c Max flow problem for tiling
p min 17043 43094
c source node
n 0 17006
c sink node
n 17042 -17006
c source to target arcs
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a 16812 17018 0 1 0
a 16813 17016 0 1 0
a 16813 17017 0 1 0
a 16814 17037 0 1 0
a 16815 17022 0 1 0
a 16815 17023 0 1 0
a 16816 17036 0 1 0
a 16817 17016 0 1 0
a 16818 17013 0 1 0
a 16819 17015 0 1 0
a 16820 17023 0 1 0
a 16821 17029 0 1 0
a 16822 17032 0 1 0
a 16823 17039 0 1 0
a 16823 17040 0 1 0
a 16824 17029 0 1 0
a 16824 17030 0 1 0
a 16825 17012 0 1 0
a 16825 17013 0 1 0
a 16825 17014 0 1 0
a 16826 17021 0 1 0
a 16826 17022 0 1 0
a 16827 17029 0 1 0
a 16828 17027 0 1 0
a 16828 17028 0 1 0
a 16829 17011 0 1 0
a 16829 17012 0 1 0
a 16829 17013 0 1 0
a 16830 17031 0 1 0
a 16830 17032 0 1 0
a 16831 17039 0 1 0
a 16832 17008 0 1 0
a 16832 17041 0 1 0
a 16833 17010 0 1 0
a 16833 17011 0 1 0
a 16833 17012 0 1 0
a 16834 17013 0 1 0
a 16835 17037 0 1 0
a 16836 17037 0 1 0
a 16837 17008 0 1 0
a 16838 17019 0 1 0
a 16839 17031 0 1 0
a 16840 17013 0 1 0
a 16841 17036 0 1 0
a 16841 17037 0 1 0
a 16842 17037 0 1 0
a 16842 17038 0 1 0
a 16843 17039 0 1 0
a 16844 17020 0 1 0
a 16845 17020 0 1 0
a 16846 17041 0 1 0
a 16847 17030 0 1 0
a 16847 17031 0 1 0
a 16848 17039 0 1 0
a 16849 17008 0 1 0
a 16849 17041 0 1 0
a 16850 17019 0 1 0
a 16851 17018 0 1 0
a 16851 17019 0 1 0
a 16852 17019 0 1 0
a 16853 17034 0 1 0
a 16854 17010 0 1 0
a 16854 17011 0 1 0
a 16855 17017 0 1 0
a 16855 17018 0 1 0
a 16856 17039 0 1 0
a 16857 17021 0 1 0
a 16857 17022 0 1 0
a 16858 17024 0 1 0
a 16858 17025 0 1 0
a 16859 17020 0 1 0
a 16860 17024 0 1 0
a 16860 17025 0 1 0
a 16861 17021 0 1 0
a 16861 17022 0 1 0
a 16862 17014 0 1 0
a 16862 17015 0 1 0
a 16863 17017 0 1 0
a 16864 17009 0 1 0
a 16864 17010 0 1 0
a 16864 17011 0 1 0
a 16865 17021 0 1 0
a 16865 17022 0 1 0
a 16866 17007 0 1 0
a 16867 17013 0 1 0
a 16868 17020 0 1 0
a 16868 17021 0 1 0
a 16869 17017 0 1 0
a 16870 17009 0 1 0
a 16870 17010 0 1 0
a 16870 17011 0 1 0
a 16871 17039 0 1 0
a 16872 17029 0 1 0
a 16873 17017 0 1 0
a 16874 17008 0 1 0
a 16874 17041 0 1 0
a 16875 17019 0 1 0
a 16875 17020 0 1 0
a 16876 17040 0 1 0
a 16877 17031 0 1 0
a 16877 17032 0 1 0
a 16878 17033 0 1 0
a 16879 17009 0 1 0
a 16879 17010 0 1 0
a 16879 17011 0 1 0
a 16880 17007 0 1 0
a 16880 17040 0 1 0
a 16881 17009 0 1 0
a 16881 17010 0 1 0
a 16882 17033 0 1 0
a 16883 17034 0 1 0
a 16884 17029 0 1 0
a 16885 17039 0 1 0
a 16886 17014 0 1 0
a 16886 17015 0 1 0
a 16887 17020 0 1 0
a 16887 17021 0 1 0
a 16888 17036 0 1 0
a 16889 17027 0 1 0
a 16890 17030 0 1 0
a 16891 17022 0 1 0
a 16892 17038 0 1 0
a 16893 17018 0 1 0
a 16894 17014 0 1 0
a 16894 17015 0 1 0
a 16895 17034 0 1 0
a 16896 17016 0 1 0
a 16897 17029 0 1 0
a 16898 17038 0 1 0
a 16899 17020 0 1 0
a 16900 17023 0 1 0
a 16900 17024 0 1 0
a 16901 17030 0 1 0
a 16902 17039 0 1 0
a 16903 17007 0 1 0
a 16903 17040 0 1 0
a 16904 17038 0 1 0
a 16905 17021 0 1 0
a 16905 17022 0 1 0
a 16906 17029 0 1 0
a 16906 17030 0 1 0
a 16907 17019 0 1 0
a 16907 17020 0 1 0
a 16908 17012 0 1 0
a 16908 17013 0 1 0
a 16909 17033 0 1 0
a 16910 17013 0 1 0
a 16911 17040 0 1 0
a 16912 17036 0 1 0
a 16912 17037 0 1 0
a 16913 17014 0 1 0
a 16913 17015 0 1 0
a 16914 17025 0 1 0
a 16914 17026 0 1 0
a 16915 17033 0 1 0
a 16916 17024 0 1 0
a 16916 17025 0 1 0
a 16917 17016 0 1 0
a 16918 17031 0 1 0
a 16919 17008 0 1 0
a 16919 17040 0 1 0
a 16919 17041 0 1 0
a 16920 17009 0 1 0
a 16920 17010 0 1 0
a 16921 17029 0 1 0
a 16922 17011 0 1 0
a 16922 17012 0 1 0
a 16923 17038 0 1 0
a 16924 17020 0 1 0
a 16924 17021 0 1 0
a 16925 17037 0 1 0
a 16926 17038 0 1 0
a 16927 17027 0 1 0
a 16928 17012 0 1 0
a 16928 17013 0 1 0
a 16929 17030 0 1 0
a 16930 17039 0 1 0
a 16931 17039 0 1 0
a 16931 17040 0 1 0
a 16932 17007 0 1 0
a 16932 17040 0 1 0
a 16933 17025 0 1 0
a 16934 17022 0 1 1
a 16935 17021 0 1 0
a 16935 17022 0 1 0
a 16936 17036 0 1 0
a 16937 17030 0 1 0
a 16937 17031 0 1 0
a 16938 17025 0 1 0
a 16939 17032 0 1 0
a 16940 17014 0 1 0
a 16940 17015 0 1 0
a 16941 17029 0 1 0
a 16942 17009 0 1 0
a 16942 17010 0 1 0
a 16943 17030 0 1 0
a 16943 17031 0 1 0
a 16944 17026 0 1 0
a 16945 17014 0 1 0
a 16946 17030 0 1 0
a 16946 17031 0 1 0
a 16947 17032 0 1 0
a 16948 17031 0 1 0
a 16948 17032 0 1 0
a 16949 17039 0 1 0
a 16950 17032 0 1 0
a 16951 17041 0 1 0
a 16952 17024 0 1 0
a 16952 17025 0 1 0
a 16953 17021 0 1 0
a 16953 17022 0 1 0
a 16954 17032 0 1 0
a 16954 17033 0 1 0
a 16955 17031 0 1 0
a 16955 17032 0 1 0
a 16956 17024 0 1 0
a 16956 17025 0 1 0
a 16957 17019 0 1 0
a 16957 17020 0 1 0
a 16958 17036 0 1 0
a 16958 17037 0 1 0
a 16959 17011 0 1 0
a 16959 17012 0 1 0
a 16959 17013 0 1 0
a 16960 17014 0 1 0
a 16960 17015 0 1 0
a 16961 17007 0 1 0
a 16962 17007 0 1 0
a 16962 17040 0 1 0
a 16963 17017 0 1 0
a 16964 17011 0 1 0
a 16964 17012 0 1 0
a 16964 17013 0 1 0
a 16965 17036 0 1 0
a 16965 17037 0 1 0
a 16966 17025 0 1 0
a 16967 17019 0 1 0
a 16968 17018 0 1 0
a 16968 17019 0 1 0
a 16969 17031 0 1 0
a 16970 17040 0 1 0
a 16971 17018 0 1 0
a 16971 17019 0 1 0
a 16972 17027 0 1 0
a 16973 17014 0 1 0
a 16973 17015 0 1 0
a 16974 17011 0 1 0
a 16974 17012 0 1 0
a 16974 17013 0 1 0
a 16975 17031 0 1 0
a 16975 17032 0 1 0
a 16976 17039 0 1 0
a 16977 17018 0 1 0
a 16978 17033 0 1 0
a 16979 17011 0 1 0
a 16979 17012 0 1 0
a 16980 17007 0 1 0
a 16980 17040 0 1 0
a 16981 17021 0 1 0
a 16982 17027 0 1 0
a 16983 17007 0 1 0
a 16983 17040 0 1 0
a 16983 17041 0 1 0
a 16984 17038 0 1 0
a 16985 17037 0 1 0
a 16986 17020 0 1 0
a 16986 17021 0 1 0
a 16987 17024 0 1 0
a 16988 17007 0 1 0
a 16989 17023 0 1 0
a 16989 17024 0 1 0
a 16990 17009 0 1 0
a 16990 17010 0 1 0
a 16990 17011 0 1 0
a 16991 17031 0 1 0
a 16992 17024 0 1 0
a 16992 17025 0 1 0
a 16993 17007 0 1 0
a 16993 17040 0 1 0
a 16994 17030 0 1 0
a 16994 17031 0 1 0
a 16995 17026 0 1 0
a 16996 17018 0 1 0
a 16996 17019 0 1 0
a 16997 17024 0 1 0
a 16997 17025 0 1 0
a 16998 17035 0 1 0
a 16999 17012 0 1 0
a 16999 17013 0 1 0
a 17000 17032 0 1 0
a 17000 17033 0 1 0
a 17001 17012 0 1 0
a 17001 17013 0 1 0
a 17001 17014 0 1 0
a 17002 17024 0 1 0
a 17002 17025 0 1 0
a 17003 17009 0 1 0
a 17003 17010 0 1 0
a 17004 17024 0 1 0
a 17004 17025 0 1 0
a 17005 17025 0 1 0
a 17006 17018 0 1 0
c tile to sink arcs
a 17007 17042 0 592 0
a 17008 17042 0 592 0
a 17009 17042 0 592 0
a 17010 17042 0 592 0
a 17011 17042 0 592 0
a 17012 17042 0 592 0
a 17013 17042 0 592 0
a 17014 17042 0 592 0
a 17015 17042 0 592 0
a 17016 17042 0 592 0
a 17017 17042 0 592 0
a 17018 17042 0 592 0
a 17019 17042 0 592 0
a 17020 17042 0 592 0
a 17021 17042 0 592 0
a 17022 17042 0 592 0
a 17023 17042 0 592 0
a 17024 17042 0 592 0
a 17025 17042 0 592 0
a 17026 17042 0 592 0
a 17027 17042 0 592 0
a 17028 17042 0 592 0
a 17029 17042 0 592 0
a 17030 17042 0 592 0
a 17031 17042 0 592 0
a 17032 17042 0 592 0
a 17033 17042 0 592 0
a 17034 17042 0 592 0
a 17035 17042 0 592 0
a 17036 17042 0 592 0
a 17037 17042 0 592 0
a 17038 17042 0 592 0
a 17039 17042 0 592 0
a 17040 17042 0 592 0
a 17041 17042 0 592 0
c overflow arc
a 0 17042 0 17043 1000
c end of flow problem