Madagascar 0.99999 25/02/2015 09:46:27 amd64 1-core (no VSIDS)
Options: file:/home/pluehne/Documents/ASP/pddl-instances/ipc-2011/domains/floor-tile-sequential-satisficing/domain.pddl file:/home/pluehne/Documents/ASP/pddl-instances/ipc-2011/domains/floor-tile-sequential-satisficing/instances/instance-10.pddlignoring --stats
ignoring --verbose
 -m 8192
Domain: floor-tile
Problem: prob010
Parser: 380 ground actions and 236 state variables
Invariants: 0 1 2 3 4 5  0.00 secs
Goal: conjunctive
Simplified: 376 ground actions and 144 state variables
Actions: STRIPS
Disabling graph %: 10 20 30 40 50 60 70 80 90 100 0.00 secs (max SCC size 2)
Plan type: E-step
				Allocated 32 MB permanent (total 123 MB)
Horizon 0: 144 variables
0 UNSAT (0 decisions 0 conflicts)
Horizon 5: 2744 variables
5 UNSAT (0 decisions 0 conflicts)
Horizon 10: 5344 variables
				Allocated 32 MB (total 385 MB)
10 UNSAT (10 decisions 9 conflicts)
Horizon 15: 7944 variables
SAT (95 decisions 26 conflicts)
PLAN FOUND: 15 steps
STEP 0.0: change-color(robot1,white,black) paint-up(robot2,tile_6-1,tile_5-1,black) up(robot1,tile_1-3,tile_2-3)
STEP 0.1: change-color(robot2,black,white) right(robot2,tile_5-1,tile_5-2)
STEP 1.0: change-color(robot1,black,white) paint-up(robot2,tile_6-2,tile_5-2,white) up(robot1,tile_2-3,tile_3-3)
STEP 1.1: change-color(robot2,white,black) right(robot2,tile_5-2,tile_5-3)
STEP 2.0: paint-up(robot2,tile_6-3,tile_5-3,black) up(robot1,tile_3-3,tile_4-3)
STEP 2.1: change-color(robot2,black,white) right(robot2,tile_5-3,tile_5-4)
STEP 3.0: paint-up(robot1,tile_5-3,tile_4-3,white) paint-up(robot2,tile_6-4,tile_5-4,white)
STEP 3.1: change-color(robot1,white,black) change-color(robot2,white,black) down(robot2,tile_5-4,tile_4-4) left(robot1,tile_4-3,tile_4-2)
STEP 4.0: paint-up(robot1,tile_5-2,tile_4-2,black) paint-up(robot2,tile_5-4,tile_4-4,black)
STEP 4.1: change-color(robot1,black,white) change-color(robot2,black,white) down(robot2,tile_4-4,tile_3-4) left(robot1,tile_4-2,tile_4-1)
STEP 5.0: paint-up(robot1,tile_5-1,tile_4-1,white) paint-up(robot2,tile_4-4,tile_3-4,white)
STEP 5.1: change-color(robot1,white,black) change-color(robot2,white,black) down(robot1,tile_4-1,tile_3-1) left(robot2,tile_3-4,tile_3-3)
STEP 6.0: paint-up(robot1,tile_4-1,tile_3-1,black) paint-up(robot2,tile_4-3,tile_3-3,black)
STEP 6.1: change-color(robot1,black,white) change-color(robot2,black,white) down(robot2,tile_3-3,tile_2-3) right(robot1,tile_3-1,tile_3-2)
STEP 7.0: change-color(robot2,white,black) left(robot2,tile_2-3,tile_2-2) paint-up(robot1,tile_4-2,tile_3-2,white)
STEP 7.1: right(robot1,tile_3-2,tile_3-3)
STEP 8.0: down(robot1,tile_3-3,tile_2-3) paint-up(robot2,tile_3-2,tile_2-2,black)
STEP 8.1: change-color(robot2,black,white) left(robot2,tile_2-2,tile_2-1)
STEP 9.0: paint-up(robot1,tile_3-3,tile_2-3,white) paint-up(robot2,tile_3-1,tile_2-1,white)
STEP 9.1: change-color(robot1,white,black) change-color(robot2,white,black) down(robot2,tile_2-1,tile_1-1) right(robot1,tile_2-3,tile_2-4)
STEP 10.0: paint-up(robot1,tile_3-4,tile_2-4,black) paint-up(robot2,tile_2-1,tile_1-1,black)
STEP 10.1: change-color(robot1,black,white) change-color(robot2,black,white) down(robot1,tile_2-4,tile_1-4) right(robot2,tile_1-1,tile_1-2)
STEP 11.0: paint-up(robot1,tile_2-4,tile_1-4,white) paint-up(robot2,tile_2-2,tile_1-2,white)
STEP 11.1: change-color(robot1,white,black) change-color(robot2,white,black) down(robot2,tile_1-2,tile_0-2) left(robot1,tile_1-4,tile_1-3)
STEP 12.0: paint-up(robot1,tile_2-3,tile_1-3,black) paint-up(robot2,tile_1-2,tile_0-2,black)
STEP 12.1: change-color(robot1,black,white) change-color(robot2,black,white) down(robot1,tile_1-3,tile_0-3) left(robot2,tile_0-2,tile_0-1)
STEP 13.0: paint-up(robot1,tile_1-3,tile_0-3,white) paint-up(robot2,tile_1-1,tile_0-1,white)
STEP 13.1: change-color(robot1,white,black) right(robot1,tile_0-3,tile_0-4)
STEP 14: paint-up(robot1,tile_1-4,tile_0-4,black)
75 actions in the plan.
Cost of the plan is 201.
total time 0.02 preprocess 0.00 
total size 538.000 MB
max. learned clause length 209
t val conflicts decisions
0 0 0 0
5 0 0 0
10 0 9 10
15 1 26 95