787.47/787.78 c | 515669 | 1544949 4964780 | 1214559 392475 21440416 54.6 | 14.126 % | 792.47/792.71 c | 519513 | 1544825 4964439 | 1336015 396286 21856028 55.2 | 14.134 % | 800.37/800.64 c | 525279 | 1544497 4963569 | 1469617 401950 22472436 55.9 | 14.157 % | 813.67/813.96 c | 533930 | 1543773 4961450 | 1616579 410518 22824261 55.6 | 14.203 % | 836.37/836.69 c | 546906 | 1542787 4958498 | 1778237 423351 24071469 56.9 | 14.264 % | 848.26/848.52 c ============================================================================== 848.26/848.52 c [1mFound solution: 289[0m 848.26/848.52 c ---[ 0]---> BDD-cost: 144 848.36/848.66 c ==================================[MINISAT+]================================== 848.36/848.66 c | Conflicts | Original | Learnt | Progress | 848.36/848.66 c | | Clauses Literals | Max Clauses Literals LPC | | 848.36/848.66 c ============================================================================== 848.36/848.66 c | 553488 | 1538312 4944974 | 512770 416222 22968339 55.2 | 14.264 % | 849.66/849.90 c | 553588 | 1538238 4944714 | 564047 416307 22969589 55.2 | 14.649 % | 850.26/850.54 c | 553738 | 1538137 4944445 | 620451 416450 22972114 55.2 | 14.656 % | 850.96/851.21 c | 553963 | 1538097 4944311 | 682496 416669 22974584 55.1 | 14.658 % | 851.66/851.98 c | 554301 | 1538071 4944223 | 750746 417003 22981489 55.1 | 14.660 % | 852.86/853.16 c | 554807 | 1538007 4943999 | 825821 417476 22995390 55.1 | 14.662 % | 855.36/855.60 c | 555567 | 1537852 4943472 | 908403 418212 23013831 55.0 | 14.669 % | 857.76/858.05 c | 556708 | 1537772 4943195 | 999243 419336 23123495 55.1 | 14.673 % | 860.66/860.96 c | 558417 | 1537593 4942745 | 1099168 421033 23249226 55.2 | 14.686 % | 864.56/864.89 c | 560979 | 1537079 4941147 | 1209084 423316 23446794 55.4 | 14.706 % | 869.35/869.62 c | 564823 | 1536848 4940484 | 1329993 427040 23825856 55.8 | 14.721 % | 878.25/878.54 c | 570589 | 1536580 4939586 | 1462992 432736 24397072 56.4 | 14.734 % | 891.56/891.84 c | 579239 | 1535587 4936901 | 1609291 441146 25164779 57.0 | 14.805 % | 908.96/909.21 c | 592213 | 1535426 4936385 | 1770221 454084 27618378 60.8 | 14.812 % | 939.95/940.22 c ============================================================================== 939.95/940.22 c [1mFound solution: 288[0m 939.95/940.22 c ---[ 0]---> BDD-cost: 143 940.05/940.38 c ==================================[MINISAT+]================================== 940.05/940.38 c | Conflicts | Original | Learnt | Progress | 940.05/940.38 c | | Clauses Literals | Max Clauses Literals LPC | | 940.05/940.38 c ============================================================================== 940.05/940.38 c | 611526 | 1530695 4922414 | 510231 460844 28723675 62.3 | 14.812 % | 940.55/940.86 c | 611627 | 1530678 4922355 | 561254 460942 28724640 62.3 | 15.238 % | 941.35/941.61 c | 611778 | 1530645 4922236 | 617379 461083 28741159 62.3 | 15.239 % | 941.84/942.13 c | 612005 | 1530501 4921905 | 679117 461295 28756379 62.3 | 15.252 % | 942.45/942.72 c | 612342 | 1530501 4921905 | 747029 461632 28793545 62.4 | 15.252 % | 943.74/944.02 c | 612848 | 1530407 4921628 | 821732 462126 28807406 62.3 | 15.257 % | 944.74/945.08 c | 613607 | 1530407 4921628 | 903905 462885 28905304 62.4 | 15.257 % | 946.24/946.51 c | 614746 | 1530389 4921568 | 994295 464020 28955064 62.4 | 15.258 % | 948.95/949.28 c | 616457 | 1530313 4921349 | 1093725 465725 29139458 62.6 | 15.263 % | 952.24/952.58 c | 619020 | 1530307 4921329 | 1203098 468284 29531001 63.1 | 15.263 % | 956.33/956.67 c ============================================================================== 956.33/956.67 c [1mFound solution: 287[0m 956.33/956.67 c ---[ 0]---> BDD-cost: 143 956.53/956.83 c ==================================[MINISAT+]================================== 956.53/956.83 c | Conflicts | Original | Learnt | Progress | 956.53/956.83 c | | Clauses Literals | Max Clauses Literals LPC | | 956.53/956.83 c ============================================================================== 956.53/956.83 c | 621647 | 1526075 4908603 | 508691 452301 26378728 58.3 | 15.263 % | 956.74/957.06 c | 621747 | 1526049 4908513 | 559560 452397 26380238 58.3 | 15.642 % | 956.93/957.29 c | 621899 | 1526049 4908513 | 615516 452549 26389517 58.3 | 15.642 % | 957.43/957.70 c | 622124 | 1526049 4908513 | 677067 452774 26396747 58.3 | 15.642 % | 958.03/958.31 c | 622461 | 1526033 4908461 | 744774 453108 26417638 58.3 | 15.643 % | 958.63/958.94 c | 622967 | 1526009 4908377 | 819251 453606 26456010 58.3 | 15.643 % | 959.63/959.99 c | 623729 | 1525958 4908258 | 901177 454363 26523497 58.4 | 15.648 % | 961.53/961.86 c | 624868 | 1525730 4907652 | 991294 455458 26576428 58.4 | 15.664 % | 963.23/963.57 c | 626576 | 1525730 4907652 | 1090424 457166 26796691 58.6 | 15.664 % | 966.63/966.94 c | 629138 | 1525691 4907522 | 1199466 459713 26997413 58.7 | 15.666 % | 972.03/972.33 c | 632982 | 1525601 4907245 | 1319413 463539 27428779 59.2 | 15.670 % | 980.93/981.21 c | 638748 | 1525108 4905931 | 1451354 469221 27801932 59.3 | 15.704 % | 993.32/993.61 c | 647399 | 1524547 4904531 | 1596490 477811 28925964 60.5 | 15.745 % | 997.92/998.28 c ============================================================================== 997.92/998.28 c [1mFound solution: 286[0m 997.92/998.28 c ---[ 0]---> BDD-cost: 142 998.12/998.44 c ==================================[MINISAT+]================================== 998.12/998.44 c | Conflicts | Original | Learnt | Progress | 998.12/998.44 c | | Clauses Literals | Max Clauses Literals LPC | | 998.12/998.44 c ============================================================================== 998.12/998.44 c | 651215 | 1520019 4890675 | 506673 467653 27214561 58.2 | 15.745 % | 998.32/998.65 c | 651317 | 1520019 4890675 | 557340 467755 27216086 58.2 | 16.119 % | 999.62/999.93 c | 651467 | 1519951 4890437 | 613074 467888 27218966 58.2 | 16.122 % | 999.82/1000.12 c | 651692 | 1519951 4890437 | 674381 468113 27227636 58.2 | 16.122 % | 1001.12/1001.48 c | 652030 | 1519805 4889948 | 741819 468424 27237710 58.1 | 16.129 % | 1002.92/1003.21 c | 652536 | 1519688 4889607 | 816001 468921 27250291 58.1 | 16.136 % | 1004.02/1004.30 c | 653295 | 1519641 4889450 | 897602 469670 27326883 58.2 | 16.138 % | 1006.02/1006.35 c | 654434 | 1519591 4889280 | 987362 470802 27476777 58.4 | 16.140 % | 1009.12/1009.44 c | 656142 | 1519401 4888792 | 1086098 472458 27566953 58.3 | 16.155 % | 1012.92/1013.21 c | 658705 | 1519284 4888472 | 1194708 474996 27944664 58.8 | 16.163 % | 1019.72/1020.00 c | 662551 | 1518778 4886987 | 1314179 478763 28202812 58.9 | 16.194 % | 1027.61/1027.92 c | 668317 | 1518322 4885773 | 1445597 484357 28570522 59.0 | 16.225 % | 1028.31/1028.60 c ============================================================================== 1028.31/1028.60 c [1mFound solution: 285[0m 1028.31/1028.60 c ---[ 0]---> BDD-cost: 142 1028.41/1028.76 c ==================================[MINISAT+]================================== 1028.41/1028.76 c | Conflicts | Original | Learnt | Progress | 1028.41/1028.76 c | | Clauses Literals | Max Clauses Literals LPC | | 1028.41/1028.76 c ============================================================================== 1028.41/1028.76 c | 669079 | 1514030 4872384 | 504676 467001 25241557 54.1 | 16.225 % | 1028.61/1028.92 c | 669179 | 1514030 4872384 | 555143 467101 25243465 54.0 | 16.572 % | 1029.11/1029.46 c | 669330 | 1513990 4872248 | 610657 467230 25246520 54.0 | 16.573 % | 1030.01/1030.34 c | 669555 | 1513937 4872065 | 671723 467449 25252461 54.0 | 16.576 % | 1030.51/1030.83 c | 669894 | 1513937 4872065 | 738896 467788 25278809 54.0 | 16.576 % | 1031.21/1031.50 c | 670400 | 1513920 4872004 | 812785 468289 25301470 54.0 | 16.576 % | 1031.81/1032.17 c | 671159 | 1513920 4872004 | 894064 469048 25376377 54.1 | 16.576 % | 1033.31/1033.68 c | 672300 | 1513920 4872004 | 983470 470189 25560084 54.4 | 16.576 % | 1036.81/1037.17 c | 674010 | 1513753 4871437 | 1081817 471869 25641264 54.3 | 16.585 % | 1042.11/1042.45 c | 676574 | 1513619 4870996 | 1189999 474409 25936581 54.7 | 16.591 % | 1046.71/1047.00 c | 680419 | 1513583 4870872 | 1308999 478248 26351169 55.1 | 16.592 % | 1053.61/1053.95 c | 686186 | 1513389 4870269 | 1439899 483963 26758651 55.3 | 16.603 % | 1061.11/1061.43 c | 694835 | 1513374 4870216 | 1583889 492609 28179178 57.2 | 16.603 % | 1077.91/1078.29 c | 707809 | 1512387 4867281 | 1742278 505335 29448950 58.3 | 16.650 % | 1113.60/1113.94 c | 727270 | 1511315 4864019 | 1916506 524540 32002856 61.0 | 16.710 % | 1152.90/1153.29 c | 756464 | 1510887 4862778 | 2108156 553626 37568431 67.9 | 16.738 % | 1194.09/1194.42 c ============================================================================== 1194.09/1194.42 c [1mFound solution: 284[0m 1194.09/1194.42 c ---[ 0]---> BDD-cost: 141 1194.30/1194.63 c ==================================[MINISAT+]================================== 1194.30/1194.63 c | Conflicts | Original | Learnt | Progress | 1194.30/1194.63 c | | Clauses Literals | Max Clauses Literals LPC | | 1194.30/1194.63 c ============================================================================== 1194.30/1194.63 c | 785209 | 1505367 4845480 | 501789 565567 40308433 71.3 | 16.738 % | 1194.39/1194.77 c | 785310 | 1505367 4845480 | 551967 565668 40309752 71.3 | 17.141 % | 1194.89/1195.27 c | 785460 | 1505345 4845404 | 607164 565814 40311998 71.2 | 17.141 % | 1196.59/1196.96 c | 785687 | 1505221 4844982 | 667881 566023 40315978 71.2 | 17.147 % | 1197.39/1197.75 c | 786024 | 1505187 4844877 | 734669 566354 40322070 71.2 | 17.149 % | 1201.19/1201.52 c | 786531 | 1504990 4844207 | 808136 566823 40331002 71.2 | 17.158 % | 1203.69/1204.05 c | 787290 | 1504877 4843880 | 888949 567518 40348999 71.1 | 17.166 % | 1205.19/1205.58 c | 788431 | 1504844 4843769 | 977844 568654 40418833 71.1 | 17.167 % | 1208.49/1208.82 c | 790139 | 1504618 4843029 | 1075629 570300 40500872 71.0 | 17.175 % | 1211.49/1211.84 c | 792701 | 1504618 4843029 | 1183192 572862 40883158 71.4 | 17.175 % | 1216.69/1217.02 c | 796546 | 1504474 4842543 | 1301511 576678 41433336 71.8 | 17.181 % | 1222.59/1222.94 c ============================================================================== 1222.59/1222.94 c [1mFound solution: 283[0m 1222.59/1222.94 c ---[ 0]---> BDD-cost: 141 1222.79/1223.14 c ==================================[MINISAT+]================================== 1222.79/1223.14 c | Conflicts | Original | Learnt | Progress | 1222.79/1223.14 c | | Clauses Literals | Max Clauses Literals LPC | | 1222.79/1223.14 c ============================================================================== 1222.79/1223.14 c | 799908 | 1500193 4829289 | 500064 558826 38087613 68.2 | 17.181 % | 1223.39/1223.75 c | 800008 | 1500166 4829194 | 550070 558921 38088766 68.1 | 17.550 % | 1224.19/1224.58 c | 800158 | 1500116 4829018 | 605077 559063 38090753 68.1 | 17.552 % | 1225.19/1225.58 c | 800383 | 1500070 4828850 | 665585 559278 38095513 68.1 | 17.554 % | 1227.09/1227.44 c | 800720 | 1499963 4828487 | 732143 559599 38100606 68.1 | 17.559 % | 1227.69/1228.04 c | 801227 | 1499963 4828487 | 805358 560106 38116261 68.1 | 17.559 % | 1228.59/1228.91 c | 801986 | 1499963 4828487 | 885893 560865 38218920 68.1 | 17.559 % | 1230.39/1230.76 c | 803128 | 1499947 4828435 | 974483 562004 38338963 68.2 | 17.560 % | 1233.68/1234.00 c | 804836 | 1499890 4828242 | 1071931 563696 38562669 68.4 | 17.563 % | 1237.19/1237.54 c | 807398 | 1499890 4828242 | 1179124 566258 39010811 68.9 | 17.563 % | 1243.48/1243.84 c | 811243 | 1499771 4827866 | 1297037 570063 39311942 69.0 | 17.569 % | 1251.88/1252.25 c | 817010 | 1499578 4827320 | 1426740 575674 39989994 69.5 | 17.582 % | 1264.48/1264.90 c | 825659 | 1499533 4827191 | 1569415 584305 41878278 71.7 | 17.585 % | 1285.68/1286.00 c | 838633 | 1499271 4826352 | 1726356 597229 44194336 74.0 | 17.599 % | 1321.07/1321.40 c | 858094 | 1497930 4822137 | 1898992 616265 46080293 74.8 | 17.661 % | 1329.17/1329.59 c ============================================================================== 1329.17/1329.59 c [1mFound solution: 282[0m 1329.17/1329.59 c ---[ 0]---> BDD-cost: 140 1329.48/1329.80 c ==================================[MINISAT+]================================== 1329.48/1329.80 c | Conflicts | Original | Learnt | Progress | 1329.48/1329.80 c | | Clauses Literals | Max Clauses Literals LPC | | 1329.48/1329.80 c ============================================================================== 1329.48/1329.80 c | 864064 | 1493824 4809157 | 497941 600800 42532840 70.8 | 17.661 % | 1330.07/1330.47 c | 864164 | 1493700 4808848 | 547735 57018 1974671 34.6 | 18.015 % | 1330.37/1330.72 c | 864315 | 1493687 4808808 | 602508 57165 1976457 34.6 | 18.016 % | 1330.58/1331.00 c | 864540 | 1493678 4808777 | 662759 57386 1983984 34.6 | 18.016 % | 1331.17/1331.52 c | 864877 | 1493617 4808639 | 729035 57722 1994472 34.6 | 18.021 % | 1331.47/1331.87 c | 865384 | 1493592 4808558 | 801938 58226 2007850 34.5 | 18.022 % | 1332.27/1332.61 c | 866144 | 1493592 4808558 | 882132 58986 2066044 35.0 | 18.022 % | 1332.88/1333.25 c | 867285 | 1493583 4808529 | 970346 60126 2162825 36.0 | 18.023 % | 1334.27/1334.65 c | 868994 | 1493549 4808415 | 1067380 61825 2251089 36.4 | 18.024 % | 1336.18/1336.59 c | 871556 | 1493525 4808331 | 1174118 64380 2387734 37.1 | 18.025 % | 1338.67/1339.06 c | 875401 | 1493410 4807983 | 1291530 68206 2644739 38.8 | 18.032 % | 1342.47/1342.89 c | 881168 | 1493218 4807503 | 1420683 73965 3079819 41.6 | 18.047 % | 1349.97/1350.37 c | 889818 | 1493149 4807299 | 1562752 82604 4548245 55.1 | 18.051 % | 1361.47/1361.88 c | 902792 | 1492744 4806058 | 1719027 95517 5724495 59.9 | 18.073 % | 1378.66/1379.01 c | 922253 | 1491969 4803668 | 1890930 114915 7613860 66.3 | 18.106 % | 1407.86/1408.23 c | 951445 | 1490354 4798794 | 2080023 143932 11481767 79.8 | 18.192 % | 1418.46/1418.86 c ============================================================================== 1418.46/1418.86 c [1mFound solution: 281[0m 1418.46/1418.86 c ---[ 0]---> BDD-cost: 140 1418.56/1418.94 c ==================================[MINISAT+]================================== 1418.56/1418.94 c | Conflicts | Original | Learnt | Progress | 1418.56/1418.94 c | | Clauses Literals | Max Clauses Literals LPC | | 1418.56/1418.94 c ============================================================================== 1418.56/1418.94 c | 962611 | 1486987 4787624 | 495662 150631 11798548 78.3 | 18.192 % | 1418.86/1419.20 c | 962711 | 1486970 4787565 | 545228 150728 11799803 78.3 | 18.483 % | 1419.06/1419.42 c | 962861 | 1486938 4787461 | 599751 150872 11803128 78.2 | 18.484 % | 1419.86/1420.28 c | 963087 | 1486854 4787173 | 659726 151085 11806866 78.1 | 18.488 % | 1420.36/1420.72 c | 963424 | 1486801 4787037 | 725698 151419 11816522 78.0 | 18.492 % | 1421.06/1421.41 c | 963930 | 1486801 4787037 | 798268 151925 11888892 78.3 | 18.492 % | 1421.66/1422.06 c | 964690 | 1486801 4787037 | 878095 152685 11924863 78.1 | 18.492 % | 1423.66/1424.08 c | 965829 | 1486669 4786652 | 965905 153810 12055654 78.4 | 18.499 % | 1424.86/1425.28 c | 967539 | 1486669 4786652 | 1062495 155520 12277347 78.9 | 18.499 % | 1428.46/1428.89 c | 970102 | 1486536 4786244 | 1168745 158068 12394815 78.4 | 18.507 % | 1431.46/1431.83 c | 973948 | 1486296 4785478 | 1285619 161909 12816621 79.2 | 18.514 % | 1438.46/1438.84 c | 979715 | 1485786 4783906 | 1414181 167627 13307459 79.4 | 18.538 % | 1446.75/1447.18 c | 988364 | 1485675 4783532 | 1555599 176260 14858023 84.3 | 18.543 % | 1464.25/1464.69 c | 1001338 | 1485437 4782904 | 1711159 189205 17868031 94.4 | 18.560 % | 1487.24/1487.60 c | 1020799 | 1484892 4781274 | 1882275 208574 21394863 102.6 | 18.592 % | 1521.93/1522.33 c | 1049991 | 1482885 4775452 | 2070503 237604 25259637 106.3 | 18.699 % | 1575.42/1575.87 c | 1093781 | 1482023 4772833 | 2277553 281272 31688598 112.7 | 18.746 % | 1587.02/1587.50 c ============================================================================== 1587.02/1587.50 c [1mFound solution: 280[0m 1587.02/1587.50 c ---[ 0]---> BDD-cost: 139 1587.22/1587.65 c ==================================[MINISAT+]================================== 1587.22/1587.65 c | Conflicts | Original | Learnt | Progress | 1587.22/1587.65 c | | Clauses Literals | Max Clauses Literals LPC | | 1587.22/1587.65 c ============================================================================== 1587.22/1587.65 c | 1103802 | 1478329 4760306 | 492776 281172 31390267 111.6 | 18.746 % | 1587.62/1588.07 c | 1103902 | 1478246 4760118 | 542053 281266 31392022 111.6 | 19.035 % | 1588.62/1589.09 c | 1104052 | 1478180 4759904 | 596258 281408 31393564 111.6 | 19.039 % | 1589.52/1589.95 c | 1104277 | 1478155 4759823 | 655884 281630 31418451 111.6 | 19.040 % | 1590.12/1590.50 c | 1104614 | 1478146 4759794 | 721473 281966 31432420 111.5 | 19.041 % | 1590.62/1591.03 c | 1105123 | 1478146 4759794 | 793620 282475 31465208 111.4 | 19.041 % | 1591.42/1591.89 c | 1105886 | 1478146 4759794 | 872982 283238 31528857 111.3 | 19.041 % | 1592.92/1593.36 c | 1107025 | 1477814 4759010 | 960281 284344 31580208 111.1 | 19.067 % | 1596.92/1597.39 c | 1108733 | 1477562 4758355 | 1056309 286019 31644407 110.6 | 19.083 % | 1599.61/1600.05 c | 1111296 | 1477562 4758355 | 1161940 288582 31916855 110.6 | 19.083 % | 1603.21/1603.64 c | 1115140 | 1477527 4758232 | 1278134 292421 32261939 110.3 | 19.085 % | 1611.91/1612.31 c | 1120907 | 1477441 4757978 | 1405947 298174 33137252 111.1 | 19.090 % | 1621.91/1622.31 c | 1129556 | 1477125 4757102 | 1546542 306774 34054662 111.0 | 19.111 % | 1637.11/1637.58 c | 1142532 | 1476654 4755688 | 1701196 319684 35477808 111.0 | 19.139 % | 1666.30/1666.76 c | 1161993 | 1476414 4755011 | 1871316 339121 39099181 115.3 | 19.154 % | 1704.60/1705.03 c | 1191185 | 1475929 4753442 | 2058447 368232 46777405 127.0 | 19.179 % | 1708.10/1708.59 c ============================================================================== 1708.10/1708.59 c [1mFound solution: 279[0m 1708.10/1708.59 c ---[ 0]---> BDD-cost: 139 1708.30/1708.78 c ==================================[MINISAT+]================================== 1708.30/1708.78 c | Conflicts | Original | Learnt | Progress | 1708.30/1708.78 c | | Clauses Literals | Max Clauses Literals LPC | | 1708.30/1708.78 c ============================================================================== 1708.30/1708.78 c | 1193761 | 1472414 4741428 | 490804 336790 37128574 110.2 | 19.179 % | 1708.50/1708.90 c | 1193862 | 1472414 4741428 | 539884 336891 37131610 110.2 | 19.451 % | 1708.80/1709.20 c | 1194015 | 1472414 4741428 | 593872 337044 37158681 110.2 | 19.451 % | 1709.40/1709.83 c | 1194240 | 1472410 4741419 | 653260 337268 37180497 110.2 | 19.452 % | 1709.90/1710.33 c | 1194577 | 1472410 4741419 | 718586 337605 37196093 110.2 | 19.452 % | 1710.40/1710.87 c | 1195083 | 1472410 4741419 | 790444 338111 37246528 110.2 | 19.452 % | 1711.50/1711.92 c | 1195843 | 1472382 4741354 | 869489 338870 37316711 110.1 | 19.454 % | 1713.60/1714.03 c | 1196983 | 1472177 4740848 | 956438 340002 37387898 110.0 | 19.469 % | 1716.20/1716.61 c | 1198695 | 1471889 4740178 | 1052081 341665 37514210 109.8 | 19.491 % | 1719.80/1720.21 c | 1201257 | 1471867 4740097 | 1157290 344224 37897893 110.1 | 19.492 % | 1722.70/1723.12 c | 1205101 | 1471767 4739785 | 1273019 348056 38143894 109.6 | 19.496 % | 1730.79/1731.21 c | 1210868 | 1471670 4739456 | 1400321 353802 38853285 109.8 | 19.499 % | 1739.80/1740.24 c | 1219518 | 1471541 4739049 | 1540353 362432 39777841 109.8 | 19.506 % | 1757.99/1758.43 c | 1232492 | 1471265 4738207 | 1694388 375378 42254824 112.6 | 19.520 % | 1788.89/1789.39 c | 1251953 | 1470849 4737133 | 1863827 394797 46112852 116.8 | 19.550 % | 1800.09/1800.50 c 1800.09/1800.50 c *** TERMINATED *** 1800.09/1800.50 s SATISFIABLE 1800.09/1800.50 v -x54483 -x54484 -x54485 -x54486 -x54487 -x54488 -x54489 -x54490 -x54491 -x54492 -x54493 -x54494 -x54495 -x54496 -x54497 -x54498 -x54499 -x54500 -x54501 -x54502 -x54503 -x54504 -x54505 -x54506 -x54507 -x54508 -x54509 -x54510 -x54511 -x54512 -x54513 -x54514 -x54515 -x54516 -x54517 -x54518 -x54519 -x54520 -x54521 -x54522 -x54523 -x54524 -x54525 -x54526 -x54527 -x54528 -x54529 -x54530 -x54531 -x54532 -x54533 -x54534 -x54535 -x54536 -x54537 -x54538 -x54539 -x54540 -x54541 -x54542 -x54543 -x54544 -x54545 -x54546 -x54547 -x54548 -x54549 -x54550 -x54551 -x54552 -x54553 -x54554 -x54555 -x54556 -x54557 -x54558 -x54559 -x54560 -x54561 -x54562 -x54563 -x54564 -x54565 -x54566 -x54567 -x54568 -x54569 -x54570 -x54571 -x54572 -x54573 -x54574 -x54575 -x54576 -x54577 -x54578 -x54579 -x54580 -x54581 -x54582 -x54583 -x54584 -x54585 -x54586 -x54587 -x54588 -x54589 -x54590 -x54591 -x54592 -x54593 -x54594 -x54595 -x54596 -x54597 -x54598 -x54599 -x54600 -x54601 -x54602 -x54603 -x54604 -x54605 -x54606 -x54607 -x54608 -x54609 -x54610 -x54611 -x54612 -x54613 -x54614 -x54615 -x54616 -x54617 -x54618 -x54619 -x54620 -x54621 -x54622 -x54623 -x54624 -x54625 -x54626 -x54627 -x54628 -x54629 -x54630 -x54631 -x54632 -x54633 -x54634 -x54635 -x54636 -x54637 -x54638 -x54639 -x54640 -x54641 -x54642 -x54643 -x54644 -x54645 -x54646 -x54647 -x54648 -x54649 -x54650 -x54651 -x54652 -x54653 -x54654 -x54655 -x54656 -x54657 -x54658 -x54659 -x54660 -x54661 -x54662 -x54663 -x54664 -x54665 -x54666 -x54667 -x54668 -x54669 -x54670 -x54671 -x54672 -x54673 -x54674 -x54675 -x54676 -x54677 -x54678 -x54679 -x54680 -x54681 -x54682 -x54683 -x54684 -x54685 -x54686 -x54687 -x54688 -x54689 -x54690 -x54691 -x54692 -x54693 -x54694 -x54695 -x54696 -x54697 -x54698 -x54699 -x54700 -x54701 -x54702 -x54703 -x54704 -x54705 -x54706 -x54707 -x54708 -x54709 -x54710 -x54711 -x54712 -x54713 -x54714 -x54715 -x54716 -x54717 -x54718 -x54719 -x54720 -x54721 -x54722 -x54723 -x54724 -x54725 -x54726 -x54727 -x54728 -x54729 -x54730 -x54731 -x54732 -x54733 -x54734 -x54735 -x54736 -x54737 -x54738 -x54739 -x54740 -x54741 -x54742 -x54743 -x54744 -x54745 -x54746 -x54747 -x54748 -x54749 -x54750 -x54751 -x54752 -x54753 -x54754 -x54755 -x54756 -x54757 -x54758 -x54759 -x54760 x54761 -x54762 -x54763 -x54764 -x54765 -x54766 -x54767 -x54768 -x54769 -x54770 -x54771 -x54772 -x54773 -x54774 -x54775 -x54776 -x54777 -x54778 -x54779 -x54780 -x54781 -x54782 -x1 -x2 -x3 -x4 -x5 -x6 -x7 -x8 -x9 -x10 -x11 -x12 -x13 -x14 x15 x16 x17 x18 x19 x20 x21 x22 x23 x24 x25 x26 x27 x28 x29 x30 x31 x32 x33 x34 x35 x36 x37 x38 x39 x40 x41 x42 x43 x44 x45 x46 x47 x48 x49 x50 x51 x52 x53 x54 x55 x56 x57 x58 x59 x60 x61 x62 x63 x64 x65 x66 x67 x68 x69 x70 x71 x72 x73 x74 x75 x76 x77 x78 x79 x80 x81 x82 x83 x84 x85 x86 x87 x88 x89 x90 x91 x92 x93 x94 x95 x96 x97 x98 x99 x100 x101 x102 x103 x104 x105 x106 x107 x108 x109 x110 x111 x112 x113 x114 x115 x116 x117 x118 x119 x120 x121 x122 x123 x124 x125 x126 x127 x128 x129 x130 x131 x132 x133 x134 x135 x136 x137 x138 x139 x140 x141 x142 x143 x144 x145 x146 x147 x148 x149 x150 x151 x152 x153 x154 x155 x156 x157 x158 x159 x160 x161 x162 x163 x164 x165 x166 x167 x168 x169 x170 x171 x172 x173 x174 x175 x176 x177 x178 x179 x180 x181 x182 x183 x184 x185 x186 x187 x188 x189 x190 x191 x192 x193 x194 x195 x196 x197 x198 x199 x200 x201 x202 x203 x204 x205 x206 x207 x208 x209 x210 x211 x212 x213 x214 x215 x216 x217 x218 x219 x220 x221 x222 x223 x224 x225 x226 x227 x228 x229 x230 x231 x232 x233 x234 x235 x236 x237 x238 x239 x240 x241 x242 x243 x244 x245 x246 x247 x248 x249 x250 x251 x252 x253 x254 x255 x256 x257 x258 x259 x260 x261 x262 x263 x264 x265 x266 x267 x268 x269 x270 x271 x272 x273 x274 x275 x276 x277 x278 x279 x280 x281 x282 x283 x284 x285 x286 x287 x288 x289 x290 x291 x292 x293 x294 x295 x296 x297 x298 x299 x300 x301 -x302 -x303 -x304 -x305 -x306 -x307 -x308 -x309 -x310 -x311 -x312 -x313 -x314 -x315 -x316 -x317 -x318 -x319 -x320 -x321 -x322 -x323 -x324 -x325 -x326 -x327 -x328 -x329 -x330 -x331 -x332 -x333 -x334 -x335 -x336 -x337 -x338 -x339 -x340 -x341 -x342 -x343 -x344 -x345 -x346 -x347 -x348 -x349 -x350 -x351 -x352 -x353 -x354 x355 x356 x357 x358 x359 x360 x361 x362 x363 x364 x365 x366 x367 x368 x369 x370 x371 x372 x373 x374 x375 x376 x377 x378 x379 x380 x381 x382 x383 x384 x385 x386 x387 x388 x389 x390 x391 x392 x393 x394 x395 x396 x397 x398 x399 x400 x401 x402 x403 x404 x405 x406 x407 x408 x409 x410 x411 x412 x413 x414 x415 x416 x417 x418 x419 x420 x421 x422 x423 x424 x425 x426 x427 x428 x429 x430 x431 x432 x433 x434 x435 x436 x437 x438 x439 x440 x441 x442 x443 x444 x445 x446 x447 x448 x449 x450 x451 x452 x453 x454 x455 x456 x457 x458 x459 x460 x461 x462 x463 x464 x465 x466 x467 x468 x469 x470 x471 x472 x473 x474 x475 x476 x477 x478 x479 x480 x481 x482 x483 x484 x485 x486 x487 x488 x489 x490 x491 x492 x493 x494 x495 x496 x497 x498 x499 x500 x501 x502 x503 x504 x505 x506 x507 x508 x509 x510 x511 x512 x513 x514 x515 x516 x517 x518 x519 x520 x521 x522 x523 x524 x525 x526 x527 x528 x529 x530 x531 x532 x533 x534 x535 x536 x537 x538 x539 x540 x541 x542 x543 x544 x545 x546 x547 x548 x549 x550 x551 x552 x553 x554 x555 x556 x557 x558 x559 x560 x561 x562 x563 x564 x565 x566 x567 x568 x569 x570 x571 x572 x573 x574 x575 x576 x577 x578 x579 x580 x581 x582 x583 x584 x585 x586 x587 x588 x589 x590 x591 x592 x593 x594 x595 x596 x597 x598 x599 x600 x601 x602 -x603 -x604 -x605 -x606 -x607 -x608 -x609 -x610 -x611 -x612 -x613 -x614 -x615 -x616 -x617 -x618 -x619 -x620 -x621 -x622 -x623 -x624 -x625 -x626 x627 x628 x629 x630 x631 x632 x633 x634 x635 x636 x637 x638 x639 x640 x641 x642 x643 x644 x645 x646 x647 x648 x649 x650 x651 x652 x653 x654 x655 x656 x657 x658 x659 x660 x661 x662 x663 x664 x665 x666 x667 x668 x669 x670 x671 x672 x673 x674 x675 x676 x677 x678 x679 x680 x681 x682 x683 x684 x685 x686 x687 x688 x689 x690 x691 x692 x693 x694 x695 x696 x697 x698 x699 x700 x701 x702 x703 x704 x705 x706 x707 x708 x709 x710 x711 x712 x713 x714 x715 x716 x717 x718 x719 x720 x721 x722 x723 x724 x725 x726 x727 x728 x729 x730 x731 x732 x733 x734 x735 x736 x737 x738 x739 x740 x741 x742 x743 x744 x745 x746 x747 x748 x749 x750 x751 x752 x753 x754 x755 x756 x757 x758 x759 x760 x761 x762 x763 x764 x765 x766 x767 x768 x769 x770 x771 x772 x773 x774 x775 x776 x777 x778 x779 x780 x781 x782 x783 x784 x785 x786 x787 x788 x789 x790 x791 x792 x793 x794 x795 x796 x797 x798 x799 x800 x801 x802 x803 x804 x805 x806 x807 x808 x809 x810 x811 x812 x813 x814 x815 x816 x817 x818 x819 x820 x821 x822 x823 x824 x825 x826 x827 x828 x829 x830 x831 x832 x833 x834 x835 x836 x837 x838 x839 x840 x841 x842 x843 x844 x845 x846 x847 x848 x849 x850 x851 x852 x853 x854 x855 x856 x857 x858 x859 x860 x861 x862 x863 x864 x865 x866 x867 x868 x869 x870 x871 x872 x873 x874 x875 x876 x877 x878 x879 x880 x881 x882 x883 x884 x885 x886 x887 x888 x889 x890 x891 x892 x893 x894 x895 x896 x897 x898 x899 x900 x901 x902 x903 -x904 -x905 -x906 -x907 -x908 -x909 -x910 -x911 -x912 -x913 -x914 -x915 -x916 -x917 -x918 -x919 -x920 -x921 -x922 -x923 -x924 -x925 -x926 -x927 -x928 -x929 x930 x931 x932 x933 x934 x935 x936 x937 x938 x939 x940 x941 x942 x943 x944 x945 x946 x947 x948 x949 x950 x951 x952 x953 x954 x955 x956 x957 x958 x959 x960 x961 x962 x963 x964 x965 x966 x967 x968 x969 x970 x971 x972 x973 x974 x975 x976 x977 x978 x979 x980 x981 x982 x983 x984 x985 x986 x987 x988 x989 x990 x991 x992 x993 x994 x995 x996 x997 x998 x999 x1000 x1001 x1002 x1003 x1004 x1005 x1006 x1007 x1008 x1009 x1010 x1011 x1012 x1013 x1014 x1015 x1016 x1017 x1018 x1019 x1020 x1021 x1022 x1023 x1024 x1025 x1026 x1027 x1028 x1029 x1030 x1031 x1032 x1033 x1034 x1035 x1036 x1037 x1038 x1039 x1040 x1041 x1042 x1043 x1044 x1045 x1046 x1047 x1048 x1049 x1050 x1051 x1052 x1053 x1054 x1055 x1056 x1057 x1058 x1059 x1060 x1061 x1062 x1063 x1064 x1065 x1066 x1067 x1068 x1069 x1070 x1071 x1072 x1073 x1074 x1075 x1076 x1077 x1078 x1079 x1080 x1081 x1082 x1083 x1084 x1085 x1086 x1087 x1088 x1089 x1090 x1091 x1092 x1093 x1094 x1095 x1096 x1097 x1098 x1099 x1100 x1101 x1102 x1103 x1104 x1105 x1106 x1107 x1108 x1109 x1110 x1111 x1112 x1113 x1114 x1115 x1116 x1117 x1118 x1119 x1120 x1121 x1122 x1123 x1124 x1125 x1126 x1127 x1128 x1129 x1130 x1131 x1132 x1133 x1134 x1135 x1136 x1137 x1138 x1139 x1140 x1141 x1142 x1143 x1144 x1145 x1146 x1147 x1148 x1149 x1150 x1151 x1152 x1153 x1154 x1155 x1156 x1157 x1158 x1159 x1160 x1161 x1162 x1163 x1164 x1165 x1166 x1167 x1168 x1169 x1170 x1171 x1172 x1173 x1174 x1175 x1176 x1177 x1178 x1179 x1180 x1181 x1182 x1183 x1184 x1185 x1186 x1187 x1188 x1189 x1190 x1191 x1192 x1193 x1194 x1195 x1196 x1197 x1198 x1199 x1200 x1201 x1202 x1203 x1204 -x1205 -x1206 -x1207 -x1208 -x1209 -x1210 -x1211 -x1212 -x1213 -x1214 -x1215 -x1216 -x1217 -x1218 -x1219 -x1220 -x1221 -x1222 -x1223 -x1224 -x1225 -x1226 -x1227 -x1228 -x1229 -x1230 -x1231 -x1232 -x1233 -x1234 -x1235 -x1236 -x1237 -x1238 -x1239 -x1240 x1241 x1242 x1243 x1244 x1245 x1246 x1247 x1248 x1249 x1250 x1251 x1252 x1253 x1254 x1255 x1256 x1257 x1258 x1259 x1260 x1261 x1262 x1263 x1264 x1265 x1266 x1267 x1268 x1269 x1270 x1271 x1272 x1273 x1274 x1275 x1276 x1277 x1278 x1279 x1280 x1281 x1282 x1283 x1284 x1285 x1286 x1287 x1288 x1289 x1290 x1291 x1292 x1293 x1294 x1295 x1296 x1297 x1298 x1299 x1300 x1301 x1302 x1303 x1304 x1305 x1306 x1307 x1308 x1309 x1310 x1311 x1312 x1313 x1314 x1315 x1316 x1317 x1318 x1319 x1320 x1321 x1322 x1323 x1324 x1325 x1326 x1327 x1328 x1329 x1330 x1331 x1332 x1333 x1334 x1335 x1336 x1337 x1338 x1339 x1340 x1341 x1342 x1343 x1344 x1345 x1346 x1347 x1348 x1349 x1350 x1351 x1352 x1353 x1354 x1355 x1356 x1357 x1358 x1359 x1360 x1361 x1362 x1363 x1364 x1365 x1366 x1367 x1368 x1369 x1370 x1371 x1372 x1373 x1374 x1375 x1376 x1377 x1378 x1379 x1380 x1381 x1382 x1383 x1384 x1385 x1386 x1387 x1388 x1389 x1390 x1391 x1392 x1393 x1394 x1395 x1396 x1397 x1398 x1399 x1400 x1401 x1402 x1403 x1404 x1405 x1406 x1407 x1408 x1409 x1410 x1411 x1412 x1413 x1414 x1415 x1416 x1417 x1418 x1419 x1420 x1421 x1422 x1423 x1424 x1425 x1426 x1427 x1428 x1429 x1430 x1431 x1432 x1433 x1434 x1435 x1436 x1437 x1438 x1439 x1440 x1441 x1442 x1443 x1444 x1445 x1446 x1447 x1448 x1449 x1450 x1451 x1452 x1453 x1454 x1455 x1456 x1457 x1458 x1459 x1460 x1461 x1462 x1463 x1464 x1465 x1466 x1467 x1468 x1469 x1470 x1471 x1472 x1473 x1474 x1475 x1476 x1477 x1478 x1479 x1480 x1481 x1482 x1483 x1484 x1485 x1486 x1487 x1488 x1489 x1490 x1491 x1492 x1493 x1494 x1495 x1496 x1497 x1498 x1499 x1500 x1501 x1502 x1503 x1504 x1505 -x1506 -x1507 -x1508 -x1509 -x1510 -x1511 -x1512 -x1513 -x1514 -x1515 -x1516 -x1517 -x1518 -x1519 -x1520 -x1521 -x1522 -x1523 -x1524 -x1525 -x1526 -x1527 -x1528 -x1529 -x1530 -x1531 -x1532 -x1533 -x1534 -x1535 -x1536 -x1537 -x1538 -x1539 -x1540 -x1541 -x1542 -x1543 -x1544 -x1545 -x1546 -x1547 -x1548 -x1549 -x1550 x1551 x1552 x1553 x1554 x1555 x1556 x1557 x1558 x1559 x1560 x1561 x1562 x1563 x1564 x1565 x1566 x1567 x1568 x1569 x1570 x1571 x1572 x1573 x1574 x1575 x1576 x1577 x1578 x1579 x1580 x1581 x1582 x1583 x1584 x1585 x1586 x1587 x1588 x1589 x1590 x1591 x1592 x1593 x1594 x1595 x1596 x1597 x1598 x1599 x1600 x1601 x1602 x1603 x1604 x1605 x1606 x1607 x1608 x1609 x1610 x1611 x1612 x1613 x1614 x1615 x1616 x1617 x1618 x1619 x1620 x1621 x1622 x1623 x1624 x1625 x1626 x1627 x1628 x1629 x1630 x1631 x1632 x1633 x1634 x1635 x1636 x1637 x1638 x1639 x1640 x1641 x1642 x1643 x1644 x1645 x1646 x1647 x1648 x1649 x1650 x1651 x1652 x1653 x1654 x1655 x1656 x1657 x1658 x1659 x1660 x1661 x1662 x1663 x1664 x1665 x1666 x1667 x1668 x1669 x1670 x1671 x1672 x1673 x1674 x1675 x1676 x1677 x1678 x1679 x1680 x1681 x1682 x1683 x1684 x1685 x1686 x1687 x1688 x1689 x1690 x1691 x1692 x1693 x1694 x1695 x1696 x1697 x1698 x1699 x1700 x1701 x1702 x1703 x1704 x1705 x1706 x1707 x1708 x1709 x1710 x1711 x1712 x1713 x1714 x1715 x1716 x1717 x1718 x1719 x1720 x1721 x1722 x1723 x1724 x1725 x1726 x1727 x1728 x1729 x1730 x1731 x1732 x1733 x1734 x1735 x1736 x1737 x1738 x1739 x1740 x1741 x1742 x1743 x1744 x1745 x1746 x1747 x1748 x1749 x1750 x1751 x1752 x1753 x1754 x1755 x1756 x1757 x1758 x1759 x1760 x1761 x1762 x1763 x1764 x1765 x1766 x1767 x1768 x1769 x1770 x1771 x1772 x1773 x1774 x1775 x1776 x1777 x1778 x1779 x1780 x1781 x1782 x1783 x1784 x1785 x1786 x1787 x1788 x1789 x1790 x1791 x1792 x1793 x1794 x1795 x1796 x1797 x1798 x1799 x1800 x1801 x1802 x1803 x1804 x1805 x1806 -x1807 -x1808 -x1809 -x1810 -x1811 -x1812 -x1813 -x1814 -x1815 -x1816 -x1817 -x1818 -x1819 -x1820 -x1821 -x1822 -x1823 -x1824 -x1825 -x1826 -x1827 -x1828 -x1829 -x1830 -x1831 -x1832 -x1833 -x1834 -x1835 -x1836 -x1837 -x1838 -x1839 -x1840 -x1841 -x1842 -x1843 -x1844 -x1845 -x1846 -x1847 -x1848 -x1849 -x1850 -x1851 -x1852 -x1853 -x1854 -x1855 -x1856 -x1857 -x1858 -x1859 -x1860 -x1861 -x1862 -x1863 -x1864 -x1865 x1866 x1867 x1868 x1869 x1870 x1871 x1872 x1873 x1874 x1875 x1876 x1877 x1878 x1879 x1880 x1881 x1882 x1883 x1884 x1885 x1886 x1887 x1888 x1889 x1890 x1891 x1892 x1893 x1894 x1895 x1896 x1897 x1898 x1899 x1900 x1901 x1902 x1903 x1904 x1905 x1906 x1907 x1908 x1909 x1910 x1911 x1912 x1913 x1914 x1915 x1916 x1917 x1918 x1919 x1920 x1921 x1922 x1923 x1924 x1925 x1926 x1927 x1928 x1929 x1930 x1931 x1932 x1933 x1934 x1935 x1936 x1937 x1938 x1939 x1940 x1941 x1942 x1943 x1944 x1945 x1946 x1947 x1948 x1949 x1950 x1951 x1952 x1953 x1954 x1955 x1956 x1957 x1958 x1959 x1960 x1961 x1962 x1963 x1964 x1965 x1966 x1967 x1968 x1969 x1970 x1971 x1972 x1973 x1974 x1975 x1976 x1977 x1978 x1979 x1980 x1981 x1982 x1983 x1984 x1985 x1986 x1987 x1988 x1989 x1990 x1991 x1992 x1993 x1994 x1995 x1996 x1997 x1998 x1999 x2000 x2001 x2002 x2003 x2004 x2005 x2006 x2007 x2008 x2009 x2010 x2011 x2012 x2013 x2014 x2015 x2016 x2017 x2018 x2019 x2020 x2021 x2022 x2023 x2024 x2025 x2026 x2027 x2028 x2029 x2030 x2031 x2032 x2033 x2034 x2035 x2036 x2037 x2038 x2039 x2040 x2041 x2042 x2043 x2044 x2045 x2046 x2047 x2048 x2049 x2050 x2051 x2052 x2053 x2054 x2055 x2056 x2057 x2058 x2059 x2060 x2061 x2062 x2063 x2064 x2065 x2066 x2067 x2068 x2069 x2070 x2071 x2072 x2073 x2074 x2075 x2076 x2077 x2078 x2079 x2080 x2081 x2082 x2083 x2084 x2085 x2086 x2087 x2088 x2089 x2090 x2091 x2092 x2093 x2094 x2095 x2096 x2097 x2098 x2099 x2100 x2101 x2102 x2103 x2104 x2105 x2106 x2107 -x2108 -x2109 -x2110 -x2111 -x2112 -x2113 -x2114 -x2115 -x2116 -x2117 -x2118 -x2119 -x2120 -x2121 -x2122 -x2123 -x2124 -x2125 -x2126 -x2127 -x2128 -x2129 -x2130 -x2131 -x2132 -x2133 -x2134 -x2135 -x2136 -x2137 -x2138 -x2139 -x2140 -x2141 -x2142 -x2143 -x2144 -x2145 -x2146 -x2147 -x2148 -x2149 -x2150 -x2151 -x2152 -x2153 -x2154 -x2155 -x2156 -x2157 -x2158 -x2159 -x2160 -x2161 -x2162 -x2163 -x2164 -x2165 -x2166 -x2167 -x2168 -x2169 -x2170 -x2171 -x2172 -x2173 -x2174 -x2175 -x2176 -x2177 -x2178 -x2179 -x2180 -x2181 -x2182 -x2183 -x2184 -x2185 -x2186 -x2187 -x2188 -x2189 -x2190 -x2191 -x2192 -x2193 -x2194 -x2195 -x2196 -x2197 -x2198 -x2199 -x2200 -x2201 -x2202 -x2203 -x2204 -x2205 -x2206 -x2207 -x2208 -x2209 -x2210 -x2211 -x2212 -x2213 -x2214 -x2215 -x2216 -x2217 -x2218 -x2219 -x2220 -x2221 -x2222 -x2223 -x2224 -x2225 -x2226 -x2227 -x2228 -x2229 -x2230 -x2231 -x2232 -x2233 -x2234 -x2235 -x2236 -x2237 -x2238 -x2239 -x2240 -x2241 -x2242 -x2243 -x2244 -x2245 -x2246 -x2247 -x2248 -x2249 -x2250 -x2251 -x2252 -x2253 -x2254 -x2255 -x2256 -x2257 -x2258 -x2259 -x2260 -x2261 -x2262 -x2263 -x2264 -x2265 -x2266 -x2267 -x2268 -x2269 -x2270 -x2271 -x2272 -x2273 -x2274 -x2275 -x2276 -x2277 -x2278 -x2279 -x2280 -x2281 -x2282 -x2283 -x2284 -x2285 -x2286 -x2287 -x2288 -x2289 -x2290 -x2291 x2292 x2293 x2294 x2295 x2296 x2297 x2298 x2299 x2300 x2301 x2302 x2303 x2304 x2305 x2306 x2307 x2308 x2309 x2310 x2311 x2312 x2313 x2314 x2315 x2316 x2317 x2318 x2319 x2320 x2321 x2322 x2323 x2324 x2325 x2326 x2327 x2328 x2329 x2330 x2331 x2332 x2333 x2334 x2335 x2336 x2337 x2338 x2339 x2340 x2341 x2342 x2343 x2344 x2345 x2346 x2347 x2348 x2349 x2350 x2351 x2352 x2353 x2354 x2355 x2356 x2357 x2358 x2359 x2360 x2361 x2362 x2363 x2364 x2365 x2366 x2367 x2368 x2369 x2370 x2371 x2372 x2373 x2374 x2375 x2376 x2377 x2378 x2379 x2380 x2381 x2382 x2383 x2384 x2385 x2386 x2387 x2388 x2389 x2390 x2391 x2392 x2393 x2394 x2395 x2396 x2397 x2398 x2399 x2400 x2401 x2402 x2403 x2404 x2405 x2406 x2407 x2408 -x2409 -x2410 -x2411 -x2412 -x2413 -x2414 -x2415 -x2416 -x2417 -x2418 -x2419 -x2420 -x2421 -x2422 -x2423 -x2424 -x2425 -x2426 -x2427 -x2428 -x2429 -x2430 -x2431 -x2432 -x2433 -x2434 -x2435 -x2436 -x2437 -x2438 -x2439 -x2440 -x2441 -x2442 -x2443 -x2444 -x2445 -x2446 -x2447 -x2448 -x2449 -x2450 -x2451 -x2452 -x2453 -x2454 -x2455 -x2456 -x2457 -x2458 -x2459 -x2460 -x2461 -x2462 -x2463 -x2464 -x2465 -x2466 -x2467 -x2468 -x2469 -x2470 -x2471 -x2472 -x2473 -x2474 -x2475 -x2476 -x2477 -x2478 -x2479 -x2480 -x2481 -x2482 -x2483 -x2484 -x2485 -x2486 -x2487 -x2488 -x2489 -x2490 -x2491 -x2492 -x2493 -x2494 -x2495 -x2496 -x2497 -x2498 -x2499 -x2500 -x2501 -x2502 -x2503 -x2504 -x2505 -x2506 -x2507 -x2508 -x2509 -x2510 -x2511 -x2512 x2513 x2514 x2515 x2516 x2517 x2518 x2519 x2520 x2521 x2522 x2523 x2524 x2525 x2526 x2527 x2528 x2529 x2530 x2531 x2532 x2533 x2534 x2535 x2536 x2537 x2538 x2539 x2540 x2541 x2542 x2543 x2544 x2545 x2546 x2547 x2548 x2549 x2550 x2551 x2552 x2553 x2554 x2555 x2556 x2557 x2558 x2559 x2560 x2561 x2562 x2563 x2564 x2565 x2566 x2567 x2568 x2569 x2570 x2571 x2572 x2573 x2574 x2575 x2576 x2577 x2578 x2579 x2580 x2581 x2582 x2583 x2584 x2585 x2586 x2587 x2588 x2589 x2590 x2591 x2592 x2593 x2594 x2595 x2596 x2597 x2598 x2599 x2600 x2601 x2602 x2603 x2604 x2605 x2606 x2607 x2608 x2609 x2610 x2611 x2612 x2613 x2614 x2615 x2616 x2617 x2618 x2619 x2620 x2621 x2622 x2623 x2624 x2625 x2626 x2627 x2628 x2629 x2630 x2631 x2632 x2633 x2634 x2635 x2636 x2637 x2638 x2639 x2640 x2641 x2642 x2643 x2644 x2645 x2646 x2647 x2648 x2649 x2650 x2651 x2652 x2653 x2654 x2655 x2656 x2657 x2658 x2659 x2660 x2661 x2662 x2663 x2664 x2665 x2666 x2667 x2668 x2669 x2670 x2671 x2672 x2673 x2674 x2675 x2676 x2677 x2678 x2679 x2680 x2681 x2682 x2683 x2684 x2685 x2686 x2687 x2688 x2689 x2690 x2691 x2692 x2693 x2694 x2695 x2696 x2697 x2698 x2699 x2700 x2701 x2702 x2703 x2704 x2705 x2706 x2707 x2708 x2709 -x2710 -x2711 -x2712 -x2713 -x2714 -x2715 -x2716 -x2717 -x2718 -x2719 -x2720 -x2721 -x2722 -x2723 -x2724 -x2725 -x2726 -x2727 -x2728 -x2729 -x2730 -x2731 -x2732 -x2733 -x2734 -x2735 -x2736 -x2737 -x2738 -x2739 -x2740 -x2741 -x2742 -x2743 -x2744 -x2745 -x2746 -x2747 -x2748 -x2749 -x2750 -x2751 -x2752 x2753 x2754 x2755 x2756 x2757 x2758 x2759 x2760 x2761 x2762 x2763 x2764 x2765 x2766 x2767 x2768 x2769 x2770 x2771 x2772 x2773 x2774 x2775 x2776 x2777 x2778 x2779 x2780 x2781 x2782 x2783 x2784 x2785 x2786 x2787 x2788 x2789 x2790 x2791 x2792 x2793 x2794 x2795 x2796 x2797 x2798 x2799 x2800 x2801 x2802 x2803 x2804 x2805 x2806 x2807 x2808 x2809 x2810 x2811 x2812 x2813 x2814 x2815 x2816 x2817 x2818 x2819 x2820 x2821 x2822 x2823 x2824 x2825 x2826 x2827 x2828 x2829 x2830 x2831 x2832 x2833 x2834 x2835 x2836 x2837 x2838 x2839 x2840 x2841 x2842 x2843 x2844 x2845 x2846 x2847 x2848 x2849 x2850 x2851 x2852 x2853 x2854 x2855 x2856 x2857 x2858 x2859 x2860 x2861 x2862 x2863 x2864 x2865 x2866 x2867 x2868 x2869 x2870 x2871 x2872 x2873 x2874 x2875 x2876 x2877 x2878 x2879 x2880 x2881 x2882 x2883 x2884 x2885 x2886 x2887 x2888 x2889 x2890 x2891 x2892 x2893 x2894 x2895 x2896 x2897 x2898 x2899 x2900 x2901 x2902 x2903 x2904 x2905 x2906 x2907 x2908 x2909 x2910 x2911 x2912 x2913 x2914 x2915 x2916 x2917 x2918 x2919 x2920 x2921 x2922 x2923 x2924 x2925 x2926 x2927 x2928 x2929 x2930 x2931 x2932 x2933 x2934 x2935 x2936 x2937 x2938 x2939 x2940 x2941 x2942 x2943 x2944 x2945 x2946 x2947 x2948 x2949 x2950 x2951 x2952 x2953 x2954 x2955 x2956 x2957 x2958 x2959 x2960 x2961 x2962 x2963 x2964 x2965 x2966 x2967 x2968 x2969 x2970 x2971 x2972 x2973 x2974 x2975 x2976 x2977 x2978 x2979 x2980 x2981 x2982 x2983 x2984 x2985 x2986 x2987 x2988 x2989 x2990 x2991 x2992 x2993 x2994 x2995 x2996 x2997 x2998 x2999 x3000 x3001 x3002 x3003 x3004 x3005 x3006 x3007 x3008 x3009 x3010 -x3011 -x3012 -x3013 -x3014 -x3015 -x3016 -x3017 -x3018 -x3019 -x3020 -x3021 -x3022 -x3023 -x3024 -x3025 -x3026 -x3027 -x3028 -x3029 -x3030 -x3031 -x3032 -x3033 -x3034 -x3035 -x3036 -x3037 -x3038 -x3039 -x3040 -x3041 -x3042 -x3043 -x3044 -x3045 -x3046 -x3047 -x3048 -x3049 -x3050 -x3051 -x3052 -x3053 -x3054 -x3055 -x3056 -x3057 -x3058 -x3059 -x3060 -x3061 -x3062 -x3063 -x3064 -x3065 -x3066 -x3067 -x3068 -x3069 -x3070 -x3071 -x3072 -x3073 -x3074 -x3075 -x3076 -x3077 -x3078 -x3079 -x3080 -x3081 -x3082 -x3083 -x3084 -x3085 -x3086 -x3087 -x3088 -x3089 -x3090 -x3091 -x3092 -x3093 -x3094 -x3095 -x3096 -x3097 -x3098 -x3099 -x3100 -x3101 -x3102 -x3103 -x3104 -x3105 -x3106 -x3107 -x3108 -x3109 -x3110 -x3111 -x3112 -x3113 -x3114 -x3115 -x3116 -x3117 -x3118 -x3119 -x3120 -x3121 -x3122 x3123 x3124 x3125 x3126 x3127 x3128 x3129 x3130 x3131 x3132 x3133 x3134 x3135 x3136 x3137 x3138 x3139 x3140 x3141 x3142 x3143 x3144 x3145 x3146 x3147 x3148 x3149 x3150 x3151 x3152 x3153 x3154 x3155 x3156 x3157 x3158 x3159 x3160 x3161 x3162 x3163 x3164 x3165 x3166 x3167 x3168 x3169 x3170 x3171 x3172 x3173 x3174 x3175 x3176 x3177 x3178 x3179 x3180 x3181 x3182 x3183 x3184 x3185 x3186 x3187 x3188 x3189 x3190 x3191 x3192 x3193 x3194 x3195 x3196 x3197 x3198 x3199 x3200 x3201 x3202 x3203 x3204 x3205 x3206 x3207 x3208 x3209 x3210 x3211 x3212 x3213 x3214 x3215 x3216 x3217 x3218 x3219 x3220 x3221 x3222 x3223 x3224 x3225 x3226 x3227 x3228 x3229 x3230 x3231 x3232 x3233 x3234 x3235 x3236 x3237 x3238 x3239 x3240 x3241 x3242 x3243 x3244 x3245 x3246 x3247 x3248 x3249 x3250 x3251 x3252 x3253 x3254 x3255 x3256 x3257 x3258 x3259 x3260 x3261 x3262 x3263 x3264 x3265 x3266 x3267 x3268 x3269 x3270 x3271 x3272 x3273 x3274 x3275 x3276 x3277 x3278 x3279 x3280 x3281 x3282 x3283 x3284 x3285 x3286 x3287 x3288 x3289 x3290 x3291 x3292 x3293 x3294 x3295 x3296 x3297 x3298 x3299 x3300 x3301 x3302 x3303 x3304 x3305 x3306 x3307 x3308 x3309 x3310 x3311 -x3312 -x3313 -x3314 -x3315 -x3316 -x3317 -x3318 -x3319 -x3320 -x3321 -x3322 -x3323 -x3324 -x3325 -x3326 -x3327 -x3328 -x3329 -x3330 -x3331 -x3332 -x3333 -x3334 -x3335 -x3336 -x3337 -x3338 -x3339 -x3340 -x3341 -x3342 -x3343 -x3344 -x3345 -x3346 -x3347 -x3348 -x3349 -x3350 -x3351 -x3352 -x3353 -x3354 -x3355 -x3356 -x3357 -x3358 -x3359 -x3360 -x3361 -x3362 -x3363 -x3364 -x3365 -x3366 -x3367 -x3368 -x3369 -x3370 -x3371 -x3372 -x3373 -x3374 -x3375 -x3376 -x3377 -x3378 -x3379 -x3380 -x3381 -x3382 -x3383 -x3384 -x3385 -x3386 -x3387 -x3388 -x3389 -x3390 -x3391 -x3392 -x3393 -x3394 -x3395 -x3396 -x3397 -x3398 -x3399 -x3400 -x3401 -x3402 -x3403 -x3404 -x3405 -x3406 -x3407 -x3408 -x3409 -x3410 -x3411 -x3412 -x3413 -x3414 -x3415 -x3416 -x3417 -x3418 -x3419 -x3420 -x3421 -x3422 -x3423 -x3424 -x3425 -x3426 -x3427 -x3428 -x3429 -x3430 -x3431 -x3432 -x3433 -x3434 -x3435 -x3436 -x3437 -x3438 -x3439 -x3440 -x3441 -x3442 -x3443 -x3444 -x3445 -x3446 -x3447 -x3448 -x3449 -x3450 -x3451 -x3452 -x3453 -x3454 x3455 x3456 x3457 x3458 x3459 x3460 x3461 x3462 x3463 x3464 x3465 x3466 x3467 x3468 x3469 x3470 x3471 x3472 x3473 x3474 x3475 x3476 x3477 x3478 x3479 x3480 x3481 x3482 x3483 x3484 x3485 x3486 x3487 x3488 x3489 x3490 x3491 x3492 x3493 x3494 x3495 x3496 x3497 x3498 x3499 x3500 x3501 x3502 x3503 x3504 x3505 x3506 x3507 x3508 x3509 x3510 x3511 x3512 x3513 x3514 x3515 x3516 x3517 x3518 x3519 x3520 x3521 x3522 x3523 x3524 x3525 x3526 x3527 x3528 x3529 x3530 x3531 x3532 x3533 x3534 x3535 x3536 x3537 x3538 x3539 x3540 x3541 x3542 x3543 x3544 x3545 x3546 x3547 x3548 x3549 x3550 x3551 x3552 x3553 x3554 x3555 x3556 x3557 x3558 x3559 x3560 x3561 x3562 x3563 x3564 x3565 x3566 x3567 x3568 x3569 x3570 x3571 x3572 x3573 x3574 x3575 x3576 x3577 x3578 x3579 x3580 x3581 x3582 x3583 x3584 x3585 x3586 x3587 x3588 x3589 x3590 x3591 x3592 x3593 x3594 x3595 x3596 x3597 x3598 x3599 x3600 x3601 x3602 x3603 x3604 x3605 x3606 x3607 x3608 x3609 x3610 x3611 x3612 -x3613 -x3614 -x3615 -x3616 -x3617 -x3618 -x3619 -x3620 -x3621 -x3622 -x3623 -x3624 -x3625 -x3626 -x3627 -x3628 -x3629 -x3630 -x3631 -x3632 -x3633 -x3634 -x3635 -x3636 -x3637 -x3638 -x3639 -x3640 -x3641 -x3642 -x3643 -x3644 -x3645 -x3646 -x3647 -x3648 -x3649 -x3650 -x3651 -x3652 -x3653 -x3654 -x3655 -x3656 -x3657 -x3658 -x3659 -x3660 -x3661 -x3662 -x3663 -x3664 -x3665 -x3666 -x3667 -x3668 -x3669 -x3670 -x3671 -x3672 -x3673 -x3674 x3675 x3676 x3677 x3678 x3679 x3680 x3681 x3682 x3683 x3684 x3685 x3686 x3687 x3688 x3689 x3690 x3691 x3692 x3693 x3694 x3695 x3696 x3697 x3698 x3699 x3700 x3701 x3702 x3703 x3704 x3705 x3706 x3707 x3708 x3709 x3710 x3711 x3712 x3713 x3714 x3715 x3716 x3717 x3718 x3719 x3720 x3721 x3722 x3723 x3724 x3725 x3726 x3727 x3728 x3729 x3730 x3731 x3732 x3733 x3734 x3735 x3736 x3737 x3738 x3739 x3740 x3741 x3742 x3743 x3744 x3745 x3746 x3747 x3748 x3749 x3750 x3751 x3752 x3753 x3754 x3755 x3756 x3757 x3758 x3759 x3760 x3761 x3762 x3763 x3764 x3765 x3766 x3767 x3768 x3769 x3770 x3771 x3772 x3773 x3774 x3775 x3776 x3777 x3778 x3779 x3780 x3781 x3782 x3783 x3784 x3785 x3786 x3787 x3788 x3789 x3790 x3791 x3792 x3793 x3794 x3795 x3796 x3797 x3798 x3799 x3800 x3801 x3802 x3803 x3804 x3805 x3806 x3807 x3808 x3809 x3810 x3811 x3812 x3813 x3814 x3815 x3816 x3817 x3818 x3819 x3820 x3821 x3822 x3823 x3824 x3825 x3826 x3827 x3828 x3829 x3830 x3831 x3832 x3833 x3834 x3835 x3836 x3837 x3838 x3839 x3840 x3841 x3842 x3843 x3844 x3845 x3846 x3847 x3848 x3849 x3850 x3851 x3852 x3853 x3854 x3855 x3856 x3857 x3858 x3859 x3860 x3861 x3862 x3863 x3864 x3865 x3866 x3867 x3868 x3869 x3870 x3871 x3872 x3873 x3874 x3875 x3876 x3877 x3878 x3879 x3880 x3881 x3882 x3883 x3884 x3885 x3886 x3887 x3888 x3889 x3890 x3891 x3892 x3893 x3894 x3895 x3896 x3897 x3898 x3899 x3900 x3901 x3902 x3903 x3904 x3905 x3906 x3907 x3908 x3909 x3910 x3911 x3912 x3913 -x3914 -x3915 -x3916 -x3917 -x3918 -x3919 -x3920 -x3921 -x3922 -x3923 -x3924 -x3925 -x3926 -x3927 -x3928 -x3929 -x3930 -x3931 -x3932 -x3933 -x3934 -x3935 -x3936 -x3937 -x3938 -x3939 -x3940 -x3941 -x3942 -x3943 -x3944 -x3945 -x3946 -x3947 -x3948 -x3949 -x3950 -x3951 -x3952 -x3953 -x3954 -x3955 -x3956 -x3957 -x3958 -x3959 -x3960 -x3961 -x3962 -x3963 -x3964 -x3965 -x3966 -x3967 -x3968 -x3969 -x3970 -x3971 -x3972 -x3973 -x3974 -x3975 -x3976 -x3977 -x3978 x3979 x3980 x3981 x3982 x3983 x3984 x3985 x3986 x3987 x3988 x3989 x3990 x3991 x3992 x3993 x3994 x3995 x3996 x3997 x3998 x3999 x4000 x4001 x4002 x4003 x4004 x4005 x4006 x4007 x4008 x4009 x4010 x4011 x4012 x4013 x4014 x4015 x4016 x4017 x4018 x4019 x4020 x4021 x4022 x4023 x4024 x4025 x4026 x4027 x4028 x4029 x4030 x4031 x4032 x4033 x4034 x4035 x4036 x4037 x4038 x4039 x4040 x4041 x4042 x4043 x4044 x4045 x4046 x4047 x4048 x4049 x4050 x4051 x4052 x4053 x4054 x4055 x4056 x4057 x4058 x4059 x4060 x4061 x4062 x4063 x4064 x4065 x4066 x4067 x4068 x4069 x4070 x4071 x4072 x4073 x4074 x4075 x4076 x4077 x4078 x4079 x4080 x4081 x4082 x4083 x4084 x4085 x4086 x4087 x4088 x4089 x4090 x4091 x4092 x4093 x4094 x4095 x4096 x4097 x4098 x4099 x4100 x4101 x4102 x4103 x4104 x4105 x4106 x4107 x4108 x4109 x4110 x4111 x4112 x4113 x4114 x4115 x4116 x4117 x4118 x4119 x4120 x4121 x4122 x4123 x4124 x4125 x4126 x4127 x4128 x4129 x4130 x4131 x4132 x4133 x4134 x4135 x4136 x4137 x4138 x4139 x4140 x4141 x4142 x4143 x4144 x4145 x4146 x4147 x4148 x4149 x4150 x4151 x4152 x4153 x4154 x4155 x4156 x4157 x4158 x4159 x4160 x4161 x4162 x4163 x4164 x4165 x4166 x4167 x4168 x4169 x4170 x4171 x4172 x4173 x4174 x4175 x4176 x4177 x4178 x4179 x4180 x4181 x4182 x4183 x4184 x4185 x4186 x4187 x4188 x4189 x4190 x4191 x4192 x4193 x4194 x4195 x4196 x4197 x4198 x4199 x4200 x4201 x4202 x4203 x4204 x4205 x4206 x4207 x4208 x4209 x4210 x4211 x4212 x4213 x4214 -x4215 -x4216 -x4217 -x4218 -x4219 -x4220 -x4221 -x4222 -x4223 -x4224 -x4225 -x4226 -x4227 -x4228 -x4229 -x4230 -x4231 -x4232 -x4233 -x4234 -x4235 -x4236 -x4237 -x4238 -x4239 -x4240 -x4241 -x4242 -x4243 -x4244 -x4245 -x4246 -x4247 -x4248 -x4249 -x4250 -x4251 -x4252 -x4253 -x4254 -x4255 -x4256 -x4257 x4258 x4259 x4260 x4261 x4262 x4263 x4264 x4265 x4266 x4267 x4268 x4269 x4270 x4271 x4272 x4273 x4274 x4275 x4276 x4277 x4278 x4279 x4280 x4281 x4282 x4283 x4284 x4285 x4286 x4287 x4288 x4289 x4290 x4291 x4292 x4293 x4294 x4295 x4296 x4297 x4298 x4299 x4300 x4301 x4302 x4303 x4304 x4305 x4306 x4307 x4308 x4309 x4310 x4311 x4312 x4313 x4314 x4315 x4316 x4317 x4318 x4319 x4320 x4321 x4322 x4323 x4324 x4325 x4326 x4327 x4328 x4329 x4330 x4331 x4332 x4333 x4334 x4335 x4336 x4337 x4338 x4339 x4340 x4341 x4342 x4343 x4344 x4345 x4346 x4347 x4348 x4349 x4350 x4351 x4352 x4353 x4354 x4355 x4356 x4357 x4358 x4359 x4360 x4361 x4362 x4363 x4364 x4365 x4366 x4367 x4368 x4369 x4370 x4371 x4372 x4373 x4374 x4375 x4376 x4377 x4378 x4379 x4380 x4381 x4382 x4383 x4384 x4385 x4386 x4387 x4388 x4389 x4390 x4391 x4392 x4393 x4394 x4395 x4396 x4397 x4398 x4399 x4400 x4401 x4402 x4403 x4404 x4405 x4406 x4407 x4408 x4409 x4410 x4411 x4412 x4413 x4414 x4415 x4416 x4417 x4418 x4419 x4420 x4421 x4422 x4423 x4424 x4425 x4426 x4427 x4428 x4429 x4430 x4431 x4432 x4433 x4434 x4435 x4436 x4437 x4438 x4439 x4440 x4441 x4442 x4443 x4444 x4445 x4446 x4447 x4448 x4449 x4450 x4451 x4452 x4453 x4454 x4455 x4456 x4457 x4458 x4459 x4460 x4461 x4462 x4463 x4464 x4465 x4466 x4467 x4468 x4469 x4470 x4471 x4472 x4473 x4474 x4475 x4476 x4477 x4478 x4479 x4480 x4481 x4482 x4483 x4484 x4485 x4486 x4487 x4488 x4489 x4490 x4491 x4492 x4493 x4494 x4495 x4496 x4497 x4498 x4499 x4500 x4501 x4502 x4503 x4504 x4505 x4506 x4507 x4508 x4509 x4510 x4511 x4512 x4513 x4514 x4515 -x4516 -x4517 -x4518 -x4519 -x4520 -x4521 -x4522 -x4523 -x4524 -x4525 -x4526 -x4527 -x4528 -x4529 -x4530 -x4531 -x4532 -x4533 -x4534 -x4535 -x4536 -x4537 -x4538 -x4539 -x4540 -x4541 -x4542 -x4543 -x4544 -x4545 -x4546 -x4547 -x4548 -x4549 -x4550 -x4551 -x4552 -x4553 -x4554 -x4555 -x4556 -x4557 -x4558 -x4559 -x4560 -x4561 -x4562 -x4563 -x4564 -x4565 -x4566 -x4567 -x4568 -x4569 -x4570 -x4571 -x4572 -x4573 -x4574 -x4575 -x4576 -x4577 -x4578 -x4579 -x4580 x4581 x4582 x4583 x4584 x4585 x4586 x4587 x4588 x4589 x4590 x4591 x4592 x4593 x4594 x4595 x4596 x4597 x4598 x4599 x4600 x4601 x4602 x4603 x4604 x4605 x4606 x4607 x4608 x4609 x4610 x4611 x4612 x4613 x4614 x4615 x4616 x4617 x4618 x4619 x4620 x4621 x4622 x4623 x4624 x4625 x4626 x4627 x4628 x4629 x4630 x4631 x4632 x4633 x4634 x4635 x4636 x4637 x4638 x4639 x4640 x4641 x4642 x4643 x4644 x4645 x4646 x4647 x4648 x4649 x4650 x4651 x4652 x4653 x4654 x4655 x4656 x4657 x4658 x4659 x4660 x4661 x4662 x4663 x4664 x4665 x4666 x4667 x4668 x4669 x4670 x4671 x4672 x4673 x4674 x4675 x4676 x4677 x4678 x4679 x4680 x4681 x4682 x4683 x4684 x4685 x4686 x4687 x4688 x4689 x4690 x4691 x4692 x4693 x4694 x4695 x4696 x4697 x4698 x4699 x4700 x4701 x4702 x4703 x4704 x4705 x4706 x4707 x4708 x4709 x4710 x4711 x4712 x4713 x4714 x4715 x4716 x4717 x4718 x4719 x4720 x4721 x4722 x4723 x4724 x4725 x4726 x4727 x4728 x4729 x4730 x4731 x4732 x4733 x4734 x4735 x4736 x4737 x4738 x4739 x4740 x4741 x4742 x4743 x4744 x4745 x4746 x4747 x4748 x4749 x4750 x4751 x4752 x4753 x4754 x4755 x4756 x4757 x4758 x4759 x4760 x4761 x4762 x4763 x4764 x4765 x4766 x4767 x4768 x4769 x4770 x4771 x4772 x4773 x4774 x4775 x4776 x4777 x4778 x4779 x4780 x4781 x4782 x4783 x4784 x4785 x4786 x4787 x4788 x4789 x4790 x4791 x4792 x4793 x4794 x4795 x4796 x4797 x4798 x4799 x4800 x4801 x4802 x4803 x4804 x4805 x4806 x4807 x4808 x4809 x4810 x4811 x4812 x4813 x4814 x4815 x4816 -x4817 -x4818 -x4819 -x4820 -x4821 -x4822 -x4823 -x4824 -x4825 -x4826 -x4827 -x4828 -x4829 -x4830 -x4831 -x4832 -x4833 -x4834 -x4835 -x4836 -x4837 -x4838 -x4839 -x4840 -x4841 -x4842 -x4843 -x4844 -x4845 -x4846 -x4847 -x4848 -x4849 -x4850 -x4851 -x4852 -x4853 -x4854 -x4855 -x4856 -x4857 -x4858 -x4859 -x4860 -x4861 x4862 x4863 x4864 x4865 x4866 x4867 x4868 x4869 x4870 x4871 x4872 x4873 x4874 x4875 x4876 x4877 x4878 x4879 x4880 x4881 x4882 x4883 x4884 x4885 x4886 x4887 x4888 x4889 x4890 x4891 x4892 x4893 x4894 x4895 x4896 x4897 x4898 x4899 x4900 x4901 x4902 x4903 x4904 x4905 x4906 x4907 x4908 x4909 x4910 x4911 x4912 x4913 x4914 x4915 x4916 x4917 x4918 x4919 x4920 x4921 x4922 x4923 x4924 x4925 x4926 x4927 x4928 x4929 x4930 x4931 x4932 x4933 x4934 x4935 x4936 x4937 x4938 x4939 x4940 x4941 x4942 x4943 x4944 x4945 x4946 x4947 x4948 x4949 x4950 x4951 x4952 x4953 x4954 x4955 x4956 x4957 x4958 x4959 x4960 x4961 x4962 x4963 x4964 x4965 x4966 x4967 x4968 x4969 x4970 x4971 x4972 x4973 x4974 x4975 x4976 x4977 x4978 x4979 x4980 x4981 x4982 x4983 x4984 x4985 x4986 x4987 x4988 x4989 x4990 x4991 x4992 x4993 x4994 x4995 x4996 x4997 x4998 x4999 x5000 x5001 x5002 x5003 x5004 x5005 x5006 x5007 x5008 x5009 x5010 x5011 x5012 x5013 x5014 x5015 x5016 x5017 x5018 x5019 x5020 x5021 x5022 x5023 x5024 x5025 x5026 x5027 x5028 x5029 x5030 x5031 x5032 x5033 x5034 x5035 x5036 x5037 x5038 x5039 x5040 x5041 x5042 x5043 x5044 x5045 x5046 x5047 x5048 x5049 x5050 x5051 x5052 x5053 x5054 x5055 x5056 x5057 x5058 x5059 x5060 x5061 x5062 x5063 x5064 x5065 x5066 x5067 x5068 x5069 x5070 x5071 x5072 x5073 x5074 x5075 x5076 x5077 x5078 x5079 x5080 x5081 x5082 x5083 x5084 x5085 x5086 x5087 x5088 x5089 x5090 x5091 x5092 x5093 x5094 x5095 x5096 x5097 x5098 x5099 x5100 x5101 x5102 x5103 x5104 x5105 x5106 x5107 x5108 x5109 x5110 x5111 x5112 x5113 x5114 x5115 x5116 x5117 -x5118 -x5119 -x5120 -x5121 -x5122 -x5123 -x5124 -x5125 -x5126 -x5127 -x5128 -x5129 -x5130 -x5131 -x5132 -x5133 -x5134 -x5135 -x5136 -x5137 -x5138 -x5139 -x5140 -x5141 -x5142 -x5143 -x5144 -x5145 -x5146 -x5147 -x5148 -x5149 -x5150 -x5151 -x5152 -x5153 -x5154 -x5155 -x5156 -x5157 -x5158 -x5159 -x5160 -x5161 -x5162 -x5163 -x5164 -x5165 -x5166 -x5167 -x5168 -x5169 -x5170 -x5171 -x5172 -x5173 -x5174 -x5175 -x5176 -x5177 -x5178 -x5179 -x5180 -x5181 -x5182 -x5183 -x5184 -x5185 -x5186 -x5187 -x5188 -x5189 -x5190 -x5191 -x5192 -x5193 -x5194 -x5195 -x5196 -x5197 -x5198 -x5199 -x5200 -x5201 -x5202 -x5203 -x5204 -x5205 -x5206 -x5207 -x5208 -x5209 -x5210 -x5211 -x5212 -x5213 -x5214 -x5215 -x5216 -x5217 -x5218 -x5219 -x5220 -x5221 -x5222 -x5223 -x5224 -x5225 -x5226 -x5227 -x5228 -x5229 -x5230 -x5231 -x5232 -x5233 -x5234 -x5235 -x5236 -x5237 -x5238 -x5239 -x5240 -x5241 -x5242 -x5243 -x5244 -x5245 -x5246 -x5247 -x5248 -x5249 -x5250 -x5251 -x5252 -x5253 -x5254 -x5255 -x5256 -x5257 -x5258 -x5259 -x5260 -x5261 -x5262 x5263 x5264 x5265 x5266 x5267 x5268 x5269 x5270 x5271 x5272 x5273 x5274 x5275 x5276 x5277 x5278 x5279 x5280 x5281 x5282 x5283 x5284 x5285 x5286 x5287 x5288 x5289 x5290 x5291 x5292 x5293 x5294 x5295 x5296 x5297 x5298 x5299 x5300 x5301 x5302 x5303 x5304 x5305 x5306 x5307 x5308 x5309 x5310 x5311 x5312 x5313 x5314 x5315 x5316 x5317 x5318 x5319 x5320 x5321 x5322 x5323 x5324 x5325 x5326 x5327 x5328 x5329 x5330 x5331 x5332 x5333 x5334 x5335 x5336 x5337 x5338 x5339 x5340 x5341 x5342 x5343 x5344 x5345 x5346 x5347 x5348 x5349 x5350 x5351 x5352 x5353 x5354 x5355 x5356 x5357 x5358 x5359 x5360 x5361 x5362 x5363 x5364 x5365 x5366 x5367 x5368 x5369 x5370 x5371 x5372 x5373 x5374 x5375 x5376 x5377 x5378 x5379 x5380 x5381 x5382 x5383 x5384 x5385 x5386 x5387 x5388 x5389 x5390 x5391 x5392 x5393 x5394 x5395 x5396 x5397 x5398 x5399 x5400 x5401 x5402 x5403 x5404 x5405 x5406 x5407 x5408 x5409 x5410 x5411 x5412 x5413 x5414 x5415 x5416 x5417 x5418 -x5419 -x5420 -x5421 -x5422 -x5423 -x5424 -x5425 -x5426 -x5427 -x5428 -x5429 -x5430 -x5431 -x5432 -x5433 -x5434 -x5435 -x5436 -x5437 -x5438 -x5439 -x5440 -x5441 -x5442 -x5443 -x5444 -x5445 -x5446 -x5447 -x5448 -x5449 -x5450 -x5451 -x5452 -x5453 -x5454 -x5455 -x5456 -x5457 -x5458 -x5459 -x5460 -x5461 -x5462 -x5463 -x5464 -x5465 -x5466 -x5467 -x5468 -x5469 -x5470 -x5471 -x5472 -x5473 -x5474 -x5475 -x5476 -x5477 -x5478 -x5479 -x5480 -x5481 -x5482 -x5483 -x5484 -x5485 -x5486 -x5487 -x5488 -x5489 -x5490 -x5491 -x5492 -x5493 -x5494 -x5495 -x5496 -x5497 -x5498 -x5499 -x5500 -x5501 -x5502 -x5503 -x5504 -x5505 -x5506 -x5507 -x5508 -x5509 -x5510 -x5511 -x5512 -x5513 -x5514 -x5515 -x5516 -x5517 -x5518 -x5519 -x5520 -x5521 -x5522 -x5523 -x5524 -x5525 -x5526 -x5527 -x5528 -x5529 -x5530 -x5531 -x5532 -x5533 -x5534 -x5535 -x5536 -x5537 -x5538 -x5539 -x5540 -x5541 -x5542 -x5543 -x5544 -x5545 -x5546 -x5547 -x5548 -x5549 -x5550 -x5551 -x5552 -x5553 -x5554 -x5555 -x5556 -x5557 -x5558 x5559 x5560 x5561 x5562 x5563 x5564 x5565 x5566 x5567 x5568 x5569 x5570 x5571 x5572 x5573 x5574 x5575 x5576 x5577 x5578 x5579 x5580 x5581 x5582 x5583 x5584 x5585 x5586 x5587 x5588 x5589 x5590 x5591 x5592 x5593 x5594 x5595 x5596 x5597 x5598 x5599 x5600 x5601 x5602 x5603 x5604 x5605 x5606 x5607 x5608 x5609 x5610 x5611 x5612 x5613 x5614 x5615 x5616 x5617 x5618 x5619 x5620 x5621 x5622 x5623 x5624 x5625 x5626 x5627 x5628 x5629 x5630 x5631 x5632 x5633 x5634 x5635 x5636 x5637 x5638 x5639 x5640 x5641 x5642 x5643 x5644 x5645 x5646 x5647 x5648 x5649 x5650 x5651 x5652 x5653 x5654 x5655 x5656 x5657 x5658 x5659 x5660 x5661 x5662 x5663 x5664 x5665 x5666 x5667 x5668 x5669 x5670 x5671 x5672 x5673 x5674 x5675 x5676 x5677 x5678 x5679 x5680 x5681 x5682 x5683 x5684 x5685 x5686 x5687 x5688 x5689 x5690 x5691 x5692 x5693 x5694 x5695 x5696 x5697 x5698 x5699 x5700 x5701 x5702 x5703 x5704 x5705 x5706 x5707 x5708 x5709 x5710 x5711 x5712 x5713 x5714 x5715 x5716 x5717 x5718 x5719 -x5720 -x5721 -x5722 -x5723 -x5724 -x5725 -x5726 -x5727 -x5728 -x5729 -x5730 -x5731 -x5732 -x5733 -x5734 -x5735 -x5736 -x5737 -x5738 -x5739 -x5740 -x5741 -x5742 -x5743 -x5744 -x5745 -x5746 -x5747 -x5748 -x5749 -x5750 -x5751 -x5752 -x5753 -x5754 -x5755 -x5756 -x5757 -x5758 -x5759 -x5760 -x5761 -x5762 -x5763 -x5764 x5765 x5766 x5767 x5768 x5769 x5770 x5771 x5772 x5773 x5774 x5775 x5776 x5777 x5778 x5779 x5780 x5781 x5782 x5783 x5784 x5785 x5786 x5787 x5788 x5789 x5790 x5791 x5792 x5793 x5794 x5795 x5796 x5797 x5798 x5799 x5800 x5801 x5802 x5803 x5804 x5805 x5806 x5807 x5808 x5809 x5810 x5811 x5812 x5813 x5814 x5815 x5816 x5817 x5818 x5819 x5820 x5821 x5822 x5823 x5824 x5825 x5826 x5827 x5828 x5829 x5830 x5831 x5832 x5833 x5834 x5835 x5836 x5837 x5838 x5839 x5840 x5841 x5842 x5843 x5844 x5845 x5846 x5847 x5848 x5849 x5850 x5851 x5852 x5853 x5854 x5855 x5856 x5857 x5858 x5859 x5860 x5861 x5862 x5863 x5864 x5865 x5866 x5867 x5868 x5869 x5870 x5871 x5872 x5873 x5874 x5875 x5876 x5877 x5878 x5879 x5880 x5881 x5882 x5883 x5884 x5885 x5886 x5887 x5888 x5889 x5890 x5891 x5892 x5893 x5894 x5895 x5896 x5897 x5898 x5899 x5900 x5901 x5902 x5903 x5904 x5905 x5906 x5907 x5908 x5909 x5910 x5911 x5912 x5913 x5914 x5915 x5916 x5917 x5918 x5919 x5920 x5921 x5922 x5923 x5924 x5925 x5926 x5927 x5928 x5929 x5930 x5931 x5932 x5933 x5934 x5935 x5936 x5937 x5938 x5939 x5940 x5941 x5942 x5943 x5944 x5945 x5946 x5947 x5948 x5949 x5950 x5951 x5952 x5953 x5954 x5955 x5956 x5957 x5958 x5959 x5960 x5961 x5962 x5963 x5964 x5965 x5966 x5967 x5968 x5969 x5970 x5971 x5972 x5973 x5974 x5975 x5976 x5977 x5978 x5979 x5980 x5981 x5982 x5983 x5984 x5985 x5986 x5987 x5988 x5989 x5990 x5991 x5992 x5993 x5994 x5995 x5996 x5997 x5998 x5999 x6000 x6001 x6002 x6003 x6004 x6005 x6006 x6007 x6008 x6009 x6010 x6011 x6012 x6013 x6014 x6015 x6016 x6017 x6018 x6019 x6020 -x6021 -x6022 -x6023 -x6024 -x6025 -x6026 -x6027 -x6028 -x6029 -x6030 -x6031 -x6032 -x6033 -x6034 -x6035 -x6036 -x6037 -x6038 -x6039 -x6040 -x6041 -x6042 -x6043 -x6044 -x6045 -x6046 -x6047 -x6048 -x6049 -x6050 -x6051 -x6052 -x6053 -x6054 -x6055 -x6056 x6057 x6058 x6059 x6060 x6061 x6062 x6063 x6064 x6065 x6066 x6067 x6068 x6069 x6070 x6071 x6072 x6073 x6074 x6075 x6076 x6077 x6078 x6079 x6080 x6081 x6082 x6083 x6084 x6085 x6086 x6087 x6088 x6089 x6090 x6091 x6092 x6093 x6094 x6095 x6096 x6097 x6098 x6099 x6100 x6101 x6102 x6103 x6104 x6105 x6106 x6107 x6108 x6109 x6110 x6111 x6112 x6113 x6114 x6115 x6116 x6117 x6118 x6119 x6120 x6121 x6122 x6123 x6124 x6125 x6126 x6127 x6128 x6129 x6130 x6131 x6132 x6133 x6134 x6135 x6136 x6137 x6138 x6139 x6140 x6141 x6142 x6143 x6144 x6145 x6146 x6147 x6148 x6149 x6150 x6151 x6152 x6153 x6154 x6155 x6156 x6157 x6158 x6159 x6160 x6161 x6162 x6163 x6164 x6165 x6166 x6167 x6168 x6169 x6170 x6171 x6172 x6173 x6174 x6175 x6176 x6177 x6178 x6179 x6180 x6181 x6182 x6183 x6184 x6185 x6186 x6187 x6188 x6189 x6190 x6191 x6192 x6193 x6194 x6195 x6196 x6197 x6198 x6199 x6200 x6201 x6202 x6203 x6204 x6205 x6206 x6207 x6208 x6209 x6210 x6211 x6212 x6213 x6214 x6215 x6216 x6217 x6218 x6219 x6220 x6221 x6222 x6223 x6224 x6225 x6226 x6227 x6228 x6229 x6230 x6231 x6232 x6233 x6234 x6235 x6236 x6237 x6238 x6239 x6240 x6241 x6242 x6243 x6244 x6245 x6246 x6247 x6248 x6249 x6250 x6251 x6252 x6253 x6254 x6255 x6256 x6257 x6258 x6259 x6260 x6261 x6262 x6263 x6264 x6265 x6266 x6267 x6268 x6269 x6270 x6271 x6272 x6273 x6274 x6275 x6276 x6277 x6278 x6279 x6280 x6281 x6282 x6283 x6284 x6285 x6286 x6287 x6288 x6289 x6290 x6291 x6292 x6293 x6294 x6295 x6296 x6297 x6298 x6299 x6300 x6301 x6302 x6303 x6304 x6305 x6306 x6307 x6308 x6309 x6310 x6311 x6312 x6313 x6314 x6315 x6316 x6317 x6318 x6319 x6320 x6321 -x6322 -x6323 -x6324 -x6325 -x6326 -x6327 -x6328 -x6329 -x6330 -x6331 -x6332 -x6333 -x6334 -x6335 -x6336 -x6337 -x6338 -x6339 -x6340 -x6341 -x6342 -x6343 -x6344 -x6345 -x6346 -x6347 -x6348 -x6349 -x6350 -x6351 -x6352 -x6353 -x6354 -x6355 -x6356 -x6357 -x6358 -x6359 -x6360 -x6361 -x6362 -x6363 -x6364 -x6365 -x6366 -x6367 -x6368 -x6369 -x6370 -x6371 -x6372 -x6373 -x6374 -x6375 -x6376 -x6377 x6378 x6379 x6380 x6381 x6382 x6383 x6384 x6385 x6386 x6387 x6388 x6389 x6390 x6391 x6392 x6393 x6394 x6395 x6396 x6397 x6398 x6399 x6400 x6401 x6402 x6403 x6404 x6405 x6406 x6407 x6408 x6409 x6410 x6411 x6412 x6413 x6414 x6415 x6416 x6417 x6418 x6419 x6420 x6421 x6422 x6423 x6424 x6425 x6426 x6427 x6428 x6429 x6430 x6431 x6432 x6433 x6434 x6435 x6436 x6437 x6438 x6439 x6440 x6441 x6442 x6443 x6444 x6445 x6446 x6447 x6448 x6449 x6450 x6451 x6452 x6453 x6454 x6455 x6456 x6457 x6458 x6459 x6460 x6461 x6462 x6463 x6464 x6465 x6466 x6467 x6468 x6469 x6470 x6471 x6472 x6473 x6474 x6475 x6476 x6477 x6478 x6479 x6480 x6481 x6482 x6483 x6484 x6485 x6486 x6487 x6488 x6489 x6490 x6491 x6492 x6493 x6494 x6495 x6496 x6497 x6498 x6499 x6500 x6501 x6502 x6503 x6504 x6505 x6506 x6507 x6508 x6509 x6510 x6511 x6512 x6513 x6514 x6515 x6516 x6517 x6518 x6519 x6520 x6521 x6522 x6523 x6524 x6525 x6526 x6527 x6528 x6529 x6530 x6531 x6532 x6533 x6534 x6535 x6536 x6537 x6538 x6539 x6540 x6541 x6542 x6543 x6544 x6545 x6546 x6547 x6548 x6549 x6550 x6551 x6552 x6553 x6554 x6555 x6556 x6557 x6558 x6559 x6560 x6561 x6562 x6563 x6564 x6565 x6566 x6567 x6568 x6569 x6570 x6571 x6572 x6573 x6574 x6575 x6576 x6577 x6578 x6579 x6580 x6581 x6582 x6583 x6584 x6585 x6586 x6587 x6588 x6589 x6590 x6591 x6592 x6593 x6594 x6595 x6596 x6597 x6598 x6599 x6600 x6601 x6602 x6603 x6604 x6605 x6606 x6607 x6608 x6609 x6610 x6611 x6612 x6613 x6614 x6615 x6616 x6617 x6618 x6619 x6620 x6621 x6622 -x6623 -x6624 -x6625 -x6626 -x6627 -x6628 -x6629 -x6630 -x6631 -x6632 -x6633 -x6634 -x6635 -x6636 -x6637 -x6638 -x6639 -x6640 -x6641 -x6642 -x6643 -x6644 -x6645 -x6646 -x6647 -x6648 -x6649 -x6650 -x6651 -x6652 -x6653 -x6654 -x6655 -x6656 -x6657 -x6658 -x6659 -x6660 -x6661 -x6662 -x6663 -x6664 -x6665 -x6666 -x6667 -x6668 -x6669 -x6670 -x6671 -x6672 -x6673 -x6674 -x6675 -x6676 -x6677 -x6678 -x6679 -x6680 -x6681 -x6682 -x6683 -x6684 -x6685 x6686 x6687 x6688 x6689 x6690 x6691 x6692 x6693 x6694 x6695 x6696 x6697 x6698 x6699 x6700 x6701 x6702 x6703 x6704 x6705 x6706 x6707 x6708 x6709 x6710 x6711 x6712 x6713 x6714 x6715 x6716 x6717 x6718 x6719 x6720 x6721 x6722 x6723 x6724 x6725 x6726 x6727 x6728 x6729 x6730 x6731 x6732 x6733 x6734 x6735 x6736 x6737 x6738 x6739 x6740 x6741 x6742 x6743 x6744 x6745 x6746 x6747 x6748 x6749 x6750 x6751 x6752 x6753 x6754 x6755 x6756 x6757 x6758 x6759 x6760 x6761 x6762 x6763 x6764 x6765 x6766 x6767 x6768 x6769 x6770 x6771 x6772 x6773 x6774 x6775 x6776 x6777 x6778 x6779 x6780 x6781 x6782 x6783 x6784 x6785 x6786 x6787 x6788 x6789 x6790 x6791 x6792 x6793 x6794 x6795 x6796 x6797 x6798 x6799 x6800 x6801 x6802 x6803 x6804 x6805 x6806 x6807 x6808 x6809 x6810 x6811 x6812 x6813 x6814 x6815 x6816 x6817 x6818 x6819 x6820 x6821 x6822 x6823 x6824 x6825 x6826 x6827 x6828 x6829 x6830 x6831 x6832 x6833 x6834 x6835 x6836 x6837 x6838 x6839 x6840 x6841 x6842 x6843 x6844 x6845 x6846 x6847 x6848 x6849 x6850 x6851 x6852 x6853 x6854 x6855 x6856 x6857 x6858 x6859 x6860 x6861 x6862 x6863 x6864 x6865 x6866 x6867 x6868 x6869 x6870 x6871 x6872 x6873 x6874 x6875 x6876 x6877 x6878 x6879 x6880 x6881 x6882 x6883 x6884 x6885 x6886 x6887 x6888 x6889 x6890 x6891 x6892 x6893 x6894 x6895 x6896 x6897 x6898 x6899 x6900 x6901 x6902 x6903 x6904 x6905 x6906 x6907 x6908 x6909 x6910 x6911 x6912 x6913 x6914 x6915 x6916 x6917 x6918 x6919 x6920 x6921 x6922 x6923 -x6924 -x6925 -x6926 -x6927 -x6928 -x6929 -x6930 -x6931 -x6932 -x6933 -x6934 -x6935 -x6936 -x6937 -x6938 -x6939 -x6940 -x6941 -x6942 -x6943 -x6944 -x6945 -x6946 -x6947 -x6948 -x6949 -x6950 -x6951 -x6952 -x6953 -x6954 -x6955 -x6956 -x6957 -x6958 -x6959 -x6960 -x6961 -x6962 -x6963 -x6964 -x6965 -x6966 -x6967 -x6968 -x6969 -x6970 -x6971 -x6972 -x6973 -x6974 -x6975 -x6976 -x6977 -x6978 -x6979 -x6980 -x6981 -x6982 -x6983 -x6984 -x6985 -x6986 -x6987 -x6988 -x6989 -x6990 -x6991 -x6992 -x6993 -x6994 -x6995 -x6996 -x6997 -x6998 -x6999 -x7000 -x7001 -x7002 -x7003 -x7004 -x7005 -x7006 -x7007 -x7008 -x7009 -x7010 -x7011 -x7012 -x7013 -x7014 -x7015 -x7016 -x7017 -x7018 -x7019 -x7020 -x7021 -x7022 -x7023 -x7024 -x7025 -x7026 -x7027 -x7028 -x7029 -x7030 -x7031 -x7032 -x7033 -x7034 -x7035 -x7036 -x7037 -x7038 -x7039 -x7040 -x7041 -x7042 -x7043 -x7044 -x7045 -x7046 -x7047 -x7048 -x7049 -x7050 -x7051 -x7052 -x7053 -x7054 -x7055 -x7056 -x7057 -x7058 -x7059 -x7060 -x7061 -x7062 -x7063 -x7064 -x7065 -x7066 -x7067 -x7068 -x7069 -x7070 -x7071 -x7072 -x7073 -x7074 -x7075 x7076 x7077 x7078 x7079 x7080 x7081 x7082 x7083 x7084 x7085 x7086 x7087 x7088 x7089 x7090 x7091 x7092 x7093 x7094 x7095 x7096 x7097 x7098 x7099 x7100 x7101 x7102 x7103 x7104 x7105 x7106 x7107 x7108 x7109 x7110 x7111 x7112 x7113 x7114 x7115 x7116 x7117 x7118 x7119 x7120 x7121 x7122 x7123 x7124 x7125 x7126 x7127 x7128 x7129 x7130 x7131 x7132 x7133 x7134 x7135 x7136 x7137 x7138 x7139 x7140 x7141 x7142 x7143 x7144 x7145 x7146 x7147 x7148 x7149 x7150 x7151 x7152 x7153 x7154 x7155 x7156 x7157 x7158 x7159 x7160 x7161 x7162 x7163 x7164 x7165 x7166 x7167 x7168 x7169 x7170 x7171 x7172 x7173 x7174 x7175 x7176 x7177 x7178 x7179 x7180 x7181 x7182 x7183 x7184 x7185 x7186 x7187 x7188 x7189 x7190 x7191 x7192 x7193 x7194 x7195 x7196 x7197 x7198 x7199 x7200 x7201 x7202 x7203 x7204 x7205 x7206 x7207 x7208 x7209 x7210 x7211 x7212 x7213 x7214 x7215 x7216 x7217 x7218 x7219 x7220 x7221 x7222 x7223 x7224 -x7225 -x7226 -x7227 -x7228 -x7229 -x7230 -x7231 -x7232 -x7233 -x7234 -x7235 -x7236 -x7237 -x7238 -x7239 -x7240 -x7241 -x7242 -x7243 -x7244 -x7245 -x7246 -x7247 -x7248 -x7249 -x7250 -x7251 -x7252 -x7253 -x7254 -x7255 -x7256 -x7257 -x7258 -x7259 -x7260 -x7261 -x7262 -x7263 -x7264 -x7265 -x7266 -x7267 -x7268 -x7269 -x7270 -x7271 -x7272 -x7273 -x7274 -x7275 -x7276 -x7277 -x7278 -x7279 -x7280 x7281 x7282 x7283 x7284 x7285 x7286 x7287 x7288 x7289 x7290 x7291 x7292 x7293 x7294 x7295 x7296 x7297 x7298 x7299 x7300 x7301 x7302 x7303 x7304 x7305 x7306 x7307 x7308 x7309 x7310 x7311 x7312 x7313 x7314 x7315 x7316 x7317 x7318 x7319 x7320 x7321 x7322 x7323 x7324 x7325 x7326 x7327 x7328 x7329 x7330 x7331 x7332 x7333 x7334 x7335 x7336 x7337 x7338 x7339 x7340 x7341 x7342 x7343 x7344 x7345 x7346 x7347 x7348 x7349 x7350 x7351 x7352 x7353 x7354 x7355 x7356 x7357 x7358 x7359 x7360 x7361 x7362 x7363 x7364 x7365 x7366 x7367 x7368 x7369 x7370 x7371 x7372 x7373 x7374 x7375 x7376 x7377 x7378 x7379 x7380 x7381 x7382 x7383 x7384 x7385 x7386 x7387 x7388 x7389 x7390 x7391 x7392 x7393 x7394 x7395 x7396 x7397 x7398 x7399 x7400 x7401 x7402 x7403 x7404 x7405 x7406 x7407 x7408 x7409 x7410 x7411 x7412 x7413 x7414 x7415 x7416 x7417 x7418 x7419 x7420 x7421 x7422 x7423 x7424 x7425 x7426 x7427 x7428 x7429 x7430 x7431 x7432 x7433 x7434 x7435 x7436 x7437 x7438 x7439 x7440 x7441 x7442 x7443 x7444 x7445 x7446 x7447 x7448 x7449 x7450 x7451 x7452 x7453 x7454 x7455 x7456 x7457 x7458 x7459 x7460 x7461 x7462 x7463 x7464 x7465 x7466 x7467 x7468 x7469 x7470 x7471 x7472 x7473 x7474 x7475 x7476 x7477 x7478 x7479 x7480 x7481 x7482 x7483 x7484 x7485 x7486 x7487 x7488 x7489 x7490 x7491 x7492 x7493 x7494 x7495 x7496 x7497 x7498 x7499 x7500 x7501 x7502 x7503 x7504 x7505 x7506 x7507 x7508 x7509 x7510 x7511 x7512 x7513 x7514 x7515 x7516 x7517 x7518 x7519 x7520 x7521 x7522 x7523 x7524 x7525 -x7526 -x7527 -x7528 -x7529 -x7530 -x7531 -x7532 -x7533 -x7534 -x7535 -x7536 -x7537 -x7538 -x7539 -x7540 -x7541 -x7542 -x7543 -x7544 -x7545 -x7546 -x7547 -x7548 -x7549 -x7550 -x7551 -x7552 -x7553 -x7554 -x7555 -x7556 -x7557 -x7558 -x7559 -x7560 -x7561 -x7562 -x7563 -x7564 -x7565 -x7566 -x7567 -x7568 -x7569 -x7570 -x7571 -x7572 -x7573 -x7574 -x7575 -x7576 -x7577 -x7578 -x7579 -x7580 -x7581 -x7582 -x7583 -x7584 -x7585 -x7586 -x7587 -x7588 -x7589 -x7590 -x7591 -x7592 -x7593 -x7594 -x7595 -x7596 -x7597 -x7598 -x7599 -x7600 -x7601 -x7602 -x7603 -x7604 -x7605 -x7606 -x7607 -x7608 -x7609 -x7610 -x7611 -x7612 -x7613 -x7614 -x7615 -x7616 -x7617 -x7618 -x7619 -x7620 -x7621 -x7622 -x7623 -x7624 -x7625 -x7626 -x7627 -x7628 -x7629 -x7630 -x7631 -x7632 -x7633 -x7634 -x7635 -x7636 -x7637 -x7638 -x7639 -x7640 -x7641 -x7642 -x7643 -x7644 -x7645 -x7646 -x7647 -x7648 -x7649 -x7650 -x7651 -x7652 -x7653 -x7654 -x7655 -x7656 -x7657 -x7658 -x7659 -x7660 -x7661 -x7662 -x7663 -x7664 -x7665 -x7666 -x7667 -x7668 -x7669 -x7670 -x7671 -x7672 -x7673 -x7674 -x7675 -x7676 x7677 x7678 x7679 x7680 x7681 x7682 x7683 x7684 x7685 x7686 x7687 x7688 x7689 x7690 x7691 x7692 x7693 x7694 x7695 x7696 x7697 x7698 x7699 x7700 x7701 x7702 x7703 x7704 x7705 x7706 x7707 x7708 x7709 x7710 x7711 x7712 x7713 x7714 x7715 x7716 x7717 x7718 x7719 x7720 x7721 x7722 x7723 x7724 x7725 x7726 x7727 x7728 x7729 x7730 x7731 x7732 x7733 x7734 x7735 x7736 x7737 x7738 x7739 x7740 x7741 x7742 x7743 x7744 x7745 x7746 x7747 x7748 x7749 x7750 x7751 x7752 x7753 x7754 x7755 x7756 x7757 x7758 x7759 x7760 x7761 x7762 x7763 x7764 x7765 x7766 x7767 x7768 x7769 x7770 x7771 x7772 x7773 x7774 x7775 x7776 x7777 x7778 x7779 x7780 x7781 x7782 x7783 x7784 x7785 x7786 x7787 x7788 x7789 x7790 x7791 x7792 x7793 x7794 x7795 x7796 x7797 x7798 x7799 x7800 x7801 x7802 x7803 x7804 x7805 x7806 x7807 x7808 x7809 x7810 x7811 x7812 x7813 x7814 x7815 x7816 x7817 x7818 x7819 x7820 x7821 x7822 x7823 x7824 x7825 x7826 -x7827 -x7828 -x7829 -x7830 -x7831 -x7832 -x7833 -x7834 -x7835 -x7836 -x7837 -x7838 -x7839 -x7840 -x7841 -x7842 -x7843 -x7844 -x7845 -x7846 -x7847 -x7848 -x7849 -x7850 -x7851 -x7852 -x7853 -x7854 -x7855 -x7856 -x7857 -x7858 -x7859 -x7860 -x7861 -x7862 -x7863 -x7864 -x7865 -x7866 -x7867 -x7868 -x7869 -x7870 -x7871 -x7872 -x7873 -x7874 -x7875 -x7876 -x7877 -x7878 -x7879 -x7880 -x7881 -x7882 -x7883 -x7884 -x7885 -x7886 -x7887 -x7888 -x7889 -x7890 -x7891 x7892 x7893 x7894 x7895 x7896 x7897 x7898 x7899 x7900 x7901 x7902 x7903 x7904 x7905 x7906 x7907 x7908 x7909 x7910 x7911 x7912 x7913 x7914 x7915 x7916 x7917 x7918 x7919 x7920 x7921 x7922 x7923 x7924 x7925 x7926 x7927 x7928 x7929 x7930 x7931 x7932 x7933 x7934 x7935 x7936 x7937 x7938 x7939 x7940 x7941 x7942 x7943 x7944 x7945 x7946 x7947 x7948 x7949 x7950 x7951 x7952 x7953 x7954 x7955 x7956 x7957 x7958 x7959 x7960 x7961 x7962 x7963 x7964 x7965 x7966 x7967 x7968 x7969 x7970 x7971 x7972 x7973 x7974 x7975 x7976 x7977 x7978 x7979 x7980 x7981 x7982 x7983 x7984 x7985 x7986 x7987 x7988 x7989 x7990 x7991 x7992 x7993 x7994 x7995 x7996 x7997 x7998 x7999 x8000 x8001 x8002 x8003 x8004 x8005 x8006 x8007 x8008 x8009 x8010 x8011 x8012 x8013 x8014 x8015 x8016 x8017 x8018 x8019 x8020 x8021 x8022 x8023 x8024 x8025 x8026 x8027 x8028 x8029 x8030 x8031 x8032 x8033 x8034 x8035 x8036 x8037 x8038 x8039 x8040 x8041 x8042 x8043 x8044 x8045 x8046 x8047 x8048 x8049 x8050 x8051 x8052 x8053 x8054 x8055 x8056 x8057 x8058 x8059 x8060 x8061 x8062 x8063 x8064 x8065 x8066 x8067 x8068 x8069 x8070 x8071 x8072 x8073 x8074 x8075 x8076 x8077 x8078 x8079 x8080 x8081 x8082 x8083 x8084 x8085 x8086 x8087 x8088 x8089 x8090 x8091 x8092 x8093 x8094 x8095 x8096 x8097 x8098 x8099 x8100 x8101 x8102 x8103 x8104 x8105 x8106 x8107 x8108 x8109 x8110 x8111 x8112 x8113 x8114 x8115 x8116 x8117 x8118 x8119 x8120 x8121 x8122 x8123 x8124 x8125 x8126 x8127 -x8128 -x8129 -x8130 -x8131 -x8132 -x8133 -x8134 -x8135 -x8136 -x8137 -x8138 -x8139 -x8140 -x8141 -x8142 -x8143 -x8144 -x8145 -x8146 -x8147 -x8148 -x8149 -x8150 -x8151 -x8152 -x8153 -x8154 -x8155 -x8156 -x8157 -x8158 -x8159 -x8160 -x8161 -x8162 -x8163 -x8164 -x8165 -x8166 -x8167 -x8168 -x8169 -x8170 -x8171 -x8172 -x8173 -x8174 -x8175 -x8176 -x8177 -x8178 -x8179 -x8180 -x8181 -x8182 -x8183 -x8184 -x8185 -x8186 -x8187 -x8188 -x8189 -x8190 -x8191 -x8192 -x8193 -x8194 -x8195 -x8196 -x8197 -x8198 -x8199 -x8200 -x8201 -x8202 -x8203 -x8204 -x8205 -x8206 -x8207 -x8208 -x8209 -x8210 -x8211 -x8212 -x8213 -x8214 -x8215 -x8216 -x8217 -x8218 -x8219 -x8220 -x8221 -x8222 -x8223 -x8224 -x8225 -x8226 -x8227 -x8228 -x8229 -x8230 -x8231 -x8232 -x8233 -x8234 -x8235 -x8236 -x8237 -x8238 -x8239 -x8240 -x8241 -x8242 -x8243 -x8244 -x8245 -x8246 -x8247 -x8248 -x8249 -x8250 -x8251 -x8252 -x8253 -x8254 -x8255 -x8256 -x8257 -x8258 -x8259 -x8260 -x8261 -x8262 -x8263 -x8264 -x8265 -x8266 -x8267 -x8268 -x8269 -x8270 -x8271 -x8272 -x8273 -x8274 -x8275 -x8276 -x8277 -x8278 -x8279 -x8280 -x8281 -x8282 -x8283 -x8284 -x8285 -x8286 -x8287 -x8288 -x8289 x8290 x8291 x8292 x8293 x8294 x8295 x8296 x8297 x8298 x8299 x8300 x8301 x8302 x8303 x8304 x8305 x8306 x8307 x8308 x8309 x8310 x8311 x8312 x8313 x8314 x8315 x8316 x8317 x8318 x8319 x8320 x8321 x8322 x8323 x8324 x8325 x8326 x8327 x8328 x8329 x8330 x8331 x8332 x8333 x8334 x8335 x8336 x8337 x8338 x8339 x8340 x8341 x8342 x8343 x8344 x8345 x8346 x8347 x8348 x8349 x8350 x8351 x8352 x8353 x8354 x8355 x8356 x8357 x8358 x8359 x8360 x8361 x8362 x8363 x8364 x8365 x8366 x8367 x8368 x8369 x8370 x8371 x8372 x8373 x8374 x8375 x8376 x8377 x8378 x8379 x8380 x8381 x8382 x8383 x8384 x8385 x8386 x8387 x8388 x8389 x8390 x8391 x8392 x8393 x8394 x8395 x8396 x8397 x8398 x8399 x8400 x8401 x8402 x8403 x8404 x8405 x8406 x8407 x8408 x8409 x8410 x8411 x8412 x8413 x8414 x8415 x8416 x8417 x8418 x8419 x8420 x8421 x8422 x8423 x8424 x8425 x8426 x8427 x8428 -x8429 -x8430 -x8431 -x8432 -x8433 -x8434 -x8435 -x8436 -x8437 -x8438 -x8439 -x8440 -x8441 -x8442 -x8443 -x8444 -x8445 -x8446 -x8447 -x8448 -x8449 -x8450 -x8451 -x8452 -x8453 -x8454 -x8455 -x8456 -x8457 -x8458 -x8459 -x8460 -x8461 -x8462 -x8463 -x8464 -x8465 -x8466 -x8467 -x8468 -x8469 -x8470 -x8471 -x8472 -x8473 -x8474 -x8475 -x8476 -x8477 -x8478 -x8479 -x8480 -x8481 -x8482 -x8483 -x8484 -x8485 -x8486 -x8487 -x8488 -x8489 -x8490 -x8491 -x8492 -x8493 x8494 x8495 x8496 x8497 x8498 x8499 x8500 x8501 x8502 x8503 x8504 x8505 x8506 x8507 x8508 x8509 x8510 x8511 x8512 x8513 x8514 x8515 x8516 x8517 x8518 x8519 x8520 x8521 x8522 x8523 x8524 x8525 x8526 x8527 x8528 x8529 x8530 x8531 x8532 x8533 x8534 x8535 x8536 x8537 x8538 x8539 x8540 x8541 x8542 x8543 x8544 x8545 x8546 x8547 x8548 x8549 x8550 x8551 x8552 x8553 x8554 x8555 x8556 x8557 x8558 x8559 x8560 x8561 x8562 x8563 x8564 x8565 x8566 x8567 x8568 x8569 x8570 x8571 x8572 x8573 x8574 x8575 x8576 x8577 x8578 x8579 x8580 x8581 x8582 x8583 x8584 x8585 x8586 x8587 x8588 x8589 x8590 x8591 x8592 x8593 x8594 x8595 x8596 x8597 x8598 x8599 x8600 x8601 x8602 x8603 x8604 x8605 x8606 x8607 x8608 x8609 x8610 x8611 x8612 x8613 x8614 x8615 x8616 x8617 x8618 x8619 x8620 x8621 x8622 x8623 x8624 x8625 x8626 x8627 x8628 x8629 x8630 x8631 x8632 x8633 x8634 x8635 x8636 x8637 x8638 x8639 x8640 x8641 x8642 x8643 x8644 x8645 x8646 x8647 x8648 x8649 x8650 x8651 x8652 x8653 x8654 x8655 x8656 x8657 x8658 x8659 x8660 x8661 x8662 x8663 x8664 x8665 x8666 x8667 x8668 x8669 x8670 x8671 x8672 x8673 x8674 x8675 x8676 x8677 x8678 x8679 x8680 x8681 x8682 x8683 x8684 x8685 x8686 x8687 x8688 x8689 x8690 x8691 x8692 x8693 x8694 x8695 x8696 x8697 x8698 x8699 x8700 x8701 x8702 x8703 x8704 x8705 x8706 x8707 x8708 x8709 x8710 x8711 x8712 x8713 x8714 x8715 x8716 x8717 x8718 x8719 x8720 x8721 x8722 x8723 x8724 x8725 x8726 x8727 x8728 x8729 -x8730 -x8731 -x8732 -x8733 -x8734 -x8735 -x8736 -x8737 -x8738 -x8739 -x8740 -x8741 -x8742 -x8743 -x8744 -x8745 -x8746 -x8747 -x8748 -x8749 -x8750 -x8751 -x8752 -x8753 -x8754 -x8755 -x8756 -x8757 -x8758 -x8759 -x8760 -x8761 -x8762 -x8763 -x8764 -x8765 -x8766 -x8767 -x8768 -x8769 -x8770 -x8771 -x8772 -x8773 -x8774 -x8775 -x8776 -x8777 -x8778 -x8779 -x8780 -x8781 -x8782 -x8783 -x8784 -x8785 -x8786 -x8787 -x8788 -x8789 -x8790 -x8791 -x8792 -x8793 -x8794 -x8795 -x8796 -x8797 -x8798 -x8799 -x8800 -x8801 -x8802 -x8803 -x8804 -x8805 -x8806 -x8807 -x8808 -x8809 -x8810 -x8811 -x8812 -x8813 -x8814 -x8815 -x8816 -x8817 -x8818 -x8819 -x8820 -x8821 -x8822 -x8823 -x8824 -x8825 -x8826 -x8827 -x8828 -x8829 -x8830 -x8831 x8832 x8833 x8834 x8835 x8836 x8837 x8838 x8839 x8840 x8841 x8842 x8843 x8844 x8845 x8846 x8847 x8848 x8849 x8850 x8851 x8852 x8853 x8854 x8855 x8856 x8857 x8858 x8859 x8860 x8861 x8862 x8863 x8864 x8865 x8866 x8867 x8868 x8869 x8870 x8871 x8872 x8873 x8874 x8875 x8876 x8877 x8878 x8879 x8880 x8881 x8882 x8883 x8884 x8885 x8886 x8887 x8888 x8889 x8890 x8891 x8892 x8893 x8894 x8895 x8896 x8897 x8898 x8899 x8900 x8901 x8902 x8903 x8904 x8905 x8906 x8907 x8908 x8909 x8910 x8911 x8912 x8913 x8914 x8915 x8916 x8917 x8918 x8919 x8920 x8921 x8922 x8923 x8924 x8925 x8926 x8927 x8928 x8929 x8930 x8931 x8932 x8933 x8934 x8935 x8936 x8937 x8938 x8939 x8940 x8941 x8942 x8943 x8944 x8945 x8946 x8947 x8948 x8949 x8950 x8951 x8952 x8953 x8954 x8955 x8956 x8957 x8958 x8959 x8960 x8961 x8962 x8963 x8964 x8965 x8966 x8967 x8968 x8969 x8970 x8971 x8972 x8973 x8974 x8975 x8976 x8977 x8978 x8979 x8980 x8981 x8982 x8983 x8984 x8985 x8986 x8987 x8988 x8989 x8990 x8991 x8992 x8993 x8994 x8995 x8996 x8997 x8998 x8999 x9000 x9001 x9002 x9003 x9004 x9005 x9006 x9007 x9008 x9009 x9010 x9011 x9012 x9013 x9014 x9015 x9016 x9017 x9018 x9019 x9020 x9021 x9022 x9023 x9024 x9025 x9026 x9027 x9028 x9029 x9030 -x9031 -x9032 -x9033 -x9034 -x9035 -x9036 -x9037 -x9038 -x9039 -x9040 -x9041 -x9042 -x9043 -x9044 -x9045 -x9046 -x9047 -x9048 -x9049 -x9050 -x9051 -x9052 -x9053 -x9054 -x9055 -x9056 -x9057 -x9058 -x9059 -x9060 -x9061 -x9062 -x9063 -x9064 -x9065 -x9066 -x9067 -x9068 -x9069 -x9070 -x9071 -x9072 -x9073 -x9074 -x9075 -x9076 -x9077 -x9078 -x9079 -x9080 -x9081 -x9082 -x9083 -x9084 -x9085 -x9086 -x9087 -x9088 -x9089 -x9090 -x9091 -x9092 -x9093 -x9094 -x9095 -x9096 -x9097 -x9098 -x9099 -x9100 -x9101 -x9102 -x9103 -x9104 -x9105 -x9106 -x9107 -x9108 -x9109 -x9110 -x9111 -x9112 -x9113 -x9114 -x9115 -x9116 -x9117 -x9118 -x9119 -x9120 -x9121 -x9122 -x9123 -x9124 -x9125 -x9126 -x9127 -x9128 -x9129 -x9130 -x9131 -x9132 -x9133 -x9134 -x9135 -x9136 -x9137 -x9138 -x9139 -x9140 -x9141 -x9142 -x9143 -x9144 -x9145 -x9146 -x9147 -x9148 -x9149 -x9150 -x9151 -x9152 -x9153 -x9154 -x9155 -x9156 x9157 x9158 x9159 x9160 x9161 x9162 x9163 x9164 x9165 x9166 x9167 x9168 x9169 x9170 x9171 x9172 x9173 x9174 x9175 x9176 x9177 x9178 x9179 x9180 x9181 x9182 x9183 x9184 x9185 x9186 x9187 x9188 x9189 x9190 x9191 x9192 x9193 x9194 x9195 x9196 x9197 x9198 x9199 x9200 x9201 x9202 x9203 x9204 x9205 x9206 x9207 x9208 x9209 x9210 x9211 x9212 x9213 x9214 x9215 x9216 x9217 x9218 x9219 x9220 x9221 x9222 x9223 x9224 x9225 x9226 x9227 x9228 x9229 x9230 x9231 x9232 x9233 x9234 x9235 x9236 x9237 x9238 x9239 x9240 x9241 x9242 x9243 x9244 x9245 x9246 x9247 x9248 x9249 x9250 x9251 x9252 x9253 x9254 x9255 x9256 x9257 x9258 x9259 x9260 x9261 x9262 x9263 x9264 x9265 x9266 x9267 x9268 x9269 x9270 x9271 x9272 x9273 x9274 x9275 x9276 x9277 x9278 x9279 x9280 x9281 x9282 x9283 x9284 x9285 x9286 x9287 x9288 x9289 x9290 x9291 x9292 x9293 x9294 x9295 x9296 x9297 x9298 x9299 x9300 x9301 x9302 x9303 x9304 x9305 x9306 x9307 x9308 x9309 x9310 x9311 x9312 x9313 x9314 x9315 x9316 x9317 x9318 x9319 x9320 x9321 x9322 x9323 x9324 x9325 x9326 x9327 x9328 x9329 x9330 x9331 -x9332 -x9333 -x9334 -x9335 -x9336 -x9337 -x9338 -x9339 -x9340 -x9341 -x9342 -x9343 -x9344 -x9345 -x9346 -x9347 -x9348 -x9349 -x9350 -x9351 -x9352 -x9353 -x9354 -x9355 -x9356 -x9357 -x9358 -x9359 -x9360 -x9361 -x9362 -x9363 -x9364 -x9365 -x9366 -x9367 -x9368 -x9369 -x9370 -x9371 -x9372 -x9373 -x9374 -x9375 -x9376 -x9377 -x9378 -x9379 -x9380 -x9381 -x9382 -x9383 -x9384 -x9385 -x9386 -x9387 -x9388 -x9389 -x9390 -x9391 -x9392 -x9393 -x9394 -x9395 -x9396 -x9397 -x9398 -x9399 -x9400 -x9401 -x9402 -x9403 -x9404 -x9405 -x9406 -x9407 -x9408 -x9409 -x9410 -x9411 -x9412 -x9413 -x9414 -x9415 -x9416 -x9417 -x9418 -x9419 -x9420 -x9421 -x9422 -x9423 -x9424 -x9425 -x9426 -x9427 -x9428 -x9429 -x9430 -x9431 -x9432 -x9433 -x9434 -x9435 -x9436 -x9437 -x9438 -x9439 -x9440 -x9441 -x9442 -x9443 -x9444 -x9445 -x9446 -x9447 -x9448 -x9449 -x9450 -x9451 -x9452 -x9453 -x9454 -x9455 -x9456 -x9457 -x9458 -x9459 -x9460 -x9461 -x9462 -x9463 -x9464 -x9465 -x9466 -x9467 -x9468 -x9469 -x9470 -x9471 -x9472 -x9473 -x9474 -x9475 -x9476 -x9477 -x9478 -x9479 -x9480 -x9481 -x9482 -x9483 -x9484 -x9485 -x9486 -x9487 -x9488 -x9489 -x9490 -x9491 -x9492 -x9493 -x9494 -x9495 -x9496 -x9497 -x9498 -x9499 -x9500 -x9501 -x9502 -x9503 -x9504 -x9505 -x9506 -x9507 -x9508 -x9509 -x9510 -x9511 -x9512 -x9513 -x9514 -x9515 -x9516 -x9517 -x9518 -x9519 -x9520 -x9521 -x9522 -x9523 -x9524 -x9525 -x9526 -x9527 x9528 x9529 x9530 x9531 x9532 x9533 x9534 x9535 x9536 x9537 x9538 x9539 x9540 x9541 x9542 x9543 x9544 x9545 x9546 x9547 x9548 x9549 x9550 x9551 x9552 x9553 x9554 x9555 x9556 x9557 x9558 x9559 x9560 x9561 x9562 x9563 x9564 x9565 x9566 x9567 x9568 x9569 x9570 x9571 x9572 x9573 x9574 x9575 x9576 x9577 x9578 x9579 x9580 x9581 x9582 x9583 x9584 x9585 x9586 x9587 x9588 x9589 x9590 x9591 x9592 x9593 x9594 x9595 x9596 x9597 x9598 x9599 x9600 x9601 x9602 x9603 x9604 x9605 x9606 x9607 x9608 x9609 x9610 x9611 x9612 x9613 x9614 x9615 x9616 x9617 x9618 x9619 x9620 x9621 x9622 x9623 x9624 x9625 x9626 x9627 x9628 x9629 x9630 x9631 x9632 -x9633 -x9634 -x9635 -x9636 -x9637 -x9638 -x9639 -x9640 -x9641 -x9642 -x9643 -x9644 -x9645 -x9646 -x9647 -x9648 -x9649 -x9650 -x9651 -x9652 -x9653 -x9654 -x9655 -x9656 -x9657 -x9658 -x9659 -x9660 -x9661 -x9662 -x9663 -x9664 -x9665 -x9666 -x9667 -x9668 -x9669 -x9670 -x9671 -x9672 -x9673 -x9674 -x9675 -x9676 -x9677 -x9678 -x9679 -x9680 -x9681 -x9682 -x9683 -x9684 -x9685 -x9686 -x9687 -x9688 -x9689 -x9690 -x9691 -x9692 -x9693 -x9694 -x9695 -x9696 -x9697 -x9698 -x9699 -x9700 -x9701 -x9702 -x9703 -x9704 -x9705 -x9706 -x9707 -x9708 -x9709 -x9710 -x9711 -x9712 -x9713 -x9714 -x9715 -x9716 -x9717 -x9718 -x9719 -x9720 -x9721 -x9722 -x9723 -x9724 -x9725 -x9726 -x9727 -x9728 -x9729 -x9730 -x9731 -x9732 -x9733 -x9734 -x9735 -x9736 -x9737 -x9738 -x9739 -x9740 -x9741 -x9742 -x9743 -x9744 -x9745 -x9746 -x9747 -x9748 -x9749 -x9750 -x9751 -x9752 -x9753 -x9754 -x9755 -x9756 -x9757 -x9758 -x9759 -x9760 -x9761 -x9762 -x9763 -x9764 -x9765 -x9766 -x9767 -x9768 -x9769 -x9770 -x9771 -x9772 -x9773 -x9774 -x9775 -x9776 -x9777 -x9778 -x9779 -x9780 -x9781 -x9782 -x9783 -x9784 -x9785 -x9786 -x9787 -x9788 -x9789 -x9790 -x9791 -x9792 -x9793 -x9794 -x9795 -x9796 -x9797 -x9798 -x9799 -x9800 -x9801 -x9802 -x9803 -x9804 -x9805 -x9806 -x9807 -x9808 -x9809 -x9810 -x9811 -x9812 -x9813 -x9814 -x9815 -x9816 -x9817 -x9818 -x9819 -x9820 -x9821 -x9822 -x9823 x9824 x9825 x9826 x9827 x9828 x9829 x9830 x9831 x9832 x9833 x9834 x9835 x9836 x9837 x9838 x9839 x9840 x9841 x9842 x9843 x9844 x9845 x9846 x9847 x9848 x9849 x9850 x9851 x9852 x9853 x9854 x9855 x9856 x9857 x9858 x9859 x9860 x9861 x9862 x9863 x9864 x9865 x9866 x9867 x9868 x9869 x9870 x9871 x9872 x9873 x9874 x9875 x9876 x9877 x9878 x9879 x9880 x9881 x9882 x9883 x9884 x9885 x9886 x9887 x9888 x9889 x9890 x9891 x9892 x9893 x9894 x9895 x9896 x9897 x9898 x9899 x9900 x9901 x9902 x9903 x9904 x9905 x9906 x9907 x9908 x9909 x9910 x9911 x9912 x9913 x9914 x9915 x9916 x9917 x9918 x9919 x9920 x9921 x9922 x9923 x9924 x9925 x9926 x9927 x9928 x9929 x9930 x9931 x9932 x9933 -x9934 -x9935 -x9936 -x9937 -x9938 -x9939 -x9940 -x9941 -x9942 -x9943 -x9944 -x9945 -x9946 -x9947 -x9948 -x9949 -x9950 -x9951 -x9952 -x9953 -x9954 -x9955 -x9956 -x9957 -x9958 -x9959 -x9960 -x9961 -x9962 -x9963 -x9964 -x9965 -x9966 -x9967 -x9968 -x9969 -x9970 -x9971 -x9972 -x9973 -x9974 -x9975 -x9976 -x9977 -x9978 -x9979 -x9980 -x9981 -x9982 -x9983 -x9984 -x9985 -x9986 -x9987 -x9988 -x9989 -x9990 -x9991 -x9992 -x9993 -x9994 -x9995 -x9996 -x9997 -x9998 -x9999 -x10000 -x10001 -x10002 -x10003 -x10004 -x10005 -x10006 -x10007 -x10008 -x10009 -x10010 -x10011 -x10012 -x10013 -x10014 -x10015 -x10016 -x10017 -x10018 -x10019 -x10020 -x10021 -x10022 -x10023 -x10024 -x10025 -x10026 -x10027 -x10028 -x10029 -x10030 -x10031 -x10032 -x10033 -x10034 -x10035 -x10036 -x10037 -x10038 -x10039 -x10040 -x10041 -x10042 -x10043 -x10044 -x10045 -x10046 -x10047 -x10048 -x10049 -x10050 -x10051 -x10052 -x10053 -x10054 -x10055 -x10056 -x10057 -x10058 -x10059 -x10060 -x10061 -x10062 -x10063 -x10064 -x10065 -x10066 -x10067 -x10068 -x10069 -x10070 -x10071 -x10072 -x10073 -x10074 -x10075 x10076 x10077 x10078 x10079 x10080 x10081 x10082 x10083 x10084 x10085 x10086 x10087 x10088 x10089 x10090 x10091 x10092 x10093 x10094 x10095 x10096 x10097 x10098 x10099 x10100 x10101 x10102 x10103 x10104 x10105 x10106 x10107 x10108 x10109 x10110 x10111 x10112 x10113 x10114 x10115 x10116 x10117 x10118 x10119 x10120 x10121 x10122 x10123 x10124 x10125 x10126 x10127 x10128 x10129 x10130 x10131 x10132 x10133 x10134 x10135 x10136 x10137 x10138 x10139 x10140 x10141 x10142 x10143 x10144 x10145 x10146 x10147 x10148 x10149 x10150 x10151 x10152 x10153 x10154 x10155 x10156 x10157 x10158 x10159 x10160 x10161 x10162 x10163 x10164 x10165 x10166 x10167 x10168 x10169 x10170 x10171 x10172 x10173 x10174 x10175 x10176 x10177 x10178 x10179 x10180 x10181 x10182 x10183 x10184 x10185 x10186 x10187 x10188 x10189 x10190 x10191 x10192 x10193 x10194 x10195 x10196 x10197 x10198 x10199 x10200 x10201 x10202 x10203 x10204 x10205 x10206 x10207 x10208 x10209 x10210 x10211 x10212 x10213 x10214 x10215 x10216 x10217 x10218 x10219 x10220 x10221 x10222 x10223 x10224 x10225 x10226 x10227 x10228 x10229 x10230 x10231 x10232 x10233 x10234 -x10235 -x10236 -x10237 -x10238 -x10239 -x10240 -x10241 -x10242 -x10243 -x10244 -x10245 -x10246 -x10247 -x10248 -x10249 -x10250 -x10251 -x10252 -x10253 -x10254 -x10255 -x10256 -x10257 -x10258 -x10259 -x10260 -x10261 -x10262 -x10263 -x10264 -x10265 -x10266 -x10267 -x10268 -x10269 -x10270 -x10271 -x10272 -x10273 -x10274 -x10275 -x10276 -x10277 -x10278 -x10279 -x10280 -x10281 -x10282 -x10283 -x10284 -x10285 -x10286 -x10287 -x10288 -x10289 -x10290 -x10291 -x10292 -x10293 -x10294 -x10295 -x10296 -x10297 -x10298 -x10299 -x10300 -x10301 -x10302 -x10303 -x10304 -x10305 -x10306 -x10307 -x10308 -x10309 -x10310 -x10311 -x10312 -x10313 -x10314 -x10315 -x10316 -x10317 -x10318 -x10319 -x10320 -x10321 -x10322 -x10323 -x10324 -x10325 -x10326 -x10327 -x10328 -x10329 -x10330 -x10331 -x10332 -x10333 -x10334 -x10335 -x10336 -x10337 -x10338 -x10339 -x10340 -x10341 -x10342 -x10343 -x10344 -x10345 -x10346 -x10347 -x10348 -x10349 -x10350 -x10351 -x10352 -x10353 -x10354 -x10355 -x10356 -x10357 -x10358 -x10359 -x10360 -x10361 -x10362 -x10363 -x10364 -x10365 -x10366 -x10367 -x10368 -x10369 -x10370 -x10371 -x10372 -x10373 -x10374 -x10375 -x10376 -x10377 -x10378 -x10379 -x10380 -x10381 -x10382 -x10383 -x10384 -x10385 -x10386 -x10387 -x10388 -x10389 -x10390 -x10391 -x10392 -x10393 -x10394 -x10395 x10396 x10397 x10398 x10399 x10400 x10401 x10402 x10403 x10404 x10405 x10406 x10407 x10408 x10409 x10410 x10411 x10412 x10413 x10414 x10415 x10416 x10417 x10418 x10419 x10420 x10421 x10422 x10423 x10424 x10425 x10426 x10427 x10428 x10429 x10430 x10431 x10432 x10433 x10434 x10435 x10436 x10437 x10438 x10439 x10440 x10441 x10442 x10443 x10444 x10445 x10446 x10447 x10448 x10449 x10450 x10451 x10452 x10453 x10454 x10455 x10456 x10457 x10458 x10459 x10460 x10461 x10462 x10463 x10464 x10465 x10466 x10467 x10468 x10469 x10470 x10471 x10472 x10473 x10474 x10475 x10476 x10477 x10478 x10479 x10480 x10481 x10482 x10483 x10484 x10485 x10486 x10487 x10488 x10489 x10490 x10491 x10492 x10493 x10494 x10495 x10496 x10497 x10498 x10499 x10500 x10501 x10502 x10503 x10504 x10505 x10506 x10507 x10508 x10509 x10510 x10511 x10512 x10513 x10514 x10515 x10516 x10517 x10518 x10519 x10520 x10521 x10522 x10523 x10524 x10525 x10526 x10527 x10528 x10529 x10530 x10531 x10532 x10533 x10534 x10535 -x10536 -x10537 -x10538 -x10539 -x10540 -x10541 -x10542 -x10543 -x10544 -x10545 -x10546 -x10547 -x10548 -x10549 -x10550 -x10551 -x10552 -x10553 -x10554 -x10555 -x10556 -x10557 -x10558 -x10559 -x10560 -x10561 -x10562 -x10563 -x10564 -x10565 -x10566 -x10567 -x10568 -x10569 -x10570 -x10571 -x10572 -x10573 -x10574 -x10575 -x10576 -x10577 -x10578 -x10579 -x10580 -x10581 -x10582 -x10583 -x10584 -x10585 -x10586 -x10587 -x10588 -x10589 -x10590 -x10591 -x10592 -x10593 -x10594 -x10595 -x10596 -x10597 -x10598 -x10599 -x10600 -x10601 -x10602 -x10603 -x10604 -x10605 -x10606 -x10607 -x10608 -x10609 -x10610 -x10611 -x10612 -x10613 -x10614 -x10615 -x10616 -x10617 -x10618 -x10619 -x10620 -x10621 -x10622 -x10623 -x10624 -x10625 -x10626 -x10627 -x10628 -x10629 -x10630 -x10631 -x10632 -x10633 -x10634 -x10635 -x10636 -x10637 -x10638 -x10639 -x10640 -x10641 -x10642 -x10643 -x10644 -x10645 -x10646 -x10647 -x10648 -x10649 -x10650 -x10651 -x10652 -x10653 -x10654 -x10655 -x10656 -x10657 -x10658 -x10659 -x10660 -x10661 -x10662 -x10663 -x10664 -x10665 -x10666 -x10667 -x10668 -x10669 -x10670 -x10671 -x10672 -x10673 -x10674 -x10675 -x10676 -x10677 -x10678 -x10679 -x10680 -x10681 -x10682 -x10683 -x10684 -x10685 -x10686 -x10687 -x10688 -x10689 -x10690 -x10691 -x10692 -x10693 -x10694 -x10695 -x10696 -x10697 -x10698 -x10699 -x10700 -x10701 -x10702 -x10703 -x10704 -x10705 -x10706 -x10707 -x10708 -x10709 -x10710 x10711 x10712 x10713 x10714 x10715 x10716 x10717 x10718 x10719 x10720 x10721 x10722 x10723 x10724 x10725 x10726 x10727 x10728 x10729 x10730 x10731 x10732 x10733 x10734 x10735 x10736 x10737 x10738 x10739 x10740 x10741 x10742 x10743 x10744 x10745 x10746 x10747 x10748 x10749 x10750 x10751 x10752 x10753 x10754 x10755 x10756 x10757 x10758 x10759 x10760 x10761 x10762 x10763 x10764 x10765 x10766 x10767 x10768 x10769 x10770 x10771 x10772 x10773 x10774 x10775 x10776 x10777 x10778 x10779 x10780 x10781 x10782 x10783 x10784 x10785 x10786 x10787 x10788 x10789 x10790 x10791 x10792 x10793 x10794 x10795 x10796 x10797 x10798 x10799 x10800 x10801 x10802 x10803 x10804 x10805 x10806 x10807 x10808 x10809 x10810 x10811 x10812 x10813 x10814 x10815 x10816 x10817 x10818 x10819 x10820 x10821 x10822 x10823 x10824 x10825 x10826 x10827 x10828 x10829 x10830 x10831 x10832 x10833 x10834 x10835 x10836 -x10837 -x10838 -x10839 -x10840 -x10841 -x10842 -x10843 -x10844 -x10845 -x10846 -x10847 -x10848 -x10849 -x10850 -x10851 -x10852 -x10853 -x10854 -x10855 -x10856 -x10857 -x10858 -x10859 -x10860 -x10861 -x10862 -x10863 -x10864 -x10865 -x10866 -x10867 -x10868 -x10869 -x10870 -x10871 -x10872 -x10873 -x10874 -x10875 -x10876 -x10877 -x10878 -x10879 -x10880 -x10881 -x10882 -x10883 -x10884 -x10885 -x10886 -x10887 -x10888 -x10889 -x10890 -x10891 -x10892 -x10893 -x10894 -x10895 -x10896 -x10897 -x10898 -x10899 -x10900 -x10901 -x10902 -x10903 -x10904 -x10905 -x10906 -x10907 -x10908 -x10909 -x10910 -x10911 -x10912 -x10913 -x10914 -x10915 -x10916 -x10917 -x10918 -x10919 -x10920 -x10921 -x10922 -x10923 -x10924 -x10925 -x10926 -x10927 -x10928 -x10929 -x10930 -x10931 -x10932 -x10933 -x10934 -x10935 -x10936 -x10937 -x10938 -x10939 -x10940 -x10941 -x10942 -x10943 -x10944 -x10945 -x10946 -x10947 -x10948 -x10949 -x10950 -x10951 -x10952 -x10953 -x10954 -x10955 -x10956 -x10957 -x10958 -x10959 -x10960 -x10961 -x10962 -x10963 -x10964 -x10965 -x10966 -x10967 -x10968 -x10969 -x10970 -x10971 -x10972 -x10973 -x10974 -x10975 -x10976 -x10977 -x10978 -x10979 -x10980 -x10981 -x10982 -x10983 -x10984 -x10985 -x10986 -x10987 x10988 x10989 x10990 x10991 x10992 x10993 x10994 x10995 x10996 x10997 x10998 x10999 x11000 x11001 x11002 x11003 x11004 x11005 x11006 x11007 x11008 x11009 x11010 x11011 x11012 x11013 x11014 x11015 x11016 x11017 x11018 x11019 x11020 x11021 x11022 x11023 x11024 x11025 x11026 x11027 x11028 x11029 x11030 x11031 x11032 x11033 x11034 x11035 x11036 x11037 x11038 x11039 x11040 x11041 x11042 x11043 x11044 x11045 x11046 x11047 x11048 x11049 x11050 x11051 x11052 x11053 x11054 x11055 x11056 x11057 x11058 x11059 x11060 x11061 x11062 x11063 x11064 x11065 x11066 x11067 x11068 x11069 x11070 x11071 x11072 x11073 x11074 x11075 x11076 x11077 x11078 x11079 x11080 x11081 x11082 x11083 x11084 x11085 x11086 x11087 x11088 x11089 x11090 x11091 x11092 x11093 x11094 x11095 x11096 x11097 x11098 x11099 x11100 x11101 x11102 x11103 x11104 x11105 x11106 x11107 x11108 x11109 x11110 x11111 x11112 x11113 x11114 x11115 x11116 x11117 x11118 x11119 x11120 x11121 x11122 x11123 x11124 x11125 x11126 x11127 x11128 x11129 x11130 x11131 x11132 x11133 x11134 x11135 x11136 x11137 -x11138 -x11139 -x11140 -x11141 -x11142 -x11143 -x11144 -x11145 -x11146 -x11147 -x11148 -x11149 -x11150 -x11151 -x11152 -x11153 -x11154 -x11155 -x11156 -x11157 -x11158 -x11159 -x11160 -x11161 -x11162 -x11163 -x11164 -x11165 -x11166 -x11167 -x11168 -x11169 -x11170 -x11171 -x11172 -x11173 -x11174 -x11175 -x11176 -x11177 -x11178 -x11179 -x11180 -x11181 -x11182 -x11183 -x11184 -x11185 -x11186 -x11187 -x11188 -x11189 -x11190 -x11191 -x11192 -x11193 -x11194 -x11195 -x11196 -x11197 -x11198 -x11199 -x11200 -x11201 -x11202 -x11203 -x11204 -x11205 -x11206 -x11207 -x11208 -x11209 -x11210 -x11211 -x11212 -x11213 -x11214 -x11215 -x11216 -x11217 -x11218 -x11219 -x11220 -x11221 -x11222 -x11223 -x11224 -x11225 -x11226 -x11227 -x11228 -x11229 -x11230 -x11231 -x11232 -x11233 -x11234 -x11235 -x11236 -x11237 -x11238 -x11239 -x11240 -x11241 -x11242 -x11243 -x11244 -x11245 -x11246 -x11247 -x11248 -x11249 -x11250 -x11251 -x11252 -x11253 -x11254 -x11255 -x11256 -x11257 -x11258 -x11259 -x11260 -x11261 -x11262 -x11263 -x11264 -x11265 -x11266 -x11267 -x11268 -x11269 -x11270 -x11271 -x11272 -x11273 -x11274 -x11275 -x11276 -x11277 -x11278 -x11279 -x11280 -x11281 -x11282 -x11283 -x11284 -x11285 -x11286 -x11287 -x11288 -x11289 -x11290 -x11291 -x11292 -x11293 -x11294 -x11295 -x11296 -x11297 -x11298 -x11299 -x11300 -x11301 -x11302 -x11303 -x11304 -x11305 -x11306 -x11307 -x11308 -x11309 x11310 x11311 x11312 x11313 x11314 x11315 x11316 x11317 x11318 x11319 x11320 x11321 x11322 x11323 x11324 x11325 x11326 x11327 x11328 x11329 x11330 x11331 x11332 x11333 x11334 x11335 x11336 x11337 x11338 x11339 x11340 x11341 x11342 x11343 x11344 x11345 x11346 x11347 x11348 x11349 x11350 x11351 x11352 x11353 x11354 x11355 x11356 x11357 x11358 x11359 x11360 x11361 x11362 x11363 x11364 x11365 x11366 x11367 x11368 x11369 x11370 x11371 x11372 x11373 x11374 x11375 x11376 x11377 x11378 x11379 x11380 x11381 x11382 x11383 x11384 x11385 x11386 x11387 x11388 x11389 x11390 x11391 x11392 x11393 x11394 x11395 x11396 x11397 x11398 x11399 x11400 x11401 x11402 x11403 x11404 x11405 x11406 x11407 x11408 x11409 x11410 x11411 x11412 x11413 x11414 x11415 x11416 x11417 x11418 x11419 x11420 x11421 x11422 x11423 x11424 x11425 x11426 x11427 x11428 x11429 x11430 x11431 x11432 x11433 x11434 x11435 x11436 x11437 x11438 -x11439 -x11440 -x11441 -x11442 -x11443 -x11444 -x11445 -x11446 -x11447 -x11448 -x11449 -x11450 -x11451 -x11452 -x11453 -x11454 -x11455 -x11456 -x11457 -x11458 -x11459 -x11460 -x11461 -x11462 -x11463 -x11464 -x11465 -x11466 -x11467 -x11468 -x11469 -x11470 -x11471 -x11472 -x11473 -x11474 -x11475 -x11476 -x11477 -x11478 -x11479 -x11480 -x11481 -x11482 -x11483 -x11484 -x11485 -x11486 -x11487 -x11488 -x11489 -x11490 -x11491 -x11492 -x11493 -x11494 -x11495 -x11496 -x11497 -x11498 -x11499 -x11500 -x11501 -x11502 -x11503 -x11504 -x11505 -x11506 -x11507 -x11508 -x11509 -x11510 -x11511 -x11512 -x11513 -x11514 -x11515 -x11516 -x11517 -x11518 -x11519 -x11520 -x11521 -x11522 -x11523 -x11524 -x11525 -x11526 -x11527 -x11528 -x11529 -x11530 -x11531 -x11532 -x11533 -x11534 -x11535 -x11536 -x11537 -x11538 -x11539 -x11540 -x11541 -x11542 -x11543 -x11544 -x11545 -x11546 -x11547 -x11548 -x11549 -x11550 -x11551 -x11552 -x11553 -x11554 -x11555 -x11556 -x11557 -x11558 -x11559 -x11560 -x11561 -x11562 -x11563 -x11564 -x11565 -x11566 -x11567 -x11568 -x11569 -x11570 -x11571 -x11572 -x11573 -x11574 -x11575 -x11576 -x11577 -x11578 -x11579 -x11580 -x11581 -x11582 -x11583 -x11584 -x11585 -x11586 x11587 x11588 x11589 x11590 x11591 x11592 x11593 x11594 x11595 x11596 x11597 x11598 x11599 x11600 x11601 x11602 x11603 x11604 x11605 x11606 x11607 x11608 x11609 x11610 x11611 x11612 x11613 x11614 x11615 x11616 x11617 x11618 x11619 x11620 x11621 x11622 x11623 x11624 x11625 x11626 x11627 x11628 x11629 x11630 x11631 x11632 x11633 x11634 x11635 x11636 x11637 x11638 x11639 x11640 x11641 x11642 x11643 x11644 x11645 x11646 x11647 x11648 x11649 x11650 x11651 x11652 x11653 x11654 x11655 x11656 x11657 x11658 x11659 x11660 x11661 x11662 x11663 x11664 x11665 x11666 x11667 x11668 x11669 x11670 x11671 x11672 x11673 x11674 x11675 x11676 x11677 x11678 x11679 x11680 x11681 x11682 x11683 x11684 x11685 x11686 x11687 x11688 x11689 x11690 x11691 x11692 x11693 x11694 x11695 x11696 x11697 x11698 x11699 x11700 x11701 x11702 x11703 x11704 x11705 x11706 x11707 x11708 x11709 x11710 x11711 x11712 x11713 x11714 x11715 x11716 x11717 x11718 x11719 x11720 x11721 x11722 x11723 x11724 x11725 x11726 x11727 x11728 x11729 x11730 x11731 x11732 x11733 x11734 x11735 x11736 x11737 x11738 x11739 -x11740 -x11741 -x11742 -x11743 -x11744 -x11745 -x11746 -x11747 -x11748 -x11749 -x11750 -x11751 -x11752 -x11753 -x11754 -x11755 -x11756 -x11757 -x11758 -x11759 -x11760 -x11761 -x11762 -x11763 -x11764 -x11765 -x11766 -x11767 -x11768 -x11769 -x11770 -x11771 -x11772 -x11773 -x11774 -x11775 -x11776 -x11777 -x11778 -x11779 -x11780 -x11781 -x11782 -x11783 -x11784 -x11785 -x11786 -x11787 -x11788 -x11789 -x11790 -x11791 -x11792 -x11793 -x11794 -x11795 -x11796 -x11797 -x11798 -x11799 -x11800 -x11801 -x11802 -x11803 -x11804 -x11805 -x11806 -x11807 -x11808 -x11809 -x11810 -x11811 -x11812 -x11813 -x11814 -x11815 -x11816 -x11817 -x11818 -x11819 -x11820 -x11821 -x11822 -x11823 -x11824 -x11825 -x11826 -x11827 -x11828 -x11829 -x11830 -x11831 -x11832 -x11833 -x11834 -x11835 -x11836 -x11837 -x11838 -x11839 -x11840 -x11841 -x11842 -x11843 -x11844 -x11845 -x11846 -x11847 -x11848 -x11849 -x11850 -x11851 -x11852 -x11853 -x11854 -x11855 -x11856 -x11857 -x11858 -x11859 -x11860 -x11861 -x11862 -x11863 -x11864 -x11865 -x11866 -x11867 -x11868 -x11869 -x11870 -x11871 -x11872 -x11873 -x11874 -x11875 -x11876 -x11877 -x11878 -x11879 -x11880 -x11881 -x11882 -x11883 -x11884 -x11885 -x11886 -x11887 -x11888 -x11889 -x11890 -x11891 -x11892 -x11893 -x11894 -x11895 -x11896 -x11897 -x11898 -x11899 -x11900 -x11901 -x11902 -x11903 -x11904 -x11905 -x11906 -x11907 -x11908 -x11909 -x11910 -x11911 -x11912 -x11913 -x11914 -x11915 -x11916 -x11917 -x11918 -x11919 -x11920 -x11921 -x11922 -x11923 x11924 x11925 x11926 x11927 x11928 x11929 x11930 x11931 x11932 x11933 x11934 x11935 x11936 x11937 x11938 x11939 x11940 x11941 x11942 x11943 x11944 x11945 x11946 x11947 x11948 x11949 x11950 x11951 x11952 x11953 x11954 x11955 x11956 x11957 x11958 x11959 x11960 x11961 x11962 x11963 x11964 x11965 x11966 x11967 x11968 x11969 x11970 x11971 x11972 x11973 x11974 x11975 x11976 x11977 x11978 x11979 x11980 x11981 x11982 x11983 x11984 x11985 x11986 x11987 x11988 x11989 x11990 x11991 x11992 x11993 x11994 x11995 x11996 x11997 x11998 x11999 x12000 x12001 x12002 x12003 x12004 x12005 x12006 x12007 x12008 x12009 x12010 x12011 x12012 x12013 x12014 x12015 x12016 x12017 x12018 x12019 x12020 x12021 x12022 x12023 x12024 x12025 x12026 x12027 x12028 x12029 x12030 x12031 x12032 x12033 x12034 x12035 x12036 x12037 x12038 x12039 x12040 -x12041 -x12042 -x12043 -x12044 -x12045 -x12046 -x12047 -x12048 -x12049 -x12050 -x12051 -x12052 -x12053 -x12054 -x12055 -x12056 -x12057 -x12058 -x12059 -x12060 -x12061 -x12062 -x12063 -x12064 -x12065 -x12066 -x12067 -x12068 -x12069 -x12070 -x12071 -x12072 -x12073 -x12074 -x12075 -x12076 -x12077 -x12078 -x12079 -x12080 -x12081 -x12082 -x12083 -x12084 -x12085 -x12086 -x12087 -x12088 -x12089 -x12090 -x12091 -x12092 -x12093 -x12094 -x12095 -x12096 -x12097 -x12098 -x12099 -x12100 -x12101 -x12102 -x12103 -x12104 -x12105 -x12106 -x12107 -x12108 -x12109 -x12110 -x12111 -x12112 -x12113 -x12114 -x12115 -x12116 -x12117 -x12118 -x12119 -x12120 -x12121 -x12122 -x12123 -x12124 -x12125 -x12126 -x12127 -x12128 -x12129 -x12130 -x12131 -x12132 -x12133 -x12134 -x12135 -x12136 -x12137 -x12138 -x12139 -x12140 -x12141 -x12142 -x12143 -x12144 -x12145 -x12146 -x12147 -x12148 -x12149 -x12150 -x12151 -x12152 -x12153 -x12154 -x12155 -x12156 -x12157 -x12158 -x12159 -x12160 -x12161 -x12162 -x12163 -x12164 -x12165 -x12166 -x12167 -x12168 -x12169 -x12170 -x12171 -x12172 -x12173 -x12174 -x12175 -x12176 -x12177 -x12178 -x12179 -x12180 -x12181 -x12182 -x12183 -x12184 -x12185 -x12186 -x12187 -x12188 -x12189 -x12190 -x12191 -x12192 -x12193 -x12194 -x12195 -x12196 -x12197 -x12198 -x12199 -x12200 -x12201 -x12202 -x12203 -x12204 -x12205 -x12206 -x12207 -x12208 -x12209 -x12210 -x12211 -x12212 -x12213 -x12214 -x12215 -x12216 -x12217 -x12218 -x12219 -x12220 -x12221 -x12222 -x12223 -x12224 -x12225 -x12226 -x12227 -x12228 -x12229 -x12230 -x12231 -x12232 -x12233 -x12234 -x12235 -x12236 -x12237 x12238 x12239 x12240 x12241 x12242 x12243 x12244 x12245 x12246 x12247 x12248 x12249 x12250 x12251 x12252 x12253 x12254 x12255 x12256 x12257 x12258 x12259 x12260 x12261 x12262 x12263 x12264 x12265 x12266 x12267 x12268 x12269 x12270 x12271 x12272 x12273 x12274 x12275 x12276 x12277 x12278 x12279 x12280 x12281 x12282 x12283 x12284 x12285 x12286 x12287 x12288 x12289 x12290 x12291 x12292 x12293 x12294 x12295 x12296 x12297 x12298 x12299 x12300 x12301 x12302 x12303 x12304 x12305 x12306 x12307 x12308 x12309 x12310 x12311 x12312 x12313 x12314 x12315 x12316 x12317 x12318 x12319 x12320 x12321 x12322 x12323 x12324 x12325 x12326 x12327 x12328 x12329 x12330 x12331 x12332 x12333 x12334 x12335 x12336 x12337 x12338 x12339 x12340 x12341 -x12342 -x12343 -x12344 -x12345 -x12346 -x12347 -x12348 -x12349 -x12350 -x12351 -x12352 -x12353 -x12354 -x12355 -x12356 -x12357 -x12358 -x12359 -x12360 -x12361 -x12362 -x12363 -x12364 -x12365 -x12366 -x12367 -x12368 -x12369 -x12370 -x12371 -x12372 -x12373 -x12374 -x12375 -x12376 -x12377 -x12378 -x12379 -x12380 -x12381 -x12382 -x12383 -x12384 -x12385 -x12386 -x12387 -x12388 -x12389 -x12390 -x12391 -x12392 -x12393 -x12394 -x12395 -x12396 -x12397 -x12398 -x12399 -x12400 -x12401 -x12402 -x12403 -x12404 -x12405 -x12406 -x12407 -x12408 -x12409 -x12410 -x12411 -x12412 -x12413 -x12414 -x12415 -x12416 -x12417 -x12418 -x12419 -x12420 -x12421 -x12422 -x12423 -x12424 -x12425 -x12426 -x12427 -x12428 -x12429 -x12430 -x12431 -x12432 -x12433 -x12434 -x12435 -x12436 -x12437 -x12438 -x12439 -x12440 -x12441 -x12442 -x12443 -x12444 -x12445 -x12446 -x12447 -x12448 -x12449 -x12450 -x12451 -x12452 -x12453 -x12454 -x12455 -x12456 -x12457 -x12458 -x12459 -x12460 -x12461 -x12462 -x12463 -x12464 -x12465 -x12466 -x12467 -x12468 -x12469 -x12470 -x12471 -x12472 -x12473 -x12474 -x12475 -x12476 -x12477 -x12478 -x12479 -x12480 -x12481 -x12482 -x12483 -x12484 -x12485 -x12486 -x12487 -x12488 -x12489 -x12490 -x12491 -x12492 -x12493 -x12494 -x12495 -x12496 -x12497 -x12498 -x12499 -x12500 -x12501 -x12502 -x12503 -x12504 -x12505 -x12506 -x12507 -x12508 -x12509 -x12510 -x12511 x12512 x12513 x12514 x12515 x12516 x12517 x12518 x12519 x12520 x12521 x12522 x12523 x12524 x12525 x12526 x12527 x12528 x12529 x12530 x12531 x12532 x12533 x12534 x12535 x12536 x12537 x12538 x12539 x12540 x12541 x12542 x12543 x12544 x12545 x12546 x12547 x12548 x12549 x12550 x12551 x12552 x12553 x12554 x12555 x12556 x12557 x12558 x12559 x12560 x12561 x12562 x12563 x12564 x12565 x12566 x12567 x12568 x12569 x12570 x12571 x12572 x12573 x12574 x12575 x12576 x12577 x12578 x12579 x12580 x12581 x12582 x12583 x12584 x12585 x12586 x12587 x12588 x12589 x12590 x12591 x12592 x12593 x12594 x12595 x12596 x12597 x12598 x12599 x12600 x12601 x12602 x12603 x12604 x12605 x12606 x12607 x12608 x12609 x12610 x12611 x12612 x12613 x12614 x12615 x12616 x12617 x12618 x12619 x12620 x12621 x12622 x12623 x12624 x12625 x12626 x12627 x12628 x12629 x12630 x12631 x12632 x12633 x12634 x12635 x12636 x12637 x12638 x12639 x12640 x12641 x12642 -x12643 -x12644 -x12645 -x12646 -x12647 -x12648 -x12649 -x12650 -x12651 -x12652 -x12653 -x12654 -x12655 -x12656 -x12657 -x12658 -x12659 -x12660 -x12661 -x12662 -x12663 -x12664 -x12665 -x12666 -x12667 -x12668 -x12669 -x12670 -x12671 -x12672 -x12673 -x12674 -x12675 -x12676 -x12677 -x12678 -x12679 -x12680 -x12681 -x12682 -x12683 -x12684 -x12685 -x12686 -x12687 -x12688 -x12689 -x12690 -x12691 -x12692 -x12693 -x12694 -x12695 -x12696 -x12697 -x12698 -x12699 -x12700 -x12701 -x12702 -x12703 -x12704 -x12705 -x12706 -x12707 -x12708 -x12709 -x12710 -x12711 -x12712 -x12713 -x12714 -x12715 -x12716 -x12717 -x12718 -x12719 -x12720 -x12721 -x12722 -x12723 -x12724 -x12725 -x12726 -x12727 -x12728 -x12729 -x12730 -x12731 -x12732 -x12733 -x12734 -x12735 -x12736 -x12737 -x12738 -x12739 -x12740 -x12741 -x12742 -x12743 -x12744 -x12745 -x12746 -x12747 -x12748 -x12749 -x12750 -x12751 -x12752 -x12753 -x12754 -x12755 -x12756 -x12757 -x12758 -x12759 -x12760 -x12761 -x12762 -x12763 -x12764 -x12765 -x12766 -x12767 -x12768 -x12769 -x12770 -x12771 -x12772 -x12773 -x12774 -x12775 -x12776 -x12777 -x12778 -x12779 -x12780 -x12781 -x12782 -x12783 -x12784 -x12785 -x12786 -x12787 x12788 x12789 x12790 x12791 x12792 x12793 x12794 x12795 x12796 x12797 x12798 x12799 x12800 x12801 x12802 x12803 x12804 x12805 x12806 x12807 x12808 x12809 x12810 x12811 x12812 x12813 x12814 x12815 x12816 x12817 x12818 x12819 x12820 x12821 x12822 x12823 x12824 x12825 x12826 x12827 x12828 x12829 x12830 x12831 x12832 x12833 x12834 x12835 x12836 x12837 x12838 x12839 x12840 x12841 x12842 x12843 x12844 x12845 x12846 x12847 x12848 x12849 x12850 x12851 x12852 x12853 x12854 x12855 x12856 x12857 x12858 x12859 x12860 x12861 x12862 x12863 x12864 x12865 x12866 x12867 x12868 x12869 x12870 x12871 x12872 x12873 x12874 x12875 x12876 x12877 x12878 x12879 x12880 x12881 x12882 x12883 x12884 x12885 x12886 x12887 x12888 x12889 x12890 x12891 x12892 x12893 x12894 x12895 x12896 x12897 x12898 x12899 x12900 x12901 x12902 x12903 x12904 x12905 x12906 x12907 x12908 x12909 x12910 x12911 x12912 x12913 x12914 x12915 x12916 x12917 x12918 x12919 x12920 x12921 x12922 x12923 x12924 x12925 x12926 x12927 x12928 x12929 x12930 x12931 x12932 x12933 x12934 x12935 x12936 x12937 x12938 x12939 x12940 x12941 x12942 x12943 -x12944 -x12945 -x12946 -x12947 -x12948 -x12949 -x12950 -x12951 -x12952 -x12953 -x12954 -x12955 -x12956 -x12957 -x12958 -x12959 -x12960 -x12961 -x12962 -x12963 -x12964 -x12965 -x12966 -x12967 -x12968 -x12969 -x12970 -x12971 -x12972 -x12973 -x12974 -x12975 -x12976 -x12977 -x12978 -x12979 -x12980 -x12981 -x12982 -x12983 -x12984 -x12985 -x12986 -x12987 -x12988 -x12989 -x12990 -x12991 -x12992 -x12993 -x12994 -x12995 -x12996 -x12997 -x12998 -x12999 -x13000 -x13001 -x13002 -x13003 -x13004 -x13005 -x13006 -x13007 -x13008 -x13009 -x13010 -x13011 -x13012 -x13013 -x13014 -x13015 -x13016 -x13017 -x13018 -x13019 -x13020 -x13021 -x13022 -x13023 -x13024 -x13025 -x13026 -x13027 -x13028 -x13029 -x13030 -x13031 -x13032 -x13033 -x13034 -x13035 -x13036 -x13037 -x13038 -x13039 -x13040 -x13041 -x13042 -x13043 -x13044 -x13045 -x13046 -x13047 -x13048 -x13049 -x13050 -x13051 -x13052 -x13053 -x13054 -x13055 -x13056 -x13057 -x13058 -x13059 -x13060 -x13061 -x13062 -x13063 -x13064 -x13065 -x13066 -x13067 -x13068 -x13069 -x13070 -x13071 -x13072 -x13073 -x13074 -x13075 -x13076 -x13077 -x13078 -x13079 -x13080 -x13081 -x13082 -x13083 -x13084 -x13085 -x13086 -x13087 -x13088 -x13089 -x13090 -x13091 -x13092 -x13093 -x13094 -x13095 -x13096 -x13097 -x13098 -x13099 -x13100 -x13101 -x13102 -x13103 -x13104 -x13105 -x13106 -x13107 -x13108 -x13109 -x13110 -x13111 -x13112 -x13113 -x13114 -x13115 -x13116 -x13117 -x13118 -x13119 -x13120 -x13121 -x13122 -x13123 -x13124 -x13125 -x13126 -x13127 -x13128 -x13129 -x13130 -x13131 -x13132 -x13133 -x13134 -x13135 -x13136 -x13137 -x13138 -x13139 -x13140 -x13141 -x13142 -x13143 -x13144 -x13145 -x13146 -x13147 -x13148 -x13149 x13150 x13151 x13152 x13153 x13154 x13155 x13156 x13157 x13158 x13159 x13160 x13161 x13162 x13163 x13164 x13165 x13166 x13167 x13168 x13169 x13170 x13171 x13172 x13173 x13174 x13175 x13176 x13177 x13178 x13179 x13180 x13181 x13182 x13183 x13184 x13185 x13186 x13187 x13188 x13189 x13190 x13191 x13192 x13193 x13194 x13195 x13196 x13197 x13198 x13199 x13200 x13201 x13202 x13203 x13204 x13205 x13206 x13207 x13208 x13209 x13210 x13211 x13212 x13213 x13214 x13215 x13216 x13217 x13218 x13219 x13220 x13221 x13222 x13223 x13224 x13225 x13226 x13227 x13228 x13229 x13230 x13231 x13232 x13233 x13234 x13235 x13236 x13237 x13238 x13239 x13240 x13241 x13242 x13243 x13244 -x13245 -x13246 -x13247 -x13248 -x13249 -x13250 -x13251 -x13252 -x13253 -x13254 -x13255 -x13256 -x13257 -x13258 -x13259 -x13260 -x13261 -x13262 -x13263 -x13264 -x13265 -x13266 -x13267 -x13268 -x13269 -x13270 -x13271 -x13272 -x13273 -x13274 -x13275 -x13276 -x13277 -x13278 -x13279 -x13280 -x13281 -x13282 -x13283 -x13284 -x13285 -x13286 -x13287 -x13288 -x13289 -x13290 -x13291 -x13292 -x13293 -x13294 -x13295 -x13296 -x13297 -x13298 -x13299 -x13300 -x13301 -x13302 -x13303 -x13304 -x13305 -x13306 -x13307 -x13308 -x13309 -x13310 -x13311 -x13312 -x13313 -x13314 -x13315 -x13316 -x13317 -x13318 -x13319 -x13320 -x13321 -x13322 -x13323 -x13324 -x13325 -x13326 -x13327 -x13328 -x13329 -x13330 -x13331 -x13332 -x13333 -x13334 -x13335 -x13336 -x13337 -x13338 -x13339 -x13340 -x13341 -x13342 -x13343 -x13344 -x13345 -x13346 -x13347 -x13348 -x13349 -x13350 -x13351 -x13352 -x13353 -x13354 -x13355 -x13356 -x13357 -x13358 -x13359 -x13360 -x13361 -x13362 -x13363 -x13364 -x13365 -x13366 -x13367 -x13368 -x13369 -x13370 -x13371 -x13372 -x13373 -x13374 -x13375 -x13376 -x13377 -x13378 -x13379 -x13380 -x13381 -x13382 -x13383 -x13384 -x13385 -x13386 -x13387 -x13388 -x13389 -x13390 -x13391 -x13392 -x13393 x13394 x13395 x13396 x13397 x13398 x13399 x13400 x13401 x13402 x13403 x13404 x13405 x13406 x13407 x13408 x13409 x13410 x13411 x13412 x13413 x13414 x13415 x13416 x13417 x13418 x13419 x13420 x13421 x13422 x13423 x13424 x13425 x13426 x13427 x13428 x13429 x13430 x13431 x13432 x13433 x13434 x13435 x13436 x13437 x13438 x13439 x13440 x13441 x13442 x13443 x13444 x13445 x13446 x13447 x13448 x13449 x13450 x13451 x13452 x13453 x13454 x13455 x13456 x13457 x13458 x13459 x13460 x13461 x13462 x13463 x13464 x13465 x13466 x13467 x13468 x13469 x13470 x13471 x13472 x13473 x13474 x13475 x13476 x13477 x13478 x13479 x13480 x13481 x13482 x13483 x13484 x13485 x13486 x13487 x13488 x13489 x13490 x13491 x13492 x13493 x13494 x13495 x13496 x13497 x13498 x13499 x13500 x13501 x13502 x13503 x13504 x13505 x13506 x13507 x13508 x13509 x13510 x13511 x13512 x13513 x13514 x13515 x13516 x13517 x13518 x13519 x13520 x13521 x13522 x13523 x13524 x13525 x13526 x13527 x13528 x13529 x13530 x13531 x13532 x13533 x13534 x13535 x13536 x13537 x13538 x13539 x13540 x13541 x13542 x13543 x13544 x13545 -x13546 -x13547 -x13548 -x13549 -x13550 -x13551 -x13552 -x13553 -x13554 -x13555 -x13556 -x13557 -x13558 -x13559 -x13560 -x13561 -x13562 -x13563 -x13564 -x13565 -x13566 -x13567 -x13568 -x13569 -x13570 -x13571 -x13572 -x13573 -x13574 -x13575 -x13576 -x13577 -x13578 -x13579 -x13580 -x13581 -x13582 -x13583 -x13584 -x13585 -x13586 -x13587 -x13588 -x13589 -x13590 -x13591 -x13592 -x13593 -x13594 -x13595 -x13596 -x13597 -x13598 -x13599 -x13600 -x13601 -x13602 -x13603 -x13604 -x13605 -x13606 -x13607 -x13608 -x13609 -x13610 -x13611 -x13612 -x13613 -x13614 -x13615 -x13616 -x13617 -x13618 -x13619 -x13620 -x13621 -x13622 -x13623 -x13624 -x13625 -x13626 -x13627 -x13628 -x13629 -x13630 -x13631 -x13632 -x13633 -x13634 -x13635 -x13636 -x13637 -x13638 -x13639 -x13640 -x13641 -x13642 -x13643 -x13644 -x13645 -x13646 -x13647 -x13648 -x13649 -x13650 -x13651 -x13652 -x13653 -x13654 -x13655 -x13656 -x13657 -x13658 -x13659 -x13660 -x13661 -x13662 -x13663 -x13664 -x13665 -x13666 -x13667 -x13668 -x13669 -x13670 -x13671 -x13672 -x13673 -x13674 -x13675 -x13676 -x13677 -x13678 -x13679 -x13680 -x13681 -x13682 -x13683 -x13684 -x13685 -x13686 -x13687 -x13688 -x13689 -x13690 -x13691 -x13692 -x13693 -x13694 -x13695 -x13696 -x13697 -x13698 -x13699 -x13700 -x13701 -x13702 -x13703 -x13704 -x13705 -x13706 -x13707 -x13708 -x13709 -x13710 -x13711 -x13712 -x13713 -x13714 -x13715 -x13716 -x13717 -x13718 -x13719 -x13720 -x13721 -x13722 -x13723 -x13724 -x13725 -x13726 -x13727 -x13728 -x13729 -x13730 -x13731 -x13732 -x13733 -x13734 -x13735 -x13736 -x13737 -x13738 -x13739 -x13740 -x13741 -x13742 -x13743 -x13744 -x13745 x13746 x13747 x13748 x13749 x13750 x13751 x13752 x13753 x13754 x13755 x13756 x13757 x13758 x13759 x13760 x13761 x13762 x13763 x13764 x13765 x13766 x13767 x13768 x13769 x13770 x13771 x13772 x13773 x13774 x13775 x13776 x13777 x13778 x13779 x13780 x13781 x13782 x13783 x13784 x13785 x13786 x13787 x13788 x13789 x13790 x13791 x13792 x13793 x13794 x13795 x13796 x13797 x13798 x13799 x13800 x13801 x13802 x13803 x13804 x13805 x13806 x13807 x13808 x13809 x13810 x13811 x13812 x13813 x13814 x13815 x13816 x13817 x13818 x13819 x13820 x13821 x13822 x13823 x13824 x13825 x13826 x13827 x13828 x13829 x13830 x13831 x13832 x13833 x13834 x13835 x13836 x13837 x13838 x13839 x13840 x13841 x13842 x13843 x13844 x13845 x13846 -x13847 -x13848 -x13849 -x13850 -x13851 -x13852 -x13853 -x13854 -x13855 -x13856 -x13857 -x13858 -x13859 -x13860 -x13861 -x13862 -x13863 -x13864 -x13865 -x13866 -x13867 -x13868 -x13869 -x13870 -x13871 -x13872 -x13873 -x13874 -x13875 -x13876 -x13877 -x13878 -x13879 -x13880 -x13881 -x13882 -x13883 -x13884 -x13885 -x13886 -x13887 -x13888 -x13889 -x13890 -x13891 -x13892 -x13893 -x13894 -x13895 -x13896 -x13897 -x13898 -x13899 -x13900 -x13901 -x13902 -x13903 -x13904 -x13905 -x13906 -x13907 -x13908 -x13909 -x13910 -x13911 -x13912 -x13913 -x13914 -x13915 -x13916 -x13917 -x13918 -x13919 -x13920 -x13921 -x13922 -x13923 -x13924 -x13925 -x13926 -x13927 -x13928 -x13929 -x13930 -x13931 -x13932 -x13933 -x13934 -x13935 -x13936 -x13937 -x13938 -x13939 -x13940 -x13941 -x13942 -x13943 -x13944 -x13945 -x13946 -x13947 -x13948 -x13949 -x13950 -x13951 -x13952 -x13953 -x13954 -x13955 -x13956 -x13957 -x13958 -x13959 -x13960 -x13961 -x13962 -x13963 -x13964 -x13965 -x13966 -x13967 -x13968 -x13969 -x13970 -x13971 -x13972 -x13973 -x13974 -x13975 -x13976 -x13977 -x13978 -x13979 -x13980 -x13981 -x13982 -x13983 -x13984 -x13985 -x13986 -x13987 -x13988 -x13989 -x13990 -x13991 -x13992 -x13993 -x13994 -x13995 -x13996 x13997 x13998 x13999 x14000 x14001 x14002 x14003 x14004 x14005 x14006 x14007 x14008 x14009 x14010 x14011 x14012 x14013 x14014 x14015 x14016 x14017 x14018 x14019 x14020 x14021 x14022 x14023 x14024 x14025 x14026 x14027 x14028 x14029 x14030 x14031 x14032 x14033 x14034 x14035 x14036 x14037 x14038 x14039 x14040 x14041 x14042 x14043 x14044 x14045 x14046 x14047 x14048 x14049 x14050 x14051 x14052 x14053 x14054 x14055 x14056 x14057 x14058 x14059 x14060 x14061 x14062 x14063 x14064 x14065 x14066 x14067 x14068 x14069 x14070 x14071 x14072 x14073 x14074 x14075 x14076 x14077 x14078 x14079 x14080 x14081 x14082 x14083 x14084 x14085 x14086 x14087 x14088 x14089 x14090 x14091 x14092 x14093 x14094 x14095 x14096 x14097 x14098 x14099 x14100 x14101 x14102 x14103 x14104 x14105 x14106 x14107 x14108 x14109 x14110 x14111 x14112 x14113 x14114 x14115 x14116 x14117 x14118 x14119 x14120 x14121 x14122 x14123 x14124 x14125 x14126 x14127 x14128 x14129 x14130 x14131 x14132 x14133 x14134 x14135 x14136 x14137 x14138 x14139 x14140 x14141 x14142 x14143 x14144 x14145 x14146 x14147 -x14148 -x14149 -x14150 -x14151 -x14152 -x14153 -x14154 -x14155 -x14156 -x14157 -x14158 -x14159 -x14160 -x14161 -x14162 -x14163 -x14164 -x14165 -x14166 -x14167 -x14168 -x14169 -x14170 -x14171 -x14172 -x14173 -x14174 -x14175 -x14176 -x14177 -x14178 -x14179 -x14180 -x14181 -x14182 -x14183 -x14184 -x14185 -x14186 -x14187 -x14188 -x14189 -x14190 -x14191 -x14192 -x14193 -x14194 -x14195 -x14196 -x14197 -x14198 -x14199 -x14200 -x14201 -x14202 -x14203 -x14204 -x14205 -x14206 -x14207 -x14208 -x14209 -x14210 -x14211 -x14212 -x14213 -x14214 -x14215 -x14216 -x14217 -x14218 -x14219 -x14220 -x14221 -x14222 -x14223 -x14224 -x14225 -x14226 -x14227 -x14228 -x14229 -x14230 -x14231 -x14232 -x14233 -x14234 -x14235 -x14236 -x14237 -x14238 -x14239 -x14240 -x14241 -x14242 -x14243 -x14244 -x14245 -x14246 -x14247 -x14248 -x14249 -x14250 -x14251 -x14252 -x14253 -x14254 -x14255 -x14256 -x14257 -x14258 -x14259 -x14260 -x14261 -x14262 -x14263 -x14264 -x14265 -x14266 -x14267 -x14268 -x14269 -x14270 -x14271 -x14272 -x14273 -x14274 -x14275 -x14276 -x14277 -x14278 -x14279 -x14280 -x14281 -x14282 -x14283 -x14284 -x14285 -x14286 -x14287 -x14288 -x14289 -x14290 -x14291 -x14292 -x14293 -x14294 -x14295 -x14296 -x14297 -x14298 -x14299 -x14300 -x14301 -x14302 -x14303 -x14304 -x14305 -x14306 -x14307 -x14308 -x14309 -x14310 -x14311 -x14312 -x14313 -x14314 -x14315 -x14316 -x14317 -x14318 -x14319 -x14320 -x14321 -x14322 -x14323 -x14324 -x14325 -x14326 -x14327 -x14328 -x14329 -x14330 -x14331 -x14332 -x14333 -x14334 -x14335 -x14336 -x14337 -x14338 -x14339 -x14340 -x14341 -x14342 -x14343 -x14344 -x14345 -x14346 -x14347 -x14348 -x14349 -x14350 -x14351 -x14352 -x14353 -x14354 -x14355 -x14356 -x14357 -x14358 -x14359 -x14360 -x14361 -x14362 -x14363 -x14364 -x14365 -x14366 -x14367 -x14368 -x14369 -x14370 -x14371 -x14372 -x14373 -x14374 -x14375 x14376 x14377 x14378 x14379 x14380 x14381 x14382 x14383 x14384 x14385 x14386 x14387 x14388 x14389 x14390 x14391 x14392 x14393 x14394 x14395 x14396 x14397 x14398 x14399 x14400 x14401 x14402 x14403 x14404 x14405 x14406 x14407 x14408 x14409 x14410 x14411 x14412 x14413 x14414 x14415 x14416 x14417 x14418 x14419 x14420 x14421 x14422 x14423 x14424 x14425 x14426 x14427 x14428 x14429 x14430 x14431 x14432 x14433 x14434 x14435 x14436 x14437 x14438 x14439 x14440 x14441 x14442 x14443 x14444 x14445 x14446 x14447 x14448 -x14449 -x14450 -x14451 -x14452 -x14453 -x14454 -x14455 -x14456 -x14457 -x14458 -x14459 -x14460 -x14461 -x14462 -x14463 -x14464 -x14465 -x14466 -x14467 -x14468 -x14469 -x14470 -x14471 -x14472 -x14473 -x14474 -x14475 -x14476 -x14477 -x14478 -x14479 -x14480 -x14481 -x14482 -x14483 -x14484 -x14485 -x14486 -x14487 -x14488 -x14489 -x14490 -x14491 -x14492 -x14493 -x14494 -x14495 -x14496 -x14497 -x14498 -x14499 -x14500 -x14501 -x14502 -x14503 -x14504 -x14505 -x14506 -x14507 -x14508 -x14509 -x14510 -x14511 -x14512 -x14513 -x14514 -x14515 -x14516 -x14517 -x14518 -x14519 -x14520 -x14521 -x14522 -x14523 -x14524 -x14525 -x14526 -x14527 -x14528 -x14529 -x14530 -x14531 -x14532 -x14533 -x14534 -x14535 -x14536 -x14537 -x14538 -x14539 -x14540 -x14541 -x14542 -x14543 -x14544 -x14545 -x14546 -x14547 -x14548 -x14549 -x14550 -x14551 -x14552 -x14553 -x14554 -x14555 -x14556 -x14557 -x14558 -x14559 -x14560 -x14561 -x14562 -x14563 -x14564 -x14565 -x14566 -x14567 -x14568 -x14569 -x14570 -x14571 -x14572 -x14573 -x14574 -x14575 -x14576 -x14577 -x14578 -x14579 -x14580 -x14581 -x14582 -x14583 -x14584 -x14585 -x14586 -x14587 -x14588 -x14589 -x14590 -x14591 -x14592 -x14593 -x14594 -x14595 -x14596 -x14597 -x14598 -x14599 -x14600 -x14601 -x14602 -x14603 -x14604 -x14605 -x14606 -x14607 -x14608 -x14609 -x14610 -x14611 -x14612 -x14613 -x14614 -x14615 -x14616 -x14617 -x14618 -x14619 -x14620 -x14621 -x14622 -x14623 -x14624 -x14625 -x14626 -x14627 -x14628 -x14629 -x14630 -x14631 -x14632 -x14633 -x14634 -x14635 -x14636 -x14637 -x14638 -x14639 -x14640 -x14641 -x14642 -x14643 -x14644 -x14645 -x14646 -x14647 -x14648 -x14649 -x14650 -x14651 -x14652 -x14653 -x14654 -x14655 -x14656 -x14657 -x14658 -x14659 -x14660 -x14661 -x14662 -x14663 -x14664 -x14665 -x14666 -x14667 -x14668 -x14669 -x14670 -x14671 -x14672 -x14673 -x14674 -x14675 -x14676 -x14677 -x14678 -x14679 -x14680 -x14681 -x14682 -x14683 -x14684 -x14685 -x14686 -x14687 -x14688 -x14689 x14690 x14691 x14692 x14693 x14694 x14695 x14696 x14697 x14698 x14699 x14700 x14701 x14702 x14703 x14704 x14705 x14706 x14707 x14708 x14709 x14710 x14711 x14712 x14713 x14714 x14715 x14716 x14717 x14718 x14719 x14720 x14721 x14722 x14723 x14724 x14725 x14726 x14727 x14728 x14729 x14730 x14731 x14732 x14733 x14734 x14735 x14736 x14737 x14738 x14739 x14740 x14741 x14742 x14743 x14744 x14745 x14746 x14747 x14748 x14749 -x14750 -x14751 -x14752 -x14753 -x14754 -x14755 -x14756 -x14757 -x14758 -x14759 -x14760 -x14761 -x14762 -x14763 -x14764 -x14765 -x14766 -x14767 -x14768 -x14769 -x14770 -x14771 -x14772 -x14773 -x14774 -x14775 -x14776 -x14777 -x14778 -x14779 -x14780 -x14781 -x14782 -x14783 -x14784 -x14785 -x14786 -x14787 -x14788 -x14789 -x14790 -x14791 -x14792 -x14793 -x14794 -x14795 -x14796 -x14797 -x14798 -x14799 -x14800 -x14801 -x14802 -x14803 -x14804 -x14805 -x14806 -x14807 -x14808 -x14809 -x14810 -x14811 -x14812 -x14813 -x14814 -x14815 -x14816 -x14817 -x14818 -x14819 -x14820 -x14821 -x14822 -x14823 -x14824 -x14825 -x14826 -x14827 -x14828 -x14829 -x14830 -x14831 -x14832 -x14833 -x14834 -x14835 -x14836 -x14837 -x14838 -x14839 -x14840 -x14841 -x14842 -x14843 -x14844 -x14845 -x14846 -x14847 -x14848 -x14849 -x14850 -x14851 -x14852 -x14853 -x14854 -x14855 -x14856 -x14857 -x14858 -x14859 -x14860 -x14861 -x14862 -x14863 -x14864 -x14865 -x14866 -x14867 -x14868 -x14869 -x14870 -x14871 -x14872 -x14873 -x14874 -x14875 -x14876 -x14877 -x14878 -x14879 -x14880 -x14881 -x14882 -x14883 -x14884 -x14885 -x14886 -x14887 -x14888 -x14889 -x14890 -x14891 -x14892 -x14893 -x14894 -x14895 -x14896 -x14897 -x14898 -x14899 -x14900 -x14901 -x14902 -x14903 -x14904 -x14905 -x14906 -x14907 -x14908 -x14909 -x14910 -x14911 -x14912 -x14913 -x14914 -x14915 -x14916 -x14917 -x14918 -x14919 -x14920 -x14921 -x14922 -x14923 -x14924 -x14925 -x14926 -x14927 -x14928 -x14929 -x14930 -x14931 -x14932 -x14933 -x14934 -x14935 -x14936 -x14937 -x14938 -x14939 -x14940 -x14941 -x14942 -x14943 -x14944 -x14945 -x14946 -x14947 -x14948 -x14949 -x14950 -x14951 -x14952 -x14953 -x14954 -x14955 -x14956 -x14957 -x14958 -x14959 -x14960 -x14961 -x14962 -x14963 -x14964 -x14965 -x14966 -x14967 -x14968 -x14969 -x14970 -x14971 -x14972 x14973 x14974 x14975 x14976 x14977 x14978 x14979 x14980 x14981 x14982 x14983 x14984 x14985 x14986 x14987 x14988 x14989 x14990 x14991 x14992 x14993 x14994 x14995 x14996 x14997 x14998 x14999 x15000 x15001 x15002 x15003 x15004 x15005 x15006 x15007 x15008 x15009 x15010 x15011 x15012 x15013 x15014 x15015 x15016 x15017 x15018 x15019 x15020 x15021 x15022 x15023 x15024 x15025 x15026 x15027 x15028 x15029 x15030 x15031 x15032 x15033 x15034 x15035 x15036 x15037 x15038 x15039 x15040 x15041 x15042 x15043 x15044 x15045 x15046 x15047 x15048 x15049 x15050 -x15051 -x15052 -x15053 -x15054 -x15055 -x15056 -x15057 -x15058 -x15059 -x15060 -x15061 -x15062 -x15063 -x15064 -x15065 -x15066 -x15067 -x15068 -x15069 -x15070 -x15071 -x15072 -x15073 -x15074 -x15075 -x15076 -x15077 -x15078 -x15079 -x15080 -x15081 -x15082 -x15083 -x15084 -x15085 -x15086 -x15087 -x15088 -x15089 -x15090 -x15091 -x15092 -x15093 -x15094 -x15095 -x15096 -x15097 -x15098 -x15099 -x15100 -x15101 -x15102 -x15103 -x15104 -x15105 -x15106 -x15107 -x15108 -x15109 -x15110 -x15111 -x15112 -x15113 -x15114 -x15115 -x15116 -x15117 -x15118 -x15119 -x15120 -x15121 -x15122 -x15123 -x15124 -x15125 -x15126 -x15127 -x15128 -x15129 -x15130 -x15131 -x15132 -x15133 -x15134 -x15135 -x15136 -x15137 -x15138 -x15139 -x15140 -x15141 -x15142 -x15143 -x15144 -x15145 -x15146 -x15147 -x15148 -x15149 -x15150 -x15151 -x15152 -x15153 -x15154 -x15155 -x15156 -x15157 -x15158 -x15159 -x15160 -x15161 -x15162 -x15163 -x15164 -x15165 -x15166 -x15167 -x15168 -x15169 -x15170 -x15171 -x15172 -x15173 -x15174 -x15175 -x15176 -x15177 -x15178 -x15179 -x15180 -x15181 -x15182 -x15183 -x15184 -x15185 -x15186 -x15187 -x15188 -x15189 -x15190 -x15191 -x15192 -x15193 -x15194 -x15195 -x15196 -x15197 -x15198 -x15199 -x15200 -x15201 -x15202 -x15203 -x15204 -x15205 -x15206 -x15207 -x15208 -x15209 -x15210 -x15211 -x15212 -x15213 -x15214 -x15215 -x15216 -x15217 -x15218 -x15219 -x15220 -x15221 -x15222 -x15223 -x15224 -x15225 -x15226 -x15227 -x15228 -x15229 -x15230 -x15231 -x15232 -x15233 -x15234 -x15235 -x15236 -x15237 -x15238 -x15239 -x15240 -x15241 -x15242 -x15243 -x15244 -x15245 -x15246 -x15247 x15248 x15249 x15250 x15251 x15252 x15253 x15254 x15255 x15256 x15257 x15258 x15259 x15260 x15261 x15262 x15263 x15264 x15265 x15266 x15267 x15268 x15269 x15270 x15271 x15272 x15273 x15274 x15275 x15276 x15277 x15278 x15279 x15280 x15281 x15282 x15283 x15284 x15285 x15286 x15287 x15288 x15289 x15290 x15291 x15292 x15293 x15294 x15295 x15296 x15297 x15298 x15299 x15300 x15301 x15302 x15303 x15304 x15305 x15306 x15307 x15308 x15309 x15310 x15311 x15312 x15313 x15314 x15315 x15316 x15317 x15318 x15319 x15320 x15321 x15322 x15323 x15324 x15325 x15326 x15327 x15328 x15329 x15330 x15331 x15332 x15333 x15334 x15335 x15336 x15337 x15338 x15339 x15340 x15341 x15342 x15343 x15344 x15345 x15346 x15347 x15348 x15349 x15350 x15351 -x15352 -x15353 -x15354 -x15355 -x15356 -x15357 -x15358 -x15359 -x15360 -x15361 -x15362 -x15363 -x15364 -x15365 -x15366 -x15367 -x15368 -x15369 -x15370 -x15371 -x15372 -x15373 -x15374 -x15375 -x15376 -x15377 -x15378 -x15379 -x15380 -x15381 -x15382 -x15383 -x15384 -x15385 -x15386 -x15387 -x15388 -x15389 -x15390 -x15391 -x15392 -x15393 -x15394 -x15395 -x15396 -x15397 -x15398 -x15399 -x15400 -x15401 -x15402 -x15403 -x15404 -x15405 -x15406 -x15407 -x15408 -x15409 -x15410 -x15411 -x15412 -x15413 -x15414 -x15415 -x15416 -x15417 -x15418 -x15419 -x15420 -x15421 -x15422 -x15423 -x15424 -x15425 -x15426 -x15427 -x15428 -x15429 -x15430 -x15431 -x15432 -x15433 -x15434 -x15435 -x15436 -x15437 -x15438 -x15439 -x15440 -x15441 -x15442 -x15443 -x15444 -x15445 -x15446 -x15447 -x15448 -x15449 -x15450 -x15451 -x15452 -x15453 -x15454 -x15455 -x15456 -x15457 -x15458 -x15459 -x15460 -x15461 -x15462 -x15463 -x15464 -x15465 -x15466 -x15467 -x15468 -x15469 -x15470 -x15471 -x15472 -x15473 -x15474 -x15475 -x15476 -x15477 -x15478 -x15479 -x15480 -x15481 -x15482 -x15483 -x15484 -x15485 -x15486 -x15487 -x15488 -x15489 -x15490 -x15491 -x15492 -x15493 -x15494 -x15495 -x15496 -x15497 -x15498 -x15499 -x15500 -x15501 -x15502 -x15503 -x15504 -x15505 -x15506 -x15507 -x15508 -x15509 -x15510 -x15511 -x15512 -x15513 -x15514 -x15515 -x15516 -x15517 -x15518 -x15519 -x15520 -x15521 -x15522 -x15523 -x15524 -x15525 -x15526 -x15527 -x15528 -x15529 -x15530 -x15531 -x15532 -x15533 -x15534 -x15535 -x15536 -x15537 -x15538 -x15539 -x15540 -x15541 -x15542 -x15543 x15544 x15545 x15546 x15547 x15548 x15549 x15550 x15551 x15552 x15553 x15554 x15555 x15556 x15557 x15558 x15559 x15560 x15561 x15562 x15563 x15564 x15565 x15566 x15567 x15568 x15569 x15570 x15571 x15572 x15573 x15574 x15575 x15576 x15577 x15578 x15579 x15580 x15581 x15582 x15583 x15584 x15585 x15586 x15587 x15588 x15589 x15590 x15591 x15592 x15593 x15594 x15595 x15596 x15597 x15598 x15599 x15600 x15601 x15602 x15603 x15604 x15605 x15606 x15607 x15608 x15609 x15610 x15611 x15612 x15613 x15614 x15615 x15616 x15617 x15618 x15619 x15620 x15621 x15622 x15623 x15624 x15625 x15626 x15627 x15628 x15629 x15630 x15631 x15632 x15633 x15634 x15635 x15636 x15637 x15638 x15639 x15640 x15641 x15642 x15643 x15644 x15645 x15646 x15647 x15648 x15649 x15650 x15651 x15652 -x15653 -x15654 -x15655 -x15656 -x15657 -x15658 -x15659 -x15660 -x15661 -x15662 -x15663 -x15664 -x15665 -x15666 -x15667 -x15668 -x15669 -x15670 -x15671 -x15672 -x15673 -x15674 -x15675 -x15676 -x15677 -x15678 -x15679 -x15680 -x15681 -x15682 -x15683 -x15684 -x15685 -x15686 -x15687 -x15688 -x15689 -x15690 -x15691 -x15692 -x15693 -x15694 -x15695 -x15696 -x15697 -x15698 -x15699 -x15700 -x15701 -x15702 -x15703 -x15704 -x15705 -x15706 -x15707 -x15708 -x15709 -x15710 -x15711 -x15712 -x15713 -x15714 -x15715 -x15716 -x15717 -x15718 -x15719 -x15720 -x15721 -x15722 -x15723 -x15724 -x15725 -x15726 -x15727 -x15728 -x15729 -x15730 -x15731 -x15732 -x15733 -x15734 -x15735 -x15736 -x15737 -x15738 -x15739 -x15740 -x15741 -x15742 -x15743 -x15744 -x15745 -x15746 -x15747 -x15748 -x15749 -x15750 -x15751 -x15752 -x15753 -x15754 -x15755 -x15756 -x15757 -x15758 -x15759 -x15760 -x15761 -x15762 -x15763 -x15764 -x15765 -x15766 -x15767 -x15768 -x15769 -x15770 -x15771 -x15772 -x15773 -x15774 -x15775 -x15776 -x15777 -x15778 -x15779 -x15780 -x15781 -x15782 -x15783 -x15784 -x15785 -x15786 -x15787 -x15788 -x15789 -x15790 -x15791 -x15792 -x15793 -x15794 -x15795 -x15796 -x15797 -x15798 -x15799 -x15800 -x15801 -x15802 -x15803 -x15804 -x15805 -x15806 -x15807 -x15808 -x15809 -x15810 -x15811 -x15812 -x15813 -x15814 -x15815 -x15816 -x15817 -x15818 -x15819 -x15820 -x15821 -x15822 -x15823 -x15824 -x15825 -x15826 -x15827 -x15828 -x15829 -x15830 -x15831 -x15832 -x15833 -x15834 -x15835 -x15836 -x15837 -x15838 -x15839 -x15840 -x15841 -x15842 -x15843 -x15844 -x15845 -x15846 -x15847 -x15848 -x15849 -x15850 -x15851 -x15852 -x15853 -x15854 -x15855 -x15856 -x15857 -x15858 -x15859 -x15860 -x15861 -x15862 -x15863 -x15864 -x15865 -x15866 x15867 x15868 x15869 x15870 x15871 x15872 x15873 x15874 x15875 x15876 x15877 x15878 x15879 x15880 x15881 x15882 x15883 x15884 x15885 x15886 x15887 x15888 x15889 x15890 x15891 x15892 x15893 x15894 x15895 x15896 x15897 x15898 x15899 x15900 x15901 x15902 x15903 x15904 x15905 x15906 x15907 x15908 x15909 x15910 x15911 x15912 x15913 x15914 x15915 x15916 x15917 x15918 x15919 x15920 x15921 x15922 x15923 x15924 x15925 x15926 x15927 x15928 x15929 x15930 x15931 x15932 x15933 x15934 x15935 x15936 x15937 x15938 x15939 x15940 x15941 x15942 x15943 x15944 x15945 x15946 x15947 x15948 x15949 x15950 x15951 x15952 x15953 -x15954 -x15955 -x15956 -x15957 -x15958 -x15959 -x15960 -x15961 -x15962 -x15963 -x15964 -x15965 -x15966 -x15967 -x15968 -x15969 -x15970 -x15971 -x15972 -x15973 -x15974 -x15975 -x15976 -x15977 -x15978 -x15979 -x15980 -x15981 -x15982 -x15983 -x15984 -x15985 -x15986 -x15987 -x15988 -x15989 -x15990 -x15991 -x15992 -x15993 -x15994 -x15995 -x15996 -x15997 -x15998 -x15999 -x16000 -x16001 -x16002 -x16003 -x16004 -x16005 -x16006 -x16007 -x16008 -x16009 -x16010 -x16011 -x16012 -x16013 -x16014 -x16015 -x16016 -x16017 -x16018 -x16019 -x16020 -x16021 -x16022 -x16023 -x16024 -x16025 -x16026 -x16027 -x16028 -x16029 -x16030 -x16031 -x16032 -x16033 -x16034 -x16035 -x16036 -x16037 -x16038 -x16039 -x16040 -x16041 -x16042 -x16043 -x16044 -x16045 -x16046 -x16047 -x16048 -x16049 -x16050 -x16051 -x16052 -x16053 -x16054 -x16055 -x16056 -x16057 -x16058 -x16059 -x16060 -x16061 -x16062 -x16063 -x16064 -x16065 -x16066 -x16067 -x16068 -x16069 -x16070 -x16071 -x16072 -x16073 -x16074 -x16075 -x16076 -x16077 -x16078 -x16079 -x16080 -x16081 -x16082 -x16083 -x16084 -x16085 -x16086 -x16087 -x16088 -x16089 -x16090 -x16091 -x16092 -x16093 -x16094 -x16095 -x16096 -x16097 -x16098 -x16099 -x16100 -x16101 -x16102 -x16103 -x16104 -x16105 -x16106 -x16107 -x16108 -x16109 -x16110 -x16111 -x16112 -x16113 -x16114 -x16115 -x16116 -x16117 -x16118 -x16119 -x16120 -x16121 -x16122 -x16123 -x16124 -x16125 -x16126 -x16127 -x16128 -x16129 -x16130 -x16131 -x16132 -x16133 -x16134 -x16135 -x16136 -x16137 -x16138 -x16139 -x16140 -x16141 -x16142 -x16143 -x16144 -x16145 -x16146 -x16147 -x16148 -x16149 -x16150 x16151 x16152 x16153 x16154 x16155 x16156 x16157 x16158 x16159 x16160 x16161 x16162 x16163 x16164 x16165 x16166 x16167 x16168 x16169 x16170 x16171 x16172 x16173 x16174 x16175 x16176 x16177 x16178 x16179 x16180 x16181 x16182 x16183 x16184 x16185 x16186 x16187 x16188 x16189 x16190 x16191 x16192 x16193 x16194 x16195 x16196 x16197 x16198 x16199 x16200 x16201 x16202 x16203 x16204 x16205 x16206 x16207 x16208 x16209 x16210 x16211 x16212 x16213 x16214 x16215 x16216 x16217 x16218 x16219 x16220 x16221 x16222 x16223 x16224 x16225 x16226 x16227 x16228 x16229 x16230 x16231 x16232 x16233 x16234 x16235 x16236 x16237 x16238 x16239 x16240 x16241 x16242 x16243 x16244 x16245 x16246 x16247 x16248 x16249 x16250 x16251 x16252 x16253 x16254 -x16255 -x16256 -x16257 -x16258 -x16259 -x16260 -x16261 -x16262 -x16263 -x16264 -x16265 -x16266 -x16267 -x16268 -x16269 -x16270 -x16271 -x16272 -x16273 -x16274 -x16275 -x16276 -x16277 -x16278 -x16279 -x16280 -x16281 -x16282 -x16283 -x16284 -x16285 -x16286 -x16287 -x16288 -x16289 -x16290 -x16291 -x16292 -x16293 -x16294 -x16295 -x16296 -x16297 -x16298 -x16299 -x16300 -x16301 -x16302 -x16303 -x16304 -x16305 -x16306 -x16307 -x16308 -x16309 -x16310 -x16311 -x16312 -x16313 -x16314 -x16315 -x16316 -x16317 -x16318 -x16319 -x16320 -x16321 -x16322 -x16323 -x16324 -x16325 -x16326 -x16327 -x16328 -x16329 -x16330 -x16331 -x16332 -x16333 -x16334 -x16335 -x16336 -x16337 -x16338 -x16339 -x16340 -x16341 -x16342 -x16343 -x16344 -x16345 -x16346 -x16347 -x16348 -x16349 -x16350 -x16351 -x16352 -x16353 -x16354 -x16355 -x16356 -x16357 -x16358 -x16359 -x16360 -x16361 -x16362 -x16363 -x16364 -x16365 -x16366 -x16367 -x16368 -x16369 -x16370 -x16371 -x16372 -x16373 -x16374 -x16375 -x16376 -x16377 -x16378 -x16379 -x16380 -x16381 -x16382 -x16383 -x16384 -x16385 -x16386 -x16387 -x16388 -x16389 -x16390 -x16391 -x16392 -x16393 -x16394 -x16395 -x16396 -x16397 -x16398 -x16399 -x16400 -x16401 -x16402 -x16403 -x16404 -x16405 -x16406 -x16407 -x16408 -x16409 -x16410 -x16411 -x16412 -x16413 -x16414 -x16415 -x16416 -x16417 -x16418 -x16419 -x16420 -x16421 -x16422 -x16423 -x16424 -x16425 -x16426 -x16427 -x16428 -x16429 -x16430 -x16431 -x16432 -x16433 -x16434 -x16435 -x16436 -x16437 -x16438 -x16439 -x16440 -x16441 -x16442 -x16443 -x16444 -x16445 -x16446 -x16447 -x16448 -x16449 -x16450 -x16451 -x16452 -x16453 -x16454 -x16455 -x16456 -x16457 -x16458 -x16459 -x16460 -x16461 -x16462 -x16463 -x16464 -x16465 -x16466 -x16467 -x16468 -x16469 -x16470 -x16471 -x16472 -x16473 -x16474 -x16475 -x16476 -x16477 -x16478 -x16479 -x16480 -x16481 -x16482 -x16483 -x16484 -x16485 -x16486 -x16487 -x16488 -x16489 -x16490 -x16491 -x16492 -x16493 -x16494 -x16495 -x16496 -x16497 -x16498 -x16499 -x16500 x16501 x16502 x16503 x16504 x16505 x16506 x16507 x16508 x16509 x16510 x16511 x16512 x16513 x16514 x16515 x16516 x16517 x16518 x16519 x16520 x16521 x16522 x16523 x16524 x16525 x16526 x16527 x16528 x16529 x16530 x16531 x16532 x16533 x16534 x16535 x16536 x16537 x16538 x16539 x16540 x16541 x16542 x16543 x16544 x16545 x16546 x16547 x16548 x16549 x16550 x16551 x16552 x16553 x16554 x16555 -x16556 -x16557 -x16558 -x16559 -x16560 -x16561 -x16562 -x16563 -x16564 -x16565 -x16566 -x16567 -x16568 -x16569 -x16570 -x16571 -x16572 -x16573 -x16574 -x16575 -x16576 -x16577 -x16578 -x16579 -x16580 -x16581 -x16582 -x16583 -x16584 -x16585 -x16586 -x16587 -x16588 -x16589 -x16590 -x16591 -x16592 -x16593 -x16594 -x16595 -x16596 -x16597 -x16598 -x16599 -x16600 -x16601 -x16602 -x16603 -x16604 -x16605 -x16606 -x16607 -x16608 -x16609 -x16610 -x16611 -x16612 -x16613 -x16614 -x16615 -x16616 -x16617 -x16618 -x16619 -x16620 -x16621 -x16622 -x16623 -x16624 -x16625 -x16626 -x16627 -x16628 -x16629 -x16630 -x16631 -x16632 -x16633 -x16634 -x16635 -x16636 -x16637 -x16638 -x16639 -x16640 -x16641 -x16642 -x16643 -x16644 -x16645 -x16646 -x16647 -x16648 -x16649 -x16650 -x16651 -x16652 -x16653 -x16654 -x16655 -x16656 -x16657 -x16658 -x16659 -x16660 -x16661 -x16662 -x16663 -x16664 -x16665 -x16666 -x16667 -x16668 -x16669 -x16670 -x16671 -x16672 -x16673 -x16674 -x16675 -x16676 -x16677 -x16678 -x16679 -x16680 -x16681 -x16682 -x16683 -x16684 -x16685 -x16686 -x16687 -x16688 -x16689 -x16690 -x16691 -x16692 -x16693 -x16694 -x16695 -x16696 -x16697 -x16698 -x16699 -x16700 -x16701 -x16702 -x16703 -x16704 -x16705 -x16706 -x16707 -x16708 -x16709 -x16710 -x16711 -x16712 -x16713 -x16714 -x16715 -x16716 -x16717 -x16718 -x16719 -x16720 -x16721 -x16722 -x16723 -x16724 -x16725 -x16726 -x16727 -x16728 -x16729 -x16730 -x16731 -x16732 -x16733 -x16734 -x16735 -x16736 -x16737 -x16738 -x16739 -x16740 -x16741 -x16742 -x16743 -x16744 -x16745 -x16746 -x16747 -x16748 -x16749 -x16750 -x16751 -x16752 -x16753 -x16754 -x16755 -x16756 -x16757 -x16758 -x16759 -x16760 -x16761 -x16762 -x16763 -x16764 -x16765 -x16766 -x16767 -x16768 -x16769 -x16770 -x16771 -x16772 x16773 x16774 x16775 x16776 x16777 x16778 x16779 x16780 x16781 x16782 x16783 x16784 x16785 x16786 x16787 x16788 x16789 x16790 x16791 x16792 x16793 x16794 x16795 x16796 x16797 x16798 x16799 x16800 x16801 x16802 x16803 x16804 x16805 x16806 x16807 x16808 x16809 x16810 x16811 x16812 x16813 x16814 x16815 x16816 x16817 x16818 x16819 x16820 x16821 x16822 x16823 x16824 x16825 x16826 x16827 x16828 x16829 x16830 x16831 x16832 x16833 x16834 x16835 x16836 x16837 x16838 x16839 x16840 x16841 x16842 x16843 x16844 x16845 x16846 x16847 x16848 x16849 x16850 x16851 x16852 x16853 x16854 x16855 x16856 -x16857 -x16858 -x16859 -x16860 -x16861 -x16862 -x16863 -x16864 -x16865 -x16866 -x16867 -x16868 -x16869 -x16870 -x16871 -x16872 -x16873 -x16874 -x16875 -x16876 -x16877 -x16878 -x16879 -x16880 -x16881 -x16882 -x16883 -x16884 -x16885 -x16886 -x16887 -x16888 -x16889 -x16890 -x16891 -x16892 -x16893 -x16894 -x16895 -x16896 -x16897 -x16898 -x16899 -x16900 -x16901 -x16902 -x16903 -x16904 -x16905 -x16906 -x16907 -x16908 -x16909 -x16910 -x16911 -x16912 -x16913 -x16914 -x16915 -x16916 -x16917 -x16918 -x16919 -x16920 -x16921 -x16922 -x16923 -x16924 -x16925 -x16926 -x16927 -x16928 -x16929 -x16930 -x16931 -x16932 -x16933 -x16934 -x16935 -x16936 -x16937 -x16938 -x16939 -x16940 -x16941 -x16942 -x16943 -x16944 -x16945 -x16946 -x16947 -x16948 -x16949 -x16950 -x16951 -x16952 -x16953 -x16954 -x16955 -x16956 -x16957 -x16958 -x16959 -x16960 -x16961 -x16962 -x16963 -x16964 -x16965 -x16966 -x16967 -x16968 -x16969 -x16970 -x16971 -x16972 -x16973 -x16974 -x16975 -x16976 -x16977 -x16978 -x16979 -x16980 -x16981 -x16982 -x16983 -x16984 -x16985 -x16986 -x16987 -x16988 -x16989 -x16990 -x16991 -x16992 -x16993 -x16994 -x16995 -x16996 -x16997 -x16998 -x16999 -x17000 -x17001 -x17002 -x17003 -x17004 -x17005 -x17006 -x17007 -x17008 -x17009 -x17010 -x17011 -x17012 -x17013 -x17014 -x17015 x17016 x17017 x17018 x17019 x17020 x17021 x17022 x17023 x17024 x17025 x17026 x17027 x17028 x17029 x17030 x17031 x17032 x17033 x17034 x17035 x17036 x17037 x17038 x17039 x17040 x17041 x17042 x17043 x17044 x17045 x17046 x17047 x17048 x17049 x17050 x17051 x17052 x17053 x17054 x17055 x17056 x17057 x17058 x17059 x17060 x17061 x17062 x17063 x17064 x17065 x17066 x17067 x17068 x17069 x17070 x17071 x17072 x17073 x17074 x17075 x17076 x17077 x17078 x17079 x17080 x17081 x17082 x17083 x17084 x17085 x17086 x17087 x17088 x17089 x17090 x17091 x17092 x17093 x17094 x17095 x17096 x17097 x17098 x17099 x17100 x17101 x17102 x17103 x17104 x17105 x17106 x17107 x17108 x17109 x17110 x17111 x17112 x17113 x17114 x17115 x17116 x17117 x17118 x17119 x17120 x17121 x17122 x17123 x17124 x17125 x17126 x17127 x17128 x17129 x17130 x17131 x17132 x17133 x17134 x17135 x17136 x17137 x17138 x17139 x17140 x17141 x17142 x17143 x17144 x17145 x17146 x17147 x17148 x17149 x17150 x17151 x17152 x17153 x17154 x17155 x17156 x17157 -x17158 -x17159 -x17160 -x17161 -x17162 -x17163 -x17164 -x17165 -x17166 -x17167 -x17168 -x17169 -x17170 -x17171 -x17172 -x17173 -x17174 -x17175 -x17176 -x17177 -x17178 -x17179 -x17180 -x17181 -x17182 -x17183 -x17184 -x17185 -x17186 -x17187 -x17188 -x17189 -x17190 -x17191 -x17192 -x17193 -x17194 -x17195 -x17196 -x17197 -x17198 -x17199 -x17200 -x17201 -x17202 -x17203 -x17204 -x17205 -x17206 -x17207 -x17208 -x17209 -x17210 -x17211 -x17212 -x17213 -x17214 -x17215 -x17216 -x17217 -x17218 -x17219 -x17220 -x17221 -x17222 -x17223 -x17224 -x17225 -x17226 -x17227 -x17228 -x17229 -x17230 -x17231 -x17232 -x17233 -x17234 -x17235 -x17236 -x17237 -x17238 -x17239 -x17240 -x17241 -x17242 -x17243 -x17244 -x17245 -x17246 -x17247 -x17248 -x17249 -x17250 -x17251 -x17252 -x17253 -x17254 -x17255 -x17256 -x17257 -x17258 -x17259 -x17260 -x17261 -x17262 -x17263 -x17264 -x17265 -x17266 -x17267 -x17268 -x17269 -x17270 -x17271 -x17272 -x17273 -x17274 -x17275 -x17276 -x17277 -x17278 -x17279 -x17280 -x17281 -x17282 -x17283 -x17284 -x17285 -x17286 -x17287 -x17288 -x17289 -x17290 -x17291 -x17292 -x17293 -x17294 -x17295 -x17296 -x17297 -x17298 -x17299 -x17300 -x17301 -x17302 -x17303 -x17304 -x17305 -x17306 -x17307 -x17308 -x17309 -x17310 -x17311 -x17312 -x17313 -x17314 -x17315 -x17316 -x17317 -x17318 -x17319 -x17320 -x17321 -x17322 -x17323 -x17324 -x17325 -x17326 -x17327 -x17328 -x17329 -x17330 -x17331 -x17332 -x17333 -x17334 -x17335 -x17336 -x17337 -x17338 -x17339 -x17340 -x17341 -x17342 -x17343 -x17344 -x17345 -x17346 -x17347 -x17348 -x17349 -x17350 -x17351 -x17352 -x17353 -x17354 -x17355 -x17356 -x17357 -x17358 -x17359 -x17360 -x17361 -x17362 -x17363 -x17364 -x17365 -x17366 -x17367 -x17368 -x17369 -x17370 -x17371 -x17372 -x17373 -x17374 -x17375 -x17376 -x17377 -x17378 -x17379 -x17380 -x17381 -x17382 -x17383 -x17384 -x17385 -x17386 -x17387 -x17388 -x17389 -x17390 -x17391 -x17392 -x17393 -x17394 -x17395 -x17396 -x17397 -x17398 -x17399 -x17400 -x17401 -x17402 -x17403 -x17404 -x17405 -x17406 -x17407 -x17408 -x17409 -x17410 -x17411 x17412 x17413 x17414 x17415 x17416 x17417 x17418 x17419 x17420 x17421 x17422 x17423 x17424 x17425 x17426 x17427 x17428 x17429 x17430 x17431 x17432 x17433 x17434 x17435 x17436 x17437 x17438 x17439 x17440 x17441 x17442 x17443 x17444 x17445 x17446 x17447 x17448 x17449 x17450 x17451 x17452 x17453 x17454 x17455 x17456 x17457 x17458 -x17459 -x17460 -x17461 -x17462 -x17463 -x17464 -x17465 -x17466 -x17467 -x17468 -x17469 -x17470 -x17471 -x17472 -x17473 -x17474 -x17475 -x17476 -x17477 -x17478 -x17479 -x17480 -x17481 -x17482 -x17483 -x17484 -x17485 -x17486 -x17487 -x17488 -x17489 -x17490 -x17491 -x17492 -x17493 -x17494 -x17495 -x17496 -x17497 -x17498 -x17499 -x17500 -x17501 -x17502 -x17503 -x17504 -x17505 -x17506 -x17507 -x17508 -x17509 -x17510 -x17511 -x17512 -x17513 -x17514 -x17515 -x17516 -x17517 -x17518 -x17519 -x17520 -x17521 -x17522 -x17523 -x17524 -x17525 -x17526 -x17527 -x17528 -x17529 -x17530 -x17531 -x17532 -x17533 -x17534 -x17535 -x17536 -x17537 -x17538 -x17539 -x17540 -x17541 -x17542 -x17543 -x17544 -x17545 -x17546 -x17547 -x17548 -x17549 -x17550 -x17551 -x17552 -x17553 -x17554 -x17555 -x17556 -x17557 -x17558 -x17559 -x17560 -x17561 -x17562 -x17563 -x17564 -x17565 -x17566 -x17567 -x17568 -x17569 -x17570 -x17571 -x17572 -x17573 -x17574 -x17575 -x17576 -x17577 -x17578 -x17579 -x17580 -x17581 -x17582 -x17583 -x17584 -x17585 -x17586 -x17587 -x17588 -x17589 -x17590 -x17591 -x17592 -x17593 -x17594 -x17595 -x17596 -x17597 -x17598 -x17599 -x17600 -x17601 -x17602 -x17603 -x17604 -x17605 -x17606 -x17607 -x17608 -x17609 -x17610 -x17611 -x17612 -x17613 -x17614 -x17615 -x17616 -x17617 -x17618 -x17619 -x17620 -x17621 -x17622 -x17623 -x17624 -x17625 -x17626 -x17627 -x17628 -x17629 -x17630 -x17631 -x17632 -x17633 -x17634 -x17635 -x17636 -x17637 -x17638 -x17639 -x17640 -x17641 -x17642 -x17643 -x17644 -x17645 -x17646 -x17647 -x17648 -x17649 -x17650 -x17651 -x17652 -x17653 -x17654 -x17655 -x17656 -x17657 -x17658 -x17659 -x17660 -x17661 -x17662 -x17663 x17664 x17665 x17666 x17667 x17668 x17669 x17670 x17671 x17672 x17673 x17674 x17675 x17676 x17677 x17678 x17679 x17680 x17681 x17682 x17683 x17684 x17685 x17686 x17687 x17688 x17689 x17690 x17691 x17692 x17693 x17694 x17695 x17696 x17697 x17698 x17699 x17700 x17701 x17702 x17703 x17704 x17705 x17706 x17707 x17708 x17709 x17710 x17711 x17712 x17713 x17714 x17715 x17716 x17717 x17718 x17719 x17720 x17721 x17722 x17723 x17724 x17725 x17726 x17727 x17728 x17729 x17730 x17731 x17732 x17733 x17734 x17735 x17736 x17737 x17738 x17739 x17740 x17741 x17742 x17743 x17744 x17745 x17746 x17747 x17748 x17749 x17750 x17751 x17752 x17753 x17754 x17755 x17756 x17757 x17758 x17759 -x17760 -x17761 -x17762 -x17763 -x17764 -x17765 -x17766 -x17767 -x17768 -x17769 -x17770 -x17771 -x17772 -x17773 -x17774 -x17775 -x17776 -x17777 -x17778 -x17779 -x17780 -x17781 -x17782 -x17783 -x17784 -x17785 -x17786 -x17787 -x17788 -x17789 -x17790 -x17791 -x17792 -x17793 -x17794 -x17795 -x17796 -x17797 -x17798 -x17799 -x17800 -x17801 -x17802 -x17803 -x17804 -x17805 -x17806 -x17807 -x17808 -x17809 -x17810 -x17811 -x17812 -x17813 -x17814 -x17815 -x17816 -x17817 -x17818 -x17819 -x17820 -x17821 -x17822 -x17823 -x17824 -x17825 -x17826 -x17827 -x17828 -x17829 -x17830 -x17831 -x17832 -x17833 -x17834 -x17835 -x17836 -x17837 -x17838 -x17839 -x17840 -x17841 -x17842 -x17843 -x17844 -x17845 -x17846 -x17847 -x17848 -x17849 -x17850 -x17851 -x17852 -x17853 -x17854 -x17855 -x17856 -x17857 -x17858 -x17859 -x17860 -x17861 -x17862 -x17863 -x17864 -x17865 -x17866 -x17867 -x17868 -x17869 -x17870 -x17871 -x17872 -x17873 -x17874 -x17875 -x17876 -x17877 -x17878 -x17879 -x17880 -x17881 -x17882 -x17883 -x17884 -x17885 -x17886 -x17887 -x17888 -x17889 -x17890 -x17891 -x17892 -x17893 -x17894 -x17895 -x17896 -x17897 -x17898 -x17899 -x17900 -x17901 -x17902 -x17903 -x17904 -x17905 -x17906 -x17907 -x17908 -x17909 -x17910 -x17911 -x17912 -x17913 -x17914 -x17915 -x17916 -x17917 -x17918 -x17919 -x17920 -x17921 -x17922 -x17923 -x17924 -x17925 -x17926 -x17927 -x17928 -x17929 -x17930 -x17931 -x17932 -x17933 -x17934 -x17935 -x17936 -x17937 -x17938 -x17939 -x17940 -x17941 -x17942 -x17943 -x17944 -x17945 -x17946 -x17947 -x17948 -x17949 -x17950 -x17951 -x17952 -x17953 -x17954 -x17955 -x17956 -x17957 -x17958 -x17959 -x17960 -x17961 -x17962 -x17963 -x17964 -x17965 -x17966 -x17967 -x17968 -x17969 -x17970 -x17971 x17972 x17973 x17974 x17975 x17976 x17977 x17978 x17979 x17980 x17981 x17982 x17983 x17984 x17985 x17986 x17987 x17988 x17989 x17990 x17991 x17992 x17993 x17994 x17995 x17996 x17997 x17998 x17999 x18000 x18001 x18002 x18003 x18004 x18005 x18006 x18007 x18008 x18009 x18010 x18011 x18012 x18013 x18014 x18015 x18016 x18017 x18018 x18019 x18020 x18021 x18022 x18023 x18024 x18025 x18026 x18027 x18028 x18029 x18030 x18031 x18032 x18033 x18034 x18035 x18036 x18037 x18038 x18039 x18040 x18041 x18042 x18043 x18044 x18045 x18046 x18047 x18048 x18049 x18050 x18051 x18052 x18053 x18054 x18055 x18056 x18057 x18058 x18059 x18060 -x18061 -x18062 -x18063 -x18064 -x18065 -x18066 -x18067 -x18068 -x18069 -x18070 -x18071 -x18072 -x18073 -x18074 -x18075 -x18076 -x18077 -x18078 -x18079 -x18080 -x18081 -x18082 -x18083 -x18084 -x18085 -x18086 -x18087 -x18088 -x18089 -x18090 -x18091 -x18092 -x18093 -x18094 -x18095 -x18096 -x18097 -x18098 -x18099 -x18100 -x18101 -x18102 -x18103 -x18104 -x18105 -x18106 -x18107 -x18108 -x18109 -x18110 -x18111 -x18112 -x18113 -x18114 -x18115 -x18116 -x18117 -x18118 -x18119 -x18120 -x18121 -x18122 -x18123 -x18124 -x18125 -x18126 -x18127 -x18128 -x18129 -x18130 -x18131 -x18132 -x18133 -x18134 -x18135 -x18136 -x18137 -x18138 -x18139 -x18140 -x18141 -x18142 -x18143 -x18144 -x18145 -x18146 -x18147 -x18148 -x18149 -x18150 -x18151 -x18152 -x18153 -x18154 -x18155 -x18156 -x18157 -x18158 -x18159 -x18160 -x18161 -x18162 -x18163 -x18164 -x18165 -x18166 -x18167 -x18168 -x18169 -x18170 -x18171 -x18172 -x18173 -x18174 -x18175 -x18176 -x18177 -x18178 -x18179 -x18180 -x18181 -x18182 -x18183 -x18184 -x18185 -x18186 -x18187 -x18188 -x18189 -x18190 -x18191 -x18192 -x18193 -x18194 -x18195 -x18196 -x18197 -x18198 -x18199 -x18200 -x18201 -x18202 -x18203 -x18204 -x18205 -x18206 -x18207 -x18208 -x18209 -x18210 -x18211 -x18212 -x18213 -x18214 -x18215 -x18216 -x18217 -x18218 -x18219 -x18220 -x18221 -x18222 -x18223 -x18224 -x18225 -x18226 -x18227 -x18228 -x18229 -x18230 -x18231 -x18232 -x18233 -x18234 -x18235 -x18236 -x18237 -x18238 -x18239 -x18240 -x18241 -x18242 -x18243 -x18244 -x18245 -x18246 -x18247 -x18248 -x18249 -x18250 -x18251 -x18252 -x18253 -x18254 -x18255 -x18256 -x18257 -x18258 -x18259 -x18260 -x18261 -x18262 -x18263 -x18264 -x18265 -x18266 -x18267 -x18268 -x18269 -x18270 -x18271 -x18272 -x18273 -x18274 -x18275 -x18276 -x18277 -x18278 -x18279 -x18280 -x18281 -x18282 -x18283 -x18284 -x18285 -x18286 -x18287 -x18288 -x18289 -x18290 -x18291 -x18292 -x18293 -x18294 -x18295 -x18296 -x18297 -x18298 -x18299 x18300 x18301 x18302 x18303 x18304 x18305 x18306 x18307 x18308 x18309 x18310 x18311 x18312 x18313 x18314 x18315 x18316 x18317 x18318 x18319 x18320 x18321 x18322 x18323 x18324 x18325 x18326 x18327 x18328 x18329 x18330 x18331 x18332 x18333 x18334 x18335 x18336 x18337 x18338 x18339 x18340 x18341 x18342 x18343 x18344 x18345 x18346 x18347 x18348 x18349 x18350 x18351 x18352 x18353 x18354 x18355 x18356 x18357 x18358 x18359 x18360 x18361 -x18362 -x18363 -x18364 -x18365 -x18366 -x18367 -x18368 -x18369 -x18370 -x18371 -x18372 -x18373 -x18374 -x18375 -x18376 -x18377 -x18378 -x18379 -x18380 -x18381 -x18382 -x18383 -x18384 -x18385 -x18386 -x18387 -x18388 -x18389 -x18390 -x18391 -x18392 -x18393 -x18394 -x18395 -x18396 -x18397 -x18398 -x18399 -x18400 -x18401 -x18402 -x18403 -x18404 -x18405 -x18406 -x18407 -x18408 -x18409 -x18410 -x18411 -x18412 -x18413 -x18414 -x18415 -x18416 -x18417 -x18418 -x18419 -x18420 -x18421 -x18422 -x18423 -x18424 -x18425 -x18426 -x18427 -x18428 -x18429 -x18430 -x18431 -x18432 -x18433 -x18434 -x18435 -x18436 -x18437 -x18438 -x18439 -x18440 -x18441 -x18442 -x18443 -x18444 -x18445 -x18446 -x18447 -x18448 -x18449 -x18450 -x18451 -x18452 -x18453 -x18454 -x18455 -x18456 -x18457 -x18458 -x18459 -x18460 -x18461 -x18462 -x18463 -x18464 -x18465 -x18466 -x18467 -x18468 -x18469 -x18470 -x18471 -x18472 -x18473 -x18474 -x18475 -x18476 -x18477 -x18478 -x18479 -x18480 -x18481 -x18482 -x18483 -x18484 -x18485 -x18486 -x18487 -x18488 -x18489 -x18490 -x18491 -x18492 -x18493 -x18494 -x18495 -x18496 -x18497 -x18498 -x18499 -x18500 -x18501 -x18502 -x18503 -x18504 -x18505 -x18506 -x18507 -x18508 -x18509 -x18510 -x18511 -x18512 -x18513 -x18514 -x18515 -x18516 -x18517 -x18518 -x18519 -x18520 -x18521 -x18522 -x18523 -x18524 -x18525 -x18526 -x18527 -x18528 -x18529 -x18530 -x18531 -x18532 -x18533 -x18534 -x18535 -x18536 -x18537 -x18538 -x18539 -x18540 -x18541 -x18542 -x18543 -x18544 -x18545 -x18546 -x18547 -x18548 x18549 x18550 x18551 x18552 x18553 x18554 x18555 x18556 x18557 x18558 x18559 x18560 x18561 x18562 x18563 x18564 x18565 x18566 x18567 x18568 x18569 x18570 x18571 x18572 x18573 x18574 x18575 x18576 x18577 x18578 x18579 x18580 x18581 x18582 x18583 x18584 x18585 x18586 x18587 x18588 x18589 x18590 x18591 x18592 x18593 x18594 x18595 x18596 x18597 x18598 x18599 x18600 x18601 x18602 x18603 x18604 x18605 x18606 x18607 x18608 x18609 x18610 x18611 x18612 x18613 x18614 x18615 x18616 x18617 x18618 x18619 x18620 x18621 x18622 x18623 x18624 x18625 x18626 x18627 x18628 x18629 x18630 x18631 x18632 x18633 x18634 x18635 x18636 x18637 x18638 x18639 x18640 x18641 x18642 x18643 x18644 x18645 x18646 x18647 x18648 x18649 x18650 x18651 x18652 x18653 x18654 x18655 x18656 x18657 x18658 x18659 x18660 x18661 x18662 -x18663 -x18664 -x18665 -x18666 -x18667 -x18668 -x18669 -x18670 -x18671 -x18672 -x18673 -x18674 -x18675 -x18676 -x18677 -x18678 -x18679 -x18680 -x18681 -x18682 -x18683 -x18684 -x18685 -x18686 -x18687 -x18688 -x18689 -x18690 -x18691 -x18692 -x18693 -x18694 -x18695 -x18696 -x18697 -x18698 -x18699 -x18700 -x18701 -x18702 -x18703 -x18704 -x18705 -x18706 -x18707 -x18708 -x18709 -x18710 -x18711 -x18712 -x18713 -x18714 -x18715 -x18716 -x18717 -x18718 -x18719 -x18720 -x18721 -x18722 -x18723 -x18724 -x18725 -x18726 -x18727 -x18728 -x18729 -x18730 -x18731 -x18732 -x18733 -x18734 -x18735 -x18736 -x18737 -x18738 -x18739 -x18740 -x18741 -x18742 -x18743 -x18744 -x18745 -x18746 -x18747 -x18748 -x18749 -x18750 -x18751 -x18752 -x18753 -x18754 -x18755 -x18756 -x18757 -x18758 -x18759 -x18760 -x18761 -x18762 -x18763 -x18764 -x18765 -x18766 -x18767 -x18768 -x18769 -x18770 -x18771 -x18772 -x18773 -x18774 -x18775 -x18776 -x18777 -x18778 -x18779 -x18780 -x18781 -x18782 -x18783 -x18784 -x18785 -x18786 -x18787 -x18788 -x18789 -x18790 -x18791 -x18792 -x18793 -x18794 -x18795 -x18796 -x18797 -x18798 -x18799 -x18800 -x18801 -x18802 -x18803 -x18804 -x18805 -x18806 -x18807 -x18808 -x18809 -x18810 -x18811 -x18812 -x18813 -x18814 -x18815 -x18816 -x18817 -x18818 -x18819 -x18820 -x18821 -x18822 -x18823 -x18824 -x18825 -x18826 -x18827 -x18828 -x18829 -x18830 -x18831 -x18832 -x18833 -x18834 -x18835 -x18836 -x18837 -x18838 -x18839 -x18840 -x18841 -x18842 -x18843 -x18844 -x18845 -x18846 -x18847 -x18848 -x18849 -x18850 -x18851 -x18852 -x18853 -x18854 -x18855 -x18856 -x18857 -x18858 -x18859 -x18860 -x18861 -x18862 -x18863 -x18864 -x18865 -x18866 -x18867 -x18868 -x18869 -x18870 -x18871 -x18872 -x18873 -x18874 -x18875 -x18876 -x18877 -x18878 -x18879 -x18880 -x18881 -x18882 -x18883 -x18884 -x18885 -x18886 -x18887 -x18888 -x18889 -x18890 -x18891 -x18892 -x18893 -x18894 -x18895 -x18896 -x18897 -x18898 -x18899 -x18900 x18901 x18902 x18903 x18904 x18905 x18906 x18907 x18908 x18909 x18910 x18911 x18912 x18913 x18914 x18915 x18916 x18917 x18918 x18919 x18920 x18921 x18922 x18923 x18924 x18925 x18926 x18927 x18928 x18929 x18930 x18931 x18932 x18933 x18934 x18935 x18936 x18937 x18938 x18939 x18940 x18941 x18942 x18943 x18944 x18945 x18946 x18947 x18948 x18949 x18950 x18951 x18952 x18953 x18954 x18955 x18956 x18957 x18958 x18959 x18960 x18961 x18962 x18963 -x18964 -x18965 -x18966 -x18967 -x18968 -x18969 -x18970 -x18971 -x18972 -x18973 -x18974 -x18975 -x18976 -x18977 -x18978 -x18979 -x18980 -x18981 -x18982 -x18983 -x18984 -x18985 -x18986 -x18987 -x18988 -x18989 -x18990 -x18991 -x18992 -x18993 -x18994 -x18995 -x18996 -x18997 -x18998 -x18999 -x19000 -x19001 -x19002 -x19003 -x19004 -x19005 -x19006 -x19007 -x19008 -x19009 -x19010 -x19011 -x19012 -x19013 -x19014 -x19015 -x19016 -x19017 -x19018 -x19019 -x19020 -x19021 -x19022 -x19023 -x19024 -x19025 -x19026 -x19027 -x19028 -x19029 -x19030 -x19031 -x19032 -x19033 -x19034 -x19035 -x19036 -x19037 -x19038 -x19039 -x19040 -x19041 -x19042 -x19043 -x19044 -x19045 -x19046 -x19047 -x19048 -x19049 -x19050 -x19051 -x19052 -x19053 -x19054 -x19055 -x19056 -x19057 -x19058 -x19059 -x19060 -x19061 -x19062 -x19063 -x19064 -x19065 -x19066 -x19067 -x19068 -x19069 -x19070 -x19071 -x19072 -x19073 -x19074 -x19075 -x19076 -x19077 -x19078 -x19079 -x19080 -x19081 -x19082 -x19083 -x19084 -x19085 -x19086 -x19087 -x19088 -x19089 -x19090 -x19091 -x19092 -x19093 -x19094 -x19095 -x19096 -x19097 -x19098 -x19099 -x19100 -x19101 -x19102 -x19103 -x19104 -x19105 -x19106 -x19107 -x19108 -x19109 -x19110 -x19111 -x19112 -x19113 -x19114 -x19115 -x19116 -x19117 -x19118 -x19119 -x19120 -x19121 -x19122 -x19123 -x19124 -x19125 -x19126 -x19127 -x19128 -x19129 -x19130 -x19131 -x19132 -x19133 -x19134 -x19135 -x19136 -x19137 -x19138 -x19139 -x19140 -x19141 -x19142 -x19143 -x19144 -x19145 -x19146 -x19147 -x19148 -x19149 -x19150 -x19151 -x19152 -x19153 -x19154 -x19155 -x19156 -x19157 -x19158 -x19159 -x19160 -x19161 -x19162 -x19163 -x19164 -x19165 -x19166 -x19167 -x19168 -x19169 -x19170 -x19171 -x19172 -x19173 -x19174 -x19175 -x19176 -x19177 -x19178 -x19179 -x19180 -x19181 -x19182 x19183 x19184 x19185 x19186 x19187 x19188 x19189 x19190 x19191 x19192 x19193 x19194 x19195 x19196 x19197 x19198 x19199 x19200 x19201 x19202 x19203 x19204 x19205 x19206 x19207 x19208 x19209 x19210 x19211 x19212 x19213 x19214 x19215 x19216 x19217 x19218 x19219 x19220 x19221 x19222 x19223 x19224 x19225 x19226 x19227 x19228 x19229 x19230 x19231 x19232 x19233 x19234 x19235 x19236 x19237 x19238 x19239 x19240 x19241 x19242 x19243 x19244 x19245 x19246 x19247 x19248 x19249 x19250 x19251 x19252 x19253 x19254 x19255 x19256 x19257 x19258 x19259 x19260 x19261 x19262 x19263 x19264 -x19265 -x19266 -x19267 -x19268 -x19269 -x19270 -x19271 -x19272 -x19273 -x19274 -x19275 -x19276 -x19277 -x19278 -x19279 -x19280 -x19281 -x19282 -x19283 -x19284 -x19285 -x19286 -x19287 -x19288 -x19289 -x19290 -x19291 -x19292 -x19293 -x19294 -x19295 -x19296 -x19297 -x19298 -x19299 -x19300 -x19301 -x19302 -x19303 -x19304 -x19305 -x19306 -x19307 -x19308 -x19309 -x19310 -x19311 -x19312 -x19313 -x19314 -x19315 -x19316 -x19317 -x19318 -x19319 -x19320 -x19321 -x19322 -x19323 -x19324 -x19325 -x19326 -x19327 -x19328 -x19329 -x19330 -x19331 -x19332 -x19333 -x19334 -x19335 -x19336 -x19337 -x19338 -x19339 -x19340 -x19341 -x19342 -x19343 -x19344 -x19345 -x19346 -x19347 -x19348 -x19349 -x19350 -x19351 -x19352 -x19353 -x19354 -x19355 -x19356 -x19357 -x19358 -x19359 -x19360 -x19361 -x19362 -x19363 -x19364 -x19365 -x19366 -x19367 -x19368 -x19369 -x19370 -x19371 -x19372 -x19373 -x19374 -x19375 -x19376 -x19377 -x19378 -x19379 -x19380 -x19381 -x19382 -x19383 -x19384 -x19385 -x19386 -x19387 -x19388 -x19389 -x19390 -x19391 -x19392 -x19393 -x19394 -x19395 -x19396 -x19397 -x19398 -x19399 -x19400 -x19401 -x19402 -x19403 -x19404 -x19405 -x19406 -x19407 -x19408 -x19409 -x19410 -x19411 -x19412 -x19413 -x19414 -x19415 -x19416 -x19417 -x19418 -x19419 -x19420 -x19421 -x19422 -x19423 -x19424 -x19425 -x19426 -x19427 -x19428 -x19429 -x19430 -x19431 -x19432 -x19433 -x19434 -x19435 -x19436 -x19437 -x19438 -x19439 -x19440 -x19441 -x19442 -x19443 -x19444 -x19445 -x19446 -x19447 -x19448 -x19449 -x19450 -x19451 -x19452 -x19453 -x19454 -x19455 -x19456 -x19457 -x19458 -x19459 -x19460 -x19461 -x19462 -x19463 -x19464 -x19465 -x19466 -x19467 -x19468 -x19469 -x19470 -x19471 -x19472 -x19473 -x19474 -x19475 -x19476 -x19477 -x19478 -x19479 -x19480 -x19481 -x19482 -x19483 -x19484 -x19485 -x19486 -x19487 -x19488 -x19489 -x19490 -x19491 -x19492 -x19493 -x19494 -x19495 -x19496 -x19497 -x19498 -x19499 -x19500 -x19501 -x19502 -x19503 -x19504 -x19505 -x19506 -x19507 -x19508 -x19509 -x19510 -x19511 -x19512 -x19513 -x19514 x19515 x19516 x19517 x19518 x19519 x19520 x19521 x19522 x19523 x19524 x19525 x19526 x19527 x19528 x19529 x19530 x19531 x19532 x19533 x19534 x19535 x19536 x19537 x19538 x19539 x19540 x19541 x19542 x19543 x19544 x19545 x19546 x19547 x19548 x19549 x19550 x19551 x19552 x19553 x19554 x19555 x19556 x19557 x19558 x19559 x19560 x19561 x19562 x19563 x19564 x19565 -x19566 -x19567 -x19568 -x19569 -x19570 -x19571 -x19572 -x19573 -x19574 -x19575 -x19576 -x19577 -x19578 -x19579 -x19580 -x19581 -x19582 -x19583 -x19584 -x19585 -x19586 -x19587 -x19588 -x19589 -x19590 -x19591 -x19592 -x19593 -x19594 -x19595 -x19596 -x19597 -x19598 -x19599 -x19600 -x19601 -x19602 -x19603 -x19604 -x19605 -x19606 -x19607 -x19608 -x19609 -x19610 -x19611 -x19612 -x19613 -x19614 -x19615 -x19616 -x19617 -x19618 -x19619 -x19620 -x19621 -x19622 -x19623 -x19624 -x19625 -x19626 -x19627 -x19628 -x19629 -x19630 -x19631 -x19632 -x19633 -x19634 -x19635 -x19636 -x19637 -x19638 -x19639 -x19640 -x19641 -x19642 -x19643 -x19644 -x19645 -x19646 -x19647 -x19648 -x19649 -x19650 -x19651 -x19652 -x19653 -x19654 -x19655 -x19656 -x19657 -x19658 -x19659 -x19660 -x19661 -x19662 -x19663 -x19664 -x19665 -x19666 -x19667 -x19668 -x19669 -x19670 -x19671 -x19672 -x19673 -x19674 -x19675 -x19676 -x19677 -x19678 -x19679 -x19680 -x19681 -x19682 -x19683 -x19684 -x19685 -x19686 -x19687 -x19688 -x19689 -x19690 -x19691 -x19692 -x19693 -x19694 -x19695 -x19696 -x19697 -x19698 -x19699 -x19700 -x19701 -x19702 -x19703 -x19704 -x19705 -x19706 -x19707 -x19708 -x19709 -x19710 -x19711 -x19712 -x19713 -x19714 -x19715 -x19716 -x19717 -x19718 -x19719 -x19720 -x19721 -x19722 -x19723 -x19724 -x19725 -x19726 -x19727 -x19728 -x19729 -x19730 -x19731 -x19732 -x19733 -x19734 -x19735 -x19736 -x19737 -x19738 -x19739 -x19740 -x19741 -x19742 -x19743 -x19744 -x19745 -x19746 -x19747 -x19748 -x19749 -x19750 -x19751 -x19752 -x19753 -x19754 -x19755 -x19756 -x19757 -x19758 -x19759 -x19760 -x19761 -x19762 -x19763 -x19764 -x19765 -x19766 -x19767 -x19768 -x19769 -x19770 -x19771 -x19772 -x19773 -x19774 -x19775 -x19776 -x19777 -x19778 -x19779 -x19780 -x19781 -x19782 -x19783 -x19784 -x19785 -x19786 -x19787 -x19788 -x19789 -x19790 -x19791 -x19792 -x19793 -x19794 -x19795 -x19796 -x19797 -x19798 -x19799 -x19800 -x19801 -x19802 -x19803 x19804 x19805 x19806 x19807 x19808 x19809 x19810 x19811 x19812 x19813 x19814 x19815 x19816 x19817 x19818 x19819 x19820 x19821 x19822 x19823 x19824 x19825 x19826 x19827 x19828 x19829 x19830 x19831 x19832 x19833 x19834 x19835 x19836 x19837 x19838 x19839 x19840 x19841 x19842 x19843 x19844 x19845 x19846 x19847 x19848 x19849 x19850 x19851 x19852 x19853 x19854 x19855 x19856 x19857 x19858 x19859 x19860 x19861 x19862 x19863 x19864 x19865 x19866 -x19867 -x19868 -x19869 -x19870 -x19871 -x19872 -x19873 -x19874 -x19875 -x19876 -x19877 -x19878 -x19879 -x19880 -x19881 -x19882 -x19883 -x19884 -x19885 -x19886 -x19887 -x19888 -x19889 -x19890 -x19891 -x19892 -x19893 -x19894 -x19895 -x19896 -x19897 -x19898 -x19899 -x19900 -x19901 -x19902 -x19903 -x19904 -x19905 -x19906 -x19907 -x19908 -x19909 -x19910 -x19911 -x19912 -x19913 -x19914 -x19915 -x19916 -x19917 -x19918 -x19919 -x19920 -x19921 -x19922 -x19923 -x19924 -x19925 -x19926 -x19927 -x19928 -x19929 -x19930 -x19931 -x19932 -x19933 -x19934 -x19935 -x19936 -x19937 -x19938 -x19939 -x19940 -x19941 -x19942 -x19943 -x19944 -x19945 -x19946 -x19947 -x19948 -x19949 -x19950 -x19951 -x19952 -x19953 -x19954 -x19955 -x19956 -x19957 -x19958 -x19959 -x19960 -x19961 -x19962 -x19963 -x19964 -x19965 -x19966 -x19967 -x19968 -x19969 -x19970 -x19971 -x19972 -x19973 -x19974 -x19975 -x19976 -x19977 -x19978 -x19979 -x19980 -x19981 -x19982 -x19983 -x19984 -x19985 -x19986 -x19987 -x19988 -x19989 -x19990 -x19991 -x19992 -x19993 -x19994 -x19995 -x19996 -x19997 -x19998 -x19999 -x20000 -x20001 -x20002 -x20003 -x20004 -x20005 -x20006 -x20007 -x20008 -x20009 -x20010 -x20011 -x20012 -x20013 -x20014 -x20015 -x20016 -x20017 -x20018 -x20019 -x20020 -x20021 -x20022 -x20023 -x20024 -x20025 -x20026 -x20027 -x20028 -x20029 -x20030 -x20031 -x20032 -x20033 -x20034 -x20035 -x20036 -x20037 -x20038 -x20039 -x20040 -x20041 -x20042 -x20043 -x20044 -x20045 -x20046 -x20047 -x20048 -x20049 -x20050 -x20051 -x20052 -x20053 -x20054 -x20055 -x20056 -x20057 -x20058 -x20059 -x20060 -x20061 -x20062 -x20063 -x20064 -x20065 -x20066 -x20067 -x20068 -x20069 -x20070 -x20071 -x20072 -x20073 -x20074 -x20075 -x20076 -x20077 -x20078 -x20079 -x20080 -x20081 -x20082 -x20083 -x20084 -x20085 -x20086 -x20087 -x20088 -x20089 -x20090 -x20091 -x20092 -x20093 -x20094 -x20095 -x20096 -x20097 -x20098 -x20099 -x20100 -x20101 -x20102 -x20103 -x20104 -x20105 -x20106 -x20107 -x20108 -x20109 -x20110 -x20111 -x20112 -x20113 -x20114 -x20115 -x20116 -x20117 -x20118 -x20119 -x20120 -x20121 -x20122 -x20123 -x20124 x20125 x20126 x20127 x20128 x20129 x20130 x20131 x20132 x20133 x20134 x20135 x20136 x20137 x20138 x20139 x20140 x20141 x20142 x20143 x20144 x20145 x20146 x20147 x20148 x20149 x20150 x20151 x20152 x20153 x20154 x20155 x20156 x20157 x20158 x20159 x20160 x20161 x20162 x20163 x20164 x20165 x20166 x20167 -x20168 -x20169 -x20170 -x20171 -x20172 -x20173 -x20174 -x20175 -x20176 -x20177 -x20178 -x20179 -x20180 -x20181 -x20182 -x20183 -x20184 -x20185 -x20186 -x20187 -x20188 -x20189 -x20190 -x20191 -x20192 -x20193 -x20194 -x20195 -x20196 -x20197 -x20198 -x20199 -x20200 -x20201 -x20202 -x20203 -x20204 -x20205 -x20206 -x20207 -x20208 -x20209 -x20210 -x20211 -x20212 -x20213 -x20214 -x20215 -x20216 -x20217 -x20218 -x20219 -x20220 -x20221 -x20222 -x20223 -x20224 -x20225 -x20226 -x20227 -x20228 -x20229 -x20230 -x20231 -x20232 -x20233 -x20234 -x20235 -x20236 -x20237 -x20238 -x20239 -x20240 -x20241 -x20242 -x20243 -x20244 -x20245 -x20246 -x20247 -x20248 -x20249 -x20250 -x20251 -x20252 -x20253 -x20254 -x20255 -x20256 -x20257 -x20258 -x20259 -x20260 -x20261 -x20262 -x20263 -x20264 -x20265 -x20266 -x20267 -x20268 -x20269 -x20270 -x20271 -x20272 -x20273 -x20274 -x20275 -x20276 -x20277 -x20278 -x20279 -x20280 -x20281 -x20282 -x20283 -x20284 -x20285 -x20286 -x20287 -x20288 -x20289 -x20290 -x20291 -x20292 -x20293 -x20294 -x20295 -x20296 -x20297 -x20298 -x20299 -x20300 -x20301 -x20302 -x20303 -x20304 -x20305 -x20306 -x20307 -x20308 -x20309 -x20310 -x20311 -x20312 -x20313 -x20314 -x20315 -x20316 -x20317 -x20318 -x20319 -x20320 -x20321 -x20322 -x20323 -x20324 -x20325 -x20326 -x20327 -x20328 -x20329 -x20330 -x20331 -x20332 -x20333 -x20334 -x20335 -x20336 -x20337 -x20338 -x20339 -x20340 -x20341 -x20342 -x20343 -x20344 -x20345 -x20346 -x20347 -x20348 -x20349 -x20350 -x20351 -x20352 -x20353 -x20354 -x20355 -x20356 -x20357 -x20358 -x20359 -x20360 -x20361 -x20362 -x20363 -x20364 -x20365 -x20366 -x20367 -x20368 -x20369 -x20370 -x20371 -x20372 -x20373 -x20374 -x20375 -x20376 -x20377 -x20378 -x20379 -x20380 -x20381 -x20382 -x20383 -x20384 -x20385 -x20386 -x20387 -x20388 -x20389 -x20390 -x20391 -x20392 -x20393 -x20394 -x20395 -x20396 -x20397 -x20398 -x20399 -x20400 -x20401 -x20402 -x20403 -x20404 -x20405 -x20406 -x20407 -x20408 -x20409 -x20410 -x20411 -x20412 -x20413 -x20414 -x20415 -x20416 -x20417 -x20418 -x20419 -x20420 -x20421 -x20422 -x20423 -x20424 -x20425 -x20426 -x20427 -x20428 -x20429 -x20430 x20431 x20432 x20433 x20434 x20435 x20436 x20437 x20438 x20439 x20440 x20441 x20442 x20443 x20444 x20445 x20446 x20447 x20448 x20449 x20450 x20451 x20452 x20453 x20454 x20455 x20456 x20457 x20458 x20459 x20460 x20461 x20462 x20463 x20464 x20465 x20466 x20467 x20468 -x20469 -x20470 -x20471 -x20472 -x20473 -x20474 -x20475 -x20476 -x20477 -x20478 -x20479 -x20480 -x20481 -x20482 -x20483 -x20484 -x20485 -x20486 -x20487 -x20488 -x20489 -x20490 -x20491 -x20492 -x20493 -x20494 -x20495 -x20496 -x20497 -x20498 -x20499 -x20500 -x20501 -x20502 -x20503 -x20504 -x20505 -x20506 -x20507 -x20508 -x20509 -x20510 -x20511 -x20512 -x20513 -x20514 -x20515 -x20516 -x20517 -x20518 -x20519 -x20520 -x20521 -x20522 -x20523 -x20524 -x20525 -x20526 -x20527 -x20528 -x20529 -x20530 -x20531 -x20532 -x20533 -x20534 -x20535 -x20536 -x20537 -x20538 -x20539 -x20540 -x20541 -x20542 -x20543 -x20544 -x20545 -x20546 -x20547 -x20548 -x20549 -x20550 -x20551 -x20552 -x20553 -x20554 -x20555 -x20556 -x20557 -x20558 -x20559 -x20560 -x20561 -x20562 -x20563 -x20564 -x20565 -x20566 -x20567 -x20568 -x20569 -x20570 -x20571 -x20572 -x20573 -x20574 -x20575 -x20576 -x20577 -x20578 -x20579 -x20580 -x20581 -x20582 -x20583 -x20584 -x20585 -x20586 -x20587 -x20588 -x20589 -x20590 -x20591 -x20592 -x20593 -x20594 -x20595 -x20596 -x20597 -x20598 -x20599 -x20600 -x20601 -x20602 -x20603 -x20604 -x20605 -x20606 -x20607 -x20608 -x20609 -x20610 -x20611 -x20612 -x20613 -x20614 -x20615 -x20616 -x20617 -x20618 -x20619 -x20620 -x20621 -x20622 -x20623 -x20624 -x20625 -x20626 -x20627 -x20628 -x20629 -x20630 -x20631 -x20632 -x20633 -x20634 -x20635 -x20636 -x20637 -x20638 -x20639 -x20640 -x20641 -x20642 -x20643 -x20644 -x20645 -x20646 -x20647 -x20648 -x20649 -x20650 -x20651 -x20652 -x20653 -x20654 -x20655 -x20656 -x20657 -x20658 -x20659 -x20660 -x20661 -x20662 -x20663 -x20664 -x20665 -x20666 -x20667 -x20668 -x20669 -x20670 x20671 x20672 x20673 x20674 x20675 x20676 x20677 x20678 x20679 x20680 x20681 x20682 x20683 x20684 x20685 x20686 x20687 x20688 x20689 x20690 x20691 x20692 x20693 x20694 x20695 x20696 x20697 x20698 x20699 x20700 x20701 x20702 x20703 x20704 x20705 x20706 x20707 x20708 x20709 x20710 x20711 x20712 x20713 x20714 x20715 x20716 x20717 x20718 x20719 x20720 x20721 x20722 x20723 x20724 x20725 x20726 x20727 x20728 x20729 x20730 x20731 x20732 x20733 x20734 x20735 x20736 x20737 x20738 x20739 x20740 x20741 x20742 x20743 x20744 x20745 x20746 x20747 x20748 x20749 x20750 x20751 x20752 x20753 x20754 x20755 x20756 x20757 x20758 x20759 x20760 x20761 x20762 x20763 x20764 x20765 x20766 x20767 x20768 x20769 -x20770 -x20771 -x20772 -x20773 -x20774 -x20775 -x20776 -x20777 -x20778 -x20779 -x20780 -x20781 -x20782 -x20783 -x20784 -x20785 -x20786 -x20787 -x20788 -x20789 -x20790 -x20791 -x20792 -x20793 -x20794 -x20795 -x20796 -x20797 -x20798 -x20799 -x20800 -x20801 -x20802 -x20803 -x20804 -x20805 -x20806 -x20807 -x20808 -x20809 -x20810 -x20811 -x20812 -x20813 -x20814 -x20815 -x20816 -x20817 -x20818 -x20819 -x20820 -x20821 -x20822 -x20823 -x20824 -x20825 -x20826 -x20827 -x20828 -x20829 -x20830 -x20831 -x20832 -x20833 -x20834 -x20835 -x20836 -x20837 -x20838 -x20839 -x20840 -x20841 -x20842 -x20843 -x20844 -x20845 -x20846 -x20847 -x20848 -x20849 -x20850 -x20851 -x20852 -x20853 -x20854 -x20855 -x20856 -x20857 -x20858 -x20859 -x20860 -x20861 -x20862 -x20863 -x20864 -x20865 -x20866 -x20867 -x20868 -x20869 -x20870 -x20871 -x20872 -x20873 -x20874 -x20875 -x20876 -x20877 -x20878 -x20879 -x20880 -x20881 -x20882 -x20883 -x20884 -x20885 -x20886 -x20887 -x20888 -x20889 -x20890 -x20891 -x20892 -x20893 -x20894 -x20895 -x20896 -x20897 -x20898 -x20899 -x20900 -x20901 -x20902 -x20903 -x20904 -x20905 -x20906 -x20907 -x20908 -x20909 -x20910 -x20911 -x20912 -x20913 -x20914 -x20915 -x20916 -x20917 -x20918 -x20919 -x20920 -x20921 -x20922 -x20923 -x20924 -x20925 -x20926 -x20927 -x20928 -x20929 -x20930 -x20931 -x20932 -x20933 -x20934 -x20935 -x20936 -x20937 -x20938 -x20939 -x20940 -x20941 -x20942 -x20943 -x20944 -x20945 -x20946 -x20947 -x20948 -x20949 -x20950 -x20951 -x20952 -x20953 -x20954 -x20955 -x20956 -x20957 -x20958 -x20959 -x20960 -x20961 -x20962 -x20963 -x20964 -x20965 -x20966 -x20967 -x20968 -x20969 -x20970 -x20971 -x20972 -x20973 -x20974 -x20975 -x20976 -x20977 -x20978 -x20979 -x20980 -x20981 -x20982 -x20983 -x20984 -x20985 -x20986 -x20987 -x20988 -x20989 -x20990 -x20991 -x20992 -x20993 -x20994 -x20995 -x20996 -x20997 -x20998 -x20999 -x21000 -x21001 -x21002 -x21003 -x21004 -x21005 -x21006 -x21007 -x21008 -x21009 -x21010 -x21011 -x21012 -x21013 -x21014 -x21015 x21016 x21017 x21018 x21019 x21020 x21021 x21022 x21023 x21024 x21025 x21026 x21027 x21028 x21029 x21030 x21031 x21032 x21033 x21034 x21035 x21036 x21037 x21038 x21039 x21040 x21041 x21042 x21043 x21044 x21045 x21046 x21047 x21048 x21049 x21050 x21051 x21052 x21053 x21054 x21055 x21056 x21057 x21058 x21059 x21060 x21061 x21062 x21063 x21064 x21065 x21066 x21067 x21068 x21069 x21070 -x21071 -x21072 -x21073 -x21074 -x21075 -x21076 -x21077 -x21078 -x21079 -x21080 -x21081 -x21082 -x21083 -x21084 -x21085 -x21086 -x21087 -x21088 -x21089 -x21090 -x21091 -x21092 -x21093 -x21094 -x21095 -x21096 -x21097 -x21098 -x21099 -x21100 -x21101 -x21102 -x21103 -x21104 -x21105 -x21106 -x21107 -x21108 -x21109 -x21110 -x21111 -x21112 -x21113 -x21114 -x21115 -x21116 -x21117 -x21118 -x21119 -x21120 -x21121 -x21122 -x21123 -x21124 -x21125 -x21126 -x21127 -x21128 -x21129 -x21130 -x21131 -x21132 -x21133 -x21134 -x21135 -x21136 -x21137 -x21138 -x21139 -x21140 -x21141 -x21142 -x21143 -x21144 -x21145 -x21146 -x21147 -x21148 -x21149 -x21150 -x21151 -x21152 -x21153 -x21154 -x21155 -x21156 -x21157 -x21158 -x21159 -x21160 -x21161 -x21162 -x21163 -x21164 -x21165 -x21166 -x21167 -x21168 -x21169 -x21170 -x21171 -x21172 -x21173 -x21174 -x21175 -x21176 -x21177 -x21178 -x21179 -x21180 -x21181 -x21182 -x21183 -x21184 -x21185 -x21186 -x21187 -x21188 -x21189 -x21190 -x21191 -x21192 -x21193 -x21194 -x21195 -x21196 -x21197 -x21198 -x21199 -x21200 -x21201 -x21202 -x21203 -x21204 -x21205 -x21206 -x21207 -x21208 -x21209 -x21210 -x21211 -x21212 -x21213 -x21214 -x21215 -x21216 -x21217 -x21218 -x21219 -x21220 -x21221 -x21222 -x21223 -x21224 -x21225 -x21226 -x21227 -x21228 -x21229 -x21230 -x21231 -x21232 -x21233 -x21234 -x21235 -x21236 -x21237 -x21238 -x21239 -x21240 -x21241 -x21242 -x21243 -x21244 -x21245 -x21246 -x21247 -x21248 -x21249 -x21250 -x21251 -x21252 -x21253 -x21254 -x21255 -x21256 -x21257 -x21258 -x21259 -x21260 -x21261 -x21262 -x21263 -x21264 -x21265 -x21266 -x21267 -x21268 -x21269 -x21270 -x21271 -x21272 -x21273 -x21274 -x21275 -x21276 -x21277 -x21278 -x21279 -x21280 -x21281 -x21282 -x21283 -x21284 -x21285 -x21286 -x21287 -x21288 x21289 x21290 x21291 x21292 x21293 x21294 x21295 x21296 x21297 x21298 x21299 x21300 x21301 x21302 x21303 x21304 x21305 x21306 x21307 x21308 x21309 x21310 x21311 x21312 x21313 x21314 x21315 x21316 x21317 x21318 x21319 x21320 x21321 x21322 x21323 x21324 x21325 x21326 x21327 x21328 x21329 x21330 x21331 x21332 x21333 x21334 x21335 x21336 x21337 x21338 x21339 x21340 x21341 x21342 x21343 x21344 x21345 x21346 x21347 x21348 x21349 x21350 x21351 x21352 x21353 x21354 x21355 x21356 x21357 x21358 x21359 x21360 x21361 x21362 x21363 x21364 x21365 x21366 x21367 x21368 x21369 x21370 x21371 -x21372 -x21373 -x21374 -x21375 -x21376 -x21377 -x21378 -x21379 -x21380 -x21381 -x21382 -x21383 -x21384 -x21385 -x21386 -x21387 -x21388 -x21389 -x21390 -x21391 -x21392 -x21393 -x21394 -x21395 -x21396 -x21397 -x21398 -x21399 -x21400 -x21401 -x21402 -x21403 -x21404 -x21405 -x21406 -x21407 -x21408 -x21409 -x21410 -x21411 -x21412 -x21413 -x21414 -x21415 -x21416 -x21417 -x21418 -x21419 -x21420 -x21421 -x21422 -x21423 -x21424 -x21425 -x21426 -x21427 -x21428 -x21429 -x21430 -x21431 -x21432 -x21433 -x21434 -x21435 -x21436 -x21437 -x21438 -x21439 -x21440 -x21441 -x21442 -x21443 -x21444 -x21445 -x21446 -x21447 -x21448 -x21449 -x21450 -x21451 -x21452 -x21453 -x21454 -x21455 -x21456 -x21457 -x21458 -x21459 -x21460 -x21461 -x21462 -x21463 -x21464 -x21465 -x21466 -x21467 -x21468 -x21469 -x21470 -x21471 -x21472 -x21473 -x21474 -x21475 -x21476 -x21477 -x21478 -x21479 -x21480 -x21481 -x21482 -x21483 -x21484 -x21485 -x21486 -x21487 -x21488 -x21489 -x21490 -x21491 -x21492 -x21493 -x21494 -x21495 -x21496 -x21497 -x21498 -x21499 -x21500 -x21501 -x21502 -x21503 -x21504 -x21505 -x21506 -x21507 -x21508 -x21509 -x21510 -x21511 -x21512 -x21513 -x21514 -x21515 -x21516 -x21517 -x21518 -x21519 -x21520 -x21521 -x21522 -x21523 -x21524 -x21525 -x21526 -x21527 -x21528 -x21529 -x21530 -x21531 -x21532 -x21533 -x21534 -x21535 -x21536 -x21537 -x21538 -x21539 -x21540 -x21541 -x21542 -x21543 -x21544 -x21545 -x21546 -x21547 -x21548 -x21549 -x21550 -x21551 -x21552 -x21553 -x21554 -x21555 -x21556 -x21557 -x21558 -x21559 -x21560 -x21561 -x21562 -x21563 -x21564 -x21565 -x21566 -x21567 -x21568 -x21569 -x21570 -x21571 -x21572 -x21573 -x21574 -x21575 -x21576 -x21577 -x21578 -x21579 -x21580 -x21581 -x21582 -x21583 -x21584 -x21585 -x21586 -x21587 -x21588 -x21589 -x21590 -x21591 -x21592 -x21593 -x21594 -x21595 -x21596 -x21597 -x21598 -x21599 x21600 x21601 x21602 x21603 x21604 x21605 x21606 x21607 x21608 x21609 x21610 x21611 x21612 x21613 x21614 x21615 x21616 x21617 x21618 x21619 x21620 x21621 x21622 x21623 x21624 x21625 x21626 x21627 x21628 x21629 x21630 x21631 x21632 x21633 x21634 x21635 x21636 x21637 x21638 x21639 x21640 x21641 x21642 x21643 x21644 x21645 x21646 x21647 x21648 x21649 x21650 x21651 x21652 x21653 x21654 x21655 x21656 x21657 x21658 x21659 x21660 x21661 x21662 x21663 x21664 x21665 x21666 x21667 x21668 x21669 x21670 x21671 x21672 -x21673 -x21674 -x21675 -x21676 -x21677 -x21678 -x21679 -x21680 -x21681 -x21682 -x21683 -x21684 -x21685 -x21686 -x21687 -x21688 -x21689 -x21690 -x21691 -x21692 -x21693 -x21694 -x21695 -x21696 -x21697 -x21698 -x21699 -x21700 -x21701 -x21702 -x21703 -x21704 -x21705 -x21706 -x21707 -x21708 -x21709 -x21710 -x21711 -x21712 -x21713 -x21714 -x21715 -x21716 -x21717 -x21718 -x21719 -x21720 -x21721 -x21722 -x21723 -x21724 -x21725 -x21726 -x21727 -x21728 -x21729 -x21730 -x21731 -x21732 -x21733 -x21734 -x21735 -x21736 -x21737 -x21738 -x21739 -x21740 -x21741 -x21742 -x21743 -x21744 -x21745 -x21746 -x21747 -x21748 -x21749 -x21750 -x21751 -x21752 -x21753 -x21754 -x21755 -x21756 -x21757 -x21758 -x21759 -x21760 -x21761 -x21762 -x21763 -x21764 -x21765 -x21766 -x21767 -x21768 -x21769 -x21770 -x21771 -x21772 -x21773 -x21774 -x21775 -x21776 -x21777 -x21778 -x21779 -x21780 -x21781 -x21782 -x21783 -x21784 -x21785 -x21786 -x21787 -x21788 -x21789 -x21790 -x21791 -x21792 -x21793 -x21794 -x21795 -x21796 -x21797 -x21798 -x21799 -x21800 -x21801 -x21802 -x21803 -x21804 -x21805 -x21806 -x21807 -x21808 -x21809 -x21810 -x21811 -x21812 -x21813 -x21814 -x21815 -x21816 -x21817 -x21818 -x21819 -x21820 -x21821 -x21822 -x21823 -x21824 -x21825 -x21826 -x21827 -x21828 -x21829 -x21830 -x21831 -x21832 -x21833 -x21834 -x21835 -x21836 -x21837 -x21838 -x21839 -x21840 -x21841 -x21842 -x21843 -x21844 -x21845 -x21846 -x21847 -x21848 -x21849 -x21850 -x21851 -x21852 -x21853 -x21854 -x21855 -x21856 -x21857 -x21858 -x21859 -x21860 -x21861 -x21862 -x21863 -x21864 -x21865 -x21866 -x21867 -x21868 -x21869 -x21870 -x21871 -x21872 -x21873 -x21874 -x21875 -x21876 -x21877 -x21878 -x21879 -x21880 -x21881 -x21882 -x21883 -x21884 -x21885 -x21886 -x21887 -x21888 -x21889 -x21890 -x21891 -x21892 -x21893 -x21894 -x21895 -x21896 -x21897 -x21898 -x21899 -x21900 -x21901 -x21902 -x21903 -x21904 -x21905 -x21906 -x21907 -x21908 -x21909 -x21910 -x21911 -x21912 -x21913 -x21914 -x21915 -x21916 -x21917 -x21918 -x21919 -x21920 -x21921 -x21922 -x21923 -x21924 -x21925 x21926 x21927 x21928 x21929 x21930 x21931 x21932 x21933 x21934 x21935 x21936 x21937 x21938 x21939 x21940 x21941 x21942 x21943 x21944 x21945 x21946 x21947 x21948 x21949 x21950 x21951 x21952 x21953 x21954 x21955 x21956 x21957 x21958 x21959 x21960 x21961 x21962 x21963 x21964 x21965 x21966 x21967 x21968 x21969 x21970 x21971 x21972 x21973 -x21974 -x21975 -x21976 -x21977 -x21978 -x21979 -x21980 -x21981 -x21982 -x21983 -x21984 -x21985 -x21986 -x21987 -x21988 -x21989 -x21990 -x21991 -x21992 -x21993 -x21994 -x21995 -x21996 -x21997 -x21998 -x21999 -x22000 -x22001 -x22002 -x22003 -x22004 -x22005 -x22006 -x22007 -x22008 -x22009 -x22010 -x22011 -x22012 -x22013 -x22014 -x22015 -x22016 -x22017 -x22018 -x22019 -x22020 -x22021 -x22022 -x22023 -x22024 -x22025 -x22026 -x22027 -x22028 -x22029 -x22030 -x22031 -x22032 -x22033 -x22034 -x22035 -x22036 -x22037 -x22038 -x22039 -x22040 -x22041 -x22042 -x22043 -x22044 -x22045 -x22046 -x22047 -x22048 -x22049 -x22050 -x22051 -x22052 -x22053 -x22054 -x22055 -x22056 -x22057 -x22058 -x22059 -x22060 -x22061 -x22062 -x22063 -x22064 -x22065 -x22066 -x22067 -x22068 -x22069 -x22070 -x22071 -x22072 -x22073 -x22074 -x22075 -x22076 -x22077 -x22078 -x22079 -x22080 -x22081 -x22082 -x22083 -x22084 -x22085 -x22086 -x22087 -x22088 -x22089 -x22090 -x22091 -x22092 -x22093 -x22094 -x22095 -x22096 -x22097 -x22098 -x22099 -x22100 -x22101 -x22102 -x22103 -x22104 -x22105 -x22106 -x22107 -x22108 -x22109 -x22110 -x22111 -x22112 -x22113 -x22114 -x22115 -x22116 -x22117 -x22118 -x22119 -x22120 -x22121 -x22122 -x22123 -x22124 -x22125 -x22126 -x22127 -x22128 -x22129 -x22130 -x22131 -x22132 -x22133 -x22134 -x22135 -x22136 -x22137 -x22138 -x22139 -x22140 -x22141 -x22142 -x22143 -x22144 -x22145 -x22146 -x22147 -x22148 -x22149 -x22150 -x22151 -x22152 -x22153 -x22154 -x22155 -x22156 -x22157 -x22158 -x22159 -x22160 -x22161 -x22162 -x22163 -x22164 -x22165 -x22166 -x22167 -x22168 -x22169 -x22170 -x22171 -x22172 -x22173 -x22174 -x22175 -x22176 -x22177 -x22178 -x22179 -x22180 -x22181 -x22182 -x22183 -x22184 -x22185 -x22186 -x22187 -x22188 -x22189 -x22190 -x22191 -x22192 -x22193 -x22194 -x22195 -x22196 -x22197 -x22198 -x22199 -x22200 -x22201 -x22202 -x22203 -x22204 -x22205 -x22206 -x22207 -x22208 -x22209 -x22210 -x22211 -x22212 -x22213 -x22214 -x22215 -x22216 -x22217 x22218 x22219 x22220 x22221 x22222 x22223 x22224 x22225 x22226 x22227 x22228 x22229 x22230 x22231 x22232 x22233 x22234 x22235 x22236 x22237 x22238 x22239 x22240 x22241 x22242 x22243 x22244 x22245 x22246 x22247 x22248 x22249 x22250 x22251 x22252 x22253 x22254 x22255 x22256 x22257 x22258 x22259 x22260 x22261 x22262 x22263 x22264 x22265 x22266 x22267 x22268 x22269 x22270 x22271 x22272 x22273 x22274 -x22275 -x22276 -x22277 -x22278 -x22279 -x22280 -x22281 -x22282 -x22283 -x22284 -x22285 -x22286 -x22287 -x22288 -x22289 -x22290 -x22291 -x22292 -x22293 -x22294 -x22295 -x22296 -x22297 -x22298 -x22299 -x22300 -x22301 -x22302 -x22303 -x22304 -x22305 -x22306 -x22307 -x22308 -x22309 -x22310 -x22311 -x22312 -x22313 -x22314 -x22315 -x22316 -x22317 -x22318 -x22319 -x22320 -x22321 -x22322 -x22323 -x22324 -x22325 -x22326 -x22327 -x22328 -x22329 -x22330 -x22331 -x22332 -x22333 -x22334 -x22335 -x22336 -x22337 -x22338 -x22339 -x22340 -x22341 -x22342 -x22343 -x22344 -x22345 -x22346 -x22347 -x22348 -x22349 -x22350 -x22351 -x22352 -x22353 -x22354 -x22355 -x22356 -x22357 -x22358 -x22359 -x22360 -x22361 -x22362 -x22363 -x22364 -x22365 -x22366 -x22367 -x22368 -x22369 -x22370 -x22371 -x22372 -x22373 -x22374 -x22375 -x22376 -x22377 -x22378 -x22379 -x22380 -x22381 -x22382 -x22383 -x22384 -x22385 -x22386 -x22387 -x22388 -x22389 -x22390 -x22391 -x22392 -x22393 -x22394 -x22395 -x22396 -x22397 -x22398 -x22399 -x22400 -x22401 -x22402 -x22403 -x22404 -x22405 -x22406 -x22407 -x22408 -x22409 -x22410 -x22411 -x22412 -x22413 -x22414 -x22415 -x22416 -x22417 -x22418 -x22419 -x22420 -x22421 -x22422 -x22423 -x22424 -x22425 -x22426 -x22427 -x22428 -x22429 -x22430 -x22431 -x22432 -x22433 -x22434 -x22435 -x22436 -x22437 -x22438 -x22439 -x22440 -x22441 -x22442 -x22443 -x22444 -x22445 -x22446 -x22447 -x22448 -x22449 -x22450 -x22451 -x22452 -x22453 -x22454 -x22455 -x22456 -x22457 -x22458 -x22459 -x22460 -x22461 -x22462 -x22463 -x22464 -x22465 -x22466 -x22467 -x22468 -x22469 -x22470 -x22471 -x22472 -x22473 -x22474 -x22475 -x22476 -x22477 -x22478 -x22479 -x22480 -x22481 -x22482 -x22483 -x22484 -x22485 -x22486 -x22487 -x22488 -x22489 -x22490 -x22491 -x22492 -x22493 -x22494 -x22495 -x22496 -x22497 -x22498 -x22499 -x22500 -x22501 -x22502 -x22503 x22504 x22505 x22506 x22507 x22508 x22509 x22510 x22511 x22512 x22513 x22514 x22515 x22516 x22517 x22518 x22519 x22520 x22521 x22522 x22523 x22524 x22525 x22526 x22527 x22528 x22529 x22530 x22531 x22532 x22533 x22534 x22535 x22536 x22537 x22538 x22539 x22540 x22541 x22542 x22543 x22544 x22545 x22546 x22547 x22548 x22549 x22550 x22551 x22552 x22553 x22554 x22555 x22556 x22557 x22558 x22559 x22560 x22561 x22562 x22563 x22564 x22565 x22566 x22567 x22568 x22569 x22570 x22571 x22572 x22573 x22574 x22575 -x22576 -x22577 -x22578 -x22579 -x22580 -x22581 -x22582 -x22583 -x22584 -x22585 -x22586 -x22587 -x22588 -x22589 -x22590 -x22591 -x22592 -x22593 -x22594 -x22595 -x22596 -x22597 -x22598 -x22599 -x22600 -x22601 -x22602 -x22603 -x22604 -x22605 -x22606 -x22607 -x22608 -x22609 -x22610 -x22611 -x22612 -x22613 -x22614 -x22615 -x22616 -x22617 -x22618 -x22619 -x22620 -x22621 -x22622 -x22623 -x22624 -x22625 -x22626 -x22627 -x22628 -x22629 -x22630 -x22631 -x22632 -x22633 -x22634 -x22635 -x22636 -x22637 -x22638 -x22639 -x22640 -x22641 -x22642 -x22643 -x22644 -x22645 -x22646 -x22647 -x22648 -x22649 -x22650 -x22651 -x22652 -x22653 -x22654 -x22655 -x22656 -x22657 -x22658 -x22659 -x22660 -x22661 -x22662 -x22663 -x22664 -x22665 -x22666 -x22667 -x22668 -x22669 -x22670 -x22671 -x22672 -x22673 -x22674 -x22675 -x22676 -x22677 -x22678 -x22679 -x22680 -x22681 -x22682 -x22683 -x22684 -x22685 -x22686 -x22687 -x22688 -x22689 -x22690 -x22691 -x22692 -x22693 -x22694 -x22695 -x22696 -x22697 -x22698 -x22699 -x22700 -x22701 -x22702 -x22703 -x22704 -x22705 -x22706 -x22707 -x22708 -x22709 -x22710 -x22711 -x22712 -x22713 -x22714 -x22715 -x22716 -x22717 -x22718 -x22719 -x22720 -x22721 -x22722 -x22723 -x22724 -x22725 -x22726 -x22727 -x22728 -x22729 -x22730 -x22731 -x22732 -x22733 -x22734 -x22735 -x22736 -x22737 -x22738 -x22739 -x22740 -x22741 -x22742 -x22743 -x22744 -x22745 -x22746 -x22747 -x22748 -x22749 -x22750 -x22751 -x22752 -x22753 -x22754 -x22755 -x22756 -x22757 -x22758 -x22759 -x22760 -x22761 -x22762 -x22763 -x22764 -x22765 -x22766 -x22767 -x22768 -x22769 -x22770 -x22771 -x22772 -x22773 -x22774 -x22775 -x22776 -x22777 -x22778 -x22779 -x22780 -x22781 -x22782 -x22783 -x22784 -x22785 -x22786 -x22787 -x22788 -x22789 -x22790 -x22791 -x22792 -x22793 -x22794 -x22795 -x22796 -x22797 -x22798 -x22799 -x22800 -x22801 -x22802 -x22803 -x22804 -x22805 -x22806 -x22807 -x22808 -x22809 -x22810 -x22811 -x22812 -x22813 -x22814 -x22815 -x22816 -x22817 -x22818 -x22819 x22820 x22821 x22822 x22823 x22824 x22825 x22826 x22827 x22828 x22829 x22830 x22831 x22832 x22833 x22834 x22835 x22836 x22837 x22838 x22839 x22840 x22841 x22842 x22843 x22844 x22845 x22846 x22847 x22848 x22849 x22850 x22851 x22852 x22853 x22854 x22855 x22856 x22857 x22858 x22859 x22860 x22861 x22862 x22863 x22864 x22865 x22866 x22867 x22868 x22869 x22870 x22871 x22872 x22873 x22874 x22875 x22876 -x22877 -x22878 -x22879 -x22880 -x22881 -x22882 -x22883 -x22884 -x22885 -x22886 -x22887 -x22888 -x22889 -x22890 -x22891 -x22892 -x22893 -x22894 -x22895 -x22896 -x22897 -x22898 -x22899 -x22900 -x22901 -x22902 -x22903 -x22904 -x22905 -x22906 -x22907 -x22908 -x22909 -x22910 -x22911 -x22912 -x22913 -x22914 -x22915 -x22916 -x22917 -x22918 -x22919 -x22920 -x22921 -x22922 -x22923 -x22924 -x22925 -x22926 -x22927 -x22928 -x22929 -x22930 -x22931 -x22932 -x22933 -x22934 -x22935 -x22936 -x22937 -x22938 -x22939 -x22940 -x22941 -x22942 -x22943 -x22944 -x22945 -x22946 -x22947 -x22948 -x22949 -x22950 -x22951 -x22952 -x22953 -x22954 -x22955 -x22956 -x22957 -x22958 -x22959 -x22960 -x22961 -x22962 -x22963 -x22964 -x22965 -x22966 -x22967 -x22968 -x22969 -x22970 -x22971 -x22972 -x22973 -x22974 -x22975 -x22976 -x22977 -x22978 -x22979 -x22980 -x22981 -x22982 -x22983 -x22984 -x22985 -x22986 -x22987 -x22988 -x22989 -x22990 -x22991 -x22992 -x22993 -x22994 -x22995 -x22996 -x22997 -x22998 -x22999 -x23000 -x23001 -x23002 -x23003 -x23004 -x23005 -x23006 -x23007 -x23008 -x23009 -x23010 -x23011 -x23012 -x23013 -x23014 -x23015 -x23016 -x23017 -x23018 -x23019 -x23020 -x23021 -x23022 -x23023 -x23024 -x23025 -x23026 -x23027 -x23028 -x23029 -x23030 -x23031 -x23032 -x23033 -x23034 -x23035 -x23036 -x23037 -x23038 -x23039 -x23040 -x23041 -x23042 -x23043 -x23044 -x23045 -x23046 -x23047 -x23048 -x23049 -x23050 -x23051 -x23052 -x23053 -x23054 -x23055 -x23056 -x23057 -x23058 -x23059 -x23060 -x23061 -x23062 -x23063 -x23064 -x23065 -x23066 -x23067 -x23068 -x23069 -x23070 -x23071 -x23072 -x23073 -x23074 -x23075 -x23076 -x23077 -x23078 -x23079 -x23080 -x23081 -x23082 x23083 x23084 x23085 x23086 x23087 x23088 x23089 x23090 x23091 x23092 x23093 x23094 x23095 x23096 x23097 x23098 x23099 x23100 x23101 x23102 x23103 x23104 x23105 x23106 x23107 x23108 x23109 x23110 x23111 x23112 x23113 x23114 x23115 x23116 x23117 x23118 x23119 x23120 x23121 x23122 x23123 x23124 x23125 x23126 x23127 x23128 x23129 x23130 x23131 x23132 x23133 x23134 x23135 x23136 x23137 x23138 x23139 x23140 x23141 x23142 x23143 x23144 x23145 x23146 x23147 x23148 x23149 x23150 x23151 x23152 x23153 x23154 x23155 x23156 x23157 x23158 x23159 x23160 x23161 x23162 x23163 x23164 x23165 x23166 x23167 x23168 x23169 x23170 x23171 x23172 x23173 x23174 x23175 x23176 x23177 -x23178 -x23179 -x23180 -x23181 -x23182 -x23183 -x23184 -x23185 -x23186 -x23187 -x23188 -x23189 -x23190 -x23191 -x23192 -x23193 -x23194 -x23195 -x23196 -x23197 -x23198 -x23199 -x23200 -x23201 -x23202 -x23203 -x23204 -x23205 -x23206 -x23207 -x23208 -x23209 -x23210 -x23211 -x23212 -x23213 -x23214 -x23215 -x23216 -x23217 -x23218 -x23219 -x23220 -x23221 -x23222 -x23223 -x23224 -x23225 -x23226 -x23227 -x23228 -x23229 -x23230 -x23231 -x23232 -x23233 -x23234 -x23235 -x23236 -x23237 -x23238 -x23239 -x23240 -x23241 -x23242 -x23243 -x23244 -x23245 -x23246 -x23247 -x23248 -x23249 -x23250 -x23251 -x23252 -x23253 -x23254 -x23255 -x23256 -x23257 -x23258 -x23259 -x23260 -x23261 -x23262 -x23263 -x23264 -x23265 -x23266 -x23267 -x23268 -x23269 -x23270 -x23271 -x23272 -x23273 -x23274 -x23275 -x23276 -x23277 -x23278 -x23279 -x23280 -x23281 -x23282 -x23283 -x23284 -x23285 -x23286 -x23287 -x23288 -x23289 -x23290 -x23291 -x23292 -x23293 -x23294 -x23295 -x23296 -x23297 -x23298 -x23299 -x23300 -x23301 -x23302 -x23303 -x23304 -x23305 -x23306 -x23307 -x23308 -x23309 -x23310 -x23311 -x23312 -x23313 -x23314 -x23315 -x23316 -x23317 -x23318 -x23319 -x23320 -x23321 -x23322 -x23323 -x23324 -x23325 -x23326 -x23327 -x23328 -x23329 -x23330 -x23331 -x23332 -x23333 -x23334 -x23335 -x23336 -x23337 -x23338 -x23339 -x23340 -x23341 -x23342 -x23343 -x23344 -x23345 -x23346 -x23347 -x23348 -x23349 -x23350 -x23351 -x23352 -x23353 -x23354 -x23355 -x23356 -x23357 -x23358 -x23359 -x23360 -x23361 -x23362 -x23363 -x23364 -x23365 -x23366 -x23367 -x23368 -x23369 -x23370 -x23371 -x23372 -x23373 -x23374 -x23375 -x23376 -x23377 -x23378 -x23379 -x23380 -x23381 -x23382 -x23383 -x23384 -x23385 -x23386 -x23387 -x23388 -x23389 -x23390 -x23391 -x23392 -x23393 -x23394 -x23395 -x23396 -x23397 -x23398 -x23399 -x23400 -x23401 -x23402 -x23403 -x23404 -x23405 -x23406 -x23407 -x23408 x23409 x23410 x23411 x23412 x23413 x23414 x23415 x23416 x23417 x23418 x23419 x23420 x23421 x23422 x23423 x23424 x23425 x23426 x23427 x23428 x23429 x23430 x23431 x23432 x23433 x23434 x23435 x23436 x23437 x23438 x23439 x23440 x23441 x23442 x23443 x23444 x23445 x23446 x23447 x23448 x23449 x23450 x23451 x23452 x23453 x23454 x23455 x23456 x23457 x23458 x23459 x23460 x23461 x23462 x23463 x23464 x23465 x23466 x23467 x23468 x23469 x23470 x23471 x23472 x23473 x23474 x23475 x23476 x23477 x23478 -x23479 -x23480 -x23481 -x23482 -x23483 -x23484 -x23485 -x23486 -x23487 -x23488 -x23489 -x23490 -x23491 -x23492 -x23493 -x23494 -x23495 -x23496 -x23497 -x23498 -x23499 -x23500 -x23501 -x23502 -x23503 -x23504 -x23505 -x23506 -x23507 -x23508 -x23509 -x23510 -x23511 -x23512 -x23513 -x23514 -x23515 -x23516 -x23517 -x23518 -x23519 -x23520 -x23521 -x23522 -x23523 -x23524 -x23525 -x23526 -x23527 -x23528 -x23529 -x23530 -x23531 -x23532 -x23533 -x23534 -x23535 -x23536 -x23537 -x23538 -x23539 -x23540 -x23541 -x23542 -x23543 -x23544 -x23545 -x23546 -x23547 -x23548 -x23549 -x23550 -x23551 -x23552 -x23553 -x23554 -x23555 -x23556 -x23557 -x23558 -x23559 -x23560 -x23561 -x23562 -x23563 -x23564 -x23565 -x23566 -x23567 -x23568 -x23569 -x23570 -x23571 -x23572 -x23573 -x23574 -x23575 -x23576 -x23577 -x23578 -x23579 -x23580 -x23581 -x23582 -x23583 -x23584 -x23585 -x23586 -x23587 -x23588 -x23589 -x23590 -x23591 -x23592 -x23593 -x23594 -x23595 -x23596 -x23597 -x23598 -x23599 -x23600 -x23601 -x23602 -x23603 -x23604 -x23605 -x23606 -x23607 -x23608 -x23609 -x23610 -x23611 -x23612 -x23613 -x23614 -x23615 -x23616 -x23617 -x23618 -x23619 -x23620 -x23621 -x23622 -x23623 -x23624 -x23625 -x23626 -x23627 -x23628 -x23629 -x23630 -x23631 -x23632 -x23633 -x23634 -x23635 -x23636 -x23637 -x23638 -x23639 -x23640 -x23641 -x23642 -x23643 -x23644 -x23645 -x23646 -x23647 -x23648 -x23649 -x23650 -x23651 -x23652 -x23653 -x23654 -x23655 -x23656 -x23657 -x23658 -x23659 -x23660 -x23661 -x23662 -x23663 -x23664 -x23665 -x23666 -x23667 -x23668 -x23669 -x23670 -x23671 -x23672 -x23673 -x23674 -x23675 -x23676 -x23677 -x23678 -x23679 -x23680 -x23681 -x23682 -x23683 -x23684 -x23685 -x23686 -x23687 -x23688 -x23689 -x23690 -x23691 -x23692 -x23693 -x23694 -x23695 -x23696 -x23697 -x23698 -x23699 -x23700 -x23701 -x23702 -x23703 -x23704 -x23705 -x23706 -x23707 -x23708 -x23709 -x23710 -x23711 -x23712 -x23713 -x23714 -x23715 -x23716 -x23717 -x23718 -x23719 -x23720 -x23721 -x23722 -x23723 -x23724 -x23725 -x23726 -x23727 -x23728 -x23729 -x23730 x23731 x23732 x23733 x23734 x23735 x23736 x23737 x23738 x23739 x23740 x23741 x23742 x23743 x23744 x23745 x23746 x23747 x23748 x23749 x23750 x23751 x23752 x23753 x23754 x23755 x23756 x23757 x23758 x23759 x23760 x23761 x23762 x23763 x23764 x23765 x23766 x23767 x23768 x23769 x23770 x23771 x23772 x23773 x23774 x23775 x23776 x23777 x23778 x23779 -x23780 -x23781 -x23782 -x23783 -x23784 -x23785 -x23786 -x23787 -x23788 -x23789 -x23790 -x23791 -x23792 -x23793 -x23794 -x23795 -x23796 -x23797 -x23798 -x23799 -x23800 -x23801 -x23802 -x23803 -x23804 -x23805 -x23806 -x23807 -x23808 -x23809 -x23810 -x23811 -x23812 -x23813 -x23814 -x23815 -x23816 -x23817 -x23818 -x23819 -x23820 -x23821 -x23822 -x23823 -x23824 -x23825 -x23826 -x23827 -x23828 -x23829 -x23830 -x23831 -x23832 -x23833 -x23834 -x23835 -x23836 -x23837 -x23838 -x23839 -x23840 -x23841 -x23842 -x23843 -x23844 -x23845 -x23846 -x23847 -x23848 -x23849 -x23850 -x23851 -x23852 -x23853 -x23854 -x23855 -x23856 -x23857 -x23858 -x23859 -x23860 -x23861 -x23862 -x23863 -x23864 -x23865 -x23866 -x23867 -x23868 -x23869 -x23870 -x23871 -x23872 -x23873 -x23874 -x23875 -x23876 -x23877 -x23878 -x23879 -x23880 -x23881 -x23882 -x23883 -x23884 -x23885 -x23886 -x23887 -x23888 -x23889 -x23890 -x23891 -x23892 -x23893 -x23894 -x23895 -x23896 -x23897 -x23898 -x23899 -x23900 -x23901 -x23902 -x23903 -x23904 -x23905 -x23906 -x23907 -x23908 -x23909 -x23910 -x23911 -x23912 -x23913 -x23914 -x23915 -x23916 -x23917 -x23918 -x23919 -x23920 -x23921 -x23922 -x23923 -x23924 -x23925 -x23926 -x23927 -x23928 -x23929 -x23930 -x23931 -x23932 -x23933 -x23934 -x23935 -x23936 -x23937 -x23938 -x23939 -x23940 -x23941 -x23942 -x23943 -x23944 -x23945 -x23946 -x23947 -x23948 -x23949 -x23950 -x23951 -x23952 -x23953 -x23954 -x23955 -x23956 -x23957 -x23958 -x23959 -x23960 -x23961 -x23962 -x23963 -x23964 -x23965 -x23966 -x23967 -x23968 -x23969 -x23970 -x23971 -x23972 -x23973 -x23974 -x23975 -x23976 -x23977 -x23978 -x23979 -x23980 -x23981 -x23982 -x23983 -x23984 -x23985 -x23986 -x23987 -x23988 -x23989 -x23990 -x23991 -x23992 -x23993 -x23994 -x23995 -x23996 -x23997 -x23998 -x23999 -x24000 -x24001 -x24002 -x24003 -x24004 -x24005 -x24006 -x24007 -x24008 -x24009 -x24010 -x24011 -x24012 -x24013 -x24014 -x24015 -x24016 -x24017 -x24018 -x24019 -x24020 -x24021 -x24022 -x24023 -x24024 -x24025 -x24026 -x24027 -x24028 x24029 x24030 x24031 x24032 x24033 x24034 x24035 x24036 x24037 x24038 x24039 x24040 x24041 x24042 x24043 x24044 x24045 x24046 x24047 x24048 x24049 x24050 x24051 x24052 x24053 x24054 x24055 x24056 x24057 x24058 x24059 x24060 x24061 x24062 x24063 x24064 x24065 x24066 x24067 x24068 x24069 x24070 x24071 x24072 x24073 x24074 x24075 x24076 x24077 x24078 x24079 x24080 -x24081 -x24082 -x24083 -x24084 -x24085 -x24086 -x24087 -x24088 -x24089 -x24090 -x24091 -x24092 -x24093 -x24094 -x24095 -x24096 -x24097 -x24098 -x24099 -x24100 -x24101 -x24102 -x24103 -x24104 -x24105 -x24106 -x24107 -x24108 -x24109 -x24110 -x24111 -x24112 -x24113 -x24114 -x24115 -x24116 -x24117 -x24118 -x24119 -x24120 -x24121 -x24122 -x24123 -x24124 -x24125 -x24126 -x24127 -x24128 -x24129 -x24130 -x24131 -x24132 -x24133 -x24134 -x24135 -x24136 -x24137 -x24138 -x24139 -x24140 -x24141 -x24142 -x24143 -x24144 -x24145 -x24146 -x24147 -x24148 -x24149 -x24150 -x24151 -x24152 -x24153 -x24154 -x24155 -x24156 -x24157 -x24158 -x24159 -x24160 -x24161 -x24162 -x24163 -x24164 -x24165 -x24166 -x24167 -x24168 -x24169 -x24170 -x24171 -x24172 -x24173 -x24174 -x24175 -x24176 -x24177 -x24178 -x24179 -x24180 -x24181 -x24182 -x24183 -x24184 -x24185 -x24186 -x24187 -x24188 -x24189 -x24190 -x24191 -x24192 -x24193 -x24194 -x24195 -x24196 -x24197 -x24198 -x24199 -x24200 -x24201 -x24202 -x24203 -x24204 -x24205 -x24206 -x24207 -x24208 -x24209 -x24210 -x24211 -x24212 -x24213 -x24214 -x24215 -x24216 -x24217 -x24218 -x24219 -x24220 -x24221 -x24222 -x24223 -x24224 -x24225 -x24226 -x24227 -x24228 -x24229 -x24230 -x24231 -x24232 -x24233 -x24234 -x24235 -x24236 -x24237 -x24238 -x24239 -x24240 -x24241 -x24242 -x24243 -x24244 -x24245 -x24246 -x24247 -x24248 -x24249 -x24250 -x24251 -x24252 -x24253 -x24254 -x24255 -x24256 -x24257 -x24258 -x24259 -x24260 -x24261 -x24262 -x24263 -x24264 -x24265 -x24266 -x24267 -x24268 -x24269 -x24270 -x24271 -x24272 -x24273 -x24274 -x24275 -x24276 -x24277 -x24278 -x24279 -x24280 -x24281 -x24282 -x24283 -x24284 -x24285 -x24286 -x24287 -x24288 -x24289 -x24290 -x24291 -x24292 -x24293 -x24294 -x24295 -x24296 -x24297 -x24298 -x24299 -x24300 -x24301 -x24302 -x24303 -x24304 -x24305 -x24306 -x24307 -x24308 -x24309 -x24310 -x24311 -x24312 -x24313 -x24314 -x24315 -x24316 -x24317 -x24318 -x24319 -x24320 -x24321 -x24322 -x24323 -x24324 -x24325 -x24326 -x24327 -x24328 -x24329 -x24330 -x24331 -x24332 -x24333 -x24334 -x24335 -x24336 -x24337 -x24338 -x24339 -x24340 -x24341 x24342 x24343 x24344 x24345 x24346 x24347 x24348 x24349 x24350 x24351 x24352 x24353 x24354 x24355 x24356 x24357 x24358 x24359 x24360 x24361 x24362 x24363 x24364 x24365 x24366 x24367 x24368 x24369 x24370 x24371 x24372 x24373 x24374 x24375 x24376 x24377 x24378 x24379 x24380 x24381 -x24382 -x24383 -x24384 -x24385 -x24386 -x24387 -x24388 -x24389 -x24390 -x24391 -x24392 -x24393 -x24394 -x24395 -x24396 -x24397 -x24398 -x24399 -x24400 -x24401 -x24402 -x24403 -x24404 -x24405 -x24406 -x24407 -x24408 -x24409 -x24410 -x24411 -x24412 -x24413 -x24414 -x24415 -x24416 -x24417 -x24418 -x24419 -x24420 -x24421 -x24422 -x24423 -x24424 -x24425 -x24426 -x24427 -x24428 -x24429 -x24430 -x24431 -x24432 -x24433 -x24434 -x24435 -x24436 -x24437 -x24438 -x24439 -x24440 -x24441 -x24442 -x24443 -x24444 -x24445 -x24446 -x24447 -x24448 -x24449 -x24450 -x24451 -x24452 -x24453 -x24454 -x24455 -x24456 -x24457 -x24458 -x24459 -x24460 -x24461 -x24462 -x24463 -x24464 -x24465 -x24466 -x24467 -x24468 -x24469 -x24470 -x24471 -x24472 -x24473 -x24474 -x24475 -x24476 -x24477 -x24478 -x24479 -x24480 -x24481 -x24482 -x24483 -x24484 -x24485 -x24486 -x24487 -x24488 -x24489 -x24490 -x24491 -x24492 -x24493 -x24494 -x24495 -x24496 -x24497 -x24498 -x24499 -x24500 -x24501 -x24502 -x24503 -x24504 -x24505 -x24506 -x24507 -x24508 -x24509 -x24510 -x24511 -x24512 -x24513 -x24514 -x24515 -x24516 -x24517 -x24518 -x24519 -x24520 -x24521 -x24522 -x24523 -x24524 -x24525 -x24526 -x24527 -x24528 -x24529 -x24530 -x24531 -x24532 -x24533 -x24534 -x24535 -x24536 -x24537 -x24538 -x24539 -x24540 -x24541 -x24542 -x24543 -x24544 -x24545 -x24546 -x24547 -x24548 -x24549 -x24550 -x24551 -x24552 -x24553 -x24554 -x24555 -x24556 -x24557 -x24558 -x24559 -x24560 -x24561 -x24562 -x24563 -x24564 -x24565 -x24566 -x24567 -x24568 -x24569 -x24570 -x24571 -x24572 -x24573 -x24574 -x24575 -x24576 -x24577 -x24578 -x24579 -x24580 -x24581 -x24582 -x24583 -x24584 -x24585 -x24586 -x24587 -x24588 -x24589 -x24590 -x24591 -x24592 -x24593 -x24594 -x24595 -x24596 -x24597 -x24598 -x24599 -x24600 -x24601 -x24602 -x24603 -x24604 -x24605 -x24606 -x24607 -x24608 -x24609 -x24610 -x24611 -x24612 -x24613 -x24614 -x24615 -x24616 -x24617 -x24618 -x24619 -x24620 -x24621 -x24622 -x24623 -x24624 -x24625 -x24626 -x24627 -x24628 -x24629 -x24630 -x24631 -x24632 -x24633 -x24634 -x24635 -x24636 -x24637 -x24638 -x24639 x24640 x24641 x24642 x24643 x24644 x24645 x24646 x24647 x24648 x24649 x24650 x24651 x24652 x24653 x24654 x24655 x24656 x24657 x24658 x24659 x24660 x24661 x24662 x24663 x24664 x24665 x24666 x24667 x24668 x24669 x24670 x24671 x24672 x24673 x24674 x24675 x24676 x24677 x24678 x24679 x24680 x24681 x24682 -x24683 -x24684 -x24685 -x24686 -x24687 -x24688 -x24689 -x24690 -x24691 -x24692 -x24693 -x24694 -x24695 -x24696 -x24697 -x24698 -x24699 -x24700 -x24701 -x24702 -x24703 -x24704 -x24705 -x24706 -x24707 -x24708 -x24709 -x24710 -x24711 -x24712 -x24713 -x24714 -x24715 -x24716 -x24717 -x24718 -x24719 -x24720 -x24721 -x24722 -x24723 -x24724 -x24725 -x24726 -x24727 -x24728 -x24729 -x24730 -x24731 -x24732 -x24733 -x24734 -x24735 -x24736 -x24737 -x24738 -x24739 -x24740 -x24741 -x24742 -x24743 -x24744 -x24745 -x24746 -x24747 -x24748 -x24749 -x24750 -x24751 -x24752 -x24753 -x24754 -x24755 -x24756 -x24757 -x24758 -x24759 -x24760 -x24761 -x24762 -x24763 -x24764 -x24765 -x24766 -x24767 -x24768 -x24769 -x24770 -x24771 -x24772 -x24773 -x24774 -x24775 -x24776 -x24777 -x24778 -x24779 -x24780 -x24781 -x24782 -x24783 -x24784 -x24785 -x24786 -x24787 -x24788 -x24789 -x24790 -x24791 -x24792 -x24793 -x24794 -x24795 -x24796 -x24797 -x24798 -x24799 -x24800 -x24801 -x24802 -x24803 -x24804 -x24805 -x24806 -x24807 -x24808 -x24809 -x24810 -x24811 -x24812 -x24813 -x24814 -x24815 -x24816 -x24817 -x24818 -x24819 -x24820 -x24821 -x24822 -x24823 -x24824 -x24825 -x24826 -x24827 -x24828 -x24829 -x24830 -x24831 -x24832 -x24833 -x24834 -x24835 -x24836 -x24837 -x24838 -x24839 -x24840 -x24841 -x24842 -x24843 -x24844 -x24845 -x24846 -x24847 -x24848 -x24849 -x24850 -x24851 -x24852 -x24853 -x24854 -x24855 -x24856 -x24857 -x24858 -x24859 -x24860 -x24861 -x24862 -x24863 -x24864 -x24865 -x24866 -x24867 -x24868 -x24869 -x24870 -x24871 -x24872 -x24873 -x24874 -x24875 -x24876 -x24877 -x24878 -x24879 -x24880 -x24881 -x24882 -x24883 -x24884 -x24885 -x24886 -x24887 -x24888 -x24889 -x24890 -x24891 -x24892 -x24893 -x24894 -x24895 -x24896 -x24897 -x24898 -x24899 -x24900 -x24901 -x24902 -x24903 -x24904 -x24905 -x24906 -x24907 -x24908 -x24909 -x24910 -x24911 -x24912 -x24913 -x24914 -x24915 -x24916 -x24917 -x24918 -x24919 -x24920 -x24921 -x24922 -x24923 -x24924 -x24925 -x24926 -x24927 -x24928 -x24929 -x24930 -x24931 -x24932 -x24933 -x24934 -x24935 -x24936 -x24937 -x24938 -x24939 -x24940 -x24941 -x24942 -x24943 -x24944 -x24945 -x24946 -x24947 x24948 x24949 x24950 x24951 x24952 x24953 x24954 x24955 x24956 x24957 x24958 x24959 x24960 x24961 x24962 x24963 x24964 x24965 x24966 x24967 x24968 x24969 x24970 x24971 x24972 x24973 x24974 x24975 x24976 x24977 x24978 x24979 x24980 x24981 x24982 x24983 -x24984 -x24985 -x24986 -x24987 -x24988 -x24989 -x24990 -x24991 -x24992 -x24993 -x24994 -x24995 -x24996 -x24997 -x24998 -x24999 -x25000 -x25001 -x25002 -x25003 -x25004 -x25005 -x25006 -x25007 -x25008 -x25009 -x25010 -x25011 -x25012 -x25013 -x25014 -x25015 -x25016 -x25017 -x25018 -x25019 -x25020 -x25021 -x25022 -x25023 -x25024 -x25025 -x25026 -x25027 -x25028 -x25029 -x25030 -x25031 -x25032 -x25033 -x25034 -x25035 -x25036 -x25037 -x25038 -x25039 -x25040 -x25041 -x25042 -x25043 -x25044 -x25045 -x25046 -x25047 -x25048 -x25049 -x25050 -x25051 -x25052 -x25053 -x25054 -x25055 -x25056 -x25057 -x25058 -x25059 -x25060 -x25061 -x25062 -x25063 -x25064 -x25065 -x25066 -x25067 -x25068 -x25069 -x25070 -x25071 -x25072 -x25073 -x25074 -x25075 -x25076 -x25077 -x25078 -x25079 -x25080 -x25081 -x25082 -x25083 -x25084 -x25085 -x25086 -x25087 -x25088 -x25089 -x25090 -x25091 -x25092 -x25093 -x25094 -x25095 -x25096 -x25097 -x25098 -x25099 -x25100 -x25101 -x25102 -x25103 -x25104 -x25105 -x25106 -x25107 -x25108 -x25109 -x25110 -x25111 -x25112 -x25113 -x25114 -x25115 -x25116 -x25117 -x25118 -x25119 -x25120 -x25121 -x25122 -x25123 -x25124 -x25125 -x25126 -x25127 -x25128 -x25129 -x25130 -x25131 -x25132 -x25133 -x25134 -x25135 -x25136 -x25137 -x25138 -x25139 -x25140 -x25141 -x25142 -x25143 -x25144 -x25145 -x25146 -x25147 -x25148 -x25149 -x25150 -x25151 -x25152 -x25153 -x25154 -x25155 -x25156 -x25157 -x25158 -x25159 -x25160 -x25161 -x25162 -x25163 -x25164 -x25165 -x25166 -x25167 -x25168 -x25169 -x25170 -x25171 -x25172 -x25173 -x25174 -x25175 -x25176 -x25177 -x25178 -x25179 -x25180 -x25181 -x25182 -x25183 -x25184 -x25185 -x25186 -x25187 -x25188 -x25189 -x25190 -x25191 -x25192 -x25193 -x25194 -x25195 -x25196 -x25197 -x25198 -x25199 -x25200 -x25201 -x25202 -x25203 -x25204 -x25205 -x25206 -x25207 -x25208 -x25209 -x25210 -x25211 -x25212 -x25213 -x25214 -x25215 -x25216 -x25217 -x25218 -x25219 -x25220 -x25221 -x25222 -x25223 -x25224 -x25225 -x25226 -x25227 -x25228 -x25229 -x25230 -x25231 -x25232 -x25233 -x25234 -x25235 -x25236 -x25237 -x25238 -x25239 -x25240 -x25241 -x25242 -x25243 -x25244 -x25245 x25246 x25247 x25248 x25249 x25250 x25251 x25252 x25253 x25254 x25255 x25256 x25257 x25258 x25259 x25260 x25261 x25262 x25263 x25264 x25265 x25266 x25267 x25268 x25269 x25270 x25271 x25272 x25273 x25274 x25275 x25276 x25277 x25278 x25279 x25280 x25281 x25282 x25283 x25284 -x25285 -x25286 -x25287 -x25288 -x25289 -x25290 -x25291 -x25292 -x25293 -x25294 -x25295 -x25296 -x25297 -x25298 -x25299 -x25300 -x25301 -x25302 -x25303 -x25304 -x25305 -x25306 -x25307 -x25308 -x25309 -x25310 -x25311 -x25312 -x25313 -x25314 -x25315 -x25316 -x25317 -x25318 -x25319 -x25320 -x25321 -x25322 -x25323 -x25324 -x25325 -x25326 -x25327 -x25328 -x25329 -x25330 -x25331 -x25332 -x25333 -x25334 -x25335 -x25336 -x25337 -x25338 -x25339 -x25340 -x25341 -x25342 -x25343 -x25344 -x25345 -x25346 -x25347 -x25348 -x25349 -x25350 -x25351 -x25352 -x25353 -x25354 -x25355 -x25356 -x25357 -x25358 -x25359 -x25360 -x25361 -x25362 -x25363 -x25364 -x25365 -x25366 -x25367 -x25368 -x25369 -x25370 -x25371 -x25372 -x25373 -x25374 -x25375 -x25376 -x25377 -x25378 -x25379 -x25380 -x25381 -x25382 -x25383 -x25384 -x25385 -x25386 -x25387 -x25388 -x25389 -x25390 -x25391 -x25392 -x25393 -x25394 -x25395 -x25396 -x25397 -x25398 -x25399 -x25400 -x25401 -x25402 -x25403 -x25404 -x25405 -x25406 -x25407 -x25408 -x25409 -x25410 -x25411 -x25412 -x25413 -x25414 -x25415 -x25416 -x25417 -x25418 -x25419 -x25420 -x25421 -x25422 -x25423 -x25424 -x25425 -x25426 -x25427 -x25428 -x25429 -x25430 -x25431 -x25432 -x25433 -x25434 -x25435 -x25436 -x25437 -x25438 -x25439 -x25440 -x25441 -x25442 -x25443 -x25444 -x25445 -x25446 -x25447 -x25448 -x25449 -x25450 -x25451 -x25452 -x25453 -x25454 -x25455 -x25456 -x25457 -x25458 -x25459 -x25460 -x25461 -x25462 -x25463 -x25464 -x25465 -x25466 -x25467 -x25468 -x25469 -x25470 -x25471 -x25472 -x25473 -x25474 -x25475 -x25476 -x25477 -x25478 -x25479 -x25480 -x25481 -x25482 -x25483 -x25484 -x25485 -x25486 -x25487 -x25488 -x25489 -x25490 -x25491 -x25492 -x25493 -x25494 -x25495 -x25496 -x25497 -x25498 -x25499 -x25500 -x25501 -x25502 -x25503 -x25504 -x25505 -x25506 -x25507 -x25508 -x25509 -x25510 -x25511 -x25512 -x25513 -x25514 -x25515 -x25516 -x25517 -x25518 -x25519 -x25520 -x25521 -x25522 -x25523 -x25524 -x25525 -x25526 -x25527 -x25528 -x25529 -x25530 -x25531 -x25532 -x25533 -x25534 -x25535 -x25536 -x25537 -x25538 -x25539 -x25540 -x25541 -x25542 -x25543 -x25544 -x25545 x25546 x25547 x25548 x25549 x25550 x25551 x25552 x25553 x25554 x25555 x25556 x25557 x25558 x25559 x25560 x25561 x25562 x25563 x25564 x25565 x25566 x25567 x25568 x25569 x25570 x25571 x25572 x25573 x25574 x25575 x25576 x25577 x25578 x25579 x25580 x25581 x25582 x25583 x25584 x25585 -x25586 -x25587 -x25588 -x25589 -x25590 -x25591 -x25592 -x25593 -x25594 -x25595 -x25596 -x25597 -x25598 -x25599 -x25600 -x25601 -x25602 -x25603 -x25604 -x25605 -x25606 -x25607 -x25608 -x25609 -x25610 -x25611 -x25612 -x25613 -x25614 -x25615 -x25616 -x25617 -x25618 -x25619 -x25620 -x25621 -x25622 -x25623 -x25624 -x25625 -x25626 -x25627 -x25628 -x25629 -x25630 -x25631 -x25632 -x25633 -x25634 -x25635 -x25636 -x25637 -x25638 -x25639 -x25640 -x25641 -x25642 -x25643 -x25644 -x25645 -x25646 -x25647 -x25648 -x25649 -x25650 -x25651 -x25652 -x25653 -x25654 -x25655 -x25656 -x25657 -x25658 -x25659 -x25660 -x25661 -x25662 -x25663 -x25664 -x25665 -x25666 -x25667 -x25668 -x25669 -x25670 -x25671 -x25672 -x25673 -x25674 -x25675 -x25676 -x25677 -x25678 -x25679 -x25680 -x25681 -x25682 -x25683 -x25684 -x25685 -x25686 -x25687 -x25688 -x25689 -x25690 -x25691 -x25692 -x25693 -x25694 -x25695 -x25696 -x25697 -x25698 -x25699 -x25700 -x25701 -x25702 -x25703 -x25704 -x25705 -x25706 -x25707 -x25708 -x25709 -x25710 -x25711 -x25712 -x25713 -x25714 -x25715 -x25716 -x25717 -x25718 -x25719 -x25720 -x25721 -x25722 -x25723 -x25724 -x25725 -x25726 -x25727 -x25728 -x25729 -x25730 -x25731 -x25732 -x25733 -x25734 -x25735 -x25736 -x25737 -x25738 -x25739 -x25740 -x25741 -x25742 -x25743 -x25744 -x25745 -x25746 -x25747 -x25748 -x25749 -x25750 -x25751 -x25752 -x25753 -x25754 -x25755 -x25756 -x25757 -x25758 -x25759 -x25760 -x25761 -x25762 -x25763 -x25764 -x25765 -x25766 -x25767 -x25768 -x25769 -x25770 -x25771 -x25772 -x25773 -x25774 -x25775 -x25776 -x25777 -x25778 -x25779 -x25780 -x25781 -x25782 -x25783 -x25784 -x25785 -x25786 -x25787 -x25788 -x25789 -x25790 -x25791 -x25792 -x25793 -x25794 -x25795 -x25796 -x25797 -x25798 -x25799 -x25800 -x25801 -x25802 -x25803 -x25804 -x25805 -x25806 -x25807 -x25808 -x25809 -x25810 -x25811 -x25812 -x25813 -x25814 -x25815 -x25816 -x25817 -x25818 -x25819 -x25820 -x25821 -x25822 -x25823 -x25824 -x25825 -x25826 -x25827 -x25828 -x25829 -x25830 -x25831 -x25832 -x25833 -x25834 -x25835 -x25836 -x25837 -x25838 -x25839 -x25840 -x25841 -x25842 -x25843 -x25844 -x25845 -x25846 -x25847 -x25848 -x25849 -x25850 -x25851 x25852 x25853 x25854 x25855 x25856 x25857 x25858 x25859 x25860 x25861 x25862 x25863 x25864 x25865 x25866 x25867 x25868 x25869 x25870 x25871 x25872 x25873 x25874 x25875 x25876 x25877 x25878 x25879 x25880 x25881 x25882 x25883 x25884 x25885 x25886 -x25887 -x25888 -x25889 -x25890 -x25891 -x25892 -x25893 -x25894 -x25895 -x25896 -x25897 -x25898 -x25899 -x25900 -x25901 -x25902 -x25903 -x25904 -x25905 -x25906 -x25907 -x25908 -x25909 -x25910 -x25911 -x25912 -x25913 -x25914 -x25915 -x25916 -x25917 -x25918 -x25919 -x25920 -x25921 -x25922 -x25923 -x25924 -x25925 -x25926 -x25927 -x25928 -x25929 -x25930 -x25931 -x25932 -x25933 -x25934 -x25935 -x25936 -x25937 -x25938 -x25939 -x25940 -x25941 -x25942 -x25943 -x25944 -x25945 -x25946 -x25947 -x25948 -x25949 -x25950 -x25951 -x25952 -x25953 -x25954 -x25955 -x25956 -x25957 -x25958 -x25959 -x25960 -x25961 -x25962 -x25963 -x25964 -x25965 -x25966 -x25967 -x25968 -x25969 -x25970 -x25971 -x25972 -x25973 -x25974 -x25975 -x25976 -x25977 -x25978 -x25979 -x25980 -x25981 -x25982 -x25983 -x25984 -x25985 -x25986 -x25987 -x25988 -x25989 -x25990 -x25991 -x25992 -x25993 -x25994 -x25995 -x25996 -x25997 -x25998 -x25999 -x26000 -x26001 -x26002 -x26003 -x26004 -x26005 -x26006 -x26007 -x26008 -x26009 -x26010 -x26011 -x26012 -x26013 -x26014 -x26015 -x26016 -x26017 -x26018 -x26019 -x26020 -x26021 -x26022 -x26023 -x26024 -x26025 -x26026 -x26027 -x26028 -x26029 -x26030 -x26031 -x26032 -x26033 -x26034 -x26035 -x26036 -x26037 -x26038 -x26039 -x26040 -x26041 -x26042 -x26043 -x26044 -x26045 -x26046 -x26047 -x26048 -x26049 -x26050 -x26051 -x26052 -x26053 -x26054 -x26055 -x26056 -x26057 -x26058 -x26059 -x26060 -x26061 -x26062 -x26063 -x26064 -x26065 -x26066 -x26067 -x26068 -x26069 -x26070 -x26071 -x26072 -x26073 -x26074 -x26075 -x26076 -x26077 -x26078 -x26079 -x26080 -x26081 -x26082 -x26083 -x26084 -x26085 -x26086 -x26087 -x26088 -x26089 -x26090 -x26091 -x26092 -x26093 -x26094 -x26095 -x26096 -x26097 -x26098 -x26099 -x26100 -x26101 -x26102 -x26103 -x26104 -x26105 -x26106 -x26107 -x26108 -x26109 -x26110 -x26111 -x26112 -x26113 -x26114 -x26115 -x26116 -x26117 -x26118 -x26119 -x26120 -x26121 -x26122 -x26123 -x26124 -x26125 -x26126 -x26127 -x26128 -x26129 -x26130 -x26131 -x26132 -x26133 -x26134 -x26135 -x26136 -x26137 -x26138 -x26139 -x26140 -x26141 -x26142 -x26143 -x26144 -x26145 -x26146 -x26147 -x26148 -x26149 -x26150 -x26151 x26152 x26153 x26154 x26155 x26156 x26157 x26158 x26159 x26160 x26161 x26162 x26163 x26164 x26165 x26166 x26167 x26168 x26169 x26170 x26171 x26172 x26173 x26174 x26175 x26176 x26177 x26178 x26179 x26180 x26181 x26182 x26183 x26184 x26185 x26186 x26187 -x26188 -x26189 -x26190 -x26191 -x26192 -x26193 -x26194 -x26195 -x26196 -x26197 -x26198 -x26199 -x26200 -x26201 -x26202 -x26203 -x26204 -x26205 -x26206 -x26207 -x26208 -x26209 -x26210 -x26211 -x26212 -x26213 -x26214 -x26215 -x26216 -x26217 -x26218 -x26219 -x26220 -x26221 -x26222 -x26223 -x26224 -x26225 -x26226 -x26227 -x26228 -x26229 -x26230 -x26231 -x26232 -x26233 -x26234 -x26235 -x26236 -x26237 -x26238 -x26239 -x26240 -x26241 -x26242 -x26243 -x26244 -x26245 -x26246 -x26247 -x26248 -x26249 -x26250 -x26251 -x26252 -x26253 -x26254 -x26255 -x26256 -x26257 -x26258 -x26259 -x26260 -x26261 -x26262 -x26263 -x26264 -x26265 -x26266 -x26267 -x26268 -x26269 -x26270 -x26271 -x26272 -x26273 -x26274 -x26275 -x26276 -x26277 -x26278 -x26279 -x26280 -x26281 -x26282 -x26283 -x26284 -x26285 -x26286 -x26287 -x26288 -x26289 -x26290 -x26291 -x26292 -x26293 -x26294 -x26295 -x26296 -x26297 -x26298 -x26299 -x26300 -x26301 -x26302 -x26303 -x26304 -x26305 -x26306 -x26307 -x26308 -x26309 -x26310 -x26311 -x26312 -x26313 -x26314 -x26315 -x26316 -x26317 -x26318 -x26319 -x26320 -x26321 -x26322 -x26323 -x26324 -x26325 -x26326 -x26327 -x26328 -x26329 -x26330 -x26331 -x26332 -x26333 -x26334 -x26335 -x26336 -x26337 -x26338 -x26339 -x26340 -x26341 -x26342 -x26343 -x26344 -x26345 -x26346 -x26347 -x26348 -x26349 -x26350 -x26351 -x26352 -x26353 -x26354 -x26355 -x26356 -x26357 -x26358 -x26359 -x26360 -x26361 -x26362 -x26363 -x26364 -x26365 -x26366 -x26367 -x26368 -x26369 -x26370 -x26371 -x26372 -x26373 -x26374 -x26375 -x26376 -x26377 -x26378 -x26379 -x26380 -x26381 -x26382 -x26383 -x26384 -x26385 -x26386 -x26387 -x26388 -x26389 -x26390 -x26391 -x26392 -x26393 -x26394 -x26395 -x26396 -x26397 -x26398 -x26399 -x26400 -x26401 -x26402 -x26403 -x26404 -x26405 -x26406 -x26407 -x26408 -x26409 -x26410 -x26411 -x26412 -x26413 -x26414 -x26415 -x26416 -x26417 -x26418 -x26419 -x26420 -x26421 -x26422 -x26423 -x26424 -x26425 -x26426 -x26427 -x26428 -x26429 -x26430 -x26431 -x26432 -x26433 -x26434 -x26435 -x26436 -x26437 -x26438 -x26439 -x26440 -x26441 -x26442 -x26443 -x26444 -x26445 -x26446 -x26447 -x26448 -x26449 -x26450 -x26451 -x26452 x26453 x26454 x26455 x26456 x26457 x26458 x26459 x26460 x26461 x26462 x26463 x26464 x26465 x26466 x26467 x26468 x26469 x26470 x26471 x26472 x26473 x26474 x26475 x26476 x26477 x26478 x26479 x26480 x26481 x26482 x26483 x26484 x26485 x26486 x26487 x26488 -x26489 -x26490 -x26491 -x26492 -x26493 -x26494 -x26495 -x26496 -x26497 -x26498 -x26499 -x26500 -x26501 -x26502 -x26503 -x26504 -x26505 -x26506 -x26507 -x26508 -x26509 -x26510 -x26511 -x26512 -x26513 -x26514 -x26515 -x26516 -x26517 -x26518 -x26519 -x26520 -x26521 -x26522 -x26523 -x26524 -x26525 -x26526 -x26527 -x26528 -x26529 -x26530 -x26531 -x26532 -x26533 -x26534 -x26535 -x26536 -x26537 -x26538 -x26539 -x26540 -x26541 -x26542 -x26543 -x26544 -x26545 -x26546 -x26547 -x26548 -x26549 -x26550 -x26551 -x26552 -x26553 -x26554 -x26555 -x26556 -x26557 -x26558 -x26559 -x26560 -x26561 -x26562 -x26563 -x26564 -x26565 -x26566 -x26567 -x26568 -x26569 -x26570 -x26571 -x26572 -x26573 -x26574 -x26575 -x26576 -x26577 -x26578 -x26579 -x26580 -x26581 -x26582 -x26583 -x26584 -x26585 -x26586 -x26587 -x26588 -x26589 -x26590 -x26591 -x26592 -x26593 -x26594 -x26595 -x26596 -x26597 -x26598 -x26599 -x26600 -x26601 -x26602 -x26603 -x26604 -x26605 -x26606 -x26607 -x26608 -x26609 -x26610 -x26611 -x26612 -x26613 -x26614 -x26615 -x26616 -x26617 -x26618 -x26619 -x26620 -x26621 -x26622 -x26623 -x26624 -x26625 -x26626 -x26627 -x26628 -x26629 -x26630 -x26631 -x26632 -x26633 -x26634 -x26635 -x26636 -x26637 -x26638 -x26639 -x26640 -x26641 -x26642 -x26643 -x26644 -x26645 -x26646 -x26647 -x26648 -x26649 -x26650 -x26651 -x26652 -x26653 -x26654 -x26655 -x26656 -x26657 -x26658 -x26659 -x26660 -x26661 -x26662 -x26663 -x26664 -x26665 -x26666 -x26667 -x26668 -x26669 -x26670 -x26671 -x26672 -x26673 -x26674 -x26675 -x26676 -x26677 -x26678 -x26679 -x26680 -x26681 -x26682 -x26683 -x26684 -x26685 -x26686 -x26687 -x26688 -x26689 -x26690 -x26691 -x26692 -x26693 -x26694 -x26695 -x26696 -x26697 -x26698 -x26699 -x26700 -x26701 -x26702 -x26703 -x26704 -x26705 -x26706 -x26707 -x26708 -x26709 -x26710 -x26711 -x26712 -x26713 -x26714 -x26715 -x26716 -x26717 -x26718 -x26719 -x26720 -x26721 -x26722 -x26723 -x26724 -x26725 -x26726 -x26727 -x26728 -x26729 -x26730 -x26731 -x26732 -x26733 -x26734 -x26735 -x26736 -x26737 -x26738 -x26739 -x26740 -x26741 -x26742 -x26743 -x26744 -x26745 -x26746 -x26747 -x26748 -x26749 -x26750 -x26751 -x26752 -x26753 -x26754 -x26755 -x26756 -x26757 -x26758 x26759 x26760 x26761 x26762 x26763 x26764 x26765 x26766 x26767 x26768 x26769 x26770 x26771 x26772 x26773 x26774 x26775 x26776 x26777 x26778 x26779 x26780 x26781 x26782 x26783 x26784 x26785 x26786 x26787 x26788 x26789 -x26790 -x26791 -x26792 -x26793 -x26794 -x26795 -x26796 -x26797 -x26798 -x26799 -x26800 -x26801 -x26802 -x26803 -x26804 -x26805 -x26806 -x26807 -x26808 -x26809 -x26810 -x26811 -x26812 -x26813 -x26814 -x26815 -x26816 -x26817 -x26818 -x26819 -x26820 -x26821 -x26822 -x26823 -x26824 -x26825 -x26826 -x26827 -x26828 -x26829 -x26830 -x26831 -x26832 -x26833 -x26834 -x26835 -x26836 -x26837 -x26838 -x26839 -x26840 -x26841 -x26842 -x26843 -x26844 -x26845 -x26846 -x26847 -x26848 -x26849 -x26850 -x26851 -x26852 -x26853 -x26854 -x26855 -x26856 -x26857 -x26858 -x26859 -x26860 -x26861 -x26862 -x26863 -x26864 -x26865 -x26866 -x26867 -x26868 -x26869 -x26870 -x26871 -x26872 -x26873 -x26874 -x26875 -x26876 -x26877 -x26878 -x26879 -x26880 -x26881 -x26882 -x26883 -x26884 -x26885 -x26886 -x26887 -x26888 -x26889 -x26890 -x26891 -x26892 -x26893 -x26894 -x26895 -x26896 -x26897 -x26898 -x26899 -x26900 -x26901 -x26902 -x26903 -x26904 -x26905 -x26906 -x26907 -x26908 -x26909 -x26910 -x26911 -x26912 -x26913 -x26914 -x26915 -x26916 -x26917 -x26918 -x26919 -x26920 -x26921 -x26922 -x26923 -x26924 -x26925 -x26926 -x26927 -x26928 -x26929 -x26930 -x26931 -x26932 -x26933 -x26934 -x26935 -x26936 -x26937 -x26938 -x26939 -x26940 -x26941 -x26942 -x26943 -x26944 -x26945 -x26946 -x26947 -x26948 -x26949 -x26950 -x26951 -x26952 -x26953 -x26954 -x26955 -x26956 -x26957 -x26958 -x26959 -x26960 -x26961 -x26962 -x26963 -x26964 -x26965 -x26966 -x26967 -x26968 -x26969 -x26970 -x26971 -x26972 -x26973 -x26974 -x26975 -x26976 -x26977 -x26978 -x26979 -x26980 -x26981 -x26982 -x26983 -x26984 -x26985 -x26986 -x26987 -x26988 -x26989 -x26990 -x26991 -x26992 -x26993 -x26994 -x26995 -x26996 -x26997 -x26998 -x26999 -x27000 -x27001 -x27002 -x27003 -x27004 -x27005 -x27006 -x27007 -x27008 -x27009 -x27010 -x27011 -x27012 -x27013 -x27014 -x27015 -x27016 -x27017 -x27018 -x27019 -x27020 -x27021 -x27022 -x27023 -x27024 -x27025 -x27026 -x27027 -x27028 -x27029 -x27030 -x27031 -x27032 -x27033 -x27034 -x27035 -x27036 -x27037 -x27038 -x27039 -x27040 -x27041 -x27042 -x27043 -x27044 -x27045 -x27046 -x27047 -x27048 -x27049 -x27050 -x27051 -x27052 -x27053 -x27054 -x27055 -x27056 -x27057 -x27058 x27059 x27060 x27061 x27062 x27063 x27064 x27065 x27066 x27067 x27068 x27069 x27070 x27071 x27072 x27073 x27074 x27075 x27076 x27077 x27078 x27079 x27080 x27081 x27082 x27083 x27084 x27085 x27086 x27087 x27088 x27089 x27090 -x27091 -x27092 -x27093 -x27094 -x27095 -x27096 -x27097 -x27098 -x27099 -x27100 -x27101 -x27102 -x27103 -x27104 -x27105 -x27106 -x27107 -x27108 -x27109 -x27110 -x27111 -x27112 -x27113 -x27114 -x27115 -x27116 -x27117 -x27118 -x27119 -x27120 -x27121 -x27122 -x27123 -x27124 -x27125 -x27126 -x27127 -x27128 -x27129 -x27130 -x27131 -x27132 -x27133 -x27134 -x27135 -x27136 -x27137 -x27138 -x27139 -x27140 -x27141 -x27142 -x27143 -x27144 -x27145 -x27146 -x27147 -x27148 -x27149 -x27150 -x27151 -x27152 -x27153 -x27154 -x27155 -x27156 -x27157 -x27158 -x27159 -x27160 -x27161 -x27162 -x27163 -x27164 -x27165 -x27166 -x27167 -x27168 -x27169 -x27170 -x27171 -x27172 -x27173 -x27174 -x27175 -x27176 -x27177 -x27178 -x27179 -x27180 -x27181 -x27182 -x27183 -x27184 -x27185 -x27186 -x27187 -x27188 -x27189 -x27190 -x27191 -x27192 -x27193 -x27194 -x27195 -x27196 -x27197 -x27198 -x27199 -x27200 -x27201 -x27202 -x27203 -x27204 -x27205 -x27206 -x27207 -x27208 -x27209 -x27210 -x27211 -x27212 -x27213 -x27214 -x27215 -x27216 -x27217 -x27218 -x27219 -x27220 -x27221 -x27222 -x27223 -x27224 -x27225 -x27226 -x27227 -x27228 -x27229 -x27230 -x27231 -x27232 -x27233 -x27234 -x27235 -x27236 -x27237 -x27238 -x27239 -x27240 -x27241 -x27242 -x27243 -x27244 -x27245 -x27246 -x27247 -x27248 -x27249 -x27250 -x27251 -x27252 -x27253 -x27254 -x27255 -x27256 -x27257 -x27258 -x27259 -x27260 -x27261 -x27262 -x27263 -x27264 -x27265 -x27266 -x27267 -x27268 -x27269 -x27270 -x27271 -x27272 -x27273 -x27274 -x27275 -x27276 -x27277 -x27278 -x27279 -x27280 -x27281 -x27282 -x27283 -x27284 -x27285 -x27286 -x27287 -x27288 -x27289 -x27290 -x27291 -x27292 -x27293 -x27294 -x27295 -x27296 -x27297 -x27298 -x27299 -x27300 -x27301 -x27302 -x27303 -x27304 -x27305 -x27306 -x27307 -x27308 -x27309 -x27310 -x27311 -x27312 -x27313 -x27314 -x27315 -x27316 -x27317 -x27318 -x27319 -x27320 -x27321 -x27322 -x27323 -x27324 -x27325 -x27326 -x27327 -x27328 -x27329 -x27330 -x27331 -x27332 -x27333 -x27334 -x27335 -x27336 -x27337 -x27338 -x27339 -x27340 -x27341 -x27342 -x27343 -x27344 -x27345 -x27346 -x27347 -x27348 -x27349 -x27350 -x27351 -x27352 -x27353 -x27354 -x27355 -x27356 -x27357 -x27358 -x27359 -x27360 -x27361 -x27362 -x27363 -x27364 -x27365 -x27366 -x27367 -x27368 -x27369 x27370 x27371 x27372 x27373 x27374 x27375 x27376 x27377 x27378 x27379 x27380 x27381 x27382 x27383 x27384 x27385 x27386 x27387 x27388 x27389 x27390 x27391 -x27392 -x27393 -x27394 -x27395 -x27396 -x27397 -x27398 -x27399 -x27400 -x27401 -x27402 -x27403 -x27404 -x27405 x27406 x27407 x27408 x27409 x27410 x27411 x27412 x27413 x27414 x27415 -x27416 -x27417 -x27418 -x27419 -x27420 -x27421 -x27422 -x27423 -x27424 -x27425 -x27426 -x27427 -x27428 -x27429 -x27430 -x27431 -x27432 -x27433 -x27434 -x27435 -x27436 -x27437 -x27438 -x27439 -x27440 -x27441 -x27442 -x27443 -x27444 -x27445 -x27446 -x27447 -x27448 -x27449 -x27450 -x27451 -x27452 -x27453 -x27454 -x27455 -x27456 -x27457 -x27458 -x27459 -x27460 -x27461 -x27462 -x27463 -x27464 -x27465 -x27466 -x27467 -x27468 -x27469 -x27470 -x27471 -x27472 -x27473 -x27474 -x27475 -x27476 -x27477 -x27478 -x27479 -x27480 -x27481 -x27482 -x27483 -x27484 -x27485 -x27486 -x27487 -x27488 -x27489 -x27490 -x27491 -x27492 -x27493 -x27494 -x27495 -x27496 -x27497 -x27498 -x27499 -x27500 -x27501 -x27502 -x27503 -x27504 -x27505 -x27506 -x27507 -x27508 -x27509 -x27510 -x27511 -x27512 -x27513 -x27514 -x27515 -x27516 -x27517 -x27518 -x27519 -x27520 -x27521 -x27522 -x27523 -x27524 -x27525 -x27526 -x27527 -x27528 -x27529 -x27530 -x27531 -x27532 -x27533 -x27534 -x27535 -x27536 -x27537 -x27538 -x27539 -x27540 -x27541 -x27542 -x27543 -x27544 -x27545 -x27546 -x27547 -x27548 -x27549 -x27550 -x27551 -x27552 -x27553 -x27554 -x27555 -x27556 -x27557 -x27558 -x27559 -x27560 -x27561 -x27562 -x27563 -x27564 -x27565 -x27566 -x27567 -x27568 -x27569 -x27570 -x27571 -x27572 -x27573 -x27574 -x27575 -x27576 -x27577 -x27578 -x27579 -x27580 -x27581 -x27582 -x27583 -x27584 -x27585 -x27586 -x27587 -x27588 -x27589 -x27590 -x27591 -x27592 -x27593 -x27594 -x27595 -x27596 -x27597 -x27598 -x27599 -x27600 -x27601 -x27602 -x27603 -x27604 -x27605 -x27606 -x27607 -x27608 -x27609 -x27610 -x27611 -x27612 -x27613 -x27614 -x27615 -x27616 -x27617 -x27618 -x27619 -x27620 -x27621 -x27622 -x27623 -x27624 -x27625 -x27626 -x27627 -x27628 -x27629 -x27630 -x27631 -x27632 -x27633 -x27634 -x27635 -x27636 -x27637 -x27638 -x27639 -x27640 -x27641 -x27642 -x27643 -x27644 -x27645 -x27646 -x27647 -x27648 -x27649 -x27650 -x27651 -x27652 -x27653 -x27654 -x27655 -x27656 -x27657 -x27658 -x27659 -x27660 -x27661 -x27662 -x27663 -x27664 -x27665 -x27666 -x27667 -x27668 -x27669 -x27670 -x27671 -x27672 -x27673 -x27674 -x27675 -x27676 -x27677 -x27678 -x27679 -x27680 -x27681 -x27682 -x27683 -x27684 -x27685 -x27686 -x27687 -x27688 -x27689 -x27690 -x27691 -x27692 -x27693 -x27694 -x27695 -x27696 -x27697 -x27698 -x27699 -x27700 -x27701 -x27702 -x27703 -x27704 -x27705 -x27706 -x27707 -x27708 -x27709 -x27710 -x27711 -x27712 -x27713 -x27714 -x27715 -x27716 -x27717 -x27718 -x27719 -x27720 -x27721 -x27722 -x27723 -x27724 -x27725 -x27726 -x27727 -x27728 -x27729 -x27730 -x27731 -x27732 -x27733 -x27734 -x27735 -x27736 -x27737 -x27738 -x27739 -x27740 -x27741 -x27742 -x27743 -x27744 -x27745 x27746 x27747 x27748 x27749 x27750 x27751 x27752 x27753 x27754 -x27755 -x27756 -x27757 -x27758 -x27759 -x27760 -x27761 -x27762 -x27763 -x27764 -x27765 -x27766 -x27767 -x27768 -x27769 -x27770 -x27771 -x27772 -x27773 -x27774 -x27775 -x27776 -x27777 -x27778 -x27779 -x27780 -x27781 -x27782 -x27783 -x27784 -x27785 -x27786 -x27787 -x27788 -x27789 -x27790 -x27791 -x27792 -x27793 -x27794 -x27795 -x27796 -x27797 -x27798 -x27799 -x27800 -x27801 -x27802 -x27803 -x27804 -x27805 -x27806 -x27807 -x27808 -x27809 -x27810 -x27811 -x27812 -x27813 -x27814 -x27815 -x27816 -x27817 -x27818 -x27819 -x27820 -x27821 -x27822 -x27823 -x27824 -x27825 -x27826 -x27827 -x27828 -x27829 -x27830 -x27831 -x27832 -x27833 -x27834 -x27835 -x27836 -x27837 -x27838 -x27839 -x27840 -x27841 -x27842 -x27843 -x27844 -x27845 -x27846 -x27847 -x27848 -x27849 -x27850 -x27851 -x27852 -x27853 -x27854 -x27855 -x27856 -x27857 -x27858 -x27859 -x27860 -x27861 -x27862 -x27863 -x27864 -x27865 -x27866 -x27867 -x27868 -x27869 -x27870 -x27871 -x27872 -x27873 -x27874 -x27875 -x27876 -x27877 -x27878 -x27879 -x27880 -x27881 -x27882 -x27883 -x27884 -x27885 -x27886 -x27887 -x27888 -x27889 -x27890 -x27891 -x27892 -x27893 -x27894 -x27895 -x27896 -x27897 -x27898 -x27899 -x27900 -x27901 -x27902 -x27903 -x27904 -x27905 -x27906 -x27907 -x27908 -x27909 -x27910 -x27911 -x27912 -x27913 -x27914 -x27915 -x27916 -x27917 -x27918 -x27919 -x27920 -x27921 -x27922 -x27923 -x27924 -x27925 -x27926 -x27927 -x27928 -x27929 -x27930 -x27931 -x27932 -x27933 -x27934 -x27935 -x27936 -x27937 -x27938 -x27939 -x27940 -x27941 -x27942 -x27943 -x27944 -x27945 -x27946 -x27947 -x27948 -x27949 -x27950 -x27951 -x27952 -x27953 -x27954 -x27955 -x27956 -x27957 -x27958 -x27959 -x27960 -x27961 -x27962 -x27963 -x27964 -x27965 -x27966 -x27967 -x27968 -x27969 -x27970 -x27971 -x27972 -x27973 -x27974 -x27975 -x27976 -x27977 -x27978 -x27979 -x27980 -x27981 -x27982 -x27983 -x27984 -x27985 -x27986 -x27987 -x27988 -x27989 -x27990 -x27991 -x27992 -x27993 -x27994 -x27995 -x27996 -x27997 -x27998 -x27999 -x28000 -x28001 -x28002 -x28003 -x28004 -x28005 -x28006 -x28007 -x28008 -x28009 -x28010 -x28011 -x28012 -x28013 -x28014 -x28015 -x28016 -x28017 x28018 x28019 -x28020 -x28021 -x28022 -x28023 -x28024 -x28025 -x28026 -x28027 -x28028 -x28029 -x28030 -x28031 -x28032 -x28033 -x28034 -x28035 -x28036 -x28037 -x28038 -x28039 -x28040 -x28041 -x28042 -x28043 -x28044 -x28045 -x28046 -x28047 -x28048 -x28049 -x28050 -x28051 -x28052 -x28053 -x28054 -x28055 -x28056 -x28057 -x28058 -x28059 -x28060 -x28061 -x28062 -x28063 -x28064 -x28065 -x28066 -x28067 -x28068 -x28069 -x28070 -x28071 -x28072 -x28073 -x28074 -x28075 -x28076 -x28077 -x28078 -x28079 -x28080 -x28081 -x28082 -x28083 -x28084 -x28085 -x28086 -x28087 -x28088 -x28089 -x28090 -x28091 -x28092 -x28093 -x28094 -x28095 -x28096 -x28097 -x28098 -x28099 -x28100 -x28101 -x28102 -x28103 -x28104 -x28105 -x28106 -x28107 -x28108 -x28109 -x28110 -x28111 -x28112 -x28113 -x28114 -x28115 -x28116 -x28117 -x28118 -x28119 -x28120 -x28121 -x28122 -x28123 -x28124 -x28125 -x28126 -x28127 -x28128 -x28129 -x28130 -x28131 -x28132 -x28133 -x28134 -x28135 -x28136 -x28137 -x28138 -x28139 -x28140 -x28141 -x28142 -x28143 -x28144 -x28145 -x28146 -x28147 -x28148 -x28149 -x28150 -x28151 -x28152 -x28153 -x28154 -x28155 -x28156 -x28157 -x28158 -x28159 -x28160 -x28161 -x28162 -x28163 -x28164 -x28165 -x28166 -x28167 -x28168 -x28169 -x28170 -x28171 -x28172 -x28173 -x28174 -x28175 -x28176 -x28177 -x28178 -x28179 -x28180 -x28181 -x28182 -x28183 -x28184 -x28185 -x28186 -x28187 -x28188 -x28189 -x28190 -x28191 -x28192 -x28193 -x28194 -x28195 -x28196 -x28197 -x28198 -x28199 -x28200 -x28201 -x28202 -x28203 -x28204 -x28205 -x28206 -x28207 -x28208 -x28209 -x28210 -x28211 -x28212 -x28213 -x28214 -x28215 -x28216 -x28217 -x28218 -x28219 -x28220 -x28221 -x28222 -x28223 -x28224 -x28225 -x28226 -x28227 -x28228 -x28229 -x28230 -x28231 -x28232 -x28233 -x28234 -x28235 -x28236 -x28237 -x28238 -x28239 -x28240 -x28241 -x28242 -x28243 -x28244 -x28245 -x28246 -x28247 -x28248 -x28249 -x28250 -x28251 -x28252 -x28253 -x28254 -x28255 -x28256 -x28257 -x28258 -x28259 -x28260 -x28261 -x28262 -x28263 -x28264 -x28265 -x28266 -x28267 -x28268 -x28269 -x28270 -x28271 -x28272 -x28273 -x28274 -x28275 -x28276 -x28277 -x28278 -x28279 -x28280 -x28281 -x28282 -x28283 -x28284 -x28285 -x28286 -x28287 -x28288 -x28289 -x28290 -x28291 -x28292 -x28293 -x28294 -x28295 -x28296 -x28297 -x28298 -x28299 -x28300 -x28301 -x28302 -x28303 -x28304 -x28305 -x28306 -x28307 -x28308 -x28309 -x28310 -x28311 -x28312 -x28313 -x28314 -x28315 -x28316 -x28317 -x28318 -x28319 -x28320 x28321 x28322 x28323 x28324 x28325 x28326 x28327 x28328 x28329 x28330 -x28331 -x28332 -x28333 -x28334 -x28335 -x28336 -x28337 -x28338 -x28339 -x28340 -x28341 -x28342 -x28343 -x28344 -x28345 -x28346 -x28347 -x28348 -x28349 -x28350 -x28351 -x28352 -x28353 -x28354 -x28355 -x28356 -x28357 -x28358 -x28359 -x28360 -x28361 -x28362 -x28363 -x28364 -x28365 -x28366 -x28367 -x28368 -x28369 -x28370 -x28371 -x28372 -x28373 -x28374 -x28375 -x28376 -x28377 -x28378 -x28379 -x28380 -x28381 -x28382 -x28383 -x28384 -x28385 -x28386 -x28387 -x28388 -x28389 -x28390 -x28391 -x28392 -x28393 -x28394 -x28395 -x28396 -x28397 -x28398 -x28399 -x28400 -x28401 -x28402 -x28403 -x28404 -x28405 -x28406 -x28407 -x28408 -x28409 -x28410 -x28411 -x28412 -x28413 -x28414 -x28415 -x28416 -x28417 -x28418 -x28419 -x28420 -x28421 -x28422 -x28423 -x28424 -x28425 -x28426 -x28427 -x28428 -x28429 -x28430 -x28431 -x28432 -x28433 -x28434 -x28435 -x28436 -x28437 -x28438 -x28439 -x28440 -x28441 -x28442 -x28443 -x28444 -x28445 -x28446 -x28447 -x28448 -x28449 -x28450 -x28451 -x28452 -x28453 -x28454 -x28455 -x28456 -x28457 -x28458 -x28459 -x28460 -x28461 -x28462 -x28463 -x28464 -x28465 -x28466 -x28467 -x28468 -x28469 -x28470 -x28471 -x28472 -x28473 -x28474 -x28475 -x28476 -x28477 -x28478 -x28479 -x28480 -x28481 -x28482 -x28483 -x28484 -x28485 -x28486 -x28487 -x28488 -x28489 -x28490 -x28491 -x28492 -x28493 -x28494 -x28495 -x28496 -x28497 -x28498 -x28499 -x28500 -x28501 -x28502 -x28503 -x28504 -x28505 -x28506 -x28507 -x28508 -x28509 -x28510 -x28511 -x28512 -x28513 -x28514 -x28515 -x28516 -x28517 -x28518 -x28519 -x28520 -x28521 -x28522 -x28523 -x28524 -x28525 -x28526 -x28527 -x28528 -x28529 -x28530 -x28531 -x28532 -x28533 -x28534 -x28535 -x28536 -x28537 -x28538 -x28539 -x28540 -x28541 -x28542 -x28543 -x28544 -x28545 -x28546 -x28547 -x28548 -x28549 -x28550 -x28551 -x28552 -x28553 -x28554 -x28555 -x28556 -x28557 -x28558 -x28559 -x28560 -x28561 -x28562 -x28563 -x28564 -x28565 -x28566 -x28567 -x28568 -x28569 -x28570 -x28571 -x28572 -x28573 -x28574 -x28575 -x28576 -x28577 -x28578 -x28579 -x28580 -x28581 -x28582 -x28583 -x28584 -x28585 -x28586 -x28587 -x28588 -x28589 -x28590 -x28591 -x28592 -x28593 -x28594 -x28595 -x28596 -x28597 -x28598 -x28599 -x28600 -x28601 -x28602 -x28603 -x28604 -x28605 -x28606 -x28607 -x28608 -x28609 -x28610 -x28611 -x28612 -x28613 -x28614 -x28615 -x28616 -x28617 -x28618 -x28619 -x28620 -x28621 -x28622 -x28623 -x28624 -x28625 -x28626 -x28627 -x28628 -x28629 -x28630 -x28631 x28632 x28633 x28634 x28635 x28636 x28637 x28638 -x28639 -x28640 -x28641 -x28642 -x28643 -x28644 -x28645 -x28646 -x28647 -x28648 -x28649 -x28650 -x28651 -x28652 -x28653 -x28654 -x28655 -x28656 -x28657 -x28658 -x28659 -x28660 -x28661 -x28662 -x28663 -x28664 -x28665 -x28666 -x28667 -x28668 -x28669 -x28670 -x28671 -x28672 -x28673 -x28674 -x28675 -x28676 -x28677 -x28678 -x28679 -x28680 -x28681 -x28682 -x28683 -x28684 -x28685 -x28686 -x28687 -x28688 -x28689 -x28690 -x28691 -x28692 -x28693 -x28694 -x28695 -x28696 -x28697 -x28698 -x28699 -x28700 -x28701 -x28702 -x28703 -x28704 -x28705 -x28706 -x28707 -x28708 -x28709 -x28710 -x28711 -x28712 -x28713 -x28714 -x28715 -x28716 -x28717 -x28718 -x28719 -x28720 -x28721 -x28722 -x28723 -x28724 -x28725 -x28726 -x28727 -x28728 -x28729 -x28730 -x28731 -x28732 -x28733 -x28734 -x28735 -x28736 -x28737 -x28738 -x28739 -x28740 -x28741 -x28742 -x28743 -x28744 -x28745 -x28746 -x28747 -x28748 -x28749 -x28750 -x28751 -x28752 -x28753 -x28754 -x28755 -x28756 -x28757 -x28758 -x28759 -x28760 -x28761 -x28762 -x28763 -x28764 -x28765 -x28766 -x28767 -x28768 -x28769 -x28770 -x28771 -x28772 -x28773 -x28774 -x28775 -x28776 -x28777 -x28778 -x28779 -x28780 -x28781 -x28782 -x28783 -x28784 -x28785 -x28786 -x28787 -x28788 -x28789 -x28790 -x28791 -x28792 -x28793 -x28794 -x28795 -x28796 -x28797 -x28798 -x28799 -x28800 -x28801 -x28802 -x28803 -x28804 -x28805 -x28806 -x28807 -x28808 -x28809 -x28810 -x28811 -x28812 -x28813 -x28814 -x28815 -x28816 -x28817 -x28818 -x28819 -x28820 -x28821 -x28822 -x28823 -x28824 -x28825 -x28826 -x28827 -x28828 -x28829 -x28830 -x28831 -x28832 -x28833 -x28834 -x28835 -x28836 -x28837 -x28838 -x28839 -x28840 -x28841 -x28842 -x28843 -x28844 -x28845 -x28846 -x28847 -x28848 -x28849 -x28850 -x28851 -x28852 -x28853 -x28854 -x28855 -x28856 -x28857 -x28858 -x28859 -x28860 -x28861 -x28862 -x28863 -x28864 -x28865 -x28866 -x28867 -x28868 -x28869 -x28870 -x28871 -x28872 -x28873 -x28874 -x28875 -x28876 -x28877 -x28878 -x28879 -x28880 -x28881 -x28882 -x28883 -x28884 -x28885 -x28886 -x28887 -x28888 -x28889 -x28890 -x28891 -x28892 -x28893 -x28894 -x28895 -x28896 -x28897 -x28898 -x28899 -x28900 -x28901 -x28902 -x28903 -x28904 -x28905 -x28906 -x28907 -x28908 -x28909 -x28910 -x28911 -x28912 -x28913 -x28914 -x28915 -x28916 -x28917 -x28918 -x28919 -x28920 -x28921 -x28922 -x28923 -x28924 -x28925 -x28926 -x28927 -x28928 -x28929 -x28930 -x28931 -x28932 -x28933 -x28934 -x28935 -x28936 -x28937 -x28938 -x28939 -x28940 -x28941 x28942 x28943 x28944 x28945 -x28946 -x28947 -x28948 -x28949 -x28950 -x28951 -x28952 -x28953 -x28954 -x28955 -x28956 -x28957 -x28958 -x28959 -x28960 -x28961 -x28962 -x28963 -x28964 -x28965 -x28966 -x28967 -x28968 -x28969 -x28970 -x28971 -x28972 -x28973 -x28974 -x28975 -x28976 -x28977 -x28978 -x28979 -x28980 -x28981 -x28982 -x28983 -x28984 -x28985 -x28986 -x28987 -x28988 -x28989 -x28990 -x28991 -x28992 -x28993 -x28994 -x28995 -x28996 -x28997 -x28998 -x28999 -x29000 -x29001 -x29002 -x29003 -x29004 -x29005 -x29006 -x29007 -x29008 -x29009 -x29010 -x29011 -x29012 -x29013 -x29014 -x29015 -x29016 -x29017 -x29018 -x29019 -x29020 -x29021 -x29022 -x29023 -x29024 -x29025 -x29026 -x29027 -x29028 -x29029 -x29030 -x29031 -x29032 -x29033 -x29034 -x29035 -x29036 -x29037 -x29038 -x29039 -x29040 -x29041 -x29042 -x29043 -x29044 -x29045 -x29046 -x29047 -x29048 -x29049 -x29050 -x29051 -x29052 -x29053 -x29054 -x29055 -x29056 -x29057 -x29058 -x29059 -x29060 -x29061 -x29062 -x29063 -x29064 -x29065 -x29066 -x29067 -x29068 -x29069 -x29070 -x29071 -x29072 -x29073 -x29074 -x29075 -x29076 -x29077 -x29078 -x29079 -x29080 -x29081 -x29082 -x29083 -x29084 -x29085 -x29086 -x29087 -x29088 -x29089 -x29090 -x29091 -x29092 -x29093 -x29094 -x29095 -x29096 -x29097 -x29098 -x29099 -x29100 -x29101 -x29102 -x29103 -x29104 -x29105 -x29106 -x29107 -x29108 -x29109 -x29110 -x29111 -x29112 -x29113 -x29114 -x29115 -x29116 -x29117 -x29118 -x29119 -x29120 -x29121 -x29122 -x29123 -x29124 -x29125 -x29126 -x29127 -x29128 -x29129 -x29130 -x29131 -x29132 -x29133 -x29134 -x29135 -x29136 -x29137 -x29138 -x29139 -x29140 -x29141 -x29142 -x29143 -x29144 -x29145 -x29146 -x29147 -x29148 -x29149 -x29150 -x29151 -x29152 -x29153 -x29154 -x29155 -x29156 -x29157 -x29158 -x29159 -x29160 -x29161 -x29162 -x29163 -x29164 -x29165 -x29166 -x29167 -x29168 -x29169 -x29170 -x29171 -x29172 -x29173 -x29174 -x29175 -x29176 -x29177 -x29178 -x29179 -x29180 -x29181 -x29182 -x29183 -x29184 -x29185 -x29186 -x29187 -x29188 -x29189 -x29190 -x29191 -x29192 -x29193 -x29194 -x29195 -x29196 -x29197 -x29198 -x29199 -x29200 -x29201 -x29202 -x29203 -x29204 -x29205 -x29206 -x29207 -x29208 -x29209 -x29210 -x29211 -x29212 -x29213 -x29214 -x29215 -x29216 -x29217 -x29218 -x29219 -x29220 -x29221 -x29222 -x29223 -x29224 -x29225 -x29226 -x29227 -x29228 -x29229 -x29230 -x29231 -x29232 -x29233 -x29234 -x29235 -x29236 -x29237 -x29238 -x29239 -x29240 -x29241 -x29242 -x29243 -x29244 -x29245 -x29246 -x29247 -x29248 -x29249 -x29250 -x29251 -x29252 -x29253 -x29254 -x29255 -x29256 x29257 x29258 x29259 -x29260 -x29261 -x29262 -x29263 -x29264 -x29265 -x29266 -x29267 -x29268 -x29269 -x29270 -x29271 -x29272 -x29273 -x29274 -x29275 -x29276 -x29277 -x29278 -x29279 -x29280 -x29281 -x29282 -x29283 -x29284 -x29285 -x29286 -x29287 -x29288 -x29289 -x29290 -x29291 -x29292 -x29293 -x29294 -x29295 -x29296 -x29297 -x29298 -x29299 -x29300 -x29301 -x29302 -x29303 -x29304 -x29305 -x29306 -x29307 -x29308 -x29309 -x29310 -x29311 -x29312 -x29313 -x29314 -x29315 -x29316 -x29317 -x29318 -x29319 -x29320 -x29321 -x29322 -x29323 -x29324 -x29325 -x29326 -x29327 -x29328 -x29329 -x29330 -x29331 -x29332 -x29333 -x29334 -x29335 -x29336 -x29337 -x29338 -x29339 -x29340 -x29341 -x29342 -x29343 -x29344 -x29345 -x29346 -x29347 -x29348 -x29349 -x29350 -x29351 -x29352 -x29353 -x29354 -x29355 -x29356 -x29357 -x29358 -x29359 -x29360 -x29361 -x29362 -x29363 -x29364 -x29365 -x29366 -x29367 -x29368 -x29369 -x29370 -x29371 -x29372 -x29373 -x29374 -x29375 -x29376 -x29377 -x29378 -x29379 -x29380 -x29381 -x29382 -x29383 -x29384 -x29385 -x29386 -x29387 -x29388 -x29389 -x29390 -x29391 -x29392 -x29393 -x29394 -x29395 -x29396 -x29397 -x29398 -x29399 -x29400 -x29401 -x29402 -x29403 -x29404 -x29405 -x29406 -x29407 -x29408 -x29409 -x29410 -x29411 -x29412 -x29413 -x29414 -x29415 -x29416 -x29417 -x29418 -x29419 -x29420 -x29421 -x29422 -x29423 -x29424 -x29425 -x29426 -x29427 -x29428 -x29429 -x29430 -x29431 -x29432 -x29433 -x29434 -x29435 -x29436 -x29437 -x29438 -x29439 -x29440 -x29441 -x29442 -x29443 -x29444 -x29445 -x29446 -x29447 -x29448 -x29449 -x29450 -x29451 -x29452 -x29453 -x29454 -x29455 -x29456 -x29457 -x29458 -x29459 -x29460 -x29461 -x29462 -x29463 -x29464 -x29465 -x29466 -x29467 -x29468 -x29469 -x29470 -x29471 -x29472 -x29473 -x29474 -x29475 -x29476 -x29477 -x29478 -x29479 -x29480 -x29481 -x29482 -x29483 -x29484 -x29485 -x29486 -x29487 -x29488 -x29489 -x29490 -x29491 -x29492 -x29493 -x29494 -x29495 -x29496 -x29497 -x29498 -x29499 -x29500 -x29501 -x29502 -x29503 -x29504 -x29505 -x29506 -x29507 -x29508 -x29509 -x29510 -x29511 -x29512 -x29513 -x29514 -x29515 -x29516 -x29517 -x29518 -x29519 -x29520 -x29521 -x29522 -x29523 -x29524 -x29525 -x29526 -x29527 -x29528 -x29529 -x29530 -x29531 -x29532 -x29533 -x29534 -x29535 -x29536 -x29537 -x29538 -x29539 -x29540 -x29541 -x29542 -x29543 -x29544 -x29545 -x29546 -x29547 -x29548 -x29549 -x29550 -x29551 -x29552 -x29553 -x29554 -x29555 -x29556 -x29557 -x29558 -x29559 -x29560 -x29561 -x29562 -x29563 -x29564 -x29565 -x29566 -x29567 -x29568 -x29569 -x29570 -x29571 -x29572 -x29573 -x29574 -x29575 -x29576 -x29577 -x29578 -x29579 -x29580 -x29581 -x29582 -x29583 -x29584 -x29585 -x29586 -x29587 -x29588 -x29589 -x29590 -x29591 -x29592 -x29593 -x29594 -x29595 -x29596 -x29597 -x29598 -x29599 -x29600 -x29601 -x29602 -x29603 -x29604 -x29605 -x29606 -x29607 -x29608 -x29609 -x29610 -x29611 -x29612 -x29613 -x29614 -x29615 -x29616 -x29617 -x29618 -x29619 -x29620 -x29621 -x29622 -x29623 -x29624 -x29625 -x29626 -x29627 -x29628 -x29629 -x29630 -x29631 -x29632 -x29633 -x29634 -x29635 -x29636 -x29637 -x29638 -x29639 -x29640 -x29641 -x29642 -x29643 -x29644 -x29645 -x29646 -x29647 -x29648 -x29649 -x29650 -x29651 -x29652 -x29653 -x29654 -x29655 -x29656 -x29657 -x29658 -x29659 -x29660 -x29661 -x29662 -x29663 -x29664 -x29665 -x29666 -x29667 -x29668 -x29669 -x29670 -x29671 -x29672 -x29673 -x29674 -x29675 -x29676 -x29677 -x29678 -x29679 -x29680 -x29681 -x29682 x29683 x29684 x29685 x29686 x29687 x29688 x29689 x29690 -x29691 -x29692 -x29693 -x29694 -x29695 -x29696 -x29697 -x29698 -x29699 -x29700 -x29701 -x29702 -x29703 -x29704 -x29705 -x29706 -x29707 -x29708 -x29709 -x29710 -x29711 -x29712 -x29713 -x29714 -x29715 -x29716 -x29717 -x29718 -x29719 -x29720 -x29721 -x29722 -x29723 -x29724 -x29725 -x29726 -x29727 -x29728 -x29729 -x29730 -x29731 -x29732 -x29733 -x29734 -x29735 -x29736 -x29737 -x29738 -x29739 -x29740 -x29741 -x29742 -x29743 -x29744 -x29745 -x29746 -x29747 -x29748 -x29749 -x29750 -x29751 -x29752 -x29753 -x29754 -x29755 -x29756 -x29757 -x29758 -x29759 -x29760 -x29761 -x29762 -x29763 -x29764 -x29765 -x29766 -x29767 -x29768 -x29769 -x29770 -x29771 -x29772 -x29773 -x29774 -x29775 -x29776 -x29777 -x29778 -x29779 -x29780 -x29781 -x29782 -x29783 -x29784 -x29785 -x29786 -x29787 -x29788 -x29789 -x29790 -x29791 -x29792 -x29793 -x29794 -x29795 -x29796 -x29797 -x29798 -x29799 -x29800 -x29801 -x29802 -x29803 -x29804 -x29805 -x29806 -x29807 -x29808 -x29809 -x29810 -x29811 -x29812 -x29813 -x29814 -x29815 -x29816 -x29817 -x29818 -x29819 -x29820 -x29821 -x29822 -x29823 -x29824 -x29825 -x29826 -x29827 -x29828 -x29829 -x29830 -x29831 -x29832 -x29833 -x29834 -x29835 -x29836 -x29837 -x29838 -x29839 -x29840 -x29841 -x29842 -x29843 -x29844 -x29845 -x29846 -x29847 -x29848 -x29849 -x29850 -x29851 -x29852 -x29853 -x29854 -x29855 -x29856 -x29857 -x29858 -x29859 -x29860 -x29861 -x29862 -x29863 -x29864 -x29865 -x29866 -x29867 -x29868 -x29869 -x29870 -x29871 -x29872 -x29873 -x29874 -x29875 -x29876 -x29877 -x29878 -x29879 -x29880 -x29881 -x29882 -x29883 -x29884 -x29885 -x29886 -x29887 -x29888 -x29889 -x29890 -x29891 -x29892 -x29893 -x29894 -x29895 -x29896 -x29897 -x29898 -x29899 -x29900 -x29901 -x29902 -x29903 x29904 x29905 x29906 x29907 -x29908 -x29909 -x29910 -x29911 -x29912 -x29913 -x29914 -x29915 -x29916 -x29917 -x29918 -x29919 -x29920 -x29921 -x29922 -x29923 -x29924 -x29925 -x29926 -x29927 -x29928 -x29929 -x29930 -x29931 -x29932 -x29933 -x29934 -x29935 -x29936 -x29937 -x29938 -x29939 -x29940 -x29941 -x29942 -x29943 -x29944 -x29945 -x29946 -x29947 -x29948 -x29949 -x29950 -x29951 -x29952 -x29953 -x29954 -x29955 -x29956 -x29957 -x29958 -x29959 -x29960 -x29961 -x29962 -x29963 -x29964 -x29965 -x29966 -x29967 -x29968 -x29969 -x29970 -x29971 -x29972 -x29973 -x29974 -x29975 -x29976 -x29977 -x29978 -x29979 -x29980 -x29981 -x29982 -x29983 -x29984 -x29985 -x29986 -x29987 -x29988 -x29989 -x29990 -x29991 -x29992 -x29993 -x29994 -x29995 -x29996 -x29997 -x29998 -x29999 -x30000 -x30001 -x30002 -x30003 -x30004 -x30005 -x30006 -x30007 -x30008 -x30009 -x30010 -x30011 -x30012 -x30013 -x30014 -x30015 -x30016 -x30017 -x30018 -x30019 -x30020 -x30021 -x30022 -x30023 -x30024 -x30025 -x30026 -x30027 -x30028 -x30029 -x30030 -x30031 -x30032 -x30033 -x30034 -x30035 -x30036 -x30037 -x30038 -x30039 -x30040 -x30041 -x30042 -x30043 -x30044 -x30045 -x30046 -x30047 -x30048 -x30049 -x30050 -x30051 -x30052 -x30053 -x30054 -x30055 -x30056 -x30057 -x30058 -x30059 -x30060 -x30061 -x30062 -x30063 -x30064 -x30065 -x30066 -x30067 -x30068 -x30069 -x30070 -x30071 -x30072 -x30073 -x30074 -x30075 -x30076 -x30077 -x30078 -x30079 -x30080 -x30081 -x30082 -x30083 -x30084 -x30085 -x30086 -x30087 -x30088 -x30089 -x30090 -x30091 -x30092 -x30093 -x30094 -x30095 -x30096 -x30097 -x30098 -x30099 -x30100 -x30101 -x30102 -x30103 -x30104 -x30105 -x30106 -x30107 -x30108 -x30109 -x30110 -x30111 -x30112 -x30113 -x30114 -x30115 -x30116 -x30117 -x30118 -x30119 -x30120 -x30121 -x30122 -x30123 -x30124 -x30125 -x30126 -x30127 -x30128 -x30129 -x30130 -x30131 -x30132 -x30133 -x30134 -x30135 -x30136 -x30137 -x30138 -x30139 -x30140 -x30141 -x30142 -x30143 x30144 x30145 -x30146 -x30147 -x30148 -x30149 -x30150 -x30151 -x30152 -x30153 -x30154 -x30155 -x30156 -x30157 -x30158 -x30159 -x30160 -x30161 -x30162 -x30163 -x30164 -x30165 -x30166 -x30167 -x30168 -x30169 -x30170 -x30171 -x30172 -x30173 -x30174 -x30175 -x30176 -x30177 -x30178 -x30179 -x30180 -x30181 -x30182 -x30183 -x30184 -x30185 -x30186 -x30187 -x30188 -x30189 -x30190 -x30191 -x30192 -x30193 -x30194 -x30195 -x30196 -x30197 -x30198 -x30199 -x30200 -x30201 -x30202 -x30203 -x30204 -x30205 -x30206 -x30207 -x30208 -x30209 -x30210 -x30211 -x30212 -x30213 -x30214 -x30215 -x30216 -x30217 -x30218 -x30219 -x30220 -x30221 -x30222 -x30223 -x30224 -x30225 -x30226 -x30227 -x30228 -x30229 -x30230 -x30231 -x30232 -x30233 -x30234 -x30235 -x30236 -x30237 -x30238 -x30239 -x30240 -x30241 -x30242 -x30243 -x30244 -x30245 -x30246 -x30247 -x30248 -x30249 -x30250 -x30251 -x30252 -x30253 -x30254 -x30255 -x30256 -x30257 -x30258 -x30259 -x30260 -x30261 -x30262 -x30263 -x30264 -x30265 -x30266 -x30267 -x30268 -x30269 -x30270 -x30271 -x30272 -x30273 -x30274 -x30275 -x30276 -x30277 -x30278 -x30279 -x30280 -x30281 -x30282 -x30283 -x30284 -x30285 -x30286 -x30287 -x30288 -x30289 -x30290 -x30291 -x30292 -x30293 -x30294 -x30295 -x30296 -x30297 -x30298 -x30299 -x30300 -x30301 -x30302 -x30303 -x30304 -x30305 -x30306 -x30307 -x30308 -x30309 -x30310 -x30311 -x30312 -x30313 -x30314 -x30315 -x30316 -x30317 -x30318 -x30319 -x30320 -x30321 -x30322 -x30323 -x30324 -x30325 -x30326 -x30327 -x30328 -x30329 -x30330 -x30331 -x30332 -x30333 -x30334 -x30335 -x30336 -x30337 -x30338 -x30339 -x30340 -x30341 -x30342 -x30343 -x30344 -x30345 -x30346 -x30347 -x30348 -x30349 -x30350 -x30351 -x30352 -x30353 -x30354 -x30355 -x30356 -x30357 -x30358 -x30359 -x30360 -x30361 -x30362 -x30363 -x30364 -x30365 -x30366 -x30367 -x30368 -x30369 -x30370 -x30371 -x30372 -x30373 -x30374 -x30375 -x30376 -x30377 -x30378 -x30379 -x30380 -x30381 -x30382 -x30383 -x30384 -x30385 -x30386 -x30387 -x30388 -x30389 -x30390 -x30391 -x30392 -x30393 -x30394 -x30395 -x30396 -x30397 -x30398 -x30399 -x30400 -x30401 -x30402 -x30403 -x30404 -x30405 -x30406 -x30407 -x30408 -x30409 -x30410 -x30411 -x30412 -x30413 -x30414 -x30415 -x30416 -x30417 -x30418 -x30419 -x30420 -x30421 -x30422 -x30423 -x30424 -x30425 -x30426 -x30427 -x30428 -x30429 -x30430 -x30431 -x30432 -x30433 -x30434 -x30435 -x30436 -x30437 -x30438 -x30439 -x30440 -x30441 -x30442 -x30443 -x30444 -x30445 -x30446 -x30447 -x30448 -x30449 -x30450 -x30451 -x30452 -x30453 -x30454 -x30455 -x30456 -x30457 -x30458 -x30459 -x30460 -x30461 -x30462 -x30463 -x30464 -x30465 -x30466 -x30467 -x30468 -x30469 -x30470 -x30471 -x30472 -x30473 -x30474 -x30475 -x30476 -x30477 -x30478 -x30479 -x30480 -x30481 -x30482 -x30483 -x30484 -x30485 -x30486 -x30487 -x30488 -x30489 -x30490 -x30491 -x30492 -x30493 -x30494 -x30495 -x30496 -x30497 -x30498 -x30499 -x30500 -x30501 -x30502 -x30503 -x30504 -x30505 -x30506 -x30507 -x30508 -x30509 -x30510 -x30511 -x30512 -x30513 x30514 x30515 x30516 -x30517 -x30518 -x30519 -x30520 -x30521 -x30522 -x30523 -x30524 -x30525 -x30526 -x30527 -x30528 -x30529 -x30530 -x30531 -x30532 -x30533 -x30534 -x30535 -x30536 -x30537 -x30538 -x30539 -x30540 -x30541 -x30542 -x30543 -x30544 -x30545 -x30546 -x30547 -x30548 -x30549 -x30550 -x30551 -x30552 -x30553 -x30554 -x30555 -x30556 -x30557 -x30558 -x30559 -x30560 -x30561 -x30562 -x30563 -x30564 -x30565 -x30566 -x30567 -x30568 -x30569 -x30570 -x30571 -x30572 -x30573 -x30574 -x30575 -x30576 -x30577 -x30578 -x30579 -x30580 -x30581 -x30582 -x30583 -x30584 -x30585 -x30586 -x30587 -x30588 -x30589 -x30590 -x30591 -x30592 -x30593 -x30594 -x30595 -x30596 -x30597 -x30598 -x30599 -x30600 -x30601 -x30602 -x30603 -x30604 -x30605 -x30606 -x30607 -x30608 -x30609 -x30610 -x30611 -x30612 -x30613 -x30614 -x30615 -x30616 -x30617 -x30618 -x30619 -x30620 -x30621 -x30622 -x30623 -x30624 -x30625 -x30626 -x30627 -x30628 -x30629 -x30630 -x30631 -x30632 -x30633 -x30634 -x30635 -x30636 -x30637 -x30638 -x30639 -x30640 -x30641 -x30642 -x30643 -x30644 -x30645 -x30646 -x30647 -x30648 -x30649 -x30650 -x30651 -x30652 -x30653 -x30654 -x30655 -x30656 -x30657 -x30658 -x30659 -x30660 -x30661 -x30662 -x30663 -x30664 -x30665 -x30666 -x30667 -x30668 -x30669 -x30670 -x30671 -x30672 -x30673 -x30674 -x30675 -x30676 -x30677 -x30678 -x30679 -x30680 -x30681 -x30682 -x30683 -x30684 -x30685 -x30686 -x30687 -x30688 -x30689 -x30690 -x30691 -x30692 -x30693 -x30694 -x30695 -x30696 -x30697 -x30698 -x30699 -x30700 -x30701 -x30702 -x30703 -x30704 -x30705 -x30706 -x30707 -x30708 -x30709 -x30710 -x30711 -x30712 -x30713 -x30714 -x30715 -x30716 -x30717 -x30718 -x30719 -x30720 -x30721 -x30722 -x30723 -x30724 -x30725
ERROR: no interpretation found !
runsolver Copyright (C) 2010-2011 Olivier ROUSSEL This is runsolver version 3.3.1 (svn: 989) This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. command line: BIN/runsolver --timestamp -w /tmp/evaluation-result-3723897-1339252803/watcher-3723897-1339252803 -o /tmp/evaluation-result-3723897-1339252803/solver-3723897-1339252803 -C 1800 -W 1900 -M 15500 -d 10 minisat+_script HOME/instance-3723897-1339252803.opb running on 4 cores: 0,2,4,6 Enforcing CPUTime limit (soft limit, will send SIGTERM then SIGKILL): 1800 seconds Enforcing CPUTime limit (hard limit, will send SIGXCPU): 1830 seconds Enforcing wall clock limit (soft limit, will send SIGTERM then SIGKILL): 1900 seconds Enforcing VSIZE limit (soft limit, will send SIGTERM then SIGKILL): 15872000 KiB Enforcing VSIZE limit (hard limit, stack expansion will fail with SIGSEGV, brk() and mmap() will return ENOMEM): 15923200 KiB Current StackSize limit: 10240 KiB [startup+0 s] /proc/loadavg: 1.00 2.07 4.57 3/178 9560 /proc/meminfo: memFree=30168208/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [startup+0.0107419 s] /proc/loadavg: 1.00 2.07 4.57 3/178 9560 /proc/meminfo: memFree=30168208/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 Current children cumulated CPU time (s) 0 Current children cumulated vsize (KiB) 9148 [startup+0.100282 s] /proc/loadavg: 1.00 2.07 4.57 3/178 9560 /proc/meminfo: memFree=30168208/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 Current children cumulated CPU time (s) 0 Current children cumulated vsize (KiB) 9148 [startup+0.300281 s] /proc/loadavg: 1.00 2.07 4.57 3/178 9560 /proc/meminfo: memFree=30168208/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 Current children cumulated CPU time (s) 0 Current children cumulated vsize (KiB) 9148 [startup+0.700276 s] /proc/loadavg: 1.00 2.07 4.57 3/178 9560 /proc/meminfo: memFree=30168208/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 Current children cumulated CPU time (s) 0 Current children cumulated vsize (KiB) 9148 [startup+1.50038 s] /proc/loadavg: 1.08 2.07 4.55 3/180 9565 /proc/meminfo: memFree=29961844/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=190692 CPUtime=1.48 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 40074 0 0 0 136 12 0 0 20 0 1 0 391404714 195268608 44476 33554432000 4194304 5276501 140736972549472 140736972548376 4483680 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 47673 44476 149 265 0 47405 0 Current children cumulated CPU time (s) 1.48 Current children cumulated vsize (KiB) 199840 [startup+3.10034 s] /proc/loadavg: 1.08 2.07 4.55 3/180 9565 /proc/meminfo: memFree=29864724/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=194784 CPUtime=3.08 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 41105 0 0 0 296 12 0 0 20 0 1 0 391404714 199458816 45507 33554432000 4194304 5276501 140736972549472 140736972547720 4391577 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 48696 45507 149 265 0 48428 0 Current children cumulated CPU time (s) 3.08 Current children cumulated vsize (KiB) 203932 [startup+6.30035 s] /proc/loadavg: 1.08 2.07 4.55 3/180 9565 /proc/meminfo: memFree=29854556/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=198084 CPUtime=6.28 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 41939 0 0 0 616 12 0 0 20 0 1 0 391404714 202838016 46341 33554432000 4194304 5276501 140736972549472 140736972547656 4399816 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 49521 46341 149 265 0 49253 0 Current children cumulated CPU time (s) 6.28 Current children cumulated vsize (KiB) 207232 [startup+12.7004 s] /proc/loadavg: 1.22 2.07 4.53 3/180 9565 /proc/meminfo: memFree=29850372/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=199976 CPUtime=12.69 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 42406 0 0 0 1256 13 0 0 20 0 1 0 391404714 204775424 46808 33554432000 4194304 5276501 140736972549472 140736972547064 4400020 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 49994 46808 149 265 0 49726 0 Current children cumulated CPU time (s) 12.69 Current children cumulated vsize (KiB) 209124 [startup+25.5004 s] /proc/loadavg: 1.34 2.06 4.50 3/180 9565 /proc/meminfo: memFree=29845088/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=202608 CPUtime=25.48 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 43045 0 0 0 2535 13 0 0 20 0 1 0 391404714 207470592 47447 33554432000 4194304 5276501 140736972549472 140736972547464 4399816 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 50652 47447 149 265 0 50384 0 Current children cumulated CPU time (s) 25.48 Current children cumulated vsize (KiB) 211756 [startup+51.1004 s] /proc/loadavg: 1.56 2.06 4.43 3/180 9565 /proc/meminfo: memFree=29836112/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=207492 CPUtime=51.08 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 44284 0 0 0 5094 14 0 0 20 0 1 0 391404714 212471808 48686 33554432000 4194304 5276501 140736972549472 140736972547656 4400056 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 51873 48686 149 265 0 51605 0 Current children cumulated CPU time (s) 51.08 Current children cumulated vsize (KiB) 216640 [startup+102.307 s] /proc/loadavg: 1.82 2.05 4.29 3/179 9565 /proc/meminfo: memFree=29816340/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=216756 CPUtime=102.28 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 46547 0 0 0 10213 15 0 0 20 0 1 0 391404714 221958144 50949 33554432000 4194304 5276501 140736972549472 140736972547656 4399280 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 54189 50949 149 265 0 53921 0 Current children cumulated CPU time (s) 102.28 Current children cumulated vsize (KiB) 225904 [startup+162.3 s] /proc/loadavg: 1.93 2.04 4.14 3/179 9566 /proc/meminfo: memFree=29789104/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=230492 CPUtime=162.21 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 50018 0 0 0 16205 16 0 0 20 0 1 0 391404714 236023808 54381 33554432000 4194304 5276501 140736972549472 140736972547064 4399816 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 57623 54381 149 265 0 57355 0 Current children cumulated CPU time (s) 162.21 Current children cumulated vsize (KiB) 239640 [startup+222.3 s] /proc/loadavg: 1.97 2.03 4.01 3/179 9566 /proc/meminfo: memFree=29739900/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=245780 CPUtime=222.17 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 53810 0 0 0 22200 17 0 0 20 0 1 0 391404714 251678720 58432 33554432000 4194304 5276501 140736972549472 140736972547720 4395159 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 61445 58432 150 265 0 61177 0 Current children cumulated CPU time (s) 222.17 Current children cumulated vsize (KiB) 254928 [startup+282.3 s] /proc/loadavg: 2.02 2.03 3.88 3/179 9566 /proc/meminfo: memFree=29707072/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=260624 CPUtime=282.16 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 57619 0 0 0 28196 20 0 0 20 0 1 0 391404714 266878976 62604 33554432000 4194304 5276501 140736972549472 140736972547464 4399741 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 65156 62604 150 265 0 64888 0 Current children cumulated CPU time (s) 282.16 Current children cumulated vsize (KiB) 269772 [startup+342.3 s] /proc/loadavg: 2.01 2.02 3.76 3/179 9566 /proc/meminfo: memFree=29674380/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=275840 CPUtime=342.15 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 61311 0 0 0 34194 21 0 0 20 0 1 0 391404714 282460160 66296 33554432000 4194304 5276501 140736972549472 140736972547064 4399804 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 68960 66296 150 265 0 68692 0 Current children cumulated CPU time (s) 342.15 Current children cumulated vsize (KiB) 284988 [startup+402.3 s] /proc/loadavg: 2.11 2.05 3.66 3/179 9566 /proc/meminfo: memFree=29653044/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 ################ # More data... # ################ /proc/9564/statm: 103506 100842 151 265 0 103238 0 Current children cumulated CPU time (s) 1181.99 Current children cumulated vsize (KiB) 423172 [startup+1242.3 s] /proc/loadavg: 2.00 2.01 2.66 3/180 9576 /proc/meminfo: memFree=29372748/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=421700 CPUtime=1241.98 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 96099 0 0 0 124160 38 0 0 20 0 1 0 391404714 431820800 102763 33554432000 4194304 5276501 140736972549472 140736972547720 4399904 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 105425 102763 151 265 0 105157 0 Current children cumulated CPU time (s) 1241.98 Current children cumulated vsize (KiB) 430848 [startup+1302.3 s] /proc/loadavg: 2.00 2.01 2.62 3/180 9599 /proc/meminfo: memFree=29352408/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=431504 CPUtime=1301.98 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 98551 0 0 0 130159 39 0 0 20 0 1 0 391404714 441860096 105215 33554432000 4194304 5276501 140736972549472 140736972547656 4399860 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 107876 105215 151 265 0 107608 0 Current children cumulated CPU time (s) 1301.98 Current children cumulated vsize (KiB) 440652 [startup+1362.3 s] /proc/loadavg: 2.00 2.00 2.58 3/179 9600 /proc/meminfo: memFree=29332944/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1361.97 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100596 0 0 0 136157 40 0 0 20 0 1 0 391404714 450195456 107260 33554432000 4194304 5276501 140736972549472 140736972547720 4391549 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107260 151 265 0 109643 0 Current children cumulated CPU time (s) 1361.97 Current children cumulated vsize (KiB) 448792 [startup+1422.31 s] /proc/loadavg: 2.00 2.00 2.54 3/179 9600 /proc/meminfo: memFree=29325808/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1421.96 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100598 0 0 0 142156 40 0 0 20 0 1 0 391404714 450195456 107262 33554432000 4194304 5276501 140736972549472 140736972547720 4391563 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107262 151 265 0 109643 0 Current children cumulated CPU time (s) 1421.96 Current children cumulated vsize (KiB) 448792 [startup+1482.3 s] /proc/loadavg: 2.04 2.01 2.51 3/179 9600 /proc/meminfo: memFree=29325064/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1481.94 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100630 0 0 0 148154 40 0 0 20 0 1 0 391404714 450195456 107263 33554432000 4194304 5276501 140736972549472 140736972547720 4399816 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107263 151 265 0 109643 0 Current children cumulated CPU time (s) 1481.94 Current children cumulated vsize (KiB) 448792 [startup+1542.3 s] /proc/loadavg: 2.01 2.01 2.47 3/179 9600 /proc/meminfo: memFree=29325116/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1541.92 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100635 0 0 0 154152 40 0 0 20 0 1 0 391404714 450195456 107263 33554432000 4194304 5276501 140736972549472 140736972547720 4399860 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107263 151 265 0 109643 0 Current children cumulated CPU time (s) 1541.92 Current children cumulated vsize (KiB) 448792 [startup+1602.3 s] /proc/loadavg: 2.00 2.00 2.44 3/179 9600 /proc/meminfo: memFree=29325240/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1601.91 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100635 0 0 0 160151 40 0 0 20 0 1 0 391404714 450195456 107263 33554432000 4194304 5276501 140736972549472 140736972547720 4399816 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107263 151 265 0 109643 0 Current children cumulated CPU time (s) 1601.91 Current children cumulated vsize (KiB) 448792 [startup+1662.3 s] /proc/loadavg: 2.00 2.00 2.41 3/179 9601 /proc/meminfo: memFree=29325364/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=439644 CPUtime=1661.91 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 100635 0 0 0 166151 40 0 0 20 0 1 0 391404714 450195456 107263 33554432000 4194304 5276501 140736972549472 140736972547720 4397959 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 109911 107263 151 265 0 109643 0 Current children cumulated CPU time (s) 1661.91 Current children cumulated vsize (KiB) 448792 [startup+1722.3 s] /proc/loadavg: 2.07 2.03 2.39 3/179 9601 /proc/meminfo: memFree=29321624/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=441496 CPUtime=1721.9 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 101093 0 0 0 172150 40 0 0 20 0 1 0 391404714 452091904 107721 33554432000 4194304 5276501 140736972549472 140736972547720 4399850 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 110374 107721 151 265 0 110106 0 Current children cumulated CPU time (s) 1721.9 Current children cumulated vsize (KiB) 450644 [startup+1782.3 s] /proc/loadavg: 2.03 2.02 2.36 3/179 9601 /proc/meminfo: memFree=29321376/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=441496 CPUtime=1781.89 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 101093 0 0 0 178149 40 0 0 20 0 1 0 391404714 452091904 107721 33554432000 4194304 5276501 140736972549472 140736972547720 4391545 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 110374 107721 151 265 0 110106 0 Current children cumulated CPU time (s) 1781.89 Current children cumulated vsize (KiB) 450644 Maximum CPU time exceeded: sending SIGTERM then SIGKILL [startup+1800.5 s] /proc/loadavg: 2.02 2.02 2.36 2/177 9605 /proc/meminfo: memFree=29765056/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=442420 CPUtime=1800.09 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 101326 0 0 0 179969 40 0 0 20 0 1 0 391404714 453038080 107954 33554432000 4194304 5276501 140736972549472 140736972547064 4399913 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 110605 107954 151 265 0 110337 0 Current children cumulated CPU time (s) 1800.09 Current children cumulated vsize (KiB) 451568 Sending SIGTERM to process tree (bottom up) Sleeping 10 seconds Solver just ended. Dumping a history of the last processes samples [startup+1800.5 s] /proc/loadavg: 2.02 2.02 2.36 2/177 9605 /proc/meminfo: memFree=29765056/32873844 swapFree=7644/7644 [pid=9560] ppid=9558 vsize=9148 CPUtime=0 cores=0,2,4,6 /proc/9560/stat : 9560 (minisat+_script) S 9558 9560 8092 0 -1 4202496 381 553 0 0 0 0 0 0 20 0 1 0 391404714 9367552 275 33554432000 4194304 5064252 140736170976080 140736170974992 239237490254 0 65536 4100 65538 18446744071579302229 0 0 17 0 0 0 0 0 0 /proc/9560/statm: 2287 275 236 213 0 72 0 [pid=9564] ppid=9560 vsize=442420 CPUtime=1800.09 cores=0,2,4,6 /proc/9564/stat : 9564 (minisat+_64-bit) R 9560 9560 8092 0 -1 4202496 101326 0 0 0 179969 40 0 0 20 0 1 0 391404714 453038080 107954 33554432000 4194304 5276501 140736972549472 140736972547064 4399913 0 0 4096 16386 0 0 0 17 4 0 0 0 0 0 /proc/9564/statm: 110605 107954 151 265 0 110337 0 Current children cumulated CPU time (s) 1800.09 Current children cumulated vsize (KiB) 451568 Child ended because it received signal 15 (SIGTERM) # WARNING: # CPU time reported by wait4() is probably wrong ! # wait4(...,&childrusage) returns 9560 and gives # childrusage.ru_utime.tv_sec=0 # childrusage.ru_utime.tv_usec=0 # childrusage.ru_stime.tv_sec=0 # childrusage.ru_stime.tv_usec=1999 # CPU time returned by wait4() is 0.001999 # while last known CPU time is 1800.09 # # Solver probably didn't/couldn't wait for its children # Using CPU time of the last sample as value... Real time (s): 1800.51 CPU time (s): 1800.09 CPU user time (s): 1799.69 CPU system time (s): 0.4 CPU usage (%): 99.9766 Max. virtual memory (cumulated for all children) (KiB): 451568 getrusage(RUSAGE_CHILDREN,...) data: user time used= 0 system time used= 0.001999 maximum resident set size= 1100 integral shared memory size= 0 integral unshared data size= 0 integral unshared stack size= 0 page reclaims= 934 page faults= 0 swaps= 0 block input operations= 0 block output operations= 0 messages sent= 0 messages received= 0 signals received= 0 voluntary context switches= 9 involuntary context switches= 2 runsolver used 3.86441 second user time and 9.51155 second system time The end
Begin job on node147 at 2012-06-09 16:40:03 IDJOB=3723897 IDBENCH=77972 IDSOLVER=2307 FILE ID=node147/3723897-1339252803 RUNJOBID= node147-1339252803-9514 PBS_JOBID= 14644334 Free space on /tmp= 70532 MiB SOLVER NAME= minisatp 1.0-2-g022594c BENCH NAME= PB10/normalized-PB10/OPT-SMALLINT-LIN/oliveras/j90opt/normalized-j9041_1.std.opb COMMAND LINE= minisat+_script BENCHNAME CONVERSION SCRIPT= PBconversionToLinear BENCHNAME RUNSOLVER COMMAND LINE= BIN/runsolver --timestamp -w /tmp/evaluation-result-3723897-1339252803/watcher-3723897-1339252803 -o /tmp/evaluation-result-3723897-1339252803/solver-3723897-1339252803 -C 1800 -W 1900 -M 15500 -d 10 minisat+_script HOME/instance-3723897-1339252803.opb TIME LIMIT= 1800 seconds MEMORY LIMIT= 15500 MiB NBCORE= 4 MD5SUM BENCH= 3e6e3a1f87ab2abccb053e7d7cf5a2f2 RANDOM SEED=484605239 node147.alineos.net Linux 2.6.32-71.29.1.el6.x86_64 #1 SMP Mon Jun 27 19:49:27 BST 2011 /proc/cpuinfo: processor : 0 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 0 siblings : 4 core id : 0 cpu cores : 4 apicid : 0 initial apicid : 0 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5333.90 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 1 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 1 siblings : 4 core id : 0 cpu cores : 4 apicid : 16 initial apicid : 16 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 2 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 0 siblings : 4 core id : 1 cpu cores : 4 apicid : 2 initial apicid : 2 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.87 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 3 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 1 siblings : 4 core id : 1 cpu cores : 4 apicid : 18 initial apicid : 18 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 4 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 0 siblings : 4 core id : 2 cpu cores : 4 apicid : 4 initial apicid : 4 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 5 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 1 siblings : 4 core id : 2 cpu cores : 4 apicid : 20 initial apicid : 20 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 6 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 0 siblings : 4 core id : 3 cpu cores : 4 apicid : 6 initial apicid : 6 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: processor : 7 vendor_id : GenuineIntel cpu family : 6 model : 26 model name : Intel(R) Xeon(R) CPU X5550 @ 2.67GHz stepping : 5 cpu MHz : 2666.951 cache size : 8192 KB physical id : 1 siblings : 4 core id : 3 cpu cores : 4 apicid : 22 initial apicid : 22 fpu : yes fpu_exception : yes cpuid level : 11 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe syscall nx rdtscp lm constant_tsc arch_perfmon pebs bts rep_good xtopology nonstop_tsc aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm dca sse4_1 sse4_2 popcnt lahf_lm ida tpr_shadow vnmi flexpriority ept vpid bogomips : 5331.91 clflush size : 64 cache_alignment : 64 address sizes : 40 bits physical, 48 bits virtual power management: /proc/meminfo: MemTotal: 32873844 kB MemFree: 30200304 kB Buffers: 599888 kB Cached: 1127696 kB SwapCached: 2864 kB Active: 1200032 kB Inactive: 535596 kB Active(anon): 4724 kB Inactive(anon): 2768 kB Active(file): 1195308 kB Inactive(file): 532828 kB Unevictable: 7644 kB Mlocked: 7644 kB SwapTotal: 67108856 kB SwapFree: 67099888 kB Dirty: 15952 kB Writeback: 4 kB AnonPages: 11036 kB Mapped: 8744 kB Shmem: 0 kB Slab: 797032 kB SReclaimable: 237748 kB SUnreclaim: 559284 kB KernelStack: 1400 kB PageTables: 4028 kB NFS_Unstable: 0 kB Bounce: 0 kB WritebackTmp: 0 kB CommitLimit: 83545776 kB Committed_AS: 125984 kB VmallocTotal: 34359738367 kB VmallocUsed: 346368 kB VmallocChunk: 34341987984 kB HardwareCorrupted: 0 kB AnonHugePages: 0 kB HugePages_Total: 0 HugePages_Free: 0 HugePages_Rsvd: 0 HugePages_Surp: 0 Hugepagesize: 2048 kB DirectMap4k: 7872 kB DirectMap2M: 33538048 kB CONVERSION COMMAND LINE= PBconversionToLinear HOME/instance-3723897-1339252803.opb Free space on /tmp at the end= 70536 MiB End job on node147 at 2012-06-09 17:10:14