Identifier
Identifier
Values
{{1,2}} generating graphics... => 0
{{1},{2}} generating graphics... => 0
{{1,2,3}} generating graphics... => 0
{{1},{2,3}} generating graphics... => 0
{{1,3},{2}} generating graphics... => 2
{{1,2},{3}} generating graphics... => 1
{{1},{2},{3}} generating graphics... => 0
{{1,2,3,4}} generating graphics... => 0
{{1},{2,3,4}} generating graphics... => 0
{{1,3,4},{2}} generating graphics... => 3
{{1,2,4},{3}} generating graphics... => 3
{{1,2,3},{4}} generating graphics... => 2
{{1,2},{3,4}} generating graphics... => 1
{{1,3},{2,4}} generating graphics... => 2
{{1,4},{2,3}} generating graphics... => 2
{{1},{2},{3,4}} generating graphics... => 0
{{1},{2,4},{3}} generating graphics... => 3
{{1},{2,3},{4}} generating graphics... => 1
{{1,4},{2},{3}} generating graphics... => 3
{{1,3},{2},{4}} generating graphics... => 3
{{1,2},{3},{4}} generating graphics... => 2
{{1},{2},{3},{4}} generating graphics... => 0
{{1,2,3,4,5}} generating graphics... => 0
{{1},{2,3,4,5}} generating graphics... => 0
{{1,3,4,5},{2}} generating graphics... => 4
{{1,2,4,5},{3}} generating graphics... => 4
{{1,2,3,5},{4}} generating graphics... => 4
{{1,2,3,4},{5}} generating graphics... => 3
{{1,2},{3,4,5}} generating graphics... => 1
{{1,3},{2,4,5}} generating graphics... => 2
{{1,4},{2,3,5}} generating graphics... => 2
{{1,5},{2,3,4}} generating graphics... => 2
{{1,4,5},{2,3}} generating graphics... => 3
{{1,3,5},{2,4}} generating graphics... => 3
{{1,3,4},{2,5}} generating graphics... => 3
{{1,2,5},{3,4}} generating graphics... => 3
{{1,2,4},{3,5}} generating graphics... => 3
{{1,2,3},{4,5}} generating graphics... => 2
{{1},{2},{3,4,5}} generating graphics... => 0
{{1},{2,4,5},{3}} generating graphics... => 4
{{1},{2,3,5},{4}} generating graphics... => 4
{{1},{2,3,4},{5}} generating graphics... => 2
{{1,4,5},{2},{3}} generating graphics... => 5
{{1,3,5},{2},{4}} generating graphics... => 5
{{1,3,4},{2},{5}} generating graphics... => 5
{{1,2,5},{3},{4}} generating graphics... => 5
{{1,2,4},{3},{5}} generating graphics... => 5
{{1,2,3},{4},{5}} generating graphics... => 4
{{1},{2,3},{4,5}} generating graphics... => 1
{{1},{2,4},{3,5}} generating graphics... => 3
{{1},{2,5},{3,4}} generating graphics... => 3
{{1,3},{2},{4,5}} generating graphics... => 3
{{1,4},{2},{3,5}} generating graphics... => 3
{{1,5},{2},{3,4}} generating graphics... => 3
{{1,2},{3},{4,5}} generating graphics... => 2
{{1,4},{2,5},{3}} generating graphics... => 6
{{1,5},{2,4},{3}} generating graphics... => 6
{{1,2},{3,5},{4}} generating graphics... => 5
{{1,3},{2,5},{4}} generating graphics... => 6
{{1,5},{2,3},{4}} generating graphics... => 4
{{1,2},{3,4},{5}} generating graphics... => 3
{{1,3},{2,4},{5}} generating graphics... => 4
{{1,4},{2,3},{5}} generating graphics... => 4
{{1},{2},{3},{4,5}} generating graphics... => 0
{{1},{2},{3,5},{4}} generating graphics... => 4
{{1},{2},{3,4},{5}} generating graphics... => 1
{{1},{2,5},{3},{4}} generating graphics... => 4
{{1},{2,4},{3},{5}} generating graphics... => 4
{{1},{2,3},{4},{5}} generating graphics... => 2
{{1,5},{2},{3},{4}} generating graphics... => 4
{{1,4},{2},{3},{5}} generating graphics... => 4
{{1,3},{2},{4},{5}} generating graphics... => 4
{{1,2},{3},{4},{5}} generating graphics... => 3
{{1},{2},{3},{4},{5}} generating graphics... => 0
{{1,2,3,4,5,6}} generating graphics... => 0
{{1},{2,3,4,5,6}} generating graphics... => 0
{{1,3,4,5,6},{2}} generating graphics... => 5
{{1,2,4,5,6},{3}} generating graphics... => 5
{{1,2,3,5,6},{4}} generating graphics... => 5
{{1,2,3,4,6},{5}} generating graphics... => 5
{{1,2,3,4,5},{6}} generating graphics... => 4
{{1,2},{3,4,5,6}} generating graphics... => 1
{{1,3},{2,4,5,6}} generating graphics... => 2
{{1,4},{2,3,5,6}} generating graphics... => 2
{{1,5},{2,3,4,6}} generating graphics... => 2
{{1,6},{2,3,4,5}} generating graphics... => 2
{{1,4,5,6},{2,3}} generating graphics... => 4
{{1,3,5,6},{2,4}} generating graphics... => 4
{{1,3,4,6},{2,5}} generating graphics... => 4
{{1,3,4,5},{2,6}} generating graphics... => 4
{{1,2,5,6},{3,4}} generating graphics... => 4
{{1,2,4,6},{3,5}} generating graphics... => 4
{{1,2,4,5},{3,6}} generating graphics... => 4
{{1,2,3,6},{4,5}} generating graphics... => 4
{{1,2,3,5},{4,6}} generating graphics... => 4
{{1,2,3,4},{5,6}} generating graphics... => 3
{{1},{2},{3,4,5,6}} generating graphics... => 0
{{1},{2,4,5,6},{3}} generating graphics... => 5
{{1},{2,3,5,6},{4}} generating graphics... => 5
{{1},{2,3,4,6},{5}} generating graphics... => 5
{{1},{2,3,4,5},{6}} generating graphics... => 3
{{1,4,5,6},{2},{3}} generating graphics... => 7
{{1,3,5,6},{2},{4}} generating graphics... => 7
{{1,3,4,6},{2},{5}} generating graphics... => 7
{{1,3,4,5},{2},{6}} generating graphics... => 7
{{1,2,5,6},{3},{4}} generating graphics... => 7
{{1,2,4,6},{3},{5}} generating graphics... => 7
{{1,2,4,5},{3},{6}} generating graphics... => 7
{{1,2,3,6},{4},{5}} generating graphics... => 7
{{1,2,3,5},{4},{6}} generating graphics... => 7
{{1,2,3,4},{5},{6}} generating graphics... => 6
{{1,2,3},{4,5,6}} generating graphics... => 2
{{1,2,4},{3,5,6}} generating graphics... => 3
{{1,2,5},{3,4,6}} generating graphics... => 3
{{1,2,6},{3,4,5}} generating graphics... => 3
{{1,3,4},{2,5,6}} generating graphics... => 3
{{1,3,5},{2,4,6}} generating graphics... => 3
{{1,3,6},{2,4,5}} generating graphics... => 3
{{1,4,5},{2,3,6}} generating graphics... => 3
{{1,4,6},{2,3,5}} generating graphics... => 3
{{1,5,6},{2,3,4}} generating graphics... => 3
{{1},{2,3},{4,5,6}} generating graphics... => 1
{{1},{2,4},{3,5,6}} generating graphics... => 3
{{1},{2,5},{3,4,6}} generating graphics... => 3
{{1},{2,6},{3,4,5}} generating graphics... => 3
{{1},{2,5,6},{3,4}} generating graphics... => 4
{{1},{2,4,6},{3,5}} generating graphics... => 4
{{1},{2,4,5},{3,6}} generating graphics... => 4
{{1},{2,3,6},{4,5}} generating graphics... => 4
{{1},{2,3,5},{4,6}} generating graphics... => 4
{{1},{2,3,4},{5,6}} generating graphics... => 2
{{1,3},{2},{4,5,6}} generating graphics... => 3
{{1,4},{2},{3,5,6}} generating graphics... => 3
{{1,5},{2},{3,4,6}} generating graphics... => 3
{{1,6},{2},{3,4,5}} generating graphics... => 3
{{1,2},{3},{4,5,6}} generating graphics... => 2
{{1,2},{3,5,6},{4}} generating graphics... => 6
{{1,2},{3,4,6},{5}} generating graphics... => 6
{{1,2},{3,4,5},{6}} generating graphics... => 4
{{1,4},{2,5,6},{3}} generating graphics... => 7
{{1,5},{2,4,6},{3}} generating graphics... => 7
{{1,6},{2,4,5},{3}} generating graphics... => 7
{{1,3},{2,5,6},{4}} generating graphics... => 7
{{1,3},{2,4,6},{5}} generating graphics... => 7
{{1,3},{2,4,5},{6}} generating graphics... => 5
{{1,5},{2,3,6},{4}} generating graphics... => 7
{{1,6},{2,3,5},{4}} generating graphics... => 7
{{1,4},{2,3,6},{5}} generating graphics... => 7
{{1,4},{2,3,5},{6}} generating graphics... => 5
{{1,6},{2,3,4},{5}} generating graphics... => 5
{{1,5},{2,3,4},{6}} generating graphics... => 5
{{1,5,6},{2},{3,4}} generating graphics... => 5
{{1,4,6},{2},{3,5}} generating graphics... => 5
{{1,4,5},{2},{3,6}} generating graphics... => 5
{{1,3,6},{2},{4,5}} generating graphics... => 5
{{1,3,5},{2},{4,6}} generating graphics... => 5
{{1,3,4},{2},{5,6}} generating graphics... => 5
{{1,5,6},{2,4},{3}} generating graphics... => 8
{{1,4,6},{2,5},{3}} generating graphics... => 8
{{1,4,5},{2,6},{3}} generating graphics... => 8
{{1,5,6},{2,3},{4}} generating graphics... => 6
{{1,4,6},{2,3},{5}} generating graphics... => 6
{{1,4,5},{2,3},{6}} generating graphics... => 6
{{1,3,6},{2,5},{4}} generating graphics... => 8
{{1,3,5},{2,6},{4}} generating graphics... => 8
{{1,3,6},{2,4},{5}} generating graphics... => 6
{{1,3,5},{2,4},{6}} generating graphics... => 6
{{1,3,4},{2,6},{5}} generating graphics... => 8
{{1,3,4},{2,5},{6}} generating graphics... => 6
{{1,2,6},{3},{4,5}} generating graphics... => 5
{{1,2,5},{3},{4,6}} generating graphics... => 5
{{1,2,4},{3},{5,6}} generating graphics... => 5
{{1,2,6},{3,5},{4}} generating graphics... => 8
{{1,2,5},{3,6},{4}} generating graphics... => 8
{{1,2,6},{3,4},{5}} generating graphics... => 6
{{1,2,5},{3,4},{6}} generating graphics... => 6
{{1,2,4},{3,6},{5}} generating graphics... => 8
{{1,2,4},{3,5},{6}} generating graphics... => 6
{{1,2,3},{4},{5,6}} generating graphics... => 4
{{1,2,3},{4,6},{5}} generating graphics... => 7
{{1,2,3},{4,5},{6}} generating graphics... => 5
{{1},{2},{3},{4,5,6}} generating graphics... => 0
{{1},{2},{3,5,6},{4}} generating graphics... => 5
{{1},{2},{3,4,6},{5}} generating graphics... => 5
{{1},{2},{3,4,5},{6}} generating graphics... => 2
{{1},{2,5,6},{3},{4}} generating graphics... => 6
{{1},{2,4,6},{3},{5}} generating graphics... => 6
{{1},{2,4,5},{3},{6}} generating graphics... => 6
{{1},{2,3,6},{4},{5}} generating graphics... => 6
{{1},{2,3,5},{4},{6}} generating graphics... => 6
{{1},{2,3,4},{5},{6}} generating graphics... => 4
{{1,5,6},{2},{3},{4}} generating graphics... => 7
{{1,4,6},{2},{3},{5}} generating graphics... => 7
{{1,4,5},{2},{3},{6}} generating graphics... => 7
{{1,3,6},{2},{4},{5}} generating graphics... => 7
{{1,3,5},{2},{4},{6}} generating graphics... => 7
{{1,3,4},{2},{5},{6}} generating graphics... => 7
{{1,2,6},{3},{4},{5}} generating graphics... => 7
{{1,2,5},{3},{4},{6}} generating graphics... => 7
{{1,2,4},{3},{5},{6}} generating graphics... => 7
{{1,2,3},{4},{5},{6}} generating graphics... => 6
{{1,2},{3,4},{5,6}} generating graphics... => 3
{{1,2},{3,5},{4,6}} generating graphics... => 5
{{1,2},{3,6},{4,5}} generating graphics... => 5
{{1,3},{2,4},{5,6}} generating graphics... => 4
{{1,3},{2,5},{4,6}} generating graphics... => 6
{{1,3},{2,6},{4,5}} generating graphics... => 6
{{1,4},{2,3},{5,6}} generating graphics... => 4
{{1,4},{2,5},{3,6}} generating graphics... => 6
{{1,4},{2,6},{3,5}} generating graphics... => 6
{{1,5},{2,3},{4,6}} generating graphics... => 4
{{1,5},{2,4},{3,6}} generating graphics... => 6
{{1,5},{2,6},{3,4}} generating graphics... => 6
{{1,6},{2,3},{4,5}} generating graphics... => 4
{{1,6},{2,4},{3,5}} generating graphics... => 6
{{1,6},{2,5},{3,4}} generating graphics... => 6
{{1},{2},{3,4},{5,6}} generating graphics... => 1
{{1},{2},{3,5},{4,6}} generating graphics... => 4
{{1},{2},{3,6},{4,5}} generating graphics... => 4
{{1},{2,4},{3},{5,6}} generating graphics... => 4
{{1},{2,5},{3},{4,6}} generating graphics... => 4
{{1},{2,6},{3},{4,5}} generating graphics... => 4
{{1},{2,3},{4},{5,6}} generating graphics... => 2
{{1},{2,5},{3,6},{4}} generating graphics... => 8
{{1},{2,6},{3,5},{4}} generating graphics... => 8
{{1},{2,3},{4,6},{5}} generating graphics... => 6
{{1},{2,4},{3,6},{5}} generating graphics... => 8
{{1},{2,6},{3,4},{5}} generating graphics... => 5
{{1},{2,3},{4,5},{6}} generating graphics... => 3
{{1},{2,4},{3,5},{6}} generating graphics... => 5
{{1},{2,5},{3,4},{6}} generating graphics... => 5
{{1,4},{2},{3},{5,6}} generating graphics... => 4
{{1,5},{2},{3},{4,6}} generating graphics... => 4
{{1,6},{2},{3},{4,5}} generating graphics... => 4
{{1,3},{2},{4},{5,6}} generating graphics... => 4
{{1,5},{2},{3,6},{4}} generating graphics... => 8
{{1,6},{2},{3,5},{4}} generating graphics... => 8
{{1,3},{2},{4,6},{5}} generating graphics... => 8
{{1,4},{2},{3,6},{5}} generating graphics... => 8
{{1,6},{2},{3,4},{5}} generating graphics... => 5
{{1,3},{2},{4,5},{6}} generating graphics... => 5
{{1,4},{2},{3,5},{6}} generating graphics... => 5
{{1,5},{2},{3,4},{6}} generating graphics... => 5
{{1,2},{3},{4},{5,6}} generating graphics... => 3
{{1,5},{2,6},{3},{4}} generating graphics... => 8
{{1,6},{2,5},{3},{4}} generating graphics... => 8
{{1,2},{3},{4,6},{5}} generating graphics... => 7
{{1,4},{2,6},{3},{5}} generating graphics... => 8
{{1,6},{2,4},{3},{5}} generating graphics... => 8
{{1,2},{3},{4,5},{6}} generating graphics... => 4
{{1,4},{2,5},{3},{6}} generating graphics... => 8
{{1,5},{2,4},{3},{6}} generating graphics... => 8
{{1,2},{3,6},{4},{5}} generating graphics... => 7
{{1,3},{2,6},{4},{5}} generating graphics... => 8
{{1,6},{2,3},{4},{5}} generating graphics... => 6
{{1,2},{3,5},{4},{6}} generating graphics... => 7
{{1,3},{2,5},{4},{6}} generating graphics... => 8
{{1,5},{2,3},{4},{6}} generating graphics... => 6
{{1,2},{3,4},{5},{6}} generating graphics... => 5
{{1,3},{2,4},{5},{6}} generating graphics... => 6
{{1,4},{2,3},{5},{6}} generating graphics... => 6
{{1},{2},{3},{4},{5,6}} generating graphics... => 0
{{1},{2},{3},{4,6},{5}} generating graphics... => 5
{{1},{2},{3},{4,5},{6}} generating graphics... => 1
{{1},{2},{3,6},{4},{5}} generating graphics... => 5
{{1},{2},{3,5},{4},{6}} generating graphics... => 5
{{1},{2},{3,4},{5},{6}} generating graphics... => 2
{{1},{2,6},{3},{4},{5}} generating graphics... => 5
{{1},{2,5},{3},{4},{6}} generating graphics... => 5
{{1},{2,4},{3},{5},{6}} generating graphics... => 5
{{1},{2,3},{4},{5},{6}} generating graphics... => 3
{{1,6},{2},{3},{4},{5}} generating graphics... => 5
{{1,5},{2},{3},{4},{6}} generating graphics... => 5
{{1,4},{2},{3},{5},{6}} generating graphics... => 5
{{1,3},{2},{4},{5},{6}} generating graphics... => 5
{{1,2},{3},{4},{5},{6}} generating graphics... => 4
{{1},{2},{3},{4},{5},{6}} generating graphics... => 0
{{1,2,3,4,5,6,7}} generating graphics... => 0
{{1},{2,3,4,5,6,7}} generating graphics... => 0
{{1,3,4,5,6,7},{2}} generating graphics... => 6
{{1,2,4,5,6,7},{3}} generating graphics... => 6
{{1,2,3,5,6,7},{4}} generating graphics... => 6
{{1,2,3,4,6,7},{5}} generating graphics... => 6
{{1,2,3,4,5,7},{6}} generating graphics... => 6
{{1,2,3,4,5,6},{7}} generating graphics... => 5
{{1,2},{3,4,5,6,7}} generating graphics... => 1
{{1,3},{2,4,5,6,7}} generating graphics... => 2
{{1,4},{2,3,5,6,7}} generating graphics... => 2
{{1,5},{2,3,4,6,7}} generating graphics... => 2
{{1,6},{2,3,4,5,7}} generating graphics... => 2
{{1,7},{2,3,4,5,6}} generating graphics... => 2
{{1,4,5,6,7},{2,3}} generating graphics... => 5
{{1,3,5,6,7},{2,4}} generating graphics... => 5
{{1,3,4,6,7},{2,5}} generating graphics... => 5
{{1,3,4,5,7},{2,6}} generating graphics... => 5
{{1,3,4,5,6},{2,7}} generating graphics... => 5
{{1,2,5,6,7},{3,4}} generating graphics... => 5
{{1,2,4,6,7},{3,5}} generating graphics... => 5
{{1,2,4,5,7},{3,6}} generating graphics... => 5
{{1,2,4,5,6},{3,7}} generating graphics... => 5
{{1,2,3,6,7},{4,5}} generating graphics... => 5
{{1,2,3,5,7},{4,6}} generating graphics... => 5
{{1,2,3,5,6},{4,7}} generating graphics... => 5
{{1,2,3,4,7},{5,6}} generating graphics... => 5
{{1,2,3,4,6},{5,7}} generating graphics... => 5
{{1,2,3,4,5},{6,7}} generating graphics... => 4
{{1},{2},{3,4,5,6,7}} generating graphics... => 0
{{1},{2,4,5,6,7},{3}} generating graphics... => 6
{{1},{2,3,5,6,7},{4}} generating graphics... => 6
{{1},{2,3,4,6,7},{5}} generating graphics... => 6
{{1},{2,3,4,5,7},{6}} generating graphics... => 6
{{1},{2,3,4,5,6},{7}} generating graphics... => 4
{{1,4,5,6,7},{2},{3}} generating graphics... => 9
{{1,3,5,6,7},{2},{4}} generating graphics... => 9
{{1,3,4,6,7},{2},{5}} generating graphics... => 9
{{1,3,4,5,7},{2},{6}} generating graphics... => 9
{{1,3,4,5,6},{2},{7}} generating graphics... => 9
{{1,2,5,6,7},{3},{4}} generating graphics... => 9
{{1,2,4,6,7},{3},{5}} generating graphics... => 9
{{1,2,4,5,7},{3},{6}} generating graphics... => 9
{{1,2,4,5,6},{3},{7}} generating graphics... => 9
{{1,2,3,6,7},{4},{5}} generating graphics... => 9
{{1,2,3,5,7},{4},{6}} generating graphics... => 9
{{1,2,3,5,6},{4},{7}} generating graphics... => 9
{{1,2,3,4,7},{5},{6}} generating graphics... => 9
{{1,2,3,4,6},{5},{7}} generating graphics... => 9
{{1,2,3,4,5},{6},{7}} generating graphics... => 8
{{1,2,3},{4,5,6,7}} generating graphics... => 2
{{1,2,4},{3,5,6,7}} generating graphics... => 3
{{1,2,5},{3,4,6,7}} generating graphics... => 3
{{1,2,6},{3,4,5,7}} generating graphics... => 3
{{1,2,7},{3,4,5,6}} generating graphics... => 3
{{1,3,4},{2,5,6,7}} generating graphics... => 3
{{1,3,5},{2,4,6,7}} generating graphics... => 3
{{1,3,6},{2,4,5,7}} generating graphics... => 3
{{1,3,7},{2,4,5,6}} generating graphics... => 3
{{1,4,5},{2,3,6,7}} generating graphics... => 3
{{1,4,6},{2,3,5,7}} generating graphics... => 3
{{1,4,7},{2,3,5,6}} generating graphics... => 3
{{1,5,6},{2,3,4,7}} generating graphics... => 3
{{1,5,7},{2,3,4,6}} generating graphics... => 3
{{1,6,7},{2,3,4,5}} generating graphics... => 3
{{1,5,6,7},{2,3,4}} generating graphics... => 4
{{1,4,6,7},{2,3,5}} generating graphics... => 4
{{1,4,5,7},{2,3,6}} generating graphics... => 4
{{1,4,5,6},{2,3,7}} generating graphics... => 4
{{1,3,6,7},{2,4,5}} generating graphics... => 4
{{1,3,5,7},{2,4,6}} generating graphics... => 4
{{1,3,5,6},{2,4,7}} generating graphics... => 4
{{1,3,4,7},{2,5,6}} generating graphics... => 4
{{1,3,4,6},{2,5,7}} generating graphics... => 4
{{1,3,4,5},{2,6,7}} generating graphics... => 4
{{1,2,6,7},{3,4,5}} generating graphics... => 4
{{1,2,5,7},{3,4,6}} generating graphics... => 4
{{1,2,5,6},{3,4,7}} generating graphics... => 4
{{1,2,4,7},{3,5,6}} generating graphics... => 4
{{1,2,4,6},{3,5,7}} generating graphics... => 4
{{1,2,4,5},{3,6,7}} generating graphics... => 4
{{1,2,3,7},{4,5,6}} generating graphics... => 4
{{1,2,3,6},{4,5,7}} generating graphics... => 4
{{1,2,3,5},{4,6,7}} generating graphics... => 4
{{1,2,3,4},{5,6,7}} generating graphics... => 3
{{1},{2,3},{4,5,6,7}} generating graphics... => 1
{{1},{2,4},{3,5,6,7}} generating graphics... => 3
{{1},{2,5},{3,4,6,7}} generating graphics... => 3
{{1},{2,6},{3,4,5,7}} generating graphics... => 3
{{1},{2,7},{3,4,5,6}} generating graphics... => 3
{{1},{2,5,6,7},{3,4}} generating graphics... => 5
{{1},{2,4,6,7},{3,5}} generating graphics... => 5
{{1},{2,4,5,7},{3,6}} generating graphics... => 5
{{1},{2,4,5,6},{3,7}} generating graphics... => 5
{{1},{2,3,6,7},{4,5}} generating graphics... => 5
{{1},{2,3,5,7},{4,6}} generating graphics... => 5
{{1},{2,3,5,6},{4,7}} generating graphics... => 5
{{1},{2,3,4,7},{5,6}} generating graphics... => 5
{{1},{2,3,4,6},{5,7}} generating graphics... => 5
{{1},{2,3,4,5},{6,7}} generating graphics... => 3
{{1,3},{2},{4,5,6,7}} generating graphics... => 3
{{1,4},{2},{3,5,6,7}} generating graphics... => 3
{{1,5},{2},{3,4,6,7}} generating graphics... => 3
{{1,6},{2},{3,4,5,7}} generating graphics... => 3
{{1,7},{2},{3,4,5,6}} generating graphics... => 3
{{1,2},{3},{4,5,6,7}} generating graphics... => 2
{{1,2},{3,5,6,7},{4}} generating graphics... => 7
{{1,2},{3,4,6,7},{5}} generating graphics... => 7
{{1,2},{3,4,5,7},{6}} generating graphics... => 7
{{1,2},{3,4,5,6},{7}} generating graphics... => 5
{{1,4},{2,5,6,7},{3}} generating graphics... => 8
{{1,5},{2,4,6,7},{3}} generating graphics... => 8
{{1,6},{2,4,5,7},{3}} generating graphics... => 8
{{1,7},{2,4,5,6},{3}} generating graphics... => 8
{{1,3},{2,5,6,7},{4}} generating graphics... => 8
{{1,3},{2,4,6,7},{5}} generating graphics... => 8
{{1,3},{2,4,5,7},{6}} generating graphics... => 8
{{1,3},{2,4,5,6},{7}} generating graphics... => 6
{{1,5},{2,3,6,7},{4}} generating graphics... => 8
{{1,6},{2,3,5,7},{4}} generating graphics... => 8
{{1,7},{2,3,5,6},{4}} generating graphics... => 8
{{1,4},{2,3,6,7},{5}} generating graphics... => 8
{{1,4},{2,3,5,7},{6}} generating graphics... => 8
{{1,4},{2,3,5,6},{7}} generating graphics... => 6
{{1,6},{2,3,4,7},{5}} generating graphics... => 8
{{1,7},{2,3,4,6},{5}} generating graphics... => 8
{{1,5},{2,3,4,7},{6}} generating graphics... => 8
{{1,5},{2,3,4,6},{7}} generating graphics... => 6
{{1,7},{2,3,4,5},{6}} generating graphics... => 6
{{1,6},{2,3,4,5},{7}} generating graphics... => 6
{{1,5,6,7},{2},{3,4}} generating graphics... => 7
{{1,4,6,7},{2},{3,5}} generating graphics... => 7
{{1,4,5,7},{2},{3,6}} generating graphics... => 7
{{1,4,5,6},{2},{3,7}} generating graphics... => 7
{{1,3,6,7},{2},{4,5}} generating graphics... => 7
{{1,3,5,7},{2},{4,6}} generating graphics... => 7
{{1,3,5,6},{2},{4,7}} generating graphics... => 7
{{1,3,4,7},{2},{5,6}} generating graphics... => 7
{{1,3,4,6},{2},{5,7}} generating graphics... => 7
{{1,3,4,5},{2},{6,7}} generating graphics... => 7
{{1,5,6,7},{2,4},{3}} generating graphics... => 10
{{1,4,6,7},{2,5},{3}} generating graphics... => 10
{{1,4,5,7},{2,6},{3}} generating graphics... => 10
{{1,4,5,6},{2,7},{3}} generating graphics... => 10
{{1,5,6,7},{2,3},{4}} generating graphics... => 8
{{1,4,6,7},{2,3},{5}} generating graphics... => 8
{{1,4,5,7},{2,3},{6}} generating graphics... => 8
{{1,4,5,6},{2,3},{7}} generating graphics... => 8
{{1,3,6,7},{2,5},{4}} generating graphics... => 10
{{1,3,5,7},{2,6},{4}} generating graphics... => 10
{{1,3,5,6},{2,7},{4}} generating graphics... => 10
{{1,3,6,7},{2,4},{5}} generating graphics... => 8
{{1,3,5,7},{2,4},{6}} generating graphics... => 8
{{1,3,5,6},{2,4},{7}} generating graphics... => 8
{{1,3,4,7},{2,6},{5}} generating graphics... => 10
{{1,3,4,6},{2,7},{5}} generating graphics... => 10
{{1,3,4,7},{2,5},{6}} generating graphics... => 8
{{1,3,4,6},{2,5},{7}} generating graphics... => 8
{{1,3,4,5},{2,7},{6}} generating graphics... => 10
{{1,3,4,5},{2,6},{7}} generating graphics... => 8
{{1,2,6,7},{3},{4,5}} generating graphics... => 7
{{1,2,5,7},{3},{4,6}} generating graphics... => 7
{{1,2,5,6},{3},{4,7}} generating graphics... => 7
{{1,2,4,7},{3},{5,6}} generating graphics... => 7
{{1,2,4,6},{3},{5,7}} generating graphics... => 7
{{1,2,4,5},{3},{6,7}} generating graphics... => 7
{{1,2,6,7},{3,5},{4}} generating graphics... => 10
{{1,2,5,7},{3,6},{4}} generating graphics... => 10
{{1,2,5,6},{3,7},{4}} generating graphics... => 10
{{1,2,6,7},{3,4},{5}} generating graphics... => 8
{{1,2,5,7},{3,4},{6}} generating graphics... => 8
{{1,2,5,6},{3,4},{7}} generating graphics... => 8
{{1,2,4,7},{3,6},{5}} generating graphics... => 10
{{1,2,4,6},{3,7},{5}} generating graphics... => 10
{{1,2,4,7},{3,5},{6}} generating graphics... => 8
{{1,2,4,6},{3,5},{7}} generating graphics... => 8
{{1,2,4,5},{3,7},{6}} generating graphics... => 10
{{1,2,4,5},{3,6},{7}} generating graphics... => 8
{{1,2,3,7},{4},{5,6}} generating graphics... => 7
{{1,2,3,6},{4},{5,7}} generating graphics... => 7
{{1,2,3,5},{4},{6,7}} generating graphics... => 7
{{1,2,3,7},{4,6},{5}} generating graphics... => 10
{{1,2,3,6},{4,7},{5}} generating graphics... => 10
{{1,2,3,7},{4,5},{6}} generating graphics... => 8
{{1,2,3,6},{4,5},{7}} generating graphics... => 8
{{1,2,3,5},{4,7},{6}} generating graphics... => 10
{{1,2,3,5},{4,6},{7}} generating graphics... => 8
{{1,2,3,4},{5},{6,7}} generating graphics... => 6
{{1,2,3,4},{5,7},{6}} generating graphics... => 9
{{1,2,3,4},{5,6},{7}} generating graphics... => 7
{{1},{2},{3},{4,5,6,7}} generating graphics... => 0
{{1},{2},{3,5,6,7},{4}} generating graphics... => 6
{{1},{2},{3,4,6,7},{5}} generating graphics... => 6
{{1},{2},{3,4,5,7},{6}} generating graphics... => 6
{{1},{2},{3,4,5,6},{7}} generating graphics... => 3
{{1},{2,5,6,7},{3},{4}} generating graphics... => 8
{{1},{2,4,6,7},{3},{5}} generating graphics... => 8
{{1},{2,4,5,7},{3},{6}} generating graphics... => 8
{{1},{2,4,5,6},{3},{7}} generating graphics... => 8
{{1},{2,3,6,7},{4},{5}} generating graphics... => 8
{{1},{2,3,5,7},{4},{6}} generating graphics... => 8
{{1},{2,3,5,6},{4},{7}} generating graphics... => 8
{{1},{2,3,4,7},{5},{6}} generating graphics... => 8
{{1},{2,3,4,6},{5},{7}} generating graphics... => 8
{{1},{2,3,4,5},{6},{7}} generating graphics... => 6
{{1,5,6,7},{2},{3},{4}} generating graphics... => 10
{{1,4,6,7},{2},{3},{5}} generating graphics... => 10
{{1,4,5,7},{2},{3},{6}} generating graphics... => 10
{{1,4,5,6},{2},{3},{7}} generating graphics... => 10
{{1,3,6,7},{2},{4},{5}} generating graphics... => 10
{{1,3,5,7},{2},{4},{6}} generating graphics... => 10
{{1,3,5,6},{2},{4},{7}} generating graphics... => 10
{{1,3,4,7},{2},{5},{6}} generating graphics... => 10
{{1,3,4,6},{2},{5},{7}} generating graphics... => 10
{{1,3,4,5},{2},{6},{7}} generating graphics... => 10
{{1,2,6,7},{3},{4},{5}} generating graphics... => 10
{{1,2,5,7},{3},{4},{6}} generating graphics... => 10
{{1,2,5,6},{3},{4},{7}} generating graphics... => 10
{{1,2,4,7},{3},{5},{6}} generating graphics... => 10
{{1,2,4,6},{3},{5},{7}} generating graphics... => 10
{{1,2,4,5},{3},{6},{7}} generating graphics... => 10
{{1,2,3,7},{4},{5},{6}} generating graphics... => 10
{{1,2,3,6},{4},{5},{7}} generating graphics... => 10
{{1,2,3,5},{4},{6},{7}} generating graphics... => 10
{{1,2,3,4},{5},{6},{7}} generating graphics... => 9
{{1},{2,3,4},{5,6,7}} generating graphics... => 2
{{1},{2,3,5},{4,6,7}} generating graphics... => 4
{{1},{2,3,6},{4,5,7}} generating graphics... => 4
{{1},{2,3,7},{4,5,6}} generating graphics... => 4
{{1},{2,4,5},{3,6,7}} generating graphics... => 4
{{1},{2,4,6},{3,5,7}} generating graphics... => 4
{{1},{2,4,7},{3,5,6}} generating graphics... => 4
{{1},{2,5,6},{3,4,7}} generating graphics... => 4
{{1},{2,5,7},{3,4,6}} generating graphics... => 4
{{1},{2,6,7},{3,4,5}} generating graphics... => 4
{{1,3,4},{2},{5,6,7}} generating graphics... => 5
{{1,3,5},{2},{4,6,7}} generating graphics... => 5
{{1,3,6},{2},{4,5,7}} generating graphics... => 5
{{1,3,7},{2},{4,5,6}} generating graphics... => 5
{{1,4,5},{2},{3,6,7}} generating graphics... => 5
{{1,4,6},{2},{3,5,7}} generating graphics... => 5
{{1,4,7},{2},{3,5,6}} generating graphics... => 5
{{1,5,6},{2},{3,4,7}} generating graphics... => 5
{{1,5,7},{2},{3,4,6}} generating graphics... => 5
{{1,6,7},{2},{3,4,5}} generating graphics... => 5
{{1,2,4},{3},{5,6,7}} generating graphics... => 5
{{1,2,5},{3},{4,6,7}} generating graphics... => 5
{{1,2,6},{3},{4,5,7}} generating graphics... => 5
{{1,2,7},{3},{4,5,6}} generating graphics... => 5
{{1,4,5},{2,6,7},{3}} generating graphics... => 9
{{1,4,6},{2,5,7},{3}} generating graphics... => 9
{{1,4,7},{2,5,6},{3}} generating graphics... => 9
{{1,5,6},{2,4,7},{3}} generating graphics... => 9
{{1,5,7},{2,4,6},{3}} generating graphics... => 9
{{1,6,7},{2,4,5},{3}} generating graphics... => 9
{{1,2,3},{4},{5,6,7}} generating graphics... => 4
{{1,2,5},{3,6,7},{4}} generating graphics... => 9
{{1,2,6},{3,5,7},{4}} generating graphics... => 9
{{1,2,7},{3,5,6},{4}} generating graphics... => 9
{{1,3,5},{2,6,7},{4}} generating graphics... => 9
{{1,3,6},{2,5,7},{4}} generating graphics... => 9
{{1,3,7},{2,5,6},{4}} generating graphics... => 9
{{1,5,6},{2,3,7},{4}} generating graphics... => 9
{{1,5,7},{2,3,6},{4}} generating graphics... => 9
{{1,6,7},{2,3,5},{4}} generating graphics... => 9
{{1,2,3},{4,6,7},{5}} generating graphics... => 8
{{1,2,4},{3,6,7},{5}} generating graphics... => 9
{{1,2,6},{3,4,7},{5}} generating graphics... => 9
{{1,2,7},{3,4,6},{5}} generating graphics... => 9
{{1,3,4},{2,6,7},{5}} generating graphics... => 9
{{1,3,6},{2,4,7},{5}} generating graphics... => 9
{{1,3,7},{2,4,6},{5}} generating graphics... => 9
{{1,4,6},{2,3,7},{5}} generating graphics... => 9
{{1,4,7},{2,3,6},{5}} generating graphics... => 9
{{1,6,7},{2,3,4},{5}} generating graphics... => 7
{{1,2,3},{4,5,7},{6}} generating graphics... => 8
{{1,2,4},{3,5,7},{6}} generating graphics... => 9
{{1,2,5},{3,4,7},{6}} generating graphics... => 9
{{1,2,7},{3,4,5},{6}} generating graphics... => 7
{{1,3,4},{2,5,7},{6}} generating graphics... => 9
{{1,3,5},{2,4,7},{6}} generating graphics... => 9
{{1,3,7},{2,4,5},{6}} generating graphics... => 7
{{1,4,5},{2,3,7},{6}} generating graphics... => 9
{{1,4,7},{2,3,5},{6}} generating graphics... => 7
{{1,5,7},{2,3,4},{6}} generating graphics... => 7
{{1,2,3},{4,5,6},{7}} generating graphics... => 6
{{1,2,4},{3,5,6},{7}} generating graphics... => 7
{{1,2,5},{3,4,6},{7}} generating graphics... => 7
{{1,2,6},{3,4,5},{7}} generating graphics... => 7
{{1,3,4},{2,5,6},{7}} generating graphics... => 7
{{1,3,5},{2,4,6},{7}} generating graphics... => 7
{{1,3,6},{2,4,5},{7}} generating graphics... => 7
{{1,4,5},{2,3,6},{7}} generating graphics... => 7
{{1,4,6},{2,3,5},{7}} generating graphics... => 7
{{1,5,6},{2,3,4},{7}} generating graphics... => 7
{{1,2},{3,4},{5,6,7}} generating graphics... => 3
{{1,3},{2,4},{5,6,7}} generating graphics... => 4
{{1,4},{2,3},{5,6,7}} generating graphics... => 4
{{1,2},{3,5},{4,6,7}} generating graphics... => 5
{{1,3},{2,5},{4,6,7}} generating graphics... => 6
{{1,5},{2,3},{4,6,7}} generating graphics... => 4
{{1,2},{3,6},{4,5,7}} generating graphics... => 5
{{1,3},{2,6},{4,5,7}} generating graphics... => 6
{{1,6},{2,3},{4,5,7}} generating graphics... => 4
{{1,2},{3,7},{4,5,6}} generating graphics... => 5
{{1,3},{2,7},{4,5,6}} generating graphics... => 6
{{1,7},{2,3},{4,5,6}} generating graphics... => 4
{{1,2},{3,6,7},{4,5}} generating graphics... => 6
{{1,4},{2,5},{3,6,7}} generating graphics... => 6
{{1,5},{2,4},{3,6,7}} generating graphics... => 6
{{1,2},{3,5,7},{4,6}} generating graphics... => 6
{{1,4},{2,6},{3,5,7}} generating graphics... => 6
{{1,6},{2,4},{3,5,7}} generating graphics... => 6
{{1,2},{3,5,6},{4,7}} generating graphics... => 6
{{1,4},{2,7},{3,5,6}} generating graphics... => 6
{{1,7},{2,4},{3,5,6}} generating graphics... => 6
{{1,2},{3,4,7},{5,6}} generating graphics... => 6
{{1,5},{2,6},{3,4,7}} generating graphics... => 6
{{1,6},{2,5},{3,4,7}} generating graphics... => 6
{{1,2},{3,4,6},{5,7}} generating graphics... => 6
{{1,5},{2,7},{3,4,6}} generating graphics... => 6
{{1,7},{2,5},{3,4,6}} generating graphics... => 6
{{1,2},{3,4,5},{6,7}} generating graphics... => 4
{{1,6},{2,7},{3,4,5}} generating graphics... => 6
{{1,7},{2,6},{3,4,5}} generating graphics... => 6
{{1,3},{2,6,7},{4,5}} generating graphics... => 7
{{1,4},{2,6,7},{3,5}} generating graphics... => 7
{{1,5},{2,6,7},{3,4}} generating graphics... => 7
{{1,3},{2,5,7},{4,6}} generating graphics... => 7
{{1,4},{2,5,7},{3,6}} generating graphics... => 7
{{1,6},{2,5,7},{3,4}} generating graphics... => 7
{{1,3},{2,5,6},{4,7}} generating graphics... => 7
{{1,4},{2,5,6},{3,7}} generating graphics... => 7
{{1,7},{2,5,6},{3,4}} generating graphics... => 7
{{1,3},{2,4,7},{5,6}} generating graphics... => 7
{{1,5},{2,4,7},{3,6}} generating graphics... => 7
{{1,6},{2,4,7},{3,5}} generating graphics... => 7
{{1,3},{2,4,6},{5,7}} generating graphics... => 7
{{1,5},{2,4,6},{3,7}} generating graphics... => 7
{{1,7},{2,4,6},{3,5}} generating graphics... => 7
{{1,3},{2,4,5},{6,7}} generating graphics... => 5
{{1,6},{2,4,5},{3,7}} generating graphics... => 7
{{1,7},{2,4,5},{3,6}} generating graphics... => 7
{{1,4},{2,3,7},{5,6}} generating graphics... => 7
{{1,5},{2,3,7},{4,6}} generating graphics... => 7
{{1,6},{2,3,7},{4,5}} generating graphics... => 7
{{1,4},{2,3,6},{5,7}} generating graphics... => 7
{{1,5},{2,3,6},{4,7}} generating graphics... => 7
{{1,7},{2,3,6},{4,5}} generating graphics... => 7
{{1,4},{2,3,5},{6,7}} generating graphics... => 5
{{1,6},{2,3,5},{4,7}} generating graphics... => 7
{{1,7},{2,3,5},{4,6}} generating graphics... => 7
{{1,5},{2,3,4},{6,7}} generating graphics... => 5
{{1,6},{2,3,4},{5,7}} generating graphics... => 5
{{1,7},{2,3,4},{5,6}} generating graphics... => 5
{{1,6,7},{2,3},{4,5}} generating graphics... => 6
{{1,6,7},{2,4},{3,5}} generating graphics... => 8
{{1,6,7},{2,5},{3,4}} generating graphics... => 8
{{1,5,7},{2,3},{4,6}} generating graphics... => 6
{{1,5,7},{2,4},{3,6}} generating graphics... => 8
{{1,5,7},{2,6},{3,4}} generating graphics... => 8
{{1,5,6},{2,3},{4,7}} generating graphics... => 6
{{1,5,6},{2,4},{3,7}} generating graphics... => 8
{{1,5,6},{2,7},{3,4}} generating graphics... => 8
{{1,4,7},{2,3},{5,6}} generating graphics... => 6
{{1,4,7},{2,5},{3,6}} generating graphics... => 8
{{1,4,7},{2,6},{3,5}} generating graphics... => 8
{{1,4,6},{2,3},{5,7}} generating graphics... => 6
{{1,4,6},{2,5},{3,7}} generating graphics... => 8
{{1,4,6},{2,7},{3,5}} generating graphics... => 8
{{1,4,5},{2,3},{6,7}} generating graphics... => 6
{{1,4,5},{2,6},{3,7}} generating graphics... => 8
{{1,4,5},{2,7},{3,6}} generating graphics... => 8
{{1,3,7},{2,4},{5,6}} generating graphics... => 6
{{1,3,7},{2,5},{4,6}} generating graphics... => 8
{{1,3,7},{2,6},{4,5}} generating graphics... => 8
{{1,3,6},{2,4},{5,7}} generating graphics... => 6
{{1,3,6},{2,5},{4,7}} generating graphics... => 8
{{1,3,6},{2,7},{4,5}} generating graphics... => 8
{{1,3,5},{2,4},{6,7}} generating graphics... => 6
{{1,3,5},{2,6},{4,7}} generating graphics... => 8
{{1,3,5},{2,7},{4,6}} generating graphics... => 8
{{1,3,4},{2,5},{6,7}} generating graphics... => 6
{{1,3,4},{2,6},{5,7}} generating graphics... => 8
{{1,3,4},{2,7},{5,6}} generating graphics... => 8
{{1,2,7},{3,4},{5,6}} generating graphics... => 6
{{1,2,7},{3,5},{4,6}} generating graphics... => 8
{{1,2,7},{3,6},{4,5}} generating graphics... => 8
{{1,2,6},{3,4},{5,7}} generating graphics... => 6
{{1,2,6},{3,5},{4,7}} generating graphics... => 8
{{1,2,6},{3,7},{4,5}} generating graphics... => 8
{{1,2,5},{3,4},{6,7}} generating graphics... => 6
{{1,2,5},{3,6},{4,7}} generating graphics... => 8
{{1,2,5},{3,7},{4,6}} generating graphics... => 8
{{1,2,4},{3,5},{6,7}} generating graphics... => 6
{{1,2,4},{3,6},{5,7}} generating graphics... => 8
{{1,2,4},{3,7},{5,6}} generating graphics... => 8
{{1,2,3},{4,5},{6,7}} generating graphics... => 5
{{1,2,3},{4,6},{5,7}} generating graphics... => 7
{{1,2,3},{4,7},{5,6}} generating graphics... => 7
{{1},{2},{3,4},{5,6,7}} generating graphics... => 1
{{1},{2},{3,5},{4,6,7}} generating graphics... => 4
{{1},{2},{3,6},{4,5,7}} generating graphics... => 4
{{1},{2},{3,7},{4,5,6}} generating graphics... => 4
{{1},{2},{3,6,7},{4,5}} generating graphics... => 5
{{1},{2},{3,5,7},{4,6}} generating graphics... => 5
{{1},{2},{3,5,6},{4,7}} generating graphics... => 5
{{1},{2},{3,4,7},{5,6}} generating graphics... => 5
{{1},{2},{3,4,6},{5,7}} generating graphics... => 5
{{1},{2},{3,4,5},{6,7}} generating graphics... => 2
{{1},{2,4},{3},{5,6,7}} generating graphics... => 4
{{1},{2,5},{3},{4,6,7}} generating graphics... => 4
{{1},{2,6},{3},{4,5,7}} generating graphics... => 4
{{1},{2,7},{3},{4,5,6}} generating graphics... => 4
{{1},{2,3},{4},{5,6,7}} generating graphics... => 2
{{1},{2,3},{4,6,7},{5}} generating graphics... => 7
{{1},{2,3},{4,5,7},{6}} generating graphics... => 7
{{1},{2,3},{4,5,6},{7}} generating graphics... => 4
{{1},{2,5},{3,6,7},{4}} generating graphics... => 9
{{1},{2,6},{3,5,7},{4}} generating graphics... => 9
{{1},{2,7},{3,5,6},{4}} generating graphics... => 9
{{1},{2,4},{3,6,7},{5}} generating graphics... => 9
{{1},{2,4},{3,5,7},{6}} generating graphics... => 9
{{1},{2,4},{3,5,6},{7}} generating graphics... => 6
{{1},{2,6},{3,4,7},{5}} generating graphics... => 9
{{1},{2,7},{3,4,6},{5}} generating graphics... => 9
{{1},{2,5},{3,4,7},{6}} generating graphics... => 9
{{1},{2,5},{3,4,6},{7}} generating graphics... => 6
{{1},{2,7},{3,4,5},{6}} generating graphics... => 6
{{1},{2,6},{3,4,5},{7}} generating graphics... => 6
{{1},{2,6,7},{3},{4,5}} generating graphics... => 6
{{1},{2,5,7},{3},{4,6}} generating graphics... => 6
{{1},{2,5,6},{3},{4,7}} generating graphics... => 6
{{1},{2,4,7},{3},{5,6}} generating graphics... => 6
{{1},{2,4,6},{3},{5,7}} generating graphics... => 6
{{1},{2,4,5},{3},{6,7}} generating graphics... => 6
{{1},{2,6,7},{3,5},{4}} generating graphics... => 10
{{1},{2,5,7},{3,6},{4}} generating graphics... => 10
{{1},{2,5,6},{3,7},{4}} generating graphics... => 10
{{1},{2,6,7},{3,4},{5}} generating graphics... => 7
{{1},{2,5,7},{3,4},{6}} generating graphics... => 7
{{1},{2,5,6},{3,4},{7}} generating graphics... => 7
{{1},{2,4,7},{3,6},{5}} generating graphics... => 10
{{1},{2,4,6},{3,7},{5}} generating graphics... => 10
{{1},{2,4,7},{3,5},{6}} generating graphics... => 7
{{1},{2,4,6},{3,5},{7}} generating graphics... => 7
{{1},{2,4,5},{3,7},{6}} generating graphics... => 10
{{1},{2,4,5},{3,6},{7}} generating graphics... => 7
{{1},{2,3,7},{4},{5,6}} generating graphics... => 6
{{1},{2,3,6},{4},{5,7}} generating graphics... => 6
{{1},{2,3,5},{4},{6,7}} generating graphics... => 6
{{1},{2,3,7},{4,6},{5}} generating graphics... => 10
{{1},{2,3,6},{4,7},{5}} generating graphics... => 10
{{1},{2,3,7},{4,5},{6}} generating graphics... => 7
{{1},{2,3,6},{4,5},{7}} generating graphics... => 7
{{1},{2,3,5},{4,7},{6}} generating graphics... => 10
{{1},{2,3,5},{4,6},{7}} generating graphics... => 7
{{1},{2,3,4},{5},{6,7}} generating graphics... => 4
{{1},{2,3,4},{5,7},{6}} generating graphics... => 8
{{1},{2,3,4},{5,6},{7}} generating graphics... => 5
{{1,4},{2},{3},{5,6,7}} generating graphics... => 4
{{1,5},{2},{3},{4,6,7}} generating graphics... => 4
{{1,6},{2},{3},{4,5,7}} generating graphics... => 4
{{1,7},{2},{3},{4,5,6}} generating graphics... => 4
{{1,3},{2},{4},{5,6,7}} generating graphics... => 4
{{1,3},{2},{4,6,7},{5}} generating graphics... => 9
{{1,3},{2},{4,5,7},{6}} generating graphics... => 9
{{1,3},{2},{4,5,6},{7}} generating graphics... => 6
{{1,5},{2},{3,6,7},{4}} generating graphics... => 9
{{1,6},{2},{3,5,7},{4}} generating graphics... => 9
{{1,7},{2},{3,5,6},{4}} generating graphics... => 9
{{1,4},{2},{3,6,7},{5}} generating graphics... => 9
{{1,4},{2},{3,5,7},{6}} generating graphics... => 9
{{1,4},{2},{3,5,6},{7}} generating graphics... => 6
{{1,6},{2},{3,4,7},{5}} generating graphics... => 9
{{1,7},{2},{3,4,6},{5}} generating graphics... => 9
{{1,5},{2},{3,4,7},{6}} generating graphics... => 9
{{1,5},{2},{3,4,6},{7}} generating graphics... => 6
{{1,7},{2},{3,4,5},{6}} generating graphics... => 6
{{1,6},{2},{3,4,5},{7}} generating graphics... => 6
{{1,2},{3},{4},{5,6,7}} generating graphics... => 3
{{1,2},{3},{4,6,7},{5}} generating graphics... => 8
{{1,2},{3},{4,5,7},{6}} generating graphics... => 8
{{1,2},{3},{4,5,6},{7}} generating graphics... => 5
{{1,2},{3,6,7},{4},{5}} generating graphics... => 9
{{1,2},{3,5,7},{4},{6}} generating graphics... => 9
{{1,2},{3,5,6},{4},{7}} generating graphics... => 9
{{1,2},{3,4,7},{5},{6}} generating graphics... => 9
{{1,2},{3,4,6},{5},{7}} generating graphics... => 9
{{1,2},{3,4,5},{6},{7}} generating graphics... => 7
{{1,5},{2,6,7},{3},{4}} generating graphics... => 10
{{1,6},{2,5,7},{3},{4}} generating graphics... => 10
{{1,7},{2,5,6},{3},{4}} generating graphics... => 10
{{1,4},{2,6,7},{3},{5}} generating graphics... => 10
{{1,4},{2,5,7},{3},{6}} generating graphics... => 10
{{1,4},{2,5,6},{3},{7}} generating graphics... => 10
{{1,6},{2,4,7},{3},{5}} generating graphics... => 10
{{1,7},{2,4,6},{3},{5}} generating graphics... => 10
{{1,5},{2,4,7},{3},{6}} generating graphics... => 10
{{1,5},{2,4,6},{3},{7}} generating graphics... => 10
{{1,7},{2,4,5},{3},{6}} generating graphics... => 10
{{1,6},{2,4,5},{3},{7}} generating graphics... => 10
{{1,3},{2,6,7},{4},{5}} generating graphics... => 10
{{1,3},{2,5,7},{4},{6}} generating graphics... => 10
{{1,3},{2,5,6},{4},{7}} generating graphics... => 10
{{1,3},{2,4,7},{5},{6}} generating graphics... => 10
{{1,3},{2,4,6},{5},{7}} generating graphics... => 10
{{1,3},{2,4,5},{6},{7}} generating graphics... => 8
{{1,6},{2,3,7},{4},{5}} generating graphics... => 10
{{1,7},{2,3,6},{4},{5}} generating graphics... => 10
{{1,5},{2,3,7},{4},{6}} generating graphics... => 10
{{1,5},{2,3,6},{4},{7}} generating graphics... => 10
{{1,7},{2,3,5},{4},{6}} generating graphics... => 10
{{1,6},{2,3,5},{4},{7}} generating graphics... => 10
{{1,4},{2,3,7},{5},{6}} generating graphics... => 10
{{1,4},{2,3,6},{5},{7}} generating graphics... => 10
{{1,4},{2,3,5},{6},{7}} generating graphics... => 8
{{1,7},{2,3,4},{5},{6}} generating graphics... => 8
{{1,6},{2,3,4},{5},{7}} generating graphics... => 8
{{1,5},{2,3,4},{6},{7}} generating graphics... => 8
{{1,6,7},{2},{3},{4,5}} generating graphics... => 7
{{1,5,7},{2},{3},{4,6}} generating graphics... => 7
{{1,5,6},{2},{3},{4,7}} generating graphics... => 7
{{1,4,7},{2},{3},{5,6}} generating graphics... => 7
{{1,4,6},{2},{3},{5,7}} generating graphics... => 7
{{1,4,5},{2},{3},{6,7}} generating graphics... => 7
{{1,6,7},{2},{3,5},{4}} generating graphics... => 11
{{1,5,7},{2},{3,6},{4}} generating graphics... => 11
{{1,5,6},{2},{3,7},{4}} generating graphics... => 11
{{1,6,7},{2},{3,4},{5}} generating graphics... => 8
{{1,5,7},{2},{3,4},{6}} generating graphics... => 8
{{1,5,6},{2},{3,4},{7}} generating graphics... => 8
{{1,4,7},{2},{3,6},{5}} generating graphics... => 11
{{1,4,6},{2},{3,7},{5}} generating graphics... => 11
{{1,4,7},{2},{3,5},{6}} generating graphics... => 8
{{1,4,6},{2},{3,5},{7}} generating graphics... => 8
{{1,4,5},{2},{3,7},{6}} generating graphics... => 11
{{1,4,5},{2},{3,6},{7}} generating graphics... => 8
{{1,3,7},{2},{4},{5,6}} generating graphics... => 7
{{1,3,6},{2},{4},{5,7}} generating graphics... => 7
{{1,3,5},{2},{4},{6,7}} generating graphics... => 7
{{1,3,7},{2},{4,6},{5}} generating graphics... => 11
{{1,3,6},{2},{4,7},{5}} generating graphics... => 11
{{1,3,7},{2},{4,5},{6}} generating graphics... => 8
{{1,3,6},{2},{4,5},{7}} generating graphics... => 8
{{1,3,5},{2},{4,7},{6}} generating graphics... => 11
{{1,3,5},{2},{4,6},{7}} generating graphics... => 8
{{1,3,4},{2},{5},{6,7}} generating graphics... => 7
{{1,3,4},{2},{5,7},{6}} generating graphics... => 11
{{1,3,4},{2},{5,6},{7}} generating graphics... => 8
{{1,6,7},{2,5},{3},{4}} generating graphics... => 11
{{1,5,7},{2,6},{3},{4}} generating graphics... => 11
{{1,5,6},{2,7},{3},{4}} generating graphics... => 11
{{1,6,7},{2,4},{3},{5}} generating graphics... => 11
{{1,5,7},{2,4},{3},{6}} generating graphics... => 11
{{1,5,6},{2,4},{3},{7}} generating graphics... => 11
{{1,4,7},{2,6},{3},{5}} generating graphics... => 11
{{1,4,6},{2,7},{3},{5}} generating graphics... => 11
{{1,4,7},{2,5},{3},{6}} generating graphics... => 11
{{1,4,6},{2,5},{3},{7}} generating graphics... => 11
{{1,4,5},{2,7},{3},{6}} generating graphics... => 11
{{1,4,5},{2,6},{3},{7}} generating graphics... => 11
{{1,6,7},{2,3},{4},{5}} generating graphics... => 9
{{1,5,7},{2,3},{4},{6}} generating graphics... => 9
{{1,5,6},{2,3},{4},{7}} generating graphics... => 9
{{1,4,7},{2,3},{5},{6}} generating graphics... => 9
{{1,4,6},{2,3},{5},{7}} generating graphics... => 9
{{1,4,5},{2,3},{6},{7}} generating graphics... => 9
{{1,3,7},{2,6},{4},{5}} generating graphics... => 11
{{1,3,6},{2,7},{4},{5}} generating graphics... => 11
{{1,3,7},{2,5},{4},{6}} generating graphics... => 11
{{1,3,6},{2,5},{4},{7}} generating graphics... => 11
{{1,3,5},{2,7},{4},{6}} generating graphics... => 11
{{1,3,5},{2,6},{4},{7}} generating graphics... => 11
{{1,3,7},{2,4},{5},{6}} generating graphics... => 9
{{1,3,6},{2,4},{5},{7}} generating graphics... => 9
{{1,3,5},{2,4},{6},{7}} generating graphics... => 9
{{1,3,4},{2,7},{5},{6}} generating graphics... => 11
{{1,3,4},{2,6},{5},{7}} generating graphics... => 11
{{1,3,4},{2,5},{6},{7}} generating graphics... => 9
{{1,2,7},{3},{4},{5,6}} generating graphics... => 7
{{1,2,6},{3},{4},{5,7}} generating graphics... => 7
{{1,2,5},{3},{4},{6,7}} generating graphics... => 7
{{1,2,7},{3},{4,6},{5}} generating graphics... => 11
{{1,2,6},{3},{4,7},{5}} generating graphics... => 11
{{1,2,7},{3},{4,5},{6}} generating graphics... => 8
{{1,2,6},{3},{4,5},{7}} generating graphics... => 8
{{1,2,5},{3},{4,7},{6}} generating graphics... => 11
{{1,2,5},{3},{4,6},{7}} generating graphics... => 8
{{1,2,4},{3},{5},{6,7}} generating graphics... => 7
{{1,2,4},{3},{5,7},{6}} generating graphics... => 11
{{1,2,4},{3},{5,6},{7}} generating graphics... => 8
{{1,2,7},{3,6},{4},{5}} generating graphics... => 11
{{1,2,6},{3,7},{4},{5}} generating graphics... => 11
{{1,2,7},{3,5},{4},{6}} generating graphics... => 11
{{1,2,6},{3,5},{4},{7}} generating graphics... => 11
{{1,2,5},{3,7},{4},{6}} generating graphics... => 11
{{1,2,5},{3,6},{4},{7}} generating graphics... => 11
{{1,2,7},{3,4},{5},{6}} generating graphics... => 9
{{1,2,6},{3,4},{5},{7}} generating graphics... => 9
{{1,2,5},{3,4},{6},{7}} generating graphics... => 9
{{1,2,4},{3,7},{5},{6}} generating graphics... => 11
{{1,2,4},{3,6},{5},{7}} generating graphics... => 11
{{1,2,4},{3,5},{6},{7}} generating graphics... => 9
{{1,2,3},{4},{5},{6,7}} generating graphics... => 6
{{1,2,3},{4},{5,7},{6}} generating graphics... => 10
{{1,2,3},{4},{5,6},{7}} generating graphics... => 7
{{1,2,3},{4,7},{5},{6}} generating graphics... => 10
{{1,2,3},{4,6},{5},{7}} generating graphics... => 10
{{1,2,3},{4,5},{6},{7}} generating graphics... => 8
{{1},{2},{3},{4},{5,6,7}} generating graphics... => 0
{{1},{2},{3},{4,6,7},{5}} generating graphics... => 6
{{1},{2},{3},{4,5,7},{6}} generating graphics... => 6
{{1},{2},{3},{4,5,6},{7}} generating graphics... => 2
{{1},{2},{3,6,7},{4},{5}} generating graphics... => 7
{{1},{2},{3,5,7},{4},{6}} generating graphics... => 7
{{1},{2},{3,5,6},{4},{7}} generating graphics... => 7
{{1},{2},{3,4,7},{5},{6}} generating graphics... => 7
{{1},{2},{3,4,6},{5},{7}} generating graphics... => 7
{{1},{2},{3,4,5},{6},{7}} generating graphics... => 4
{{1},{2,6,7},{3},{4},{5}} generating graphics... => 8
{{1},{2,5,7},{3},{4},{6}} generating graphics... => 8
{{1},{2,5,6},{3},{4},{7}} generating graphics... => 8
{{1},{2,4,7},{3},{5},{6}} generating graphics... => 8
{{1},{2,4,6},{3},{5},{7}} generating graphics... => 8
{{1},{2,4,5},{3},{6},{7}} generating graphics... => 8
{{1},{2,3,7},{4},{5},{6}} generating graphics... => 8
{{1},{2,3,6},{4},{5},{7}} generating graphics... => 8
{{1},{2,3,5},{4},{6},{7}} generating graphics... => 8
{{1},{2,3,4},{5},{6},{7}} generating graphics... => 6
{{1,6,7},{2},{3},{4},{5}} generating graphics... => 9
{{1,5,7},{2},{3},{4},{6}} generating graphics... => 9
{{1,5,6},{2},{3},{4},{7}} generating graphics... => 9
{{1,4,7},{2},{3},{5},{6}} generating graphics... => 9
{{1,4,6},{2},{3},{5},{7}} generating graphics... => 9
{{1,4,5},{2},{3},{6},{7}} generating graphics... => 9
{{1,3,7},{2},{4},{5},{6}} generating graphics... => 9
{{1,3,6},{2},{4},{5},{7}} generating graphics... => 9
{{1,3,5},{2},{4},{6},{7}} generating graphics... => 9
{{1,3,4},{2},{5},{6},{7}} generating graphics... => 9
{{1,2,7},{3},{4},{5},{6}} generating graphics... => 9
{{1,2,6},{3},{4},{5},{7}} generating graphics... => 9
{{1,2,5},{3},{4},{6},{7}} generating graphics... => 9
{{1,2,4},{3},{5},{6},{7}} generating graphics... => 9
{{1,2,3},{4},{5},{6},{7}} generating graphics... => 8
{{1},{2,3},{4,5},{6,7}} generating graphics... => 3
{{1},{2,3},{4,6},{5,7}} generating graphics... => 6
{{1},{2,3},{4,7},{5,6}} generating graphics... => 6
{{1},{2,4},{3,5},{6,7}} generating graphics... => 5
{{1},{2,4},{3,6},{5,7}} generating graphics... => 8
{{1},{2,4},{3,7},{5,6}} generating graphics... => 8
{{1},{2,5},{3,4},{6,7}} generating graphics... => 5
{{1},{2,5},{3,6},{4,7}} generating graphics... => 8
{{1},{2,5},{3,7},{4,6}} generating graphics... => 8
{{1},{2,6},{3,4},{5,7}} generating graphics... => 5
{{1},{2,6},{3,5},{4,7}} generating graphics... => 8
{{1},{2,6},{3,7},{4,5}} generating graphics... => 8
{{1},{2,7},{3,4},{5,6}} generating graphics... => 5
{{1},{2,7},{3,5},{4,6}} generating graphics... => 8
{{1},{2,7},{3,6},{4,5}} generating graphics... => 8
{{1,3},{2},{4,5},{6,7}} generating graphics... => 5
{{1,3},{2},{4,6},{5,7}} generating graphics... => 8
{{1,3},{2},{4,7},{5,6}} generating graphics... => 8
{{1,4},{2},{3,5},{6,7}} generating graphics... => 5
{{1,4},{2},{3,6},{5,7}} generating graphics... => 8
{{1,4},{2},{3,7},{5,6}} generating graphics... => 8
{{1,5},{2},{3,4},{6,7}} generating graphics... => 5
{{1,5},{2},{3,6},{4,7}} generating graphics... => 8
{{1,5},{2},{3,7},{4,6}} generating graphics... => 8
{{1,6},{2},{3,4},{5,7}} generating graphics... => 5
{{1,6},{2},{3,5},{4,7}} generating graphics... => 8
{{1,6},{2},{3,7},{4,5}} generating graphics... => 8
{{1,7},{2},{3,4},{5,6}} generating graphics... => 5
{{1,7},{2},{3,5},{4,6}} generating graphics... => 8
{{1,7},{2},{3,6},{4,5}} generating graphics... => 8
{{1,2},{3},{4,5},{6,7}} generating graphics... => 4
{{1,2},{3},{4,6},{5,7}} generating graphics... => 7
{{1,2},{3},{4,7},{5,6}} generating graphics... => 7
{{1,4},{2,5},{3},{6,7}} generating graphics... => 8
{{1,4},{2,6},{3},{5,7}} generating graphics... => 8
{{1,4},{2,7},{3},{5,6}} generating graphics... => 8
{{1,5},{2,4},{3},{6,7}} generating graphics... => 8
{{1,5},{2,6},{3},{4,7}} generating graphics... => 8
{{1,5},{2,7},{3},{4,6}} generating graphics... => 8
{{1,6},{2,4},{3},{5,7}} generating graphics... => 8
{{1,6},{2,5},{3},{4,7}} generating graphics... => 8
{{1,6},{2,7},{3},{4,5}} generating graphics... => 8
{{1,7},{2,4},{3},{5,6}} generating graphics... => 8
{{1,7},{2,5},{3},{4,6}} generating graphics... => 8
{{1,7},{2,6},{3},{4,5}} generating graphics... => 8
{{1,2},{3,5},{4},{6,7}} generating graphics... => 7
{{1,2},{3,6},{4},{5,7}} generating graphics... => 7
{{1,2},{3,7},{4},{5,6}} generating graphics... => 7
{{1,3},{2,5},{4},{6,7}} generating graphics... => 8
{{1,3},{2,6},{4},{5,7}} generating graphics... => 8
{{1,3},{2,7},{4},{5,6}} generating graphics... => 8
{{1,5},{2,3},{4},{6,7}} generating graphics... => 6
{{1,5},{2,6},{3,7},{4}} generating graphics... => 12
{{1,5},{2,7},{3,6},{4}} generating graphics... => 12
{{1,6},{2,3},{4},{5,7}} generating graphics... => 6
{{1,6},{2,5},{3,7},{4}} generating graphics... => 12
{{1,6},{2,7},{3,5},{4}} generating graphics... => 12
{{1,7},{2,3},{4},{5,6}} generating graphics... => 6
{{1,7},{2,5},{3,6},{4}} generating graphics... => 12
{{1,7},{2,6},{3,5},{4}} generating graphics... => 12
{{1,2},{3,4},{5},{6,7}} generating graphics... => 5
{{1,2},{3,6},{4,7},{5}} generating graphics... => 11
{{1,2},{3,7},{4,6},{5}} generating graphics... => 11
{{1,3},{2,4},{5},{6,7}} generating graphics... => 6
{{1,3},{2,6},{4,7},{5}} generating graphics... => 12
{{1,3},{2,7},{4,6},{5}} generating graphics... => 12
{{1,4},{2,3},{5},{6,7}} generating graphics... => 6
{{1,4},{2,6},{3,7},{5}} generating graphics... => 12
{{1,4},{2,7},{3,6},{5}} generating graphics... => 12
{{1,6},{2,3},{4,7},{5}} generating graphics... => 10
{{1,6},{2,4},{3,7},{5}} generating graphics... => 12
{{1,6},{2,7},{3,4},{5}} generating graphics... => 9
{{1,7},{2,3},{4,6},{5}} generating graphics... => 10
{{1,7},{2,4},{3,6},{5}} generating graphics... => 12
{{1,7},{2,6},{3,4},{5}} generating graphics... => 9
{{1,2},{3,4},{5,7},{6}} generating graphics... => 9
{{1,2},{3,5},{4,7},{6}} generating graphics... => 11
{{1,2},{3,7},{4,5},{6}} generating graphics... => 8
{{1,3},{2,4},{5,7},{6}} generating graphics... => 10
{{1,3},{2,5},{4,7},{6}} generating graphics... => 12
{{1,3},{2,7},{4,5},{6}} generating graphics... => 9
{{1,4},{2,3},{5,7},{6}} generating graphics... => 10
{{1,4},{2,5},{3,7},{6}} generating graphics... => 12
{{1,4},{2,7},{3,5},{6}} generating graphics... => 9
{{1,5},{2,3},{4,7},{6}} generating graphics... => 10
{{1,5},{2,4},{3,7},{6}} generating graphics... => 12
{{1,5},{2,7},{3,4},{6}} generating graphics... => 9
{{1,7},{2,3},{4,5},{6}} generating graphics... => 7
{{1,7},{2,4},{3,5},{6}} generating graphics... => 9
{{1,7},{2,5},{3,4},{6}} generating graphics... => 9
{{1,2},{3,4},{5,6},{7}} generating graphics... => 6
{{1,2},{3,5},{4,6},{7}} generating graphics... => 8
{{1,2},{3,6},{4,5},{7}} generating graphics... => 8
{{1,3},{2,4},{5,6},{7}} generating graphics... => 7
{{1,3},{2,5},{4,6},{7}} generating graphics... => 9
{{1,3},{2,6},{4,5},{7}} generating graphics... => 9
{{1,4},{2,3},{5,6},{7}} generating graphics... => 7
{{1,4},{2,5},{3,6},{7}} generating graphics... => 9
{{1,4},{2,6},{3,5},{7}} generating graphics... => 9
{{1,5},{2,3},{4,6},{7}} generating graphics... => 7
{{1,5},{2,4},{3,6},{7}} generating graphics... => 9
{{1,5},{2,6},{3,4},{7}} generating graphics... => 9
{{1,6},{2,3},{4,5},{7}} generating graphics... => 7
{{1,6},{2,4},{3,5},{7}} generating graphics... => 9
{{1,6},{2,5},{3,4},{7}} generating graphics... => 9
{{1},{2},{3},{4,5},{6,7}} generating graphics... => 1
{{1},{2},{3},{4,6},{5,7}} generating graphics... => 5
{{1},{2},{3},{4,7},{5,6}} generating graphics... => 5
{{1},{2},{3,5},{4},{6,7}} generating graphics... => 5
{{1},{2},{3,6},{4},{5,7}} generating graphics... => 5
{{1},{2},{3,7},{4},{5,6}} generating graphics... => 5
{{1},{2},{3,4},{5},{6,7}} generating graphics... => 2
{{1},{2},{3,6},{4,7},{5}} generating graphics... => 10
{{1},{2},{3,7},{4,6},{5}} generating graphics... => 10
{{1},{2},{3,4},{5,7},{6}} generating graphics... => 7
{{1},{2},{3,5},{4,7},{6}} generating graphics... => 10
{{1},{2},{3,7},{4,5},{6}} generating graphics... => 6
{{1},{2},{3,4},{5,6},{7}} generating graphics... => 3
{{1},{2},{3,5},{4,6},{7}} generating graphics... => 6
{{1},{2},{3,6},{4,5},{7}} generating graphics... => 6
{{1},{2,5},{3},{4},{6,7}} generating graphics... => 5
{{1},{2,6},{3},{4},{5,7}} generating graphics... => 5
{{1},{2,7},{3},{4},{5,6}} generating graphics... => 5
{{1},{2,4},{3},{5},{6,7}} generating graphics... => 5
{{1},{2,6},{3},{4,7},{5}} generating graphics... => 10
{{1},{2,7},{3},{4,6},{5}} generating graphics... => 10
{{1},{2,4},{3},{5,7},{6}} generating graphics... => 10
{{1},{2,5},{3},{4,7},{6}} generating graphics... => 10
{{1},{2,7},{3},{4,5},{6}} generating graphics... => 6
{{1},{2,4},{3},{5,6},{7}} generating graphics... => 6
{{1},{2,5},{3},{4,6},{7}} generating graphics... => 6
{{1},{2,6},{3},{4,5},{7}} generating graphics... => 6
{{1},{2,3},{4},{5},{6,7}} generating graphics... => 3
{{1},{2,6},{3,7},{4},{5}} generating graphics... => 10
{{1},{2,7},{3,6},{4},{5}} generating graphics... => 10
{{1},{2,3},{4},{5,7},{6}} generating graphics... => 8
{{1},{2,5},{3,7},{4},{6}} generating graphics... => 10
{{1},{2,7},{3,5},{4},{6}} generating graphics... => 10
{{1},{2,3},{4},{5,6},{7}} generating graphics... => 4
{{1},{2,5},{3,6},{4},{7}} generating graphics... => 10
{{1},{2,6},{3,5},{4},{7}} generating graphics... => 10
{{1},{2,3},{4,7},{5},{6}} generating graphics... => 8
{{1},{2,4},{3,7},{5},{6}} generating graphics... => 10
{{1},{2,7},{3,4},{5},{6}} generating graphics... => 7
{{1},{2,3},{4,6},{5},{7}} generating graphics... => 8
{{1},{2,4},{3,6},{5},{7}} generating graphics... => 10
{{1},{2,6},{3,4},{5},{7}} generating graphics... => 7
{{1},{2,3},{4,5},{6},{7}} generating graphics... => 5
{{1},{2,4},{3,5},{6},{7}} generating graphics... => 7
{{1},{2,5},{3,4},{6},{7}} generating graphics... => 7
{{1,5},{2},{3},{4},{6,7}} generating graphics... => 5
{{1,6},{2},{3},{4},{5,7}} generating graphics... => 5
{{1,7},{2},{3},{4},{5,6}} generating graphics... => 5
{{1,4},{2},{3},{5},{6,7}} generating graphics... => 5
{{1,6},{2},{3},{4,7},{5}} generating graphics... => 10
{{1,7},{2},{3},{4,6},{5}} generating graphics... => 10
{{1,4},{2},{3},{5,7},{6}} generating graphics... => 10
{{1,5},{2},{3},{4,7},{6}} generating graphics... => 10
{{1,7},{2},{3},{4,5},{6}} generating graphics... => 6
{{1,4},{2},{3},{5,6},{7}} generating graphics... => 6
{{1,5},{2},{3},{4,6},{7}} generating graphics... => 6
{{1,6},{2},{3},{4,5},{7}} generating graphics... => 6
{{1,3},{2},{4},{5},{6,7}} generating graphics... => 5
{{1,6},{2},{3,7},{4},{5}} generating graphics... => 10
{{1,7},{2},{3,6},{4},{5}} generating graphics... => 10
{{1,3},{2},{4},{5,7},{6}} generating graphics... => 10
{{1,5},{2},{3,7},{4},{6}} generating graphics... => 10
{{1,7},{2},{3,5},{4},{6}} generating graphics... => 10
{{1,3},{2},{4},{5,6},{7}} generating graphics... => 6
{{1,5},{2},{3,6},{4},{7}} generating graphics... => 10
{{1,6},{2},{3,5},{4},{7}} generating graphics... => 10
{{1,3},{2},{4,7},{5},{6}} generating graphics... => 10
{{1,4},{2},{3,7},{5},{6}} generating graphics... => 10
{{1,7},{2},{3,4},{5},{6}} generating graphics... => 7
{{1,3},{2},{4,6},{5},{7}} generating graphics... => 10
{{1,4},{2},{3,6},{5},{7}} generating graphics... => 10
{{1,6},{2},{3,4},{5},{7}} generating graphics... => 7
{{1,3},{2},{4,5},{6},{7}} generating graphics... => 7
{{1,4},{2},{3,5},{6},{7}} generating graphics... => 7
{{1,5},{2},{3,4},{6},{7}} generating graphics... => 7
{{1,2},{3},{4},{5},{6,7}} generating graphics... => 4
{{1,6},{2,7},{3},{4},{5}} generating graphics... => 10
{{1,7},{2,6},{3},{4},{5}} generating graphics... => 10
{{1,2},{3},{4},{5,7},{6}} generating graphics... => 9
{{1,5},{2,7},{3},{4},{6}} generating graphics... => 10
{{1,7},{2,5},{3},{4},{6}} generating graphics... => 10
{{1,2},{3},{4},{5,6},{7}} generating graphics... => 5
{{1,5},{2,6},{3},{4},{7}} generating graphics... => 10
{{1,6},{2,5},{3},{4},{7}} generating graphics... => 10
{{1,2},{3},{4,7},{5},{6}} generating graphics... => 9
{{1,4},{2,7},{3},{5},{6}} generating graphics... => 10
{{1,7},{2,4},{3},{5},{6}} generating graphics... => 10
{{1,2},{3},{4,6},{5},{7}} generating graphics... => 9
{{1,4},{2,6},{3},{5},{7}} generating graphics... => 10
{{1,6},{2,4},{3},{5},{7}} generating graphics... => 10
{{1,2},{3},{4,5},{6},{7}} generating graphics... => 6
{{1,4},{2,5},{3},{6},{7}} generating graphics... => 10
{{1,5},{2,4},{3},{6},{7}} generating graphics... => 10
{{1,2},{3,7},{4},{5},{6}} generating graphics... => 9
{{1,3},{2,7},{4},{5},{6}} generating graphics... => 10
{{1,7},{2,3},{4},{5},{6}} generating graphics... => 8
{{1,2},{3,6},{4},{5},{7}} generating graphics... => 9
{{1,3},{2,6},{4},{5},{7}} generating graphics... => 10
{{1,6},{2,3},{4},{5},{7}} generating graphics... => 8
{{1,2},{3,5},{4},{6},{7}} generating graphics... => 9
{{1,3},{2,5},{4},{6},{7}} generating graphics... => 10
{{1,5},{2,3},{4},{6},{7}} generating graphics... => 8
{{1,2},{3,4},{5},{6},{7}} generating graphics... => 7
{{1,3},{2,4},{5},{6},{7}} generating graphics... => 8
{{1,4},{2,3},{5},{6},{7}} generating graphics... => 8
{{1},{2},{3},{4},{5},{6,7}} generating graphics... => 0
{{1},{2},{3},{4},{5,7},{6}} generating graphics... => 6
{{1},{2},{3},{4},{5,6},{7}} generating graphics... => 1
{{1},{2},{3},{4,7},{5},{6}} generating graphics... => 6
{{1},{2},{3},{4,6},{5},{7}} generating graphics... => 6
{{1},{2},{3},{4,5},{6},{7}} generating graphics... => 2
{{1},{2},{3,7},{4},{5},{6}} generating graphics... => 6
{{1},{2},{3,6},{4},{5},{7}} generating graphics... => 6
{{1},{2},{3,5},{4},{6},{7}} generating graphics... => 6
{{1},{2},{3,4},{5},{6},{7}} generating graphics... => 3
{{1},{2,7},{3},{4},{5},{6}} generating graphics... => 6
{{1},{2,6},{3},{4},{5},{7}} generating graphics... => 6
{{1},{2,5},{3},{4},{6},{7}} generating graphics... => 6
{{1},{2,4},{3},{5},{6},{7}} generating graphics... => 6
{{1},{2,3},{4},{5},{6},{7}} generating graphics... => 4
{{1,7},{2},{3},{4},{5},{6}} generating graphics... => 6
{{1,6},{2},{3},{4},{5},{7}} generating graphics... => 6
{{1,5},{2},{3},{4},{6},{7}} generating graphics... => 6
{{1,4},{2},{3},{5},{6},{7}} generating graphics... => 6
{{1,3},{2},{4},{5},{6},{7}} generating graphics... => 6
{{1,2},{3},{4},{5},{6},{7}} generating graphics... => 5
{{1},{2},{3},{4},{5},{6},{7}} generating graphics... => 0
{{1,2,3,4,5,6,7,8}} generating graphics... => 0
{{1},{2,3,4,5,6,7,8}} generating graphics... => 0
{{1,3,4,5,6,7,8},{2}} generating graphics... => 7
{{1,2,4,5,6,7,8},{3}} generating graphics... => 7
{{1,2,3,5,6,7,8},{4}} generating graphics... => 7
{{1,2,3,4,6,7,8},{5}} generating graphics... => 7
{{1,2,3,4,5,7,8},{6}} generating graphics... => 7
{{1,2,3,4,5,6,8},{7}} generating graphics... => 7
{{1,2,3,4,5,6,7},{8}} generating graphics... => 6
{{1,2},{3,4,5,6,7,8}} generating graphics... => 1
{{1,3},{2,4,5,6,7,8}} generating graphics... => 2
{{1,4},{2,3,5,6,7,8}} generating graphics... => 2
{{1,5},{2,3,4,6,7,8}} generating graphics... => 2
{{1,6},{2,3,4,5,7,8}} generating graphics... => 2
{{1,7},{2,3,4,5,6,8}} generating graphics... => 2
{{1,8},{2,3,4,5,6,7}} generating graphics... => 2
{{1,4,5,6,7,8},{2,3}} generating graphics... => 6
{{1,3,5,6,7,8},{2,4}} generating graphics... => 6
{{1,3,4,6,7,8},{2,5}} generating graphics... => 6
{{1,3,4,5,7,8},{2,6}} generating graphics... => 6
{{1,3,4,5,6,8},{2,7}} generating graphics... => 6
{{1,3,4,5,6,7},{2,8}} generating graphics... => 6
{{1,2,5,6,7,8},{3,4}} generating graphics... => 6
{{1,2,4,6,7,8},{3,5}} generating graphics... => 6
{{1,2,4,5,7,8},{3,6}} generating graphics... => 6
{{1,2,4,5,6,8},{3,7}} generating graphics... => 6
{{1,2,4,5,6,7},{3,8}} generating graphics... => 6
{{1,2,3,6,7,8},{4,5}} generating graphics... => 6
{{1,2,3,5,7,8},{4,6}} generating graphics... => 6
{{1,2,3,5,6,8},{4,7}} generating graphics... => 6
{{1,2,3,5,6,7},{4,8}} generating graphics... => 6
{{1,2,3,4,7,8},{5,6}} generating graphics... => 6
{{1,2,3,4,6,8},{5,7}} generating graphics... => 6
{{1,2,3,4,6,7},{5,8}} generating graphics... => 6
{{1,2,3,4,5,8},{6,7}} generating graphics... => 6
{{1,2,3,4,5,7},{6,8}} generating graphics... => 6
{{1,2,3,4,5,6},{7,8}} generating graphics... => 5
{{1},{2},{3,4,5,6,7,8}} generating graphics... => 0
{{1},{2,4,5,6,7,8},{3}} generating graphics... => 7
{{1},{2,3,5,6,7,8},{4}} generating graphics... => 7
{{1},{2,3,4,6,7,8},{5}} generating graphics... => 7
{{1},{2,3,4,5,7,8},{6}} generating graphics... => 7
{{1},{2,3,4,5,6,8},{7}} generating graphics... => 7
{{1},{2,3,4,5,6,7},{8}} generating graphics... => 5
{{1,4,5,6,7,8},{2},{3}} generating graphics... => 11
{{1,3,5,6,7,8},{2},{4}} generating graphics... => 11
click to show generating function       
Description
A variant of the major index of a set partition.
For a set partition $P = B_1|\dots|B_k$ in canonical form (this is, each block is ordered increasingly and all blocks are ordered by their smallest element), one defined $\pi = \pi(P)$ to be the permutation obtained by writing the letters in all blocks as one-line notation and $\omega = \omega(P) = (\omega_1,\ldots,\omega_k)$ be to be the integer composition of the ordered block sizes.
This statistic is then given in [1, (2.7)] by
$$\operatorname{maj}(\pi) + \sum_{max\ B_i < min\ B_{i+1}} (\omega_1 + \cdots + \omega_i - i).$$
References
[1] Huang, J., Rhoades, B. Ordered set partitions and the 0-Hecke algebra arXiv:1611.01251
Code
def statistic(SP):
    SP = sorted( sorted(B) for B in SP )
    pi = sum(SP,[])
    alpha = [ len(B)-Integer(1) for B in SP ]
    beta = [ sum(alpha[:i+1]) for i in range(len(alpha)) ]
    return sum( i+1 for i in range(len(pi)-1) if pi[i] > pi[i+1] ) + sum( beta[i] for i in range(len(SP)-1) if SP[i][-1] < SP[i+1][0] )

Created
Apr 04, 2017 at 17:44 by Christian Stump
Updated
Apr 04, 2017 at 17:44 by Christian Stump