c Max flow problem for tiling p min 907 2692 c source node n 0 967 c sink node n 906 -967 c source to target arcs a 0 1 1 1 0 a 0 2 1 1 0 a 0 3 1 1 0 a 0 4 1 2 0 a 0 5 1 1 0 a 0 6 1 1 0 a 0 7 1 1 0 a 0 8 1 1 0 a 0 9 1 1 0 a 0 10 1 2 0 a 0 11 1 1 0 a 0 12 1 2 0 a 0 13 1 1 0 a 0 14 1 1 0 a 0 15 1 1 0 a 0 16 2 3 0 a 0 17 1 1 0 a 0 18 1 1 0 a 0 19 1 1 0 a 0 20 1 1 0 a 0 21 1 1 0 a 0 22 1 2 0 a 0 23 1 1 0 a 0 24 1 1 0 a 0 25 1 1 0 a 0 26 1 1 0 a 0 27 1 1 0 a 0 28 1 1 0 a 0 29 1 1 0 a 0 30 1 1 0 a 0 31 1 1 0 a 0 32 1 1 0 a 0 33 1 1 0 a 0 34 1 1 0 a 0 35 1 1 0 a 0 36 1 1 0 a 0 37 1 1 0 a 0 38 1 1 0 a 0 39 1 1 0 a 0 40 1 1 0 a 0 41 1 1 0 a 0 42 1 1 0 a 0 43 1 2 0 a 0 44 1 1 0 a 0 45 1 1 0 a 0 46 1 2 0 a 0 47 1 1 0 a 0 48 1 1 0 a 0 49 1 1 0 a 0 50 1 2 0 a 0 51 1 2 0 a 0 52 1 1 0 a 0 53 1 1 0 a 0 54 1 1 0 a 0 55 1 1 0 a 0 56 1 1 0 a 0 57 1 1 0 a 0 58 1 1 0 a 0 59 1 1 0 a 0 60 1 1 0 a 0 61 1 1 0 a 0 62 1 1 0 a 0 63 1 1 0 a 0 64 1 1 0 a 0 65 1 1 0 a 0 66 1 1 0 a 0 67 1 1 0 a 0 68 1 1 0 a 0 69 1 1 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0 1 0 a 710 900 0 1 0 a 710 901 0 1 0 a 711 903 0 1 0 a 711 904 0 1 0 a 712 897 0 1 0 a 712 898 0 1 0 a 713 902 0 1 0 a 713 903 0 1 0 a 714 902 0 1 0 a 714 903 0 1 0 a 715 896 0 1 0 a 715 897 0 1 0 a 716 895 0 1 0 a 716 896 0 1 0 a 717 901 0 1 0 a 717 902 0 1 0 a 718 896 0 1 0 a 718 897 0 1 0 a 719 898 0 1 0 a 719 899 0 1 0 a 720 900 0 1 0 a 720 901 0 1 0 a 721 903 0 1 0 a 721 904 0 1 0 a 722 895 0 1 0 a 722 896 0 1 0 a 723 899 0 1 0 a 723 900 0 1 0 a 724 902 0 1 0 a 724 903 0 1 0 a 725 898 0 1 0 a 725 899 0 1 0 a 726 897 0 1 0 a 726 898 0 1 0 a 727 899 0 1 0 a 727 900 0 1 0 a 728 903 0 1 0 a 728 904 0 1 0 a 729 897 0 1 0 a 729 898 0 1 0 a 730 903 0 1 0 a 730 904 0 1 0 a 731 902 0 1 0 a 731 903 0 1 0 a 732 901 0 1 0 a 732 902 0 1 0 a 733 896 0 1 0 a 733 897 0 1 0 a 734 896 0 1 0 a 734 897 0 1 0 a 735 897 0 1 0 a 735 898 0 1 0 a 736 896 0 1 0 a 736 897 0 1 0 a 737 899 0 1 0 a 737 900 0 1 0 a 738 901 0 1 0 a 738 902 0 1 0 a 739 897 0 1 0 a 739 898 0 1 0 a 740 898 0 1 0 a 740 899 0 1 0 a 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0 1 0 a 772 902 0 1 0 a 773 903 0 1 0 a 773 904 0 1 0 a 774 897 0 1 0 a 774 898 0 1 0 a 775 895 0 1 0 a 775 896 0 1 0 a 776 901 0 1 0 a 776 902 0 1 0 a 777 904 0 1 0 a 777 905 0 1 0 a 778 901 0 1 0 a 778 902 0 1 0 a 779 899 0 1 0 a 779 900 0 1 0 a 780 904 0 1 0 a 780 905 0 1 0 a 781 895 0 1 0 a 781 896 0 1 0 a 782 896 0 1 0 a 782 897 0 1 0 a 783 897 0 1 0 a 783 898 0 1 0 a 784 897 0 1 0 a 784 898 0 1 0 a 785 903 0 1 0 a 785 904 0 1 0 a 786 895 0 1 0 a 786 896 0 1 0 a 787 903 0 1 0 a 787 904 0 1 0 a 788 899 0 1 0 a 788 900 0 1 0 a 789 894 0 1 0 a 789 895 0 1 0 a 790 902 0 1 0 a 790 903 0 1 0 a 791 903 0 1 0 a 791 904 0 1 0 a 792 901 0 1 0 a 792 902 0 1 0 a 793 895 0 1 0 a 793 896 0 1 0 a 794 901 0 1 0 a 794 902 0 1 0 a 795 900 0 1 0 a 795 901 0 1 0 a 796 898 0 1 0 a 796 899 0 1 0 a 797 904 0 1 0 a 797 905 0 1 0 a 798 901 0 1 0 a 798 902 0 1 0 a 799 903 0 1 0 a 799 904 0 1 0 a 800 904 0 1 0 a 800 905 0 1 0 a 801 903 0 1 0 a 801 904 0 1 0 a 802 894 0 1 0 a 802 895 0 1 0 a 803 894 0 1 0 a 803 895 0 1 0 a 804 902 0 1 0 a 804 903 0 1 0 a 805 900 0 1 0 a 805 901 0 1 0 a 806 900 0 1 0 a 806 901 0 1 0 a 807 901 0 1 0 a 807 902 0 1 0 a 808 899 0 1 0 a 808 900 0 1 0 a 809 902 0 1 0 a 809 903 0 1 0 a 810 901 0 1 0 a 810 902 0 1 0 a 811 904 0 1 0 a 811 905 0 1 0 a 812 901 0 1 0 a 812 902 0 1 0 a 813 900 0 1 0 a 813 901 0 1 0 a 814 895 0 1 0 a 814 896 0 1 0 a 815 895 0 1 0 a 815 896 0 1 0 a 816 903 0 1 0 a 816 904 0 1 0 a 817 895 0 1 0 a 817 896 0 1 0 a 818 904 0 1 0 a 818 905 0 1 0 a 819 900 0 1 0 a 819 901 0 1 0 a 820 897 0 1 0 a 820 898 0 1 0 a 821 902 0 1 0 a 821 903 0 1 0 a 822 901 0 1 0 a 822 902 0 1 0 a 823 901 0 1 0 a 823 902 0 1 0 a 824 895 0 1 0 a 824 896 0 1 0 a 825 894 0 1 0 a 825 895 0 1 0 a 826 901 0 1 0 a 826 902 0 1 0 a 827 895 0 1 0 a 827 896 0 1 0 a 828 898 0 1 0 a 828 899 0 1 0 a 829 894 0 1 0 a 829 895 0 1 0 a 830 900 0 1 0 a 830 901 0 1 0 a 831 895 0 1 0 a 831 896 0 1 0 a 832 895 0 1 0 a 832 896 0 1 0 a 833 901 0 1 0 a 833 902 0 1 0 a 834 901 0 1 0 a 834 902 0 1 0 a 835 897 0 1 0 a 835 898 0 1 0 a 836 898 0 1 0 a 836 899 0 1 0 a 837 896 0 1 0 a 837 897 0 1 0 a 838 900 0 1 0 a 838 901 0 1 0 a 839 900 0 1 0 a 839 901 0 1 0 a 840 904 0 1 0 a 840 905 0 1 0 a 841 904 0 1 0 a 841 905 0 1 0 a 842 898 0 1 0 a 842 899 0 1 0 a 843 903 0 1 0 a 843 904 0 1 0 a 844 897 0 1 0 a 844 898 0 1 0 a 845 903 0 1 0 a 845 904 0 1 0 a 846 901 0 1 0 a 846 902 0 1 0 a 847 896 0 1 0 a 847 897 0 1 0 a 848 897 0 1 0 a 848 898 0 1 0 a 849 896 0 1 0 a 849 897 0 1 0 a 850 904 0 1 0 a 850 905 0 1 0 a 851 901 0 1 0 a 851 902 0 1 0 a 852 903 0 1 0 a 852 904 0 1 0 a 853 903 0 1 0 a 853 904 0 1 0 a 854 899 0 1 0 a 854 900 0 1 0 a 855 896 0 1 0 a 855 897 0 1 0 a 856 903 0 1 0 a 856 904 0 1 0 a 857 901 0 1 0 a 857 902 0 1 0 a 858 894 0 1 0 a 858 895 0 1 0 a 859 903 0 1 0 a 859 904 0 1 0 a 860 904 0 1 0 a 860 905 0 1 0 a 861 904 0 1 0 a 861 905 0 1 0 a 862 895 0 1 0 a 862 896 0 1 0 a 863 899 0 1 0 a 863 900 0 1 0 a 864 899 0 1 0 a 864 900 0 1 0 a 865 897 0 1 0 a 865 898 0 1 0 a 866 897 0 1 0 a 866 898 0 1 0 a 867 895 0 1 0 a 867 896 0 1 0 a 868 894 0 1 0 a 868 895 0 1 0 a 869 897 0 1 0 a 869 898 0 1 0 a 870 903 0 1 0 a 870 904 0 1 0 a 871 895 0 1 0 a 871 896 0 1 0 a 872 895 0 1 0 a 872 896 0 1 0 a 873 901 0 1 0 a 873 902 0 1 0 a 874 900 0 1 0 a 874 901 0 1 0 a 875 900 0 1 0 a 875 901 0 1 0 a 876 900 0 1 0 a 876 901 0 1 0 a 877 894 0 1 0 a 877 895 0 1 0 a 878 901 0 1 0 a 878 902 0 1 0 a 879 894 0 1 0 a 879 895 0 1 0 a 880 899 0 1 0 a 880 900 0 1 0 a 881 898 0 1 0 a 881 899 0 1 0 a 882 896 0 1 0 a 882 897 0 1 0 a 883 902 0 1 0 a 883 903 0 1 0 a 884 903 0 1 0 a 884 904 0 1 0 a 885 896 0 1 0 a 885 897 0 1 0 a 886 895 0 1 0 a 886 896 0 1 0 a 887 900 0 1 0 a 887 901 0 1 0 a 888 898 0 1 0 a 888 899 0 1 0 a 889 898 0 1 0 a 889 899 0 1 0 a 890 899 0 1 0 a 890 900 0 1 0 a 891 902 0 1 0 a 891 903 0 1 0 a 892 894 0 1 0 a 892 895 0 1 0 a 893 897 0 1 0 a 893 898 0 1 0 c tile to sink arcs a 894 906 0 159 0 a 895 906 0 129 0 a 896 906 0 72 0 a 897 906 0 162 0 a 898 906 0 110 0 a 899 906 0 171 0 a 900 906 0 195 0 a 901 906 0 223 0 a 902 906 0 223 0 a 903 906 0 137 0 a 904 906 0 258 0 a 905 906 0 123 0 c overflow arc a 0 906 0 967 1000 c end of flow problem