Identifier
Identifier
Values
{{1,2}} generating graphics... => 1
{{1},{2}} generating graphics... => 1
{{1,2,3}} generating graphics... => 1
{{1},{2,3}} generating graphics... => 1
{{1,3},{2}} generating graphics... => 2
{{1,2},{3}} generating graphics... => 1
{{1},{2},{3}} generating graphics... => 1
{{1,2,3,4}} generating graphics... => 1
{{1},{2,3,4}} generating graphics... => 1
{{1,3,4},{2}} generating graphics... => 2
{{1,2,4},{3}} generating graphics... => 2
{{1,2,3},{4}} generating graphics... => 1
{{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... => 1
{{1},{2,4},{3}} generating graphics... => 1
{{1},{2,3},{4}} generating graphics... => 1
{{1,4},{2},{3}} generating graphics... => 3
{{1,3},{2},{4}} generating graphics... => 2
{{1,2},{3},{4}} generating graphics... => 1
{{1},{2},{3},{4}} generating graphics... => 1
{{1,2,3,4,5}} generating graphics... => 1
{{1},{2,3,4,5}} generating graphics... => 1
{{1,3,4,5},{2}} generating graphics... => 2
{{1,2,4,5},{3}} generating graphics... => 2
{{1,2,3,5},{4}} generating graphics... => 2
{{1,2,3,4},{5}} generating graphics... => 1
{{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... => 2
{{1,3,5},{2,4}} generating graphics... => 2
{{1,3,4},{2,5}} generating graphics... => 2
{{1,2,5},{3,4}} generating graphics... => 2
{{1,2,4},{3,5}} generating graphics... => 2
{{1,2,3},{4,5}} generating graphics... => 1
{{1},{2},{3,4,5}} generating graphics... => 1
{{1},{2,4,5},{3}} generating graphics... => 1
{{1},{2,3,5},{4}} generating graphics... => 1
{{1},{2,3,4},{5}} generating graphics... => 1
{{1,4,5},{2},{3}} generating graphics... => 3
{{1,3,5},{2},{4}} generating graphics... => 3
{{1,3,4},{2},{5}} generating graphics... => 2
{{1,2,5},{3},{4}} generating graphics... => 3
{{1,2,4},{3},{5}} generating graphics... => 2
{{1,2,3},{4},{5}} generating graphics... => 1
{{1},{2,3},{4,5}} generating graphics... => 1
{{1},{2,4},{3,5}} generating graphics... => 1
{{1},{2,5},{3,4}} generating graphics... => 1
{{1,3},{2},{4,5}} generating graphics... => 2
{{1,4},{2},{3,5}} generating graphics... => 3
{{1,5},{2},{3,4}} generating graphics... => 3
{{1,2},{3},{4,5}} generating graphics... => 1
{{1,4},{2,5},{3}} generating graphics... => 3
{{1,5},{2,4},{3}} generating graphics... => 3
{{1,2},{3,5},{4}} generating graphics... => 1
{{1,3},{2,5},{4}} generating graphics... => 3
{{1,5},{2,3},{4}} 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},{2},{3},{4,5}} generating graphics... => 1
{{1},{2},{3,5},{4}} generating graphics... => 1
{{1},{2},{3,4},{5}} generating graphics... => 1
{{1},{2,5},{3},{4}} generating graphics... => 1
{{1},{2,4},{3},{5}} generating graphics... => 1
{{1},{2,3},{4},{5}} generating graphics... => 1
{{1,5},{2},{3},{4}} generating graphics... => 4
{{1,4},{2},{3},{5}} generating graphics... => 3
{{1,3},{2},{4},{5}} generating graphics... => 2
{{1,2},{3},{4},{5}} generating graphics... => 1
{{1},{2},{3},{4},{5}} generating graphics... => 1
{{1,2,3,4,5,6}} generating graphics... => 1
{{1},{2,3,4,5,6}} generating graphics... => 1
{{1,3,4,5,6},{2}} generating graphics... => 2
{{1,2,4,5,6},{3}} generating graphics... => 2
{{1,2,3,5,6},{4}} generating graphics... => 2
{{1,2,3,4,6},{5}} generating graphics... => 2
{{1,2,3,4,5},{6}} generating graphics... => 1
{{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... => 2
{{1,3,5,6},{2,4}} generating graphics... => 2
{{1,3,4,6},{2,5}} generating graphics... => 2
{{1,3,4,5},{2,6}} generating graphics... => 2
{{1,2,5,6},{3,4}} generating graphics... => 2
{{1,2,4,6},{3,5}} generating graphics... => 2
{{1,2,4,5},{3,6}} generating graphics... => 2
{{1,2,3,6},{4,5}} generating graphics... => 2
{{1,2,3,5},{4,6}} generating graphics... => 2
{{1,2,3,4},{5,6}} generating graphics... => 1
{{1},{2},{3,4,5,6}} generating graphics... => 1
{{1},{2,4,5,6},{3}} generating graphics... => 1
{{1},{2,3,5,6},{4}} generating graphics... => 1
{{1},{2,3,4,6},{5}} generating graphics... => 1
{{1},{2,3,4,5},{6}} generating graphics... => 1
{{1,4,5,6},{2},{3}} generating graphics... => 3
{{1,3,5,6},{2},{4}} generating graphics... => 3
{{1,3,4,6},{2},{5}} generating graphics... => 3
{{1,3,4,5},{2},{6}} generating graphics... => 2
{{1,2,5,6},{3},{4}} generating graphics... => 3
{{1,2,4,6},{3},{5}} generating graphics... => 3
{{1,2,4,5},{3},{6}} generating graphics... => 2
{{1,2,3,6},{4},{5}} generating graphics... => 3
{{1,2,3,5},{4},{6}} generating graphics... => 2
{{1,2,3,4},{5},{6}} generating graphics... => 1
{{1,2,3},{4,5,6}} generating graphics... => 1
{{1,2,4},{3,5,6}} generating graphics... => 2
{{1,2,5},{3,4,6}} generating graphics... => 2
{{1,2,6},{3,4,5}} generating graphics... => 2
{{1,3,4},{2,5,6}} generating graphics... => 2
{{1,3,5},{2,4,6}} generating graphics... => 2
{{1,3,6},{2,4,5}} generating graphics... => 2
{{1,4,5},{2,3,6}} generating graphics... => 2
{{1,4,6},{2,3,5}} generating graphics... => 2
{{1,5,6},{2,3,4}} generating graphics... => 2
{{1},{2,3},{4,5,6}} generating graphics... => 1
{{1},{2,4},{3,5,6}} generating graphics... => 1
{{1},{2,5},{3,4,6}} generating graphics... => 1
{{1},{2,6},{3,4,5}} generating graphics... => 1
{{1},{2,5,6},{3,4}} generating graphics... => 1
{{1},{2,4,6},{3,5}} generating graphics... => 1
{{1},{2,4,5},{3,6}} generating graphics... => 1
{{1},{2,3,6},{4,5}} generating graphics... => 1
{{1},{2,3,5},{4,6}} generating graphics... => 1
{{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... => 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... => 1
{{1,2},{3,5,6},{4}} generating graphics... => 1
{{1,2},{3,4,6},{5}} generating graphics... => 1
{{1,2},{3,4,5},{6}} generating graphics... => 1
{{1,4},{2,5,6},{3}} generating graphics... => 3
{{1,5},{2,4,6},{3}} generating graphics... => 3
{{1,6},{2,4,5},{3}} generating graphics... => 3
{{1,3},{2,5,6},{4}} generating graphics... => 3
{{1,3},{2,4,6},{5}} generating graphics... => 3
{{1,3},{2,4,5},{6}} generating graphics... => 2
{{1,5},{2,3,6},{4}} generating graphics... => 3
{{1,6},{2,3,5},{4}} generating graphics... => 3
{{1,4},{2,3,6},{5}} generating graphics... => 3
{{1,4},{2,3,5},{6}} generating graphics... => 2
{{1,6},{2,3,4},{5}} generating graphics... => 3
{{1,5},{2,3,4},{6}} generating graphics... => 2
{{1,5,6},{2},{3,4}} generating graphics... => 3
{{1,4,6},{2},{3,5}} generating graphics... => 3
{{1,4,5},{2},{3,6}} generating graphics... => 3
{{1,3,6},{2},{4,5}} generating graphics... => 3
{{1,3,5},{2},{4,6}} generating graphics... => 3
{{1,3,4},{2},{5,6}} generating graphics... => 2
{{1,5,6},{2,4},{3}} generating graphics... => 3
{{1,4,6},{2,5},{3}} generating graphics... => 3
{{1,4,5},{2,6},{3}} generating graphics... => 3
{{1,5,6},{2,3},{4}} generating graphics... => 3
{{1,4,6},{2,3},{5}} generating graphics... => 3
{{1,4,5},{2,3},{6}} generating graphics... => 2
{{1,3,6},{2,5},{4}} generating graphics... => 3
{{1,3,5},{2,6},{4}} generating graphics... => 3
{{1,3,6},{2,4},{5}} generating graphics... => 3
{{1,3,5},{2,4},{6}} generating graphics... => 2
{{1,3,4},{2,6},{5}} generating graphics... => 3
{{1,3,4},{2,5},{6}} generating graphics... => 2
{{1,2,6},{3},{4,5}} generating graphics... => 3
{{1,2,5},{3},{4,6}} generating graphics... => 3
{{1,2,4},{3},{5,6}} generating graphics... => 2
{{1,2,6},{3,5},{4}} generating graphics... => 3
{{1,2,5},{3,6},{4}} generating graphics... => 3
{{1,2,6},{3,4},{5}} generating graphics... => 3
{{1,2,5},{3,4},{6}} generating graphics... => 2
{{1,2,4},{3,6},{5}} generating graphics... => 3
{{1,2,4},{3,5},{6}} generating graphics... => 2
{{1,2,3},{4},{5,6}} generating graphics... => 1
{{1,2,3},{4,6},{5}} generating graphics... => 1
{{1,2,3},{4,5},{6}} generating graphics... => 1
{{1},{2},{3},{4,5,6}} generating graphics... => 1
{{1},{2},{3,5,6},{4}} generating graphics... => 1
{{1},{2},{3,4,6},{5}} generating graphics... => 1
{{1},{2},{3,4,5},{6}} generating graphics... => 1
{{1},{2,5,6},{3},{4}} generating graphics... => 1
{{1},{2,4,6},{3},{5}} generating graphics... => 1
{{1},{2,4,5},{3},{6}} generating graphics... => 1
{{1},{2,3,6},{4},{5}} generating graphics... => 1
{{1},{2,3,5},{4},{6}} generating graphics... => 1
{{1},{2,3,4},{5},{6}} generating graphics... => 1
{{1,5,6},{2},{3},{4}} generating graphics... => 4
{{1,4,6},{2},{3},{5}} generating graphics... => 4
{{1,4,5},{2},{3},{6}} generating graphics... => 3
{{1,3,6},{2},{4},{5}} generating graphics... => 4
{{1,3,5},{2},{4},{6}} generating graphics... => 3
{{1,3,4},{2},{5},{6}} generating graphics... => 2
{{1,2,6},{3},{4},{5}} generating graphics... => 4
{{1,2,5},{3},{4},{6}} generating graphics... => 3
{{1,2,4},{3},{5},{6}} generating graphics... => 2
{{1,2,3},{4},{5},{6}} generating graphics... => 1
{{1,2},{3,4},{5,6}} generating graphics... => 1
{{1,2},{3,5},{4,6}} generating graphics... => 1
{{1,2},{3,6},{4,5}} generating graphics... => 1
{{1,3},{2,4},{5,6}} generating graphics... => 2
{{1,3},{2,5},{4,6}} generating graphics... => 3
{{1,3},{2,6},{4,5}} generating graphics... => 3
{{1,4},{2,3},{5,6}} generating graphics... => 2
{{1,4},{2,5},{3,6}} generating graphics... => 3
{{1,4},{2,6},{3,5}} generating graphics... => 3
{{1,5},{2,3},{4,6}} generating graphics... => 3
{{1,5},{2,4},{3,6}} generating graphics... => 3
{{1,5},{2,6},{3,4}} generating graphics... => 3
{{1,6},{2,3},{4,5}} generating graphics... => 3
{{1,6},{2,4},{3,5}} generating graphics... => 3
{{1,6},{2,5},{3,4}} generating graphics... => 3
{{1},{2},{3,4},{5,6}} generating graphics... => 1
{{1},{2},{3,5},{4,6}} generating graphics... => 1
{{1},{2},{3,6},{4,5}} generating graphics... => 1
{{1},{2,4},{3},{5,6}} generating graphics... => 1
{{1},{2,5},{3},{4,6}} generating graphics... => 1
{{1},{2,6},{3},{4,5}} generating graphics... => 1
{{1},{2,3},{4},{5,6}} generating graphics... => 1
{{1},{2,5},{3,6},{4}} generating graphics... => 1
{{1},{2,6},{3,5},{4}} generating graphics... => 1
{{1},{2,3},{4,6},{5}} generating graphics... => 1
{{1},{2,4},{3,6},{5}} generating graphics... => 1
{{1},{2,6},{3,4},{5}} generating graphics... => 1
{{1},{2,3},{4,5},{6}} generating graphics... => 1
{{1},{2,4},{3,5},{6}} generating graphics... => 1
{{1},{2,5},{3,4},{6}} generating graphics... => 1
{{1,4},{2},{3},{5,6}} generating graphics... => 3
{{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... => 2
{{1,5},{2},{3,6},{4}} generating graphics... => 4
{{1,6},{2},{3,5},{4}} generating graphics... => 4
{{1,3},{2},{4,6},{5}} generating graphics... => 2
{{1,4},{2},{3,6},{5}} generating graphics... => 4
{{1,6},{2},{3,4},{5}} generating graphics... => 4
{{1,3},{2},{4,5},{6}} generating graphics... => 2
{{1,4},{2},{3,5},{6}} generating graphics... => 3
{{1,5},{2},{3,4},{6}} generating graphics... => 3
{{1,2},{3},{4},{5,6}} generating graphics... => 1
{{1,5},{2,6},{3},{4}} generating graphics... => 4
{{1,6},{2,5},{3},{4}} generating graphics... => 4
{{1,2},{3},{4,6},{5}} generating graphics... => 1
{{1,4},{2,6},{3},{5}} generating graphics... => 4
{{1,6},{2,4},{3},{5}} generating graphics... => 4
{{1,2},{3},{4,5},{6}} generating graphics... => 1
{{1,4},{2,5},{3},{6}} generating graphics... => 3
{{1,5},{2,4},{3},{6}} generating graphics... => 3
{{1,2},{3,6},{4},{5}} generating graphics... => 1
{{1,3},{2,6},{4},{5}} generating graphics... => 4
{{1,6},{2,3},{4},{5}} generating graphics... => 4
{{1,2},{3,5},{4},{6}} generating graphics... => 1
{{1,3},{2,5},{4},{6}} generating graphics... => 3
{{1,5},{2,3},{4},{6}} generating graphics... => 3
{{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},{2},{3},{4},{5,6}} generating graphics... => 1
{{1},{2},{3},{4,6},{5}} generating graphics... => 1
{{1},{2},{3},{4,5},{6}} generating graphics... => 1
{{1},{2},{3,6},{4},{5}} generating graphics... => 1
{{1},{2},{3,5},{4},{6}} generating graphics... => 1
{{1},{2},{3,4},{5},{6}} generating graphics... => 1
{{1},{2,6},{3},{4},{5}} generating graphics... => 1
{{1},{2,5},{3},{4},{6}} generating graphics... => 1
{{1},{2,4},{3},{5},{6}} generating graphics... => 1
{{1},{2,3},{4},{5},{6}} generating graphics... => 1
{{1,6},{2},{3},{4},{5}} generating graphics... => 5
{{1,5},{2},{3},{4},{6}} generating graphics... => 4
{{1,4},{2},{3},{5},{6}} generating graphics... => 3
{{1,3},{2},{4},{5},{6}} generating graphics... => 2
{{1,2},{3},{4},{5},{6}} generating graphics... => 1
{{1},{2},{3},{4},{5},{6}} generating graphics... => 1
{{1,2,3,4,5,6,7}} generating graphics... => 1
{{1},{2,3,4,5,6,7}} generating graphics... => 1
{{1,3,4,5,6,7},{2}} generating graphics... => 2
{{1,2,4,5,6,7},{3}} generating graphics... => 2
{{1,2,3,5,6,7},{4}} generating graphics... => 2
{{1,2,3,4,6,7},{5}} generating graphics... => 2
{{1,2,3,4,5,7},{6}} generating graphics... => 2
{{1,2,3,4,5,6},{7}} generating graphics... => 1
{{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... => 2
{{1,3,5,6,7},{2,4}} generating graphics... => 2
{{1,3,4,6,7},{2,5}} generating graphics... => 2
{{1,3,4,5,7},{2,6}} generating graphics... => 2
{{1,3,4,5,6},{2,7}} generating graphics... => 2
{{1,2,5,6,7},{3,4}} generating graphics... => 2
{{1,2,4,6,7},{3,5}} generating graphics... => 2
{{1,2,4,5,7},{3,6}} generating graphics... => 2
{{1,2,4,5,6},{3,7}} generating graphics... => 2
{{1,2,3,6,7},{4,5}} generating graphics... => 2
{{1,2,3,5,7},{4,6}} generating graphics... => 2
{{1,2,3,5,6},{4,7}} generating graphics... => 2
{{1,2,3,4,7},{5,6}} generating graphics... => 2
{{1,2,3,4,6},{5,7}} generating graphics... => 2
{{1,2,3,4,5},{6,7}} generating graphics... => 1
{{1},{2},{3,4,5,6,7}} generating graphics... => 1
{{1},{2,4,5,6,7},{3}} generating graphics... => 1
{{1},{2,3,5,6,7},{4}} generating graphics... => 1
{{1},{2,3,4,6,7},{5}} generating graphics... => 1
{{1},{2,3,4,5,7},{6}} generating graphics... => 1
{{1},{2,3,4,5,6},{7}} generating graphics... => 1
{{1,4,5,6,7},{2},{3}} generating graphics... => 3
{{1,3,5,6,7},{2},{4}} generating graphics... => 3
{{1,3,4,6,7},{2},{5}} generating graphics... => 3
{{1,3,4,5,7},{2},{6}} generating graphics... => 3
{{1,3,4,5,6},{2},{7}} generating graphics... => 2
{{1,2,5,6,7},{3},{4}} generating graphics... => 3
{{1,2,4,6,7},{3},{5}} generating graphics... => 3
{{1,2,4,5,7},{3},{6}} generating graphics... => 3
{{1,2,4,5,6},{3},{7}} generating graphics... => 2
{{1,2,3,6,7},{4},{5}} generating graphics... => 3
{{1,2,3,5,7},{4},{6}} generating graphics... => 3
{{1,2,3,5,6},{4},{7}} generating graphics... => 2
{{1,2,3,4,7},{5},{6}} generating graphics... => 3
{{1,2,3,4,6},{5},{7}} generating graphics... => 2
{{1,2,3,4,5},{6},{7}} generating graphics... => 1
{{1,2,3},{4,5,6,7}} generating graphics... => 1
{{1,2,4},{3,5,6,7}} generating graphics... => 2
{{1,2,5},{3,4,6,7}} generating graphics... => 2
{{1,2,6},{3,4,5,7}} generating graphics... => 2
{{1,2,7},{3,4,5,6}} generating graphics... => 2
{{1,3,4},{2,5,6,7}} generating graphics... => 2
{{1,3,5},{2,4,6,7}} generating graphics... => 2
{{1,3,6},{2,4,5,7}} generating graphics... => 2
{{1,3,7},{2,4,5,6}} generating graphics... => 2
{{1,4,5},{2,3,6,7}} generating graphics... => 2
{{1,4,6},{2,3,5,7}} generating graphics... => 2
{{1,4,7},{2,3,5,6}} generating graphics... => 2
{{1,5,6},{2,3,4,7}} generating graphics... => 2
{{1,5,7},{2,3,4,6}} generating graphics... => 2
{{1,6,7},{2,3,4,5}} generating graphics... => 2
{{1,5,6,7},{2,3,4}} generating graphics... => 2
{{1,4,6,7},{2,3,5}} generating graphics... => 2
{{1,4,5,7},{2,3,6}} generating graphics... => 2
{{1,4,5,6},{2,3,7}} generating graphics... => 2
{{1,3,6,7},{2,4,5}} generating graphics... => 2
{{1,3,5,7},{2,4,6}} generating graphics... => 2
{{1,3,5,6},{2,4,7}} generating graphics... => 2
{{1,3,4,7},{2,5,6}} generating graphics... => 2
{{1,3,4,6},{2,5,7}} generating graphics... => 2
{{1,3,4,5},{2,6,7}} generating graphics... => 2
{{1,2,6,7},{3,4,5}} generating graphics... => 2
{{1,2,5,7},{3,4,6}} generating graphics... => 2
{{1,2,5,6},{3,4,7}} generating graphics... => 2
{{1,2,4,7},{3,5,6}} generating graphics... => 2
{{1,2,4,6},{3,5,7}} generating graphics... => 2
{{1,2,4,5},{3,6,7}} generating graphics... => 2
{{1,2,3,7},{4,5,6}} generating graphics... => 2
{{1,2,3,6},{4,5,7}} generating graphics... => 2
{{1,2,3,5},{4,6,7}} generating graphics... => 2
{{1,2,3,4},{5,6,7}} generating graphics... => 1
{{1},{2,3},{4,5,6,7}} generating graphics... => 1
{{1},{2,4},{3,5,6,7}} generating graphics... => 1
{{1},{2,5},{3,4,6,7}} generating graphics... => 1
{{1},{2,6},{3,4,5,7}} generating graphics... => 1
{{1},{2,7},{3,4,5,6}} generating graphics... => 1
{{1},{2,5,6,7},{3,4}} generating graphics... => 1
{{1},{2,4,6,7},{3,5}} generating graphics... => 1
{{1},{2,4,5,7},{3,6}} generating graphics... => 1
{{1},{2,4,5,6},{3,7}} generating graphics... => 1
{{1},{2,3,6,7},{4,5}} generating graphics... => 1
{{1},{2,3,5,7},{4,6}} generating graphics... => 1
{{1},{2,3,5,6},{4,7}} generating graphics... => 1
{{1},{2,3,4,7},{5,6}} generating graphics... => 1
{{1},{2,3,4,6},{5,7}} generating graphics... => 1
{{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... => 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... => 1
{{1,2},{3,5,6,7},{4}} generating graphics... => 1
{{1,2},{3,4,6,7},{5}} generating graphics... => 1
{{1,2},{3,4,5,7},{6}} generating graphics... => 1
{{1,2},{3,4,5,6},{7}} generating graphics... => 1
{{1,4},{2,5,6,7},{3}} generating graphics... => 3
{{1,5},{2,4,6,7},{3}} generating graphics... => 3
{{1,6},{2,4,5,7},{3}} generating graphics... => 3
{{1,7},{2,4,5,6},{3}} generating graphics... => 3
{{1,3},{2,5,6,7},{4}} generating graphics... => 3
{{1,3},{2,4,6,7},{5}} generating graphics... => 3
{{1,3},{2,4,5,7},{6}} generating graphics... => 3
{{1,3},{2,4,5,6},{7}} generating graphics... => 2
{{1,5},{2,3,6,7},{4}} generating graphics... => 3
{{1,6},{2,3,5,7},{4}} generating graphics... => 3
{{1,7},{2,3,5,6},{4}} generating graphics... => 3
{{1,4},{2,3,6,7},{5}} generating graphics... => 3
{{1,4},{2,3,5,7},{6}} generating graphics... => 3
{{1,4},{2,3,5,6},{7}} generating graphics... => 2
{{1,6},{2,3,4,7},{5}} generating graphics... => 3
{{1,7},{2,3,4,6},{5}} generating graphics... => 3
{{1,5},{2,3,4,7},{6}} generating graphics... => 3
{{1,5},{2,3,4,6},{7}} generating graphics... => 2
{{1,7},{2,3,4,5},{6}} generating graphics... => 3
{{1,6},{2,3,4,5},{7}} generating graphics... => 2
{{1,5,6,7},{2},{3,4}} generating graphics... => 3
{{1,4,6,7},{2},{3,5}} generating graphics... => 3
{{1,4,5,7},{2},{3,6}} generating graphics... => 3
{{1,4,5,6},{2},{3,7}} generating graphics... => 3
{{1,3,6,7},{2},{4,5}} generating graphics... => 3
{{1,3,5,7},{2},{4,6}} generating graphics... => 3
{{1,3,5,6},{2},{4,7}} generating graphics... => 3
{{1,3,4,7},{2},{5,6}} generating graphics... => 3
{{1,3,4,6},{2},{5,7}} generating graphics... => 3
{{1,3,4,5},{2},{6,7}} generating graphics... => 2
{{1,5,6,7},{2,4},{3}} generating graphics... => 3
{{1,4,6,7},{2,5},{3}} generating graphics... => 3
{{1,4,5,7},{2,6},{3}} generating graphics... => 3
{{1,4,5,6},{2,7},{3}} generating graphics... => 3
{{1,5,6,7},{2,3},{4}} generating graphics... => 3
{{1,4,6,7},{2,3},{5}} generating graphics... => 3
{{1,4,5,7},{2,3},{6}} generating graphics... => 3
{{1,4,5,6},{2,3},{7}} generating graphics... => 2
{{1,3,6,7},{2,5},{4}} generating graphics... => 3
{{1,3,5,7},{2,6},{4}} generating graphics... => 3
{{1,3,5,6},{2,7},{4}} generating graphics... => 3
{{1,3,6,7},{2,4},{5}} generating graphics... => 3
{{1,3,5,7},{2,4},{6}} generating graphics... => 3
{{1,3,5,6},{2,4},{7}} generating graphics... => 2
{{1,3,4,7},{2,6},{5}} generating graphics... => 3
{{1,3,4,6},{2,7},{5}} generating graphics... => 3
{{1,3,4,7},{2,5},{6}} generating graphics... => 3
{{1,3,4,6},{2,5},{7}} generating graphics... => 2
{{1,3,4,5},{2,7},{6}} generating graphics... => 3
{{1,3,4,5},{2,6},{7}} generating graphics... => 2
{{1,2,6,7},{3},{4,5}} generating graphics... => 3
{{1,2,5,7},{3},{4,6}} generating graphics... => 3
{{1,2,5,6},{3},{4,7}} generating graphics... => 3
{{1,2,4,7},{3},{5,6}} generating graphics... => 3
{{1,2,4,6},{3},{5,7}} generating graphics... => 3
{{1,2,4,5},{3},{6,7}} generating graphics... => 2
{{1,2,6,7},{3,5},{4}} generating graphics... => 3
{{1,2,5,7},{3,6},{4}} generating graphics... => 3
{{1,2,5,6},{3,7},{4}} generating graphics... => 3
{{1,2,6,7},{3,4},{5}} generating graphics... => 3
{{1,2,5,7},{3,4},{6}} generating graphics... => 3
{{1,2,5,6},{3,4},{7}} generating graphics... => 2
{{1,2,4,7},{3,6},{5}} generating graphics... => 3
{{1,2,4,6},{3,7},{5}} generating graphics... => 3
{{1,2,4,7},{3,5},{6}} generating graphics... => 3
{{1,2,4,6},{3,5},{7}} generating graphics... => 2
{{1,2,4,5},{3,7},{6}} generating graphics... => 3
{{1,2,4,5},{3,6},{7}} generating graphics... => 2
{{1,2,3,7},{4},{5,6}} generating graphics... => 3
{{1,2,3,6},{4},{5,7}} generating graphics... => 3
{{1,2,3,5},{4},{6,7}} generating graphics... => 2
{{1,2,3,7},{4,6},{5}} generating graphics... => 3
{{1,2,3,6},{4,7},{5}} generating graphics... => 3
{{1,2,3,7},{4,5},{6}} generating graphics... => 3
{{1,2,3,6},{4,5},{7}} generating graphics... => 2
{{1,2,3,5},{4,7},{6}} generating graphics... => 3
{{1,2,3,5},{4,6},{7}} generating graphics... => 2
{{1,2,3,4},{5},{6,7}} generating graphics... => 1
{{1,2,3,4},{5,7},{6}} generating graphics... => 1
{{1,2,3,4},{5,6},{7}} generating graphics... => 1
{{1},{2},{3},{4,5,6,7}} generating graphics... => 1
{{1},{2},{3,5,6,7},{4}} generating graphics... => 1
{{1},{2},{3,4,6,7},{5}} generating graphics... => 1
{{1},{2},{3,4,5,7},{6}} generating graphics... => 1
{{1},{2},{3,4,5,6},{7}} generating graphics... => 1
{{1},{2,5,6,7},{3},{4}} generating graphics... => 1
{{1},{2,4,6,7},{3},{5}} generating graphics... => 1
{{1},{2,4,5,7},{3},{6}} generating graphics... => 1
{{1},{2,4,5,6},{3},{7}} generating graphics... => 1
{{1},{2,3,6,7},{4},{5}} generating graphics... => 1
{{1},{2,3,5,7},{4},{6}} generating graphics... => 1
{{1},{2,3,5,6},{4},{7}} generating graphics... => 1
{{1},{2,3,4,7},{5},{6}} generating graphics... => 1
{{1},{2,3,4,6},{5},{7}} generating graphics... => 1
{{1},{2,3,4,5},{6},{7}} generating graphics... => 1
{{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... => 3
{{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... => 3
{{1,3,4,7},{2},{5},{6}} generating graphics... => 4
{{1,3,4,6},{2},{5},{7}} generating graphics... => 3
{{1,3,4,5},{2},{6},{7}} generating graphics... => 2
{{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... => 3
{{1,2,4,7},{3},{5},{6}} generating graphics... => 4
{{1,2,4,6},{3},{5},{7}} generating graphics... => 3
{{1,2,4,5},{3},{6},{7}} generating graphics... => 2
{{1,2,3,7},{4},{5},{6}} generating graphics... => 4
{{1,2,3,6},{4},{5},{7}} generating graphics... => 3
{{1,2,3,5},{4},{6},{7}} generating graphics... => 2
{{1,2,3,4},{5},{6},{7}} generating graphics... => 1
{{1},{2,3,4},{5,6,7}} generating graphics... => 1
{{1},{2,3,5},{4,6,7}} generating graphics... => 1
{{1},{2,3,6},{4,5,7}} generating graphics... => 1
{{1},{2,3,7},{4,5,6}} generating graphics... => 1
{{1},{2,4,5},{3,6,7}} generating graphics... => 1
{{1},{2,4,6},{3,5,7}} generating graphics... => 1
{{1},{2,4,7},{3,5,6}} generating graphics... => 1
{{1},{2,5,6},{3,4,7}} generating graphics... => 1
{{1},{2,5,7},{3,4,6}} generating graphics... => 1
{{1},{2,6,7},{3,4,5}} generating graphics... => 1
{{1,3,4},{2},{5,6,7}} generating graphics... => 2
{{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
{{1,2,4},{3},{5,6,7}} generating graphics... => 2
{{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
{{1,4,5},{2,6,7},{3}} generating graphics... => 3
{{1,4,6},{2,5,7},{3}} generating graphics... => 3
{{1,4,7},{2,5,6},{3}} generating graphics... => 3
{{1,5,6},{2,4,7},{3}} generating graphics... => 3
{{1,5,7},{2,4,6},{3}} generating graphics... => 3
{{1,6,7},{2,4,5},{3}} generating graphics... => 3
{{1,2,3},{4},{5,6,7}} generating graphics... => 1
{{1,2,5},{3,6,7},{4}} generating graphics... => 3
{{1,2,6},{3,5,7},{4}} generating graphics... => 3
{{1,2,7},{3,5,6},{4}} generating graphics... => 3
{{1,3,5},{2,6,7},{4}} generating graphics... => 3
{{1,3,6},{2,5,7},{4}} generating graphics... => 3
{{1,3,7},{2,5,6},{4}} generating graphics... => 3
{{1,5,6},{2,3,7},{4}} generating graphics... => 3
{{1,5,7},{2,3,6},{4}} generating graphics... => 3
{{1,6,7},{2,3,5},{4}} generating graphics... => 3
{{1,2,3},{4,6,7},{5}} generating graphics... => 1
{{1,2,4},{3,6,7},{5}} generating graphics... => 3
{{1,2,6},{3,4,7},{5}} generating graphics... => 3
{{1,2,7},{3,4,6},{5}} generating graphics... => 3
{{1,3,4},{2,6,7},{5}} generating graphics... => 3
{{1,3,6},{2,4,7},{5}} generating graphics... => 3
{{1,3,7},{2,4,6},{5}} generating graphics... => 3
{{1,4,6},{2,3,7},{5}} generating graphics... => 3
{{1,4,7},{2,3,6},{5}} generating graphics... => 3
{{1,6,7},{2,3,4},{5}} generating graphics... => 3
{{1,2,3},{4,5,7},{6}} generating graphics... => 1
{{1,2,4},{3,5,7},{6}} generating graphics... => 3
{{1,2,5},{3,4,7},{6}} generating graphics... => 3
{{1,2,7},{3,4,5},{6}} generating graphics... => 3
{{1,3,4},{2,5,7},{6}} generating graphics... => 3
{{1,3,5},{2,4,7},{6}} generating graphics... => 3
{{1,3,7},{2,4,5},{6}} generating graphics... => 3
{{1,4,5},{2,3,7},{6}} generating graphics... => 3
{{1,4,7},{2,3,5},{6}} generating graphics... => 3
{{1,5,7},{2,3,4},{6}} generating graphics... => 3
{{1,2,3},{4,5,6},{7}} generating graphics... => 1
{{1,2,4},{3,5,6},{7}} generating graphics... => 2
{{1,2,5},{3,4,6},{7}} generating graphics... => 2
{{1,2,6},{3,4,5},{7}} generating graphics... => 2
{{1,3,4},{2,5,6},{7}} generating graphics... => 2
{{1,3,5},{2,4,6},{7}} generating graphics... => 2
{{1,3,6},{2,4,5},{7}} generating graphics... => 2
{{1,4,5},{2,3,6},{7}} generating graphics... => 2
{{1,4,6},{2,3,5},{7}} generating graphics... => 2
{{1,5,6},{2,3,4},{7}} generating graphics... => 2
{{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
{{1,2},{3,5},{4,6,7}} generating graphics... => 1
{{1,3},{2,5},{4,6,7}} generating graphics... => 3
{{1,5},{2,3},{4,6,7}} generating graphics... => 3
{{1,2},{3,6},{4,5,7}} generating graphics... => 1
{{1,3},{2,6},{4,5,7}} generating graphics... => 3
{{1,6},{2,3},{4,5,7}} generating graphics... => 3
{{1,2},{3,7},{4,5,6}} generating graphics... => 1
{{1,3},{2,7},{4,5,6}} generating graphics... => 3
{{1,7},{2,3},{4,5,6}} generating graphics... => 3
{{1,2},{3,6,7},{4,5}} generating graphics... => 1
{{1,4},{2,5},{3,6,7}} generating graphics... => 3
{{1,5},{2,4},{3,6,7}} generating graphics... => 3
{{1,2},{3,5,7},{4,6}} generating graphics... => 1
{{1,4},{2,6},{3,5,7}} generating graphics... => 3
{{1,6},{2,4},{3,5,7}} generating graphics... => 3
{{1,2},{3,5,6},{4,7}} generating graphics... => 1
{{1,4},{2,7},{3,5,6}} generating graphics... => 3
{{1,7},{2,4},{3,5,6}} generating graphics... => 3
{{1,2},{3,4,7},{5,6}} generating graphics... => 1
{{1,5},{2,6},{3,4,7}} generating graphics... => 3
{{1,6},{2,5},{3,4,7}} generating graphics... => 3
{{1,2},{3,4,6},{5,7}} generating graphics... => 1
{{1,5},{2,7},{3,4,6}} generating graphics... => 3
{{1,7},{2,5},{3,4,6}} generating graphics... => 3
{{1,2},{3,4,5},{6,7}} generating graphics... => 1
{{1,6},{2,7},{3,4,5}} generating graphics... => 3
{{1,7},{2,6},{3,4,5}} generating graphics... => 3
{{1,3},{2,6,7},{4,5}} generating graphics... => 3
{{1,4},{2,6,7},{3,5}} generating graphics... => 3
{{1,5},{2,6,7},{3,4}} generating graphics... => 3
{{1,3},{2,5,7},{4,6}} generating graphics... => 3
{{1,4},{2,5,7},{3,6}} generating graphics... => 3
{{1,6},{2,5,7},{3,4}} generating graphics... => 3
{{1,3},{2,5,6},{4,7}} generating graphics... => 3
{{1,4},{2,5,6},{3,7}} generating graphics... => 3
{{1,7},{2,5,6},{3,4}} generating graphics... => 3
{{1,3},{2,4,7},{5,6}} generating graphics... => 3
{{1,5},{2,4,7},{3,6}} generating graphics... => 3
{{1,6},{2,4,7},{3,5}} generating graphics... => 3
{{1,3},{2,4,6},{5,7}} generating graphics... => 3
{{1,5},{2,4,6},{3,7}} generating graphics... => 3
{{1,7},{2,4,6},{3,5}} generating graphics... => 3
{{1,3},{2,4,5},{6,7}} generating graphics... => 2
{{1,6},{2,4,5},{3,7}} generating graphics... => 3
{{1,7},{2,4,5},{3,6}} generating graphics... => 3
{{1,4},{2,3,7},{5,6}} generating graphics... => 3
{{1,5},{2,3,7},{4,6}} generating graphics... => 3
{{1,6},{2,3,7},{4,5}} generating graphics... => 3
{{1,4},{2,3,6},{5,7}} generating graphics... => 3
{{1,5},{2,3,6},{4,7}} generating graphics... => 3
{{1,7},{2,3,6},{4,5}} generating graphics... => 3
{{1,4},{2,3,5},{6,7}} generating graphics... => 2
{{1,6},{2,3,5},{4,7}} generating graphics... => 3
{{1,7},{2,3,5},{4,6}} generating graphics... => 3
{{1,5},{2,3,4},{6,7}} generating graphics... => 2
{{1,6},{2,3,4},{5,7}} generating graphics... => 3
{{1,7},{2,3,4},{5,6}} generating graphics... => 3
{{1,6,7},{2,3},{4,5}} generating graphics... => 3
{{1,6,7},{2,4},{3,5}} generating graphics... => 3
{{1,6,7},{2,5},{3,4}} generating graphics... => 3
{{1,5,7},{2,3},{4,6}} generating graphics... => 3
{{1,5,7},{2,4},{3,6}} generating graphics... => 3
{{1,5,7},{2,6},{3,4}} generating graphics... => 3
{{1,5,6},{2,3},{4,7}} generating graphics... => 3
{{1,5,6},{2,4},{3,7}} generating graphics... => 3
{{1,5,6},{2,7},{3,4}} generating graphics... => 3
{{1,4,7},{2,3},{5,6}} generating graphics... => 3
{{1,4,7},{2,5},{3,6}} generating graphics... => 3
{{1,4,7},{2,6},{3,5}} generating graphics... => 3
{{1,4,6},{2,3},{5,7}} generating graphics... => 3
{{1,4,6},{2,5},{3,7}} generating graphics... => 3
{{1,4,6},{2,7},{3,5}} generating graphics... => 3
{{1,4,5},{2,3},{6,7}} generating graphics... => 2
{{1,4,5},{2,6},{3,7}} generating graphics... => 3
{{1,4,5},{2,7},{3,6}} generating graphics... => 3
{{1,3,7},{2,4},{5,6}} generating graphics... => 3
{{1,3,7},{2,5},{4,6}} generating graphics... => 3
{{1,3,7},{2,6},{4,5}} generating graphics... => 3
{{1,3,6},{2,4},{5,7}} generating graphics... => 3
{{1,3,6},{2,5},{4,7}} generating graphics... => 3
{{1,3,6},{2,7},{4,5}} generating graphics... => 3
{{1,3,5},{2,4},{6,7}} generating graphics... => 2
{{1,3,5},{2,6},{4,7}} generating graphics... => 3
{{1,3,5},{2,7},{4,6}} generating graphics... => 3
{{1,3,4},{2,5},{6,7}} generating graphics... => 2
{{1,3,4},{2,6},{5,7}} generating graphics... => 3
{{1,3,4},{2,7},{5,6}} generating graphics... => 3
{{1,2,7},{3,4},{5,6}} generating graphics... => 3
{{1,2,7},{3,5},{4,6}} generating graphics... => 3
{{1,2,7},{3,6},{4,5}} generating graphics... => 3
{{1,2,6},{3,4},{5,7}} generating graphics... => 3
{{1,2,6},{3,5},{4,7}} generating graphics... => 3
{{1,2,6},{3,7},{4,5}} generating graphics... => 3
{{1,2,5},{3,4},{6,7}} generating graphics... => 2
{{1,2,5},{3,6},{4,7}} generating graphics... => 3
{{1,2,5},{3,7},{4,6}} generating graphics... => 3
{{1,2,4},{3,5},{6,7}} generating graphics... => 2
{{1,2,4},{3,6},{5,7}} generating graphics... => 3
{{1,2,4},{3,7},{5,6}} generating graphics... => 3
{{1,2,3},{4,5},{6,7}} generating graphics... => 1
{{1,2,3},{4,6},{5,7}} generating graphics... => 1
{{1,2,3},{4,7},{5,6}} generating graphics... => 1
{{1},{2},{3,4},{5,6,7}} generating graphics... => 1
{{1},{2},{3,5},{4,6,7}} generating graphics... => 1
{{1},{2},{3,6},{4,5,7}} generating graphics... => 1
{{1},{2},{3,7},{4,5,6}} generating graphics... => 1
{{1},{2},{3,6,7},{4,5}} generating graphics... => 1
{{1},{2},{3,5,7},{4,6}} generating graphics... => 1
{{1},{2},{3,5,6},{4,7}} generating graphics... => 1
{{1},{2},{3,4,7},{5,6}} generating graphics... => 1
{{1},{2},{3,4,6},{5,7}} generating graphics... => 1
{{1},{2},{3,4,5},{6,7}} generating graphics... => 1
{{1},{2,4},{3},{5,6,7}} generating graphics... => 1
{{1},{2,5},{3},{4,6,7}} generating graphics... => 1
{{1},{2,6},{3},{4,5,7}} generating graphics... => 1
{{1},{2,7},{3},{4,5,6}} generating graphics... => 1
{{1},{2,3},{4},{5,6,7}} generating graphics... => 1
{{1},{2,3},{4,6,7},{5}} generating graphics... => 1
{{1},{2,3},{4,5,7},{6}} generating graphics... => 1
{{1},{2,3},{4,5,6},{7}} generating graphics... => 1
{{1},{2,5},{3,6,7},{4}} generating graphics... => 1
{{1},{2,6},{3,5,7},{4}} generating graphics... => 1
{{1},{2,7},{3,5,6},{4}} generating graphics... => 1
{{1},{2,4},{3,6,7},{5}} generating graphics... => 1
{{1},{2,4},{3,5,7},{6}} generating graphics... => 1
{{1},{2,4},{3,5,6},{7}} generating graphics... => 1
{{1},{2,6},{3,4,7},{5}} generating graphics... => 1
{{1},{2,7},{3,4,6},{5}} generating graphics... => 1
{{1},{2,5},{3,4,7},{6}} generating graphics... => 1
{{1},{2,5},{3,4,6},{7}} generating graphics... => 1
{{1},{2,7},{3,4,5},{6}} generating graphics... => 1
{{1},{2,6},{3,4,5},{7}} generating graphics... => 1
{{1},{2,6,7},{3},{4,5}} generating graphics... => 1
{{1},{2,5,7},{3},{4,6}} generating graphics... => 1
{{1},{2,5,6},{3},{4,7}} generating graphics... => 1
{{1},{2,4,7},{3},{5,6}} generating graphics... => 1
{{1},{2,4,6},{3},{5,7}} generating graphics... => 1
{{1},{2,4,5},{3},{6,7}} generating graphics... => 1
{{1},{2,6,7},{3,5},{4}} generating graphics... => 1
{{1},{2,5,7},{3,6},{4}} generating graphics... => 1
{{1},{2,5,6},{3,7},{4}} generating graphics... => 1
{{1},{2,6,7},{3,4},{5}} generating graphics... => 1
{{1},{2,5,7},{3,4},{6}} generating graphics... => 1
{{1},{2,5,6},{3,4},{7}} generating graphics... => 1
{{1},{2,4,7},{3,6},{5}} generating graphics... => 1
{{1},{2,4,6},{3,7},{5}} generating graphics... => 1
{{1},{2,4,7},{3,5},{6}} generating graphics... => 1
{{1},{2,4,6},{3,5},{7}} generating graphics... => 1
{{1},{2,4,5},{3,7},{6}} generating graphics... => 1
{{1},{2,4,5},{3,6},{7}} generating graphics... => 1
{{1},{2,3,7},{4},{5,6}} generating graphics... => 1
{{1},{2,3,6},{4},{5,7}} generating graphics... => 1
{{1},{2,3,5},{4},{6,7}} generating graphics... => 1
{{1},{2,3,7},{4,6},{5}} generating graphics... => 1
{{1},{2,3,6},{4,7},{5}} generating graphics... => 1
{{1},{2,3,7},{4,5},{6}} generating graphics... => 1
{{1},{2,3,6},{4,5},{7}} generating graphics... => 1
{{1},{2,3,5},{4,7},{6}} generating graphics... => 1
{{1},{2,3,5},{4,6},{7}} generating graphics... => 1
{{1},{2,3,4},{5},{6,7}} generating graphics... => 1
{{1},{2,3,4},{5,7},{6}} generating graphics... => 1
{{1},{2,3,4},{5,6},{7}} generating graphics... => 1
{{1,4},{2},{3},{5,6,7}} generating graphics... => 3
{{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... => 2
{{1,3},{2},{4,6,7},{5}} generating graphics... => 2
{{1,3},{2},{4,5,7},{6}} generating graphics... => 2
{{1,3},{2},{4,5,6},{7}} generating graphics... => 2
{{1,5},{2},{3,6,7},{4}} generating graphics... => 4
{{1,6},{2},{3,5,7},{4}} generating graphics... => 4
{{1,7},{2},{3,5,6},{4}} generating graphics... => 4
{{1,4},{2},{3,6,7},{5}} generating graphics... => 4
{{1,4},{2},{3,5,7},{6}} generating graphics... => 4
{{1,4},{2},{3,5,6},{7}} generating graphics... => 3
{{1,6},{2},{3,4,7},{5}} generating graphics... => 4
{{1,7},{2},{3,4,6},{5}} generating graphics... => 4
{{1,5},{2},{3,4,7},{6}} generating graphics... => 4
{{1,5},{2},{3,4,6},{7}} generating graphics... => 3
{{1,7},{2},{3,4,5},{6}} generating graphics... => 4
{{1,6},{2},{3,4,5},{7}} generating graphics... => 3
{{1,2},{3},{4},{5,6,7}} generating graphics... => 1
{{1,2},{3},{4,6,7},{5}} generating graphics... => 1
{{1,2},{3},{4,5,7},{6}} generating graphics... => 1
{{1,2},{3},{4,5,6},{7}} generating graphics... => 1
{{1,2},{3,6,7},{4},{5}} generating graphics... => 1
{{1,2},{3,5,7},{4},{6}} generating graphics... => 1
{{1,2},{3,5,6},{4},{7}} generating graphics... => 1
{{1,2},{3,4,7},{5},{6}} generating graphics... => 1
{{1,2},{3,4,6},{5},{7}} generating graphics... => 1
{{1,2},{3,4,5},{6},{7}} generating graphics... => 1
{{1,5},{2,6,7},{3},{4}} generating graphics... => 4
{{1,6},{2,5,7},{3},{4}} generating graphics... => 4
{{1,7},{2,5,6},{3},{4}} generating graphics... => 4
{{1,4},{2,6,7},{3},{5}} generating graphics... => 4
{{1,4},{2,5,7},{3},{6}} generating graphics... => 4
{{1,4},{2,5,6},{3},{7}} generating graphics... => 3
{{1,6},{2,4,7},{3},{5}} generating graphics... => 4
{{1,7},{2,4,6},{3},{5}} generating graphics... => 4
{{1,5},{2,4,7},{3},{6}} generating graphics... => 4
{{1,5},{2,4,6},{3},{7}} generating graphics... => 3
{{1,7},{2,4,5},{3},{6}} generating graphics... => 4
{{1,6},{2,4,5},{3},{7}} generating graphics... => 3
{{1,3},{2,6,7},{4},{5}} generating graphics... => 4
{{1,3},{2,5,7},{4},{6}} generating graphics... => 4
{{1,3},{2,5,6},{4},{7}} generating graphics... => 3
{{1,3},{2,4,7},{5},{6}} generating graphics... => 4
{{1,3},{2,4,6},{5},{7}} generating graphics... => 3
{{1,3},{2,4,5},{6},{7}} generating graphics... => 2
{{1,6},{2,3,7},{4},{5}} generating graphics... => 4
{{1,7},{2,3,6},{4},{5}} generating graphics... => 4
{{1,5},{2,3,7},{4},{6}} generating graphics... => 4
{{1,5},{2,3,6},{4},{7}} generating graphics... => 3
{{1,7},{2,3,5},{4},{6}} generating graphics... => 4
{{1,6},{2,3,5},{4},{7}} generating graphics... => 3
{{1,4},{2,3,7},{5},{6}} generating graphics... => 4
{{1,4},{2,3,6},{5},{7}} generating graphics... => 3
{{1,4},{2,3,5},{6},{7}} generating graphics... => 2
{{1,7},{2,3,4},{5},{6}} generating graphics... => 4
{{1,6},{2,3,4},{5},{7}} generating graphics... => 3
{{1,5},{2,3,4},{6},{7}} generating graphics... => 2
{{1,6,7},{2},{3},{4,5}} generating graphics... => 4
{{1,5,7},{2},{3},{4,6}} generating graphics... => 4
{{1,5,6},{2},{3},{4,7}} generating graphics... => 4
{{1,4,7},{2},{3},{5,6}} generating graphics... => 4
{{1,4,6},{2},{3},{5,7}} generating graphics... => 4
{{1,4,5},{2},{3},{6,7}} generating graphics... => 3
{{1,6,7},{2},{3,5},{4}} generating graphics... => 4
{{1,5,7},{2},{3,6},{4}} generating graphics... => 4
{{1,5,6},{2},{3,7},{4}} generating graphics... => 4
{{1,6,7},{2},{3,4},{5}} generating graphics... => 4
{{1,5,7},{2},{3,4},{6}} generating graphics... => 4
{{1,5,6},{2},{3,4},{7}} generating graphics... => 3
{{1,4,7},{2},{3,6},{5}} generating graphics... => 4
{{1,4,6},{2},{3,7},{5}} generating graphics... => 4
{{1,4,7},{2},{3,5},{6}} generating graphics... => 4
{{1,4,6},{2},{3,5},{7}} generating graphics... => 3
{{1,4,5},{2},{3,7},{6}} generating graphics... => 4
{{1,4,5},{2},{3,6},{7}} generating graphics... => 3
{{1,3,7},{2},{4},{5,6}} generating graphics... => 4
{{1,3,6},{2},{4},{5,7}} generating graphics... => 4
{{1,3,5},{2},{4},{6,7}} generating graphics... => 3
{{1,3,7},{2},{4,6},{5}} generating graphics... => 4
{{1,3,6},{2},{4,7},{5}} generating graphics... => 4
{{1,3,7},{2},{4,5},{6}} generating graphics... => 4
{{1,3,6},{2},{4,5},{7}} generating graphics... => 3
{{1,3,5},{2},{4,7},{6}} generating graphics... => 4
{{1,3,5},{2},{4,6},{7}} generating graphics... => 3
{{1,3,4},{2},{5},{6,7}} generating graphics... => 2
{{1,3,4},{2},{5,7},{6}} generating graphics... => 2
{{1,3,4},{2},{5,6},{7}} generating graphics... => 2
{{1,6,7},{2,5},{3},{4}} generating graphics... => 4
{{1,5,7},{2,6},{3},{4}} generating graphics... => 4
{{1,5,6},{2,7},{3},{4}} generating graphics... => 4
{{1,6,7},{2,4},{3},{5}} generating graphics... => 4
{{1,5,7},{2,4},{3},{6}} generating graphics... => 4
{{1,5,6},{2,4},{3},{7}} generating graphics... => 3
{{1,4,7},{2,6},{3},{5}} generating graphics... => 4
{{1,4,6},{2,7},{3},{5}} generating graphics... => 4
{{1,4,7},{2,5},{3},{6}} generating graphics... => 4
{{1,4,6},{2,5},{3},{7}} generating graphics... => 3
{{1,4,5},{2,7},{3},{6}} generating graphics... => 4
{{1,4,5},{2,6},{3},{7}} generating graphics... => 3
{{1,6,7},{2,3},{4},{5}} generating graphics... => 4
{{1,5,7},{2,3},{4},{6}} generating graphics... => 4
{{1,5,6},{2,3},{4},{7}} generating graphics... => 3
{{1,4,7},{2,3},{5},{6}} generating graphics... => 4
{{1,4,6},{2,3},{5},{7}} generating graphics... => 3
{{1,4,5},{2,3},{6},{7}} generating graphics... => 2
{{1,3,7},{2,6},{4},{5}} generating graphics... => 4
{{1,3,6},{2,7},{4},{5}} generating graphics... => 4
{{1,3,7},{2,5},{4},{6}} generating graphics... => 4
{{1,3,6},{2,5},{4},{7}} generating graphics... => 3
{{1,3,5},{2,7},{4},{6}} generating graphics... => 4
{{1,3,5},{2,6},{4},{7}} generating graphics... => 3
{{1,3,7},{2,4},{5},{6}} generating graphics... => 4
{{1,3,6},{2,4},{5},{7}} generating graphics... => 3
{{1,3,5},{2,4},{6},{7}} generating graphics... => 2
{{1,3,4},{2,7},{5},{6}} generating graphics... => 4
{{1,3,4},{2,6},{5},{7}} generating graphics... => 3
{{1,3,4},{2,5},{6},{7}} generating graphics... => 2
{{1,2,7},{3},{4},{5,6}} generating graphics... => 4
{{1,2,6},{3},{4},{5,7}} generating graphics... => 4
{{1,2,5},{3},{4},{6,7}} generating graphics... => 3
{{1,2,7},{3},{4,6},{5}} generating graphics... => 4
{{1,2,6},{3},{4,7},{5}} generating graphics... => 4
{{1,2,7},{3},{4,5},{6}} generating graphics... => 4
{{1,2,6},{3},{4,5},{7}} generating graphics... => 3
{{1,2,5},{3},{4,7},{6}} generating graphics... => 4
{{1,2,5},{3},{4,6},{7}} generating graphics... => 3
{{1,2,4},{3},{5},{6,7}} generating graphics... => 2
{{1,2,4},{3},{5,7},{6}} generating graphics... => 2
{{1,2,4},{3},{5,6},{7}} generating graphics... => 2
{{1,2,7},{3,6},{4},{5}} generating graphics... => 4
{{1,2,6},{3,7},{4},{5}} generating graphics... => 4
{{1,2,7},{3,5},{4},{6}} generating graphics... => 4
{{1,2,6},{3,5},{4},{7}} generating graphics... => 3
{{1,2,5},{3,7},{4},{6}} generating graphics... => 4
{{1,2,5},{3,6},{4},{7}} generating graphics... => 3
{{1,2,7},{3,4},{5},{6}} generating graphics... => 4
{{1,2,6},{3,4},{5},{7}} generating graphics... => 3
{{1,2,5},{3,4},{6},{7}} generating graphics... => 2
{{1,2,4},{3,7},{5},{6}} generating graphics... => 4
{{1,2,4},{3,6},{5},{7}} generating graphics... => 3
{{1,2,4},{3,5},{6},{7}} generating graphics... => 2
{{1,2,3},{4},{5},{6,7}} generating graphics... => 1
{{1,2,3},{4},{5,7},{6}} generating graphics... => 1
{{1,2,3},{4},{5,6},{7}} generating graphics... => 1
{{1,2,3},{4,7},{5},{6}} generating graphics... => 1
{{1,2,3},{4,6},{5},{7}} generating graphics... => 1
{{1,2,3},{4,5},{6},{7}} generating graphics... => 1
{{1},{2},{3},{4},{5,6,7}} generating graphics... => 1
{{1},{2},{3},{4,6,7},{5}} generating graphics... => 1
{{1},{2},{3},{4,5,7},{6}} generating graphics... => 1
{{1},{2},{3},{4,5,6},{7}} generating graphics... => 1
{{1},{2},{3,6,7},{4},{5}} generating graphics... => 1
{{1},{2},{3,5,7},{4},{6}} generating graphics... => 1
{{1},{2},{3,5,6},{4},{7}} generating graphics... => 1
{{1},{2},{3,4,7},{5},{6}} generating graphics... => 1
{{1},{2},{3,4,6},{5},{7}} generating graphics... => 1
{{1},{2},{3,4,5},{6},{7}} generating graphics... => 1
{{1},{2,6,7},{3},{4},{5}} generating graphics... => 1
{{1},{2,5,7},{3},{4},{6}} generating graphics... => 1
{{1},{2,5,6},{3},{4},{7}} generating graphics... => 1
{{1},{2,4,7},{3},{5},{6}} generating graphics... => 1
{{1},{2,4,6},{3},{5},{7}} generating graphics... => 1
{{1},{2,4,5},{3},{6},{7}} generating graphics... => 1
{{1},{2,3,7},{4},{5},{6}} generating graphics... => 1
{{1},{2,3,6},{4},{5},{7}} generating graphics... => 1
{{1},{2,3,5},{4},{6},{7}} generating graphics... => 1
{{1},{2,3,4},{5},{6},{7}} generating graphics... => 1
{{1,6,7},{2},{3},{4},{5}} generating graphics... => 5
{{1,5,7},{2},{3},{4},{6}} generating graphics... => 5
{{1,5,6},{2},{3},{4},{7}} generating graphics... => 4
{{1,4,7},{2},{3},{5},{6}} generating graphics... => 5
{{1,4,6},{2},{3},{5},{7}} generating graphics... => 4
{{1,4,5},{2},{3},{6},{7}} generating graphics... => 3
{{1,3,7},{2},{4},{5},{6}} generating graphics... => 5
{{1,3,6},{2},{4},{5},{7}} generating graphics... => 4
{{1,3,5},{2},{4},{6},{7}} generating graphics... => 3
{{1,3,4},{2},{5},{6},{7}} generating graphics... => 2
{{1,2,7},{3},{4},{5},{6}} generating graphics... => 5
{{1,2,6},{3},{4},{5},{7}} generating graphics... => 4
{{1,2,5},{3},{4},{6},{7}} generating graphics... => 3
{{1,2,4},{3},{5},{6},{7}} generating graphics... => 2
{{1,2,3},{4},{5},{6},{7}} generating graphics... => 1
{{1},{2,3},{4,5},{6,7}} generating graphics... => 1
{{1},{2,3},{4,6},{5,7}} generating graphics... => 1
{{1},{2,3},{4,7},{5,6}} generating graphics... => 1
{{1},{2,4},{3,5},{6,7}} generating graphics... => 1
{{1},{2,4},{3,6},{5,7}} generating graphics... => 1
{{1},{2,4},{3,7},{5,6}} generating graphics... => 1
{{1},{2,5},{3,4},{6,7}} generating graphics... => 1
{{1},{2,5},{3,6},{4,7}} generating graphics... => 1
{{1},{2,5},{3,7},{4,6}} generating graphics... => 1
{{1},{2,6},{3,4},{5,7}} generating graphics... => 1
{{1},{2,6},{3,5},{4,7}} generating graphics... => 1
{{1},{2,6},{3,7},{4,5}} generating graphics... => 1
{{1},{2,7},{3,4},{5,6}} generating graphics... => 1
{{1},{2,7},{3,5},{4,6}} generating graphics... => 1
{{1},{2,7},{3,6},{4,5}} generating graphics... => 1
{{1,3},{2},{4,5},{6,7}} generating graphics... => 2
{{1,3},{2},{4,6},{5,7}} generating graphics... => 2
{{1,3},{2},{4,7},{5,6}} generating graphics... => 2
{{1,4},{2},{3,5},{6,7}} generating graphics... => 3
{{1,4},{2},{3,6},{5,7}} generating graphics... => 4
{{1,4},{2},{3,7},{5,6}} generating graphics... => 4
{{1,5},{2},{3,4},{6,7}} generating graphics... => 3
{{1,5},{2},{3,6},{4,7}} generating graphics... => 4
{{1,5},{2},{3,7},{4,6}} generating graphics... => 4
{{1,6},{2},{3,4},{5,7}} generating graphics... => 4
{{1,6},{2},{3,5},{4,7}} generating graphics... => 4
{{1,6},{2},{3,7},{4,5}} generating graphics... => 4
{{1,7},{2},{3,4},{5,6}} generating graphics... => 4
{{1,7},{2},{3,5},{4,6}} generating graphics... => 4
{{1,7},{2},{3,6},{4,5}} generating graphics... => 4
{{1,2},{3},{4,5},{6,7}} generating graphics... => 1
{{1,2},{3},{4,6},{5,7}} generating graphics... => 1
{{1,2},{3},{4,7},{5,6}} generating graphics... => 1
{{1,4},{2,5},{3},{6,7}} generating graphics... => 3
{{1,4},{2,6},{3},{5,7}} generating graphics... => 4
{{1,4},{2,7},{3},{5,6}} generating graphics... => 4
{{1,5},{2,4},{3},{6,7}} generating graphics... => 3
{{1,5},{2,6},{3},{4,7}} generating graphics... => 4
{{1,5},{2,7},{3},{4,6}} generating graphics... => 4
{{1,6},{2,4},{3},{5,7}} generating graphics... => 4
{{1,6},{2,5},{3},{4,7}} generating graphics... => 4
{{1,6},{2,7},{3},{4,5}} generating graphics... => 4
{{1,7},{2,4},{3},{5,6}} generating graphics... => 4
{{1,7},{2,5},{3},{4,6}} generating graphics... => 4
{{1,7},{2,6},{3},{4,5}} generating graphics... => 4
{{1,2},{3,5},{4},{6,7}} generating graphics... => 1
{{1,2},{3,6},{4},{5,7}} generating graphics... => 1
{{1,2},{3,7},{4},{5,6}} generating graphics... => 1
{{1,3},{2,5},{4},{6,7}} generating graphics... => 3
{{1,3},{2,6},{4},{5,7}} generating graphics... => 4
{{1,3},{2,7},{4},{5,6}} generating graphics... => 4
{{1,5},{2,3},{4},{6,7}} generating graphics... => 3
{{1,5},{2,6},{3,7},{4}} generating graphics... => 4
{{1,5},{2,7},{3,6},{4}} generating graphics... => 4
{{1,6},{2,3},{4},{5,7}} generating graphics... => 4
{{1,6},{2,5},{3,7},{4}} generating graphics... => 4
{{1,6},{2,7},{3,5},{4}} generating graphics... => 4
{{1,7},{2,3},{4},{5,6}} generating graphics... => 4
{{1,7},{2,5},{3,6},{4}} generating graphics... => 4
{{1,7},{2,6},{3,5},{4}} generating graphics... => 4
{{1,2},{3,4},{5},{6,7}} generating graphics... => 1
{{1,2},{3,6},{4,7},{5}} generating graphics... => 1
{{1,2},{3,7},{4,6},{5}} generating graphics... => 1
{{1,3},{2,4},{5},{6,7}} generating graphics... => 2
{{1,3},{2,6},{4,7},{5}} generating graphics... => 4
{{1,3},{2,7},{4,6},{5}} generating graphics... => 4
{{1,4},{2,3},{5},{6,7}} generating graphics... => 2
{{1,4},{2,6},{3,7},{5}} generating graphics... => 4
{{1,4},{2,7},{3,6},{5}} generating graphics... => 4
{{1,6},{2,3},{4,7},{5}} generating graphics... => 4
{{1,6},{2,4},{3,7},{5}} generating graphics... => 4
{{1,6},{2,7},{3,4},{5}} generating graphics... => 4
{{1,7},{2,3},{4,6},{5}} generating graphics... => 4
{{1,7},{2,4},{3,6},{5}} generating graphics... => 4
{{1,7},{2,6},{3,4},{5}} generating graphics... => 4
{{1,2},{3,4},{5,7},{6}} generating graphics... => 1
{{1,2},{3,5},{4,7},{6}} generating graphics... => 1
{{1,2},{3,7},{4,5},{6}} generating graphics... => 1
{{1,3},{2,4},{5,7},{6}} generating graphics... => 2
{{1,3},{2,5},{4,7},{6}} generating graphics... => 4
{{1,3},{2,7},{4,5},{6}} generating graphics... => 4
{{1,4},{2,3},{5,7},{6}} generating graphics... => 2
{{1,4},{2,5},{3,7},{6}} generating graphics... => 4
{{1,4},{2,7},{3,5},{6}} generating graphics... => 4
{{1,5},{2,3},{4,7},{6}} generating graphics... => 4
{{1,5},{2,4},{3,7},{6}} generating graphics... => 4
{{1,5},{2,7},{3,4},{6}} generating graphics... => 4
{{1,7},{2,3},{4,5},{6}} generating graphics... => 4
{{1,7},{2,4},{3,5},{6}} generating graphics... => 4
{{1,7},{2,5},{3,4},{6}} generating graphics... => 4
{{1,2},{3,4},{5,6},{7}} generating graphics... => 1
{{1,2},{3,5},{4,6},{7}} generating graphics... => 1
{{1,2},{3,6},{4,5},{7}} generating graphics... => 1
{{1,3},{2,4},{5,6},{7}} generating graphics... => 2
{{1,3},{2,5},{4,6},{7}} generating graphics... => 3
{{1,3},{2,6},{4,5},{7}} generating graphics... => 3
{{1,4},{2,3},{5,6},{7}} generating graphics... => 2
{{1,4},{2,5},{3,6},{7}} generating graphics... => 3
{{1,4},{2,6},{3,5},{7}} generating graphics... => 3
{{1,5},{2,3},{4,6},{7}} generating graphics... => 3
{{1,5},{2,4},{3,6},{7}} generating graphics... => 3
{{1,5},{2,6},{3,4},{7}} generating graphics... => 3
{{1,6},{2,3},{4,5},{7}} generating graphics... => 3
{{1,6},{2,4},{3,5},{7}} generating graphics... => 3
{{1,6},{2,5},{3,4},{7}} generating graphics... => 3
{{1},{2},{3},{4,5},{6,7}} generating graphics... => 1
{{1},{2},{3},{4,6},{5,7}} generating graphics... => 1
{{1},{2},{3},{4,7},{5,6}} generating graphics... => 1
{{1},{2},{3,5},{4},{6,7}} generating graphics... => 1
{{1},{2},{3,6},{4},{5,7}} generating graphics... => 1
{{1},{2},{3,7},{4},{5,6}} generating graphics... => 1
{{1},{2},{3,4},{5},{6,7}} generating graphics... => 1
{{1},{2},{3,6},{4,7},{5}} generating graphics... => 1
{{1},{2},{3,7},{4,6},{5}} generating graphics... => 1
{{1},{2},{3,4},{5,7},{6}} generating graphics... => 1
{{1},{2},{3,5},{4,7},{6}} generating graphics... => 1
{{1},{2},{3,7},{4,5},{6}} generating graphics... => 1
{{1},{2},{3,4},{5,6},{7}} generating graphics... => 1
{{1},{2},{3,5},{4,6},{7}} generating graphics... => 1
{{1},{2},{3,6},{4,5},{7}} generating graphics... => 1
{{1},{2,5},{3},{4},{6,7}} generating graphics... => 1
{{1},{2,6},{3},{4},{5,7}} generating graphics... => 1
{{1},{2,7},{3},{4},{5,6}} generating graphics... => 1
{{1},{2,4},{3},{5},{6,7}} generating graphics... => 1
{{1},{2,6},{3},{4,7},{5}} generating graphics... => 1
{{1},{2,7},{3},{4,6},{5}} generating graphics... => 1
{{1},{2,4},{3},{5,7},{6}} generating graphics... => 1
{{1},{2,5},{3},{4,7},{6}} generating graphics... => 1
{{1},{2,7},{3},{4,5},{6}} generating graphics... => 1
{{1},{2,4},{3},{5,6},{7}} generating graphics... => 1
{{1},{2,5},{3},{4,6},{7}} generating graphics... => 1
{{1},{2,6},{3},{4,5},{7}} generating graphics... => 1
{{1},{2,3},{4},{5},{6,7}} generating graphics... => 1
{{1},{2,6},{3,7},{4},{5}} generating graphics... => 1
{{1},{2,7},{3,6},{4},{5}} generating graphics... => 1
{{1},{2,3},{4},{5,7},{6}} generating graphics... => 1
{{1},{2,5},{3,7},{4},{6}} generating graphics... => 1
{{1},{2,7},{3,5},{4},{6}} generating graphics... => 1
{{1},{2,3},{4},{5,6},{7}} generating graphics... => 1
{{1},{2,5},{3,6},{4},{7}} generating graphics... => 1
{{1},{2,6},{3,5},{4},{7}} generating graphics... => 1
{{1},{2,3},{4,7},{5},{6}} generating graphics... => 1
{{1},{2,4},{3,7},{5},{6}} generating graphics... => 1
{{1},{2,7},{3,4},{5},{6}} generating graphics... => 1
{{1},{2,3},{4,6},{5},{7}} generating graphics... => 1
{{1},{2,4},{3,6},{5},{7}} generating graphics... => 1
{{1},{2,6},{3,4},{5},{7}} generating graphics... => 1
{{1},{2,3},{4,5},{6},{7}} generating graphics... => 1
{{1},{2,4},{3,5},{6},{7}} generating graphics... => 1
{{1},{2,5},{3,4},{6},{7}} generating graphics... => 1
{{1,5},{2},{3},{4},{6,7}} generating graphics... => 4
{{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... => 3
{{1,6},{2},{3},{4,7},{5}} generating graphics... => 5
{{1,7},{2},{3},{4,6},{5}} generating graphics... => 5
{{1,4},{2},{3},{5,7},{6}} generating graphics... => 3
{{1,5},{2},{3},{4,7},{6}} generating graphics... => 5
{{1,7},{2},{3},{4,5},{6}} generating graphics... => 5
{{1,4},{2},{3},{5,6},{7}} generating graphics... => 3
{{1,5},{2},{3},{4,6},{7}} generating graphics... => 4
{{1,6},{2},{3},{4,5},{7}} generating graphics... => 4
{{1,3},{2},{4},{5},{6,7}} generating graphics... => 2
{{1,6},{2},{3,7},{4},{5}} generating graphics... => 5
{{1,7},{2},{3,6},{4},{5}} generating graphics... => 5
{{1,3},{2},{4},{5,7},{6}} generating graphics... => 2
{{1,5},{2},{3,7},{4},{6}} generating graphics... => 5
{{1,7},{2},{3,5},{4},{6}} generating graphics... => 5
{{1,3},{2},{4},{5,6},{7}} generating graphics... => 2
{{1,5},{2},{3,6},{4},{7}} generating graphics... => 4
{{1,6},{2},{3,5},{4},{7}} generating graphics... => 4
{{1,3},{2},{4,7},{5},{6}} generating graphics... => 2
{{1,4},{2},{3,7},{5},{6}} generating graphics... => 5
{{1,7},{2},{3,4},{5},{6}} generating graphics... => 5
{{1,3},{2},{4,6},{5},{7}} generating graphics... => 2
{{1,4},{2},{3,6},{5},{7}} generating graphics... => 4
{{1,6},{2},{3,4},{5},{7}} generating graphics... => 4
{{1,3},{2},{4,5},{6},{7}} generating graphics... => 2
{{1,4},{2},{3,5},{6},{7}} generating graphics... => 3
{{1,5},{2},{3,4},{6},{7}} generating graphics... => 3
{{1,2},{3},{4},{5},{6,7}} generating graphics... => 1
{{1,6},{2,7},{3},{4},{5}} generating graphics... => 5
{{1,7},{2,6},{3},{4},{5}} generating graphics... => 5
{{1,2},{3},{4},{5,7},{6}} generating graphics... => 1
{{1,5},{2,7},{3},{4},{6}} generating graphics... => 5
{{1,7},{2,5},{3},{4},{6}} generating graphics... => 5
{{1,2},{3},{4},{5,6},{7}} generating graphics... => 1
{{1,5},{2,6},{3},{4},{7}} generating graphics... => 4
{{1,6},{2,5},{3},{4},{7}} generating graphics... => 4
{{1,2},{3},{4,7},{5},{6}} generating graphics... => 1
{{1,4},{2,7},{3},{5},{6}} generating graphics... => 5
{{1,7},{2,4},{3},{5},{6}} generating graphics... => 5
{{1,2},{3},{4,6},{5},{7}} generating graphics... => 1
{{1,4},{2,6},{3},{5},{7}} generating graphics... => 4
{{1,6},{2,4},{3},{5},{7}} generating graphics... => 4
{{1,2},{3},{4,5},{6},{7}} generating graphics... => 1
{{1,4},{2,5},{3},{6},{7}} generating graphics... => 3
{{1,5},{2,4},{3},{6},{7}} generating graphics... => 3
{{1,2},{3,7},{4},{5},{6}} generating graphics... => 1
{{1,3},{2,7},{4},{5},{6}} generating graphics... => 5
{{1,7},{2,3},{4},{5},{6}} generating graphics... => 5
{{1,2},{3,6},{4},{5},{7}} generating graphics... => 1
{{1,3},{2,6},{4},{5},{7}} generating graphics... => 4
{{1,6},{2,3},{4},{5},{7}} generating graphics... => 4
{{1,2},{3,5},{4},{6},{7}} generating graphics... => 1
{{1,3},{2,5},{4},{6},{7}} generating graphics... => 3
{{1,5},{2,3},{4},{6},{7}} generating graphics... => 3
{{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},{2},{3},{4},{5},{6,7}} generating graphics... => 1
{{1},{2},{3},{4},{5,7},{6}} generating graphics... => 1
{{1},{2},{3},{4},{5,6},{7}} generating graphics... => 1
{{1},{2},{3},{4,7},{5},{6}} generating graphics... => 1
{{1},{2},{3},{4,6},{5},{7}} generating graphics... => 1
{{1},{2},{3},{4,5},{6},{7}} generating graphics... => 1
{{1},{2},{3,7},{4},{5},{6}} generating graphics... => 1
{{1},{2},{3,6},{4},{5},{7}} generating graphics... => 1
{{1},{2},{3,5},{4},{6},{7}} generating graphics... => 1
{{1},{2},{3,4},{5},{6},{7}} generating graphics... => 1
{{1},{2,7},{3},{4},{5},{6}} generating graphics... => 1
{{1},{2,6},{3},{4},{5},{7}} generating graphics... => 1
{{1},{2,5},{3},{4},{6},{7}} generating graphics... => 1
{{1},{2,4},{3},{5},{6},{7}} generating graphics... => 1
{{1},{2,3},{4},{5},{6},{7}} generating graphics... => 1
{{1,7},{2},{3},{4},{5},{6}} generating graphics... => 6
{{1,6},{2},{3},{4},{5},{7}} generating graphics... => 5
{{1,5},{2},{3},{4},{6},{7}} generating graphics... => 4
{{1,4},{2},{3},{5},{6},{7}} generating graphics... => 3
{{1,3},{2},{4},{5},{6},{7}} generating graphics... => 2
{{1,2},{3},{4},{5},{6},{7}} generating graphics... => 1
{{1},{2},{3},{4},{5},{6},{7}} generating graphics... => 1
{{1,2,3,4,5,6,7,8}} generating graphics... => 1
{{1},{2,3,4,5,6,7,8}} generating graphics... => 1
{{1,3,4,5,6,7,8},{2}} generating graphics... => 2
{{1,2,4,5,6,7,8},{3}} generating graphics... => 2
{{1,2,3,5,6,7,8},{4}} generating graphics... => 2
{{1,2,3,4,6,7,8},{5}} generating graphics... => 2
{{1,2,3,4,5,7,8},{6}} generating graphics... => 2
{{1,2,3,4,5,6,8},{7}} generating graphics... => 2
{{1,2,3,4,5,6,7},{8}} generating graphics... => 1
{{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... => 2
{{1,3,5,6,7,8},{2,4}} generating graphics... => 2
{{1,3,4,6,7,8},{2,5}} generating graphics... => 2
{{1,3,4,5,7,8},{2,6}} generating graphics... => 2
{{1,3,4,5,6,8},{2,7}} generating graphics... => 2
{{1,3,4,5,6,7},{2,8}} generating graphics... => 2
{{1,2,5,6,7,8},{3,4}} generating graphics... => 2
{{1,2,4,6,7,8},{3,5}} generating graphics... => 2
{{1,2,4,5,7,8},{3,6}} generating graphics... => 2
{{1,2,4,5,6,8},{3,7}} generating graphics... => 2
{{1,2,4,5,6,7},{3,8}} generating graphics... => 2
{{1,2,3,6,7,8},{4,5}} generating graphics... => 2
{{1,2,3,5,7,8},{4,6}} generating graphics... => 2
{{1,2,3,5,6,8},{4,7}} generating graphics... => 2
{{1,2,3,5,6,7},{4,8}} generating graphics... => 2
{{1,2,3,4,7,8},{5,6}} generating graphics... => 2
{{1,2,3,4,6,8},{5,7}} generating graphics... => 2
{{1,2,3,4,6,7},{5,8}} generating graphics... => 2
{{1,2,3,4,5,8},{6,7}} generating graphics... => 2
{{1,2,3,4,5,7},{6,8}} generating graphics... => 2
{{1,2,3,4,5,6},{7,8}} generating graphics... => 1
{{1},{2},{3,4,5,6,7,8}} generating graphics... => 1
{{1},{2,4,5,6,7,8},{3}} generating graphics... => 1
{{1},{2,3,5,6,7,8},{4}} generating graphics... => 1
{{1},{2,3,4,6,7,8},{5}} generating graphics... => 1
{{1},{2,3,4,5,7,8},{6}} generating graphics... => 1
{{1},{2,3,4,5,6,8},{7}} generating graphics... => 1
{{1},{2,3,4,5,6,7},{8}} generating graphics... => 1
{{1,4,5,6,7,8},{2},{3}} generating graphics... => 3
{{1,3,5,6,7,8},{2},{4}} generating graphics... => 3
click to show generating function       
Description
The number of blocks in the first part of the atomic decomposition of a set partition.
Let $\pi=(b_1,\dots,b_k)$ be a set partition with $k$ blocks, such that $\min b_i < \min b_{i+1}$. Then this statistic is the smallest number $\ell$ such that the union of the first $\ell$ blocks $b_1\cup\dots\cup b_\ell$ is an interval $\{1,\dots,m\}$.
The analogue for the decomposition of permutations is St000501The size of the first part in the decomposition of a permutation..
References
[1] Bergeron, N., Zabrocki, M. The Hopf algebras of symmetric functions and quasisymmetric functions in non-commutative variables are free and cofree arXiv:math/0509265
Code
def statistic(pi):
    """
    sage: pi = SetPartition([[1,7],[2,3,5],[4],[6,8]])
    sage: statistic(pi)
    4
    sage: pi = SetPartition([[1,2],[3,4,6],[5,7],[8]])
    sage: statistic(pi)
    1
    """
    blocks = sorted(sorted(b) for b in pi)
    u = []
    for i, b in enumerate(blocks, 1):
        u.extend(b)
        if max(u) == len(u):
            return i
Created
Feb 09, 2017 at 22:24 by Martin Rubey
Updated
Feb 09, 2017 at 22:24 by Martin Rubey