BeginPackage["nuccoord`"] p[4,2,0,0]:={{-1,-1,1},{1,1,1}} n[4,2,0,0]:={{1,-1,-1},{-1,1,-1}} p[6,2,0,0]:=p[4,2,0,0] n[6,2,0,0]:=n[7,3,0,0] p[8,2,0,0]:=p[4,2,0,0] n[8,2,0,0]:=n[12,6,0,0] p[6,3,0,0]:={{1,1,-3},{-1,-1,1},{1,1,1}} n[6,3,0,0]:=n[7,4,0,0] p[6,3,1,0]:={{1,-3,1},{-1,-1,1},{1,1,1}} n[6,3,1,0]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1}} p[6,3,2,0]:={{-1,-1,1},{3,-1,1},{1,1,1}} n[6,3,2,0]:={{1,-1,-1},{-1,1,-1},{3,1,-1}} p[7,3,0,0]:={{-1,-1,1},{-3,1,1},{1,1,1}} n[7,3,0,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}} p[7,3,0,1]:={{1,-3,1},{-1,-1,1},{1,1,1}} n[7,3,0,1]:=n[7,3,0,0] p[7,3,1,0]:={{-1,-1,-3},{-1,-1,1},{1,1,1}} n[7,3,1,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}} p[7,3,2,0]:={{1,-3,1},{-1,-1,1},{1,1,1}} n[7,3,2,0]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1},{1,-1,3}} p[8,3,0,0]:={{-1,-1,-3},{-1,-1,1},{1,1,1}} n[8,3,0,0]:=n[11,6,0,1] p[9,3,0,0]:=p[7,3,0,0] n[9,3,0,0]:=n[12,6,0,0] p[9,3,0,1]:=p[7,3,0,1] n[9,3,0,1]:=n[12,6,0,0] p[11,3,0,0]:=p[7,3,0,0] n[11,3,0,0]:=n[16,8,0,0] p[11,3,0,1]:=p[7,3,0,1] n[11,3,0,1]:=n[16,8,0,0] p[7,4,0,0]:={{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[7,4,0,0]:={{1,-1,-1},{-1,1,-1},{3,1,-1}} p[7,4,0,1]:=p[7,4,0,0] n[7,4,0,1]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1}} p[7,4,1,0]:={{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[7,4,1,0]:={{1,-1,-1},{-1,1,-1},{1,-1,3}} p[7,4,2,0]:={{-1,-1,-3},{1,-3,1},{-1,-1,1},{1,1,1}} n[7,4,2,0]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1}} p[9,4,0,0]:=p[7,4,0,0] n[9,4,0,0]:=n[11,6,0,0] p[9,4,0,1]:=p[7,4,0,0] n[9,4,0,1]:=n[11,6,0,1] p[9,4,1,0]:={{-3,-3,1},{-1,-1,1},{1,1,1},{3,3,1}} n[9,4,1,0]:={{-1,-3,-1},{-3,-1,-1},{-1,1,-1},{3,1,-1},{1,3,-1}} p[9,4,2,0]:={{1,1,-3},{1,-3,1},{-1,-1,1},{1,1,1}} n[9,4,2,0]:=n[11,6,0,1] p[10,4,0,0]:=p[7,4,0,0] n[10,4,0,0]:=n[12,6,0,0] p[10,4,1,0]:={{-1,-1,-3},{-1,-1,1},{-3,1,1},{1,1,1}} n[10,4,1,0]:=n[12,6,0,0] p[10,4,1,1]:={{-1,-1,-3},{1,-3,1},{-1,-1,1},{1,1,1}} n[10,4,1,1]:=n[12,6,0,0] p[11,4,0,0]:=p[7,4,0,0] n[11,4,0,0]:=Delete[n[16,8,0,0],3] p[12,4,0,0]:=p[7,4,0,0] n[12,4,0,0]:=n[16,8,0,0] p[8,5,0,0]:=p[11,5,0,1] n[8,5,0,0]:={{1,-1,-1},{-1,1,-1},{1,-1,3}} p[9,5,0,0]:=p[11,5,0,0] n[9,5,0,0]:=n[7,3,0,0] p[9,5,0,1]:=p[11,5,0,1] n[9,5,0,1]:=n[7,3,0,0] p[10,5,0,0]:=p[11,5,0,0] n[10,5,0,0]:=n[11,6,0,0] p[10,5,1,0]:={{1,1,-3},{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[10,5,1,0]:=n[11,6,0,1] p[10,5,2,0]:={{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1},{-1,3,1}} n[10,5,2,0]:=n[11,6,0,1] p[10,5,3,0]:={{1,1,-3},{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[10,5,3,0]:=n[11,6,0,0] p[10,5,4,0]:={{-1,-1,-3},{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[10,5,4,0]:=n[11,6,0,0] p[10,5,5,0]:=p[11,5,0,1] n[10,5,5,0]:=n[11,6,0,1] p[11,5,0,0]:=Delete[p[12,6,0,0],-1] n[11,5,0,0]:=n[12,6,0,0] p[11,5,0,1]:=Delete[p[12,6,0,0],3] n[11,5,0,1]:=n[12,6,0,0] p[11,5,1,0]:={{-1,-1,-3},{-3,-3,1},{-1,-1,1},{1,1,1},{3,3,1}} n[11,5,1,0]:=n[12,6,0,0] p[11,5,2,0]:={{-1,-1,-3},{1,1,-3},{3,3,-3},{-1,-1,1},{1,1,1}} n[11,5,2,0]:=n[12,6,0,0] p[11,5,3,0]:={{-1,-1,-3},{1,1,-3},{-1,-1,1},{-3,1,1},{1,1,1}} n[11,5,3,0]:=n[12,6,0,0] p[11,5,3,1]:={{-1,-1,-3},{1,1,-3},{1,-3,1},{-1,-1,1},{1,1,1}} n[11,5,3,1]:=n[12,6,0,0] p[12,5,0,0]:=p[11,5,0,1] n[12,5,0,0]:=Delete[n[16,8,0,0],-2] p[13,5,0,0]:=p[11,5,0,0] n[13,5,0,0]:=n[16,8,0,0] p[13,5,0,1]:=p[11,5,0,1] n[13,5,0,1]:=n[16,8,0,0] p[14,5,0,0]:={{1,1,-3},{1,-3,1},{-1,-1,1},{3,-1,1},{1,1,1}} n[14,5,0,0]:=n[17,8,0,0] p[9,6,0,0]:=p[12,6,0,0] n[9,6,0,0]:=n[7,4,0,0] p[9,6,0,1]:=p[12,6,0,0] n[9,6,0,1]:=n[7,4,0,1] p[10,6,0,0]:=p[12,6,0,0] n[10,6,0,0]:=n[7,3,0,0] p[10,6,1,0]:=p[12,6,0,0] n[10,6,1,0]:={{1,-1,-1},{-1,1,-1},{3,1,-1},{1,-1,3}} p[10,6,1,1]:=p[12,6,0,0] n[10,6,1,1]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1},{1,-1,3}} p[11,6,0,0]:=p[12,6,0,0] n[11,6,0,0]:=Delete[n[12,6,0,0],-1] p[11,6,0,1]:=p[12,6,0,0] n[11,6,0,1]:=Delete[n[12,6,0,0],2] p[11,6,1,0]:=p[12,6,0,0] n[11,6,1,0]:={{3,-3,-1},{1,-1,-1},{-1,1,-1},{-3,3,-1},{1,-1,3}} p[11,6,2,0]:=p[12,6,0,0] n[11,6,2,0]:={{1,-1,-1},{-1,1,-1},{1,-1,3},{-1,1,3},{-3,3,3}} p[11,6,3,0]:=p[12,6,0,0] n[11,6,3,0]:={{1,-1,-1},{-1,1,-1},{3,1,-1},{1,-1,3},{-1,1,3}} p[11,6,3,1]:=p[12,6,0,0] n[11,6,3,1]:={{-1,-3,-1},{1,-1,-1},{-1,1,-1},{1,-1,3},{-1,1,3}} p[12,6,0,0]:={{1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1}, {1,1,1},{-1,3,1}} n[12,6,0,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}, {3,1,-1},{1,3,-1}} p[12,6,1,0]:=Insert[Delete[p[12,6,0,0],-1],{-1,-1,-3},1] n[12,6,1,0]:=n[12,6,0,0] p[12,6,1,1]:=Insert[Delete[p[12,6,0,0],3],{-1,-1,-3},1] n[12,6,1,1]:=n[12,6,0,0] p[12,6,2,0]:={{-3,-3,-3},{-1,-1,-3},{1,1,-3},{3,3,-3},{-1,-1,1},{1,1,1}} n[12,6,2,0]:=n[12,6,0,0] p[13,6,0,0]:=p[12,6,0,0] n[13,6,0,0]:=n[15,8,0,0] p[13,6,1,0]:=p[12,6,0,0] n[13,6,1,0]:=Insert[Delete[n[15,8,0,0],3],{-1,1,3},-1] p[13,6,2,0]:=p[12,6,0,0] n[13,6,2,0]:=Insert[Delete[n[15,8,0,0],-2],{-1,1,3},-1] p[13,6,2,1]:=p[12,6,0,0] n[13,6,2,1]:=Insert[Delete[n[15,8,0,0],2],{-1,1,3},-1] p[13,6,3,0]:=p[12,6,0,0] n[13,6,3,0]:=Insert[Delete[n[15,8,0,0],-1],{3,-3,-1},2] p[14,6,0,0]:=p[12,6,0,0] n[14,6,0,0]:=n[16,8,0,0] p[14,6,1,0]:=Insert[Delete[p[12,6,0,0],2],{-1,-1,-3},1] n[14,6,1,0]:=n[16,8,0,0] p[14,6,2,0]:={{-1,-1,-3},{1,1,-3},{1,-3,1},{3,-1,1}, {-3,1,1},{-1,3,1}} n[14,6,2,0]:=n[16,8,0,0] p[15,6,0,0]:=p[12,6,0,0] n[15,6,0,0]:=n[19,10,0,0] p[16,6,0,0]:=p[12,6,0,0] n[16,6,0,0]:=n[20,10,0,0] p[12,7,0,0]:=Delete[p[16,8,0,0],1] n[12,7,0,0]:=n[11,6,0,1] p[13,7,0,0]:=p[15,7,0,0] n[13,7,0,0]:=n[12,6,0,0] p[13,7,1,0]:=Insert[Delete[p[15,7,0,0],3],{1,1,-3},2] n[13,7,1,0]:=n[12,6,0,0] p[13,7,2,0]:=Insert[Delete[p[15,7,0,0],-1],{1,1,-3},2] n[13,7,2,0]:=n[12,6,0,0] p[13,7,2,1]:=Insert[Delete[p[15,7,0,0],-4],{1,1,-3},2] n[13,7,2,1]:=n[12,6,0,0] p[13,7,3,0]:=Insert[Delete[p[15,7,0,0],1],{-3,-3,1},1] n[13,7,3,0]:=n[12,6,0,0] p[14,7,0,0]:=p[15,7,0,0] n[14,7,0,0]:=n[15,8,0,0] p[15,7,0,0]:=Delete[p[16,8,0,0],2] n[15,7,0,0]:=n[16,8,0,0] p[15,7,1,0]:=Insert[p[12,6,0,0],{-3,-3,1},1] n[15,7,1,0]:=n[16,8,0,0] p[15,7,2,0]:=Delete[p[16,8,0,0],4] n[15,7,2,0]:=n[16,8,0,0] p[15,7,3,0]:=Delete[p[16,8,0,0],-1] n[15,7,3,0]:=n[16,8,0,0] p[15,7,3,1]:=Delete[p[16,8,0,0],-4] n[15,7,3,1]:=n[16,8,0,0] p[16,7,0,0]:=p[12,7,0,0] n[16,7,0,0]:=n[17,8,0,0] p[17,7,0,0]:=p[15,7,0,0] n[17,7,0,0]:=n[20,10,0,0] p[18,7,0,0]:=p[12,7,0,0] n[18,7,0,0]:=n[19,8,0,0] p[13,8,0,0]:=p[16,8,0,0] n[13,8,0,0]:=n[11,6,0,0] p[13,8,0,1]:=p[16,8,0,0] n[13,8,0,1]:=n[11,6,0,1] p[14,8,0,0]:=p[16,8,0,0] n[14,8,0,0]:=n[12,6,0,0] p[14,8,1,0]:=p[16,8,0,0] n[14,8,1,0]:=Insert[Delete[n[12,6,0,0],3],{1,-1,3},-1] p[14,8,2,0]:=p[16,8,0,0] n[14,8,2,0]:={{-1,-3,-1},{-3,-1,-1},{3,1,-1},{1,3,-1}, {1,-1,3},{-1,1,3}} p[15,8,0,0]:=p[16,8,0,0] n[15,8,0,0]:=Delete[n[16,8,0,0],-1] p[15,8,1,0]:=p[16,8,0,0] n[15,8,1,0]:=Delete[n[16,8,0,0],3] p[15,8,2,0]:=p[16,8,0,0] n[15,8,2,0]:=Insert[n[12,6,0,0],{3,-3,-1},2] p[15,8,3,0]:=p[16,8,0,0] n[15,8,3,0]:=Delete[n[16,8,0,0],-3] p[15,8,3,1]:=p[16,8,0,0] n[15,8,3,1]:=Delete[n[16,8,0,0],2] p[16,8,0,0]:={{-1,-1,-3},{1,1,-3},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[16,8,0,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}, {3,1,-1},{1,3,-1},{1,-1,3},{-1,1,3}} p[16,8,1,0]:={{-3,-3,1},{1,-3,1},{-1,-1,1},{3,-1,1}, {-3,1,1},{1,1,1},{-1,3,1},{3,3,1}} n[16,8,1,0]:=n[16,8,0,0] p[16,8,2,0]:={{-1,-1,-3},{-3,-3,1},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[16,8,2,0]:=n[16,8,0,0] p[16,8,3,0]:={{1,1,-3},{3,3,-3},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[16,8,3,0]:=n[16,8,0,0] p[16,8,4,0]:={{-1,-1,-3},{1,1,-3},{-3,-3,1},{1,-3,1}, {-1,-1,1},{3,-1,1},{1,1,1},{-1,3,1}} n[16,8,4,0]:=n[16,8,0,0] p[16,8,5,0]:={{1,1,-3},{-3,-3,1},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[16,8,5,0]:=n[16,8,0,0] p[17,8,0,0]:=p[16,8,0,0] n[17,8,0,0]:=Insert[n[16,8,0,0],{3,-3,-1},2] p[17,8,1,0]:=p[16,8,0,0] n[17,8,1,0]:=Delete[n[20,10,0,0],3] p[17,8,2,0]:=p[16,8,0,0] n[17,8,2,0]:=Insert[Delete[n[17,8,0,0],-1],{-3,3,-1},7] p[17,8,3,0]:=p[16,8,0,0] n[17,8,3,0]:=Delete[n[20,10,0,0],-4] p[18,8,0,0]:=p[16,8,0,0] n[18,8,0,0]:=n[20,10,0,0] p[19,8,0,0]:=p[16,8,0,0] n[19,8,0,0]:=n[25,14,0,0] p[20,8,0,0]:=p[16,8,0,0] n[20,8,0,0]:=n[24,12,0,0] p[17,9,0,0]:=Insert[p[16,8,0,0],{-3,-3,1},3] n[17,9,0,0]:=n[16,8,0,0] p[17,9,1,0]:=Delete[p[20,10,0,0],6] n[17,9,1,0]:=n[16,8,0,0] p[17,9,2,0]:=Insert[Delete[p[17,9,0,0],2],{3,3,1},9] n[17,9,2,0]:=n[16,8,0,0] p[17,9,3,0]:=Delete[p[20,10,0,0],1] n[17,9,3,0]:=n[16,8,0,0] p[18,9,0,0]:=p[19,9,0,0] n[18,9,0,0]:=n[19,10,0,0] p[19,9,0,0]:=Delete[p[20,10,0,0],-5] n[19,9,0,0]:=n[20,10,0,0] p[20,9,0,0]:=Delete[p[20,10,0,0],-2] n[20,9,0,0]:=n[25,14,0,0] p[21,9,0,0]:=p[17,9,0,0] n[21,9,0,0]:=n[24,12,0,0] p[22,9,0,0]:={{-1,-1,-3},{3,-1,-3},{1,1,-3}, {1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[22,9,0,0]:=n[27,14,0,0] p[23,9,0,0]:=p[17,9,0,0] n[23,9,0,0]:=n[28,14,0,0] p[17,10,0,0]:=p[20,10,0,0] n[17,10,0,0]:=n[15,8,0,0] p[18,10,0,0]:=p[20,10,0,0] n[18,10,0,0]:=n[16,8,0,0] p[19,10,0,0]:=p[20,10,0,0] n[19,10,0,0]:=Delete[n[20,10,0,0],3] p[20,10,0,0]:={{-3,-3,-3},{-1,-1,-3},{1,1,-3},{3,3,-3}, {1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[20,10,0,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}, {3,1,-1},{1,3,-1},{3,-3,3},{1,-1,3},{-1,1,3},{-3,3,3}} p[21,10,0,0]:=p[20,10,0,0] n[21,10,0,0]:=n[23,12,0,0] p[21,10,0,1]:=p[20,10,0,0] n[21,10,0,1]:=n[23,12,0,1] p[22,10,0,0]:=p[20,10,0,0] n[22,10,0,0]:=n[24,12,0,0] p[23,10,0,0]:=p[20,10,0,0] n[23,10,0,0]:=n[27,14,0,0] p[24,10,0,0]:=p[20,10,0,0] n[24,10,0,0]:=n[28,14,0,0] p[25,10,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{1,1,-3}, {1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[25,10,0,0]:=n[31,16,0,0] p[20,11,0,0]:=Insert[p[20,10,0,0],{-3,-3,1},5] n[20,11,0,0]:=Delete[n[20,10,0,0],4] p[21,11,0,0]:=p[23,11,0,0] n[21,11,0,0]:=n[20,10,0,0] p[21,11,0,1]:=p[23,11,0,1] n[21,11,0,1]:=n[20,10,0,0] p[22,11,0,0]:=p[23,11,0,0] n[22,11,0,0]:=n[23,12,0,0] p[23,11,0,0]:=Delete[p[24,12,0,0],1] n[23,11,0,0]:=n[24,12,0,0] p[23,11,0,1]:=Delete[p[24,12,0,0],4] n[23,11,0,1]:=n[24,12,0,0] p[24,11,0,0]:=Delete[p[24,12,0,0],4] n[24,11,0,0]:=n[27,14,0,0] p[24,11,1,0]:=Delete[p[24,12,0,0],6] n[24,11,1,0]:=n[27,14,0,0] p[25,11,0,0]:=Insert[p[20,10,0,0],{-3,-3,1},5] n[25,11,0,0]:=n[28,14,0,0] p[26,11,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{1,1,-3}, {-3,-3,1},{1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{-1,3,1}} n[26,11,0,0]:=n[31,16,0,0] p[27,11,0,0]:=p[23,11,0,0] n[27,11,0,0]:=n[32,16,0,0] p[27,11,0,1]:=p[23,11,0,1] n[27,11,0,1]:=n[32,16,0,0] p[28,11,0,0]:=p[23,11,0,0] n[28,11,0,0]:=Delete[n[36,18,0,0],1] p[29,11,0,0]:=p[23,11,0,0] n[29,11,0,0]:=n[36,18,0,0] p[29,11,0,1]:=p[23,11,0,1] n[29,11,0,1]:=n[36,18,0,1] (*p[30,11,0,0]:={} n[30,11,0,0]:={} p[31,11,0,0]:=p[23,11,0,0] n[31,11,0,0]:=n[40,20,0,0] p[31,11,0,1]:=p[23,11,0,1] n[31,11,0,1]:=n[40,20,0,0] p[32,11,0,0]:={} n[32,11,0,0]:={} p[33,11,0,0]:=p[25,11,0,0] n[33,11,0,0]:=n[44,22,0,1]*) p[21,12,0,0]:=p[24,12,0,0] n[21,12,0,0]:=n[17,8,0,0] p[22,12,0,0]:=p[24,12,0,0] n[22,12,0,0]:=n[20,10,0,0] p[23,12,0,0]:=p[24,12,0,0] n[23,12,0,0]:=Delete[n[24,12,0,0],-6] p[23,12,0,1]:=p[24,12,0,0] n[23,12,0,1]:=Delete[n[24,12,0,0],-2] p[24,12,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{1,-3,1},{-1,-1,1},{3,-1,1},{-3,1,1}, {1,1,1},{-1,3,1}} n[24,12,0,0]:={{-1,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1}, {3,1,-1},{1,3,-1},{-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3}, {3,1,3},{1,3,3}} p[25,12,0,0]:=p[24,12,0,0] n[25,12,0,0]:=n[27,14,0,0] p[26,12,0,0]:=p[24,12,0,0] n[26,12,0,0]:=n[28,14,0,0] p[27,12,0,0]:=p[24,12,0,0] n[27,12,0,0]:=n[31,16,0,0] p[28,12,0,0]:=p[24,12,0,0] n[28,12,0,0]:=n[32,16,0,0] p[29,12,0,0]:=p[24,12,0,0] n[29,12,0,0]:=n[35,18,0,0] p[29,12,0,1]:=p[24,12,0,0] n[29,12,0,1]:=n[35,18,0,1] p[30,12,0,0]:=p[24,12,0,0] n[30,12,0,0]:=n[36,18,0,0] p[30,12,0,1]:=p[24,12,0,0] n[30,12,0,1]:=n[36,18,0,1] (*p[31,12,0,0]:=p[24,12,0,0] n[31,12,0,0]:=n[39,20,0,0] p[31,12,0,1]:=p[24,12,0,0] n[31,12,0,1]:=n[39,20,0,1] p[32,12,0,0]:=p[24,12,0,0] n[32,12,0,0]:=n[40,20,0,0] p[33,12,0,0]:=p[24,12,0,0] n[33,12,0,0]:=n[41,20,0,0] p[33,12,0,1]:=p[24,12,0,0] n[33,12,0,1]:=n[41,20,0,1]*) p[23,13,0,0]:=p[27,13,0,0] n[23,13,0,0]:=n[20,10,0,0] p[24,13,0,0]:=p[27,13,0,0] n[24,13,0,0]:=Delete[n[24,12,0,0],-2] p[24,13,1,0]:=p[27,13,0,0] n[24,13,1,0]:=Delete[n[24,12,0,0],-1] p[25,13,0,0]:=p[27,13,0,0] n[25,13,0,0]:=n[24,12,0,0] p[26,13,0,0]:=p[27,13,0,0] n[26,13,0,0]:=n[27,14,0,0] p[26,13,1,0]:=p[27,13,0,0] n[26,13,1,0]:=Delete[n[28,14,0,0],2] p[27,13,0,0]:=Delete[p[28,14,0,0],-1] n[27,13,0,0]:=n[28,14,0,0] p[28,13,0,0]:=p[27,13,0,0] n[28,13,0,0]:=n[31,16,0,0] p[29,13,0,0]:=p[27,13,0,0] n[29,13,0,0]:=n[32,16,0,0] p[30,13,0,0]:=Insert[p[24,12,0,0],{-1,-1,5},-1] n[30,13,0,0]:=n[35,18,0,1] p[31,13,0,0]:=p[27,13,0,0] n[31,13,0,0]:=n[36,18,0,0] p[31,13,0,1]:=p[27,13,0,0] n[31,13,0,1]:=n[36,18,0,1] (*p[32,13,0,0]:={} n[32,13,0,0]:={} p[33,13,0,0]:=p[27,13,0,0] n[33,13,0,0]:=n[40,20,0,0]*) p[25,14,0,0]:=p[28,14,0,0] n[25,14,0,0]:=Insert[n[20,10,0,0],{3,-3,-1},2] p[26,14,0,0]:=p[28,14,0,0] n[26,14,0,0]:=n[24,12,0,0] p[27,14,0,0]:=p[28,14,0,0] n[27,14,0,0]:=Delete[n[28,14,0,0],7] p[28,14,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-3,-3,1},{1,-3,1},{-1,-1,1},{3,-1,1}, {-3,1,1},{1,1,1},{-1,3,1},{3,3,1}} n[28,14,0,0]:={{-1,-3,-1},{3,-3,-1},{-3,-1,-1},{1,-1,-1}, {-1,1,-1},{3,1,-1},{-3,3,-1},{1,3,-1},{-1,-3,3},{-3,-1,3}, {1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[29,14,0,0]:=p[28,14,0,0] n[29,14,0,0]:=n[31,16,0,0] p[30,14,0,0]:=p[28,14,0,0] n[30,14,0,0]:=n[32,16,0,0] p[31,14,0,0]:=p[28,14,0,0] n[31,14,0,0]:=n[35,18,0,0] p[31,14,0,1]:=p[28,14,0,0] n[31,14,0,1]:=n[35,18,0,1] p[32,14,0,0]:=p[28,14,0,0] n[32,14,0,0]:=n[36,18,0,0] p[32,14,0,1]:=p[28,14,0,0] n[32,14,0,1]:=n[36,18,0,1] p[33,14,0,0]:=p[28,14,0,0] n[33,14,0,0]:=n[39,20,0,0] p[33,14,0,1]:=p[28,14,0,0] n[33,14,0,1]:=n[39,20,0,1] p[34,14,0,0]:=p[28,14,0,0] n[34,14,0,0]:=n[40,20,0,0] p[28,15,0,0]:=p[31,15,0,0] n[28,15,0,0]:=n[27,14,0,0] p[29,15,0,0]:=p[31,15,0,0] n[29,15,0,0]:=n[28,14,0,0] p[30,15,0,0]:=p[31,15,0,0] n[30,15,0,0]:=n[31,16,0,0] p[31,15,0,0]:=Delete[p[32,16,0,0],-1] n[31,15,0,0]:=n[32,16,0,0] p[32,15,0,0]:=Delete[p[32,16,0,0],-2] n[32,15,0,0]:=n[35,18,0,0] p[33,15,0,0]:=p[31,15,0,0] n[33,15,0,0]:=n[36,18,0,0] p[33,15,0,1]:=p[31,15,0,0] n[33,15,0,1]:=n[36,18,0,1] p[34,15,0,0]:=p[32,15,0,0] n[34,15,0,0]:=n[39,20,0,0] p[35,15,0,0]:=p[31,15,0,0] n[35,15,0,0]:=n[40,20,0,0] p[29,16,0,0]:=p[32,16,0,0] n[29,16,0,0]:=n[27,14,0,0] p[30,16,0,0]:=p[32,16,0,0] n[30,16,0,0]:=n[28,14,0,0] p[31,16,0,0]:=p[32,16,0,0] n[31,16,0,0]:=Delete[n[32,16,0,0],2] p[32,16,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-3,-3,1},{1,-3,1},{-1,-1,1},{3,-1,1}, {-3,1,1},{1,1,1},{-1,3,1},{3,3,1},{-1,-1,5},{1,1,5}} n[32,16,0,0]:={{1,-1,-5},{-1,1,-5},{-1,-3,-1},{3,-3,-1}, {-3,-1,-1},{1,-1,-1},{-1,1,-1},{3,1,-1},{-3,3,-1},{1,3,-1}, {-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[33,16,0,0]:=p[32,16,0,0] n[33,16,0,0]:=n[35,18,0,0] p[33,16,0,1]:=p[32,16,0,0] n[33,16,0,1]:=n[35,18,0,1] p[34,16,0,0]:=p[32,16,0,0] n[34,16,0,0]:=n[36,18,0,0] p[34,16,0,1]:=p[32,16,0,0] n[34,16,0,1]:=n[36,18,0,1] p[35,16,0,0]:=p[32,16,0,0] n[35,16,0,0]:=n[39,20,0,0] p[35,16,0,1]:=p[32,16,0,0] n[35,16,0,1]:=n[39,20,0,1] p[36,16,0,0]:=p[32,16,0,0] n[36,16,0,0]:=n[40,20,0,0] p[37,16,0,0]:=p[32,16,0,0] n[37,16,0,0]:=Insert[n[40,20,0,0],{-3,3,3},-2] p[38,16,0,0]:=p[32,16,0,0] n[38,16,0,0]:=n[44,22,0,0] p[32,17,0,0]:=p[35,17,0,0] n[32,17,0,0]:=Delete[n[32,16,0,0],1] p[33,17,0,0]:=p[35,17,0,0] n[33,17,0,0]:=n[32,16,0,0] p[33,17,0,1]:=p[35,17,0,1] n[33,17,0,1]:=n[32,16,0,0] p[34,17,0,0]:=p[35,17,0,0] n[34,17,0,0]:=Delete[n[36,18,0,0],-1] p[34,17,1,0]:=p[35,17,0,0] n[34,17,1,0]:=n[35,18,0,0] (*p[34,17,0,0]:=p[35,17,0,1] n[34,17,0,0]:=Delete[n[36,18,0,1],-5] p[34,17,1,0]:=p[35,17,0,1] n[34,17,1,0]:=n[35,18,0,1]*) p[35,17,0,0]:=Delete[p[36,18,0,0],1] n[35,17,0,0]:=n[36,18,0,0] p[35,17,0,1]:=Delete[p[36,18,0,1],4] n[35,17,0,1]:=n[36,18,0,1] p[36,17,0,0]:=Delete[p[36,18,0,0],-1] n[36,17,0,0]:=n[39,20,0,1] p[37,17,0,0]:=p[35,17,0,0] n[37,17,0,0]:=n[40,20,0,0] p[37,17,0,1]:=p[35,17,0,1] n[37,17,0,1]:=n[40,20,0,0] p[38,17,0,0]:=Delete[p[36,18,0,0],3] n[38,17,0,0]:=n[41,20,0,0] p[38,17,1,0]:=p[35,17,0,0] n[38,17,1,0]:=n[41,20,0,0] p[39,17,0,0]:=p[35,17,0,0] n[39,17,0,0]:=n[44,22,0,0] p[39,17,0,1]:=p[35,17,0,1] n[39,17,0,1]:=n[44,22,0,0] p[33,18,0,0]:=p[36,18,0,0] n[33,18,0,0]:=n[31,16,0,0] p[33,18,0,1]:=p[36,18,0,1] n[33,18,0,1]:=n[31,16,0,0] p[34,18,0,0]:=p[36,18,0,0] n[34,18,0,0]:=n[32,16,0,0] p[34,18,0,1]:=p[36,18,0,1] n[34,18,0,1]:=n[32,16,0,0] p[35,18,0,0]:=p[36,18,0,0] n[35,18,0,0]:=Delete[n[36,18,0,0],-6] p[35,18,0,1]:=p[36,18,0,1] n[35,18,0,1]:=Delete[n[36,18,0,1],-2] p[36,18,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-3,-3,1},{1,-3,1},{-5,-1,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{5,1,1},{-1,3,1},{3,3,1}, {-1,-1,5},{1,1,5}} n[36,18,0,0]:={{1,-1,-5},{-1,1,-5},{-1,-3,-1},{3,-3,-1}, {-3,-1,-1},{1,-1,-1},{5,-1,-1},{-5,1,-1},{-1,1,-1},{3,1,-1}, {-3,3,-1},{1,3,-1},{-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3}, {3,1,3},{1,3,3}} p[36,18,0,1]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-1,-5,1},{-3,-3,1},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1},{3,3,1},{1,5,1}, {-1,-1,5},{1,1,5}} n[36,18,0,1]:={{1,-1,-5},{-1,1,-5},{1,-5,-1},{-1,-3,-1}, {3,-3,-1},{-3,-1,-1},{1,-1,-1},{-1,1,-1},{3,1,-1},{-3,3,-1}, {1,3,-1},{-1,5,-1},{-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3}, {3,1,3},{1,3,3}} p[37,18,0,0]:=p[36,18,0,0] n[37,18,0,0]:=n[39,20,0,0] p[37,18,0,1]:=p[36,18,0,1] n[37,18,0,1]:=n[39,20,0,1] p[38,18,0,0]:=p[36,18,0,0] n[38,18,0,0]:=n[40,20,0,0] p[38,18,0,1]:=p[36,18,0,1] n[38,18,0,1]:=n[40,20,0,0] p[39,18,0,0]:=p[36,18,0,0] n[39,18,0,0]:=n[41,20,0,0] p[39,18,0,1]:=p[36,18,0,1] n[39,18,0,1]:=n[41,20,0,1] p[40,18,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-1,-5,1},{-3,-3,1},{1,-3,1},{-5,-1,1}, {3,-1,1},{-3,1,1},{5,1,1},{-1,3,1},{3,3,1},{1,5,1}, {-1,-1,5},{1,1,5}} n[40,18,0,0]:={{1,-1,-5},{-1,1,-5},{1,-5,-1},{-1,-3,-1}, {3,-3,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1},{-5,1,-1},{-1,1,-1}, {3,1,-1},{-3,3,-1},{1,3,-1},{-1,5,-1},{-1,-1,1},{1,1,1}, {-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[36,19,0,0]:=p[39,19,0,1] n[36,19,0,0]:=Delete[n[36,18,0,0],2] p[37,19,0,0]:=p[39,19,0,0] n[37,19,0,0]:=n[36,18,0,0] p[37,19,0,1]:=p[39,19,0,1] n[37,19,0,1]:=n[36,18,0,1] p[38,19,0,0]:=p[39,19,0,0] n[38,19,0,0]:=n[39,20,0,0] p[38,19,1,0]:=p[39,19,0,0] n[38,19,1,0]:=Delete[n[40,20,0,0],-1] p[39,19,0,0]:=Delete[p[40,20,0,0],1] n[39,19,0,0]:=n[40,20,0,0] p[39,19,0,1]:=Delete[p[40,20,0,0],4] n[39,19,0,1]:=n[40,20,0,0] p[40,19,0,0]:=p[39,19,0,0] n[40,19,0,0]:=Insert[n[40,20,0,0],{-3,3,3},-2] p[41,19,0,0]:=p[39,19,0,0] n[41,19,0,0]:=n[44,22,0,0] p[41,19,0,1]:=p[39,19,0,1] n[41,19,0,1]:=n[44,22,0,0] p[37,20,0,0]:=p[40,20,0,0] n[37,20,0,0]:=n[35,18,0,0] p[37,20,0,1]:=p[40,20,0,0] n[37,20,0,1]:=n[35,18,0,1] p[38,20,0,0]:=p[40,20,0,0] n[38,20,0,0]:=n[36,18,0,0] p[38,20,0,1]:=p[40,20,0,0] n[38,20,0,1]:=n[36,18,0,1] p[39,20,0,0]:=p[40,20,0,0] n[39,20,0,0]:=Delete[n[40,20,0,0],-6] p[39,20,0,1]:=p[40,20,0,0] n[39,20,0,1]:=Delete[n[40,20,0,0],-2] p[40,20,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-1,-5,1},{-3,-3,1},{1,-3,1},{-5,-1,1}, {-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{5,1,1},{-1,3,1}, {3,3,1},{1,5,1},{-1,-1,5},{1,1,5}} n[40,20,0,0]:={{1,-1,-5},{-1,1,-5},{1,-5,-1},{-1,-3,-1}, {3,-3,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1},{-5,1,-1},{-1,1,-1}, {3,1,-1},{-3,3,-1},{1,3,-1},{-1,5,-1},{-1,-3,3},{-3,-1,3}, {1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[41,20,0,0]:=p[40,20,0,0] n[41,20,0,0]:=Insert[n[40,20,0,0],{-5,-3,-1},4] p[41,20,0,1]:=p[40,20,0,0] n[41,20,0,1]:=Insert[n[40,20,0,0],{3,5,-1},-7] p[42,20,0,0]:=p[40,20,0,0] n[42,20,0,0]:=n[44,22,0,0] p[40,21,0,0]:=Insert[p[40,20,0,0],{3,3,-3},7] n[40,21,0,0]:=n[39,20,0,0] p[41,21,0,0]:=Insert[p[40,20,0,0],{5,-3,1},10] n[41,21,0,0]:=n[40,20,0,0] p[41,21,0,1]:=Insert[p[40,20,0,0],{-3,5,1},-4] n[41,21,0,1]:=n[40,20,0,0] p[42,21,0,0]:=p[41,21,0,0] n[42,21,0,0]:=Delete[n[44,22,0,1],5] p[42,21,1,0]:=p[41,21,0,0] n[42,21,1,0]:=n[41,20,0,0] p[43,21,0,0]:=p[41,21,0,0] n[43,21,0,0]:=n[44,22,0,0] p[43,21,0,1]:=p[41,21,0,1] n[43,21,0,1]:=n[44,22,0,0] p[41,22,0,0]:=p[44,22,0,0] n[41,22,0,0]:=n[39,20,0,0] p[41,22,0,1]:=p[44,22,0,0] n[41,22,0,1]:=n[39,20,0,1] p[42,22,0,0]:=p[44,22,0,0] n[42,22,0,0]:=n[40,20,0,0] p[43,22,0,0]:=p[44,22,0,0] n[43,22,0,0]:=n[41,20,0,0] p[43,22,0,1]:=p[44,22,0,0] n[43,22,0,1]:=n[41,20,0,1] p[44,22,0,0]:={{1,-3,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3}, {1,1,-3},{-1,3,-3},{-1,-5,1},{-3,-3,1},{1,-3,1},{-5,-1,1}, {-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1},{5,1,1},{-5,3,1}, {-1,3,1},{3,3,1},{-3,5,1},{1,5,1},{-1,-1,5},{1,1,5}} n[44,22,0,0]:={{1,-1,-5},{-1,1,-5},{1,-5,-1},{-1,-3,-1}, {3,-3,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1},{-5,1,-1},{-1,1,-1}, {3,1,-1},{-3,3,-1},{1,3,-1},{5,3,-1},{-1,5,-1},{3,5,-1}, {-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[44,22,0,1]:=p[44,22,0,0] n[44,22,0,1]:={{1,-1,-5},{-1,1,-5},{-3,-5,-1},{1,-5,-1}, {-5,-3,-1},{-1,-3,-1},{3,-3,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1}, {-5,1,-1},{-1,1,-1},{3,1,-1},{-3,3,-1},{1,3,-1},{-1,5,-1}, {-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3},{3,1,3},{1,3,3}} p[50,24,0,0]:=p[52,24,0,0] n[50,24,0,0]:=n[52,26,0,0] p[50,24,0,1]:=p[52,24,0,1] n[50,24,0,1]:=n[52,26,0,0] p[51,24,0,0]:=p[52,24,0,0] n[51,24,0,0]:=n[53,26,0,0] p[51,24,0,1]:=p[52,24,0,1] n[51,24,0,1]:=n[53,26,0,1] p[52,24,0,0]:=Delete[Delete[p[56,26,0,0],18],13] n[52,24,0,0]:=n[54,26,0,0] p[52,24,0,1]:=Delete[Delete[p[56,26,0,0],16],15] n[52,24,0,1]:=n[54,26,0,0] p[53,24,0,0]:=p[52,24,0,0] n[53,24,0,0]:=n[55,26,0,0] p[53,24,0,1]:=p[52,24,0,1] n[53,24,0,1]:=n[55,26,0,1] p[54,24,0,0]:=p[52,24,0,0] n[54,24,0,0]:=n[56,26,0,0] p[54,24,0,1]:=p[52,24,0,1] n[54,24,0,1]:=n[56,26,0,0] p[55,24,0,0]:=p[52,24,0,0] n[55,24,0,0]:=n[59,28,0,0] p[55,24,0,1]:=p[52,24,0,1] n[55,24,0,1]:=n[59,28,0,1] p[56,24,0,0]:=p[52,24,0,0] n[56,24,0,0]:=n[58,26,0,0] p[56,24,0,1]:=p[52,24,0,1] n[56,24,0,1]:=n[58,26,0,1] p[51,25,0,0]:=p[55,25,0,0] n[51,25,0,0]:=n[52,26,0,0] p[51,25,0,1]:=p[55,25,0,1] n[51,25,0,1]:=n[52,26,0,0] p[52,25,0,0]:=p[55,25,0,0] n[52,25,0,0]:=n[53,26,0,0] p[52,25,1,0]:=Delete[p[56,26,0,0],13] n[52,25,1,0]:=n[53,26,0,0] p[53,25,0,0]:=Insert[p[52,24,0,0],{5,-3,1},13] n[53,25,0,0]:=n[54,26,0,0] p[53,25,0,1]:=Insert[p[52,24,0,1],{-3,5,1},-8] n[53,25,0,1]:=n[54,26,0,0] p[54,25,0,0]:=p[56,25,0,0] n[54,25,0,0]:=n[55,26,0,0] p[55,25,0,0]:=Insert[p[52,24,0,0],{3,3,-3},10] n[55,25,0,0]:=n[56,26,0,0] p[55,25,0,1]:=Insert[p[52,24,0,1],{3,3,-3},10] n[55,25,0,1]:=n[56,26,0,0] p[56,25,0,0]:=Delete[p[56,26,0,0],18] n[56,25,0,0]:=n[59,28,0,0] p[57,25,0,0]:=p[55,25,0,0] n[57,25,0,0]:=n[58,26,0,0] p[57,25,0,1]:=p[55,25,0,1] n[57,25,0,1]:=n[58,26,0,1] p[52,26,0,0]:=p[56,26,0,0] n[52,26,0,0]:=Delete[Delete[n[54,26,0,0],14],11] p[53,26,0,0]:=p[56,26,0,0] n[53,26,0,0]:=Insert[n[52,26,0,0],{-5,-3,-1},8] p[53,26,0,1]:=p[56,26,0,0] n[53,26,0,1]:=Insert[n[52,26,0,0],{3,5,-1},-11] p[54,26,0,0]:=p[56,26,0,0] n[54,26,0,0]:=Delete[Delete[n[56,26,0,0],19],19] p[55,26,0,0]:=p[56,26,0,0] n[55,26,0,0]:=Delete[n[56,26,0,0],17] p[55,26,0,1]:=p[56,26,0,0] n[55,26,0,1]:=Delete[n[56,26,0,0],10] p[56,26,0,0]:={{3,-5,-3},{1,-3,-3},{5,-3,-3},{-1,-1,-3}, {3,-1,-3},{-3,1,-3},{1,1,-3},{-5,3,-3},{-1,3,-3},{-3,5,-3}, {-1,-5,1},{-3,-3,1},{1,-3,1},{-5,-1,1},{3,-1,1},{-3,1,1}, {5,1,1},{-1,3,1},{3,3,1},{1,5,1},{-5,-5,5},{-3,-3,5}, {-1,-1,5},{1,1,5},{3,3,5},{5,5,5}} n[56,26,0,0]:={{5,-5,-5},{3,-3,-5},{1,-1,-5},{-1,1,-5}, {-3,3,-5},{-5,5,-5},{1,-5,-1},{-1,-3,-1},{3,-3,-1},{-3,-1,-1}, {1,-1,-1},{5,-1,-1},{-5,1,-1},{-1,1,-1},{3,1,-1},{-3,3,-1}, {1,3,-1},{-1,5,-1},{-1,-1,1},{1,1,1},{-3,-5,3},{-5,-3,3}, {-1,-3,3},{-3,-1,3},{1,-1,3},{-1,1,3},{3,1,3},{1,3,3}, {5,3,3},{3,5,3}} p[57,26,0,0]:=p[56,26,0,0] n[57,26,0,0]:=Delete[n[58,26,0,0],-5] p[57,26,0,1]:=p[56,26,0,0] n[57,26,0,1]:=Delete[n[58,26,0,1],-5] p[58,26,0,0]:=p[56,26,0,0] n[58,26,0,0]:=Insert[Insert[n[56,26,0,0],{-5,-3,-1},8],{5,3,-1},-14] p[58,26,0,1]:=p[56,26,0,0] n[58,26,0,1]:=Insert[Insert[n[56,26,0,0],{-3,-5,-1},7],{3,5,-1},-13] p[53,27,0,0]:=p[59,27,0,0] n[53,27,0,0]:=n[52,26,0,0] p[53,27,0,1]:=p[59,27,0,1] n[53,27,0,1]:=n[52,26,0,0] p[54,27,0,0]:=p[59,27,0,0] n[54,27,0,0]:=Insert[n[52,26,0,0],{5,3,-1},16] p[54,27,1,0]:=p[59,27,0,0] n[54,27,1,0]:=n[53,26,0,0] p[55,27,0,0]:=p[59,27,0,0] n[55,27,0,0]:=n[54,26,0,0] p[55,27,0,1]:=p[59,27,0,1] n[55,27,0,1]:=n[54,26,0,0] p[56,27,0,0]:=p[59,27,0,0] n[56,27,0,0]:=Delete[n[56,26,0,0],-5] p[57,27,0,0]:=p[59,27,0,0] n[57,27,0,0]:=n[56,26,0,0] p[57,27,0,1]:=p[59,27,0,1] n[57,27,0,1]:=n[56,26,0,0] p[58,27,0,0]:=p[59,27,0,0] n[58,27,0,0]:=Delete[n[58,26,0,0],9] p[58,27,1,0]:=p[59,27,0,0] n[58,27,1,0]:=n[59,28,0,0] p[59,27,0,0]:=Insert[p[56,26,0,0],{5,-3,1},14] n[59,27,0,0]:=n[58,26,0,0] p[59,27,0,1]:=Insert[p[56,26,0,0],{-3,5,1},-8] n[59,27,0,1]:=n[58,26,0,0] p[54,28,0,0]:=p[58,28,0,0] n[54,28,0,0]:=n[52,26,0,0] p[54,28,0,1]:=p[58,28,0,1] n[54,28,0,1]:=n[52,26,0,0] p[55,28,0,0]:=p[58,28,0,0] n[55,28,0,0]:=n[53,26,0,0] p[55,28,0,1]:=p[58,28,0,1] n[55,28,0,1]:=n[53,26,0,1] p[56,28,0,0]:=p[58,28,0,0] n[56,28,0,0]:=n[54,26,0,0] p[56,28,0,1]:=p[58,28,0,1] n[56,28,0,1]:=n[54,26,0,0] p[57,28,0,0]:=p[58,28,0,0] n[57,28,0,0]:=n[55,26,0,0] p[57,28,0,1]:=p[58,28,0,1] n[57,28,0,1]:=n[55,26,0,1] p[58,28,0,0]:=Insert[p[59,27,0,0],{-5,3,1},-10] n[58,28,0,0]:=n[56,26,0,0] p[58,28,0,1]:=Insert[p[59,27,0,1],{3,-5,1},12] n[58,28,0,1]:=n[56,26,0,0] p[59,28,0,0]:=p[58,28,0,0] n[59,28,0,0]:=Delete[n[58,26,0,0],-15] p[59,28,0,1]:=p[58,28,0,1] n[59,28,0,1]:=Delete[n[58,26,0,1],11] p[60,28,0,0]:=p[58,28,0,0] n[60,28,0,0]:=n[58,26,0,0] p[60,28,0,1]:=p[58,28,0,1] n[60,28,0,1]:=n[58,26,0,1] p[80,34,0,0]:={{-1,-1,-7},{1,1,-7},{-1,-5,-3},{-3,-3,-3}, {1,-3,-3},{-5,-1,-3},{-1,-1,-3},{3,-1,-3},{-3,1,-3},{1,1,-3}, {5,1,-3},{-1,3,-3},{3,3,-3},{1,5,-3},{1,-7,1},{-1,-5,1}, {3,-5,1},{-3,-3,1},{5,-3,1},{-5,-1,1},{7,-1,1},{-7,1,1}, {5,1,1},{-5,3,1},{3,3,1},{-3,5,1},{1,5,1},{-1,7,1}, {1,-3,5},{-1,-1,5},{3,-1,5},{-3,1,5},{1,1,5},{-1,3,5}} n[80,34,0,0]:={{-1,-3,-5},{-3,-1,-5},{1,-1,-5},{-1,1,-5}, {3,1,-5},{1,3,-5},{-1,-7,-1},{-3,-5,-1},{1,-5,-1},{-5,-3,-1}, {-1,-3,-1},{3,-3,-1},{-7,-1,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1}, {-5,1,-1},{-1,1,-1},{3,1,-1},{7,1,-1},{-3,3,-1},{1,3,-1}, {5,3,-1},{-1,5,-1},{3,5,-1},{1,7,-1},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1},{1,-5,3},{-1,-3,3}, {3,-3,3},{-3,-1,3},{1,-1,3},{5,-1,3},{-5,1,3},{-1,1,3}, {3,1,3},{-3,3,3},{1,3,3},{-1,5,3},{1,-1,7},{-1,1,7}} p[112,48,0,0]:=p[114,48,0,0] n[112,48,0,0]:=n[114,50,0,0] p[113,48,0,0]:=p[114,48,0,0] n[113,48,0,0]:=n[115,50,0,0] p[113,48,1,0]:=p[114,48,0,0] n[113,48,1,0]:=n[115,50,1,0] p[113,48,1,1]:=p[114,48,0,0] n[113,48,1,1]:=n[115,50,1,1] p[114,48,0,0]:=Delete[p[113,49,1,0],4] n[114,48,0,0]:=n[116,50,0,0] p[115,48,0,0]:=p[114,48,0,0] n[115,48,0,0]:=n[117,50,0,0] p[115,48,1,0]:=p[114,48,0,0] n[115,48,1,0]:=n[117,50,1,0] p[115,48,1,1]:=p[114,48,0,0] n[115,48,1,1]:=n[117,50,1,1] p[116,48,0,0]:=p[114,48,0,0] n[116,48,0,0]:=n[118,50,0,0] p[117,48,0,0]:=p[114,48,0,0] n[117,48,0,0]:=n[119,50,0,0] p[117,48,1,0]:=p[114,48,0,0] n[117,48,1,0]:=n[119,50,1,0] p[117,48,1,1]:=p[114,48,0,0] n[117,48,1,1]:=n[119,50,1,1] p[118,48,0,0]:=p[114,48,0,0] n[118,48,0,0]:=n[120,50,0,0] p[119,48,0,0]:=p[114,48,0,0] n[119,48,0,0]:=n[123,52,0,0] p[119,48,0,1]:=p[114,48,0,0] n[119,48,0,1]:=n[123,52,0,1] p[119,48,1,0]:=p[114,48,0,0] n[119,48,1,0]:=n[121,50,1,0] p[119,48,1,1]:=p[114,48,0,0] n[119,48,1,1]:=n[121,50,1,1] p[120,48,0,0]:=p[114,48,0,0] n[120,48,0,0]:=n[122,50,0,0] p[120,48,0,1]:=p[114,48,0,0] n[120,48,0,1]:=n[122,50,0,1] p[113,49,0,0]:=Insert[p[114,48,0,0],{5,5,1},-16] n[113,49,0,0]:=n[114,50,0,0] p[113,49,1,0]:=Delete[p[120,50,0,0],4] n[113,49,1,0]:=n[114,50,0,0] p[114,49,0,0]:=Delete[p[120,50,0,0],-6] n[114,49,0,0]:=n[115,50,0,0] p[114,49,1,0]:=p[113,49,0,0] n[114,49,1,0]:=n[115,50,0,0] p[115,49,0,0]:=p[113,49,0,0] n[115,49,0,0]:=n[116,50,0,0] p[115,49,1,0]:=p[113,49,1,0] n[115,49,1,0]:=n[116,50,0,0] p[116,49,0,0]:=p[114,49,0,0] n[116,49,0,0]:=n[117,50,0,0] p[116,49,1,0]:=p[113,49,0,0] n[116,49,1,0]:=n[117,50,0,0] p[116,49,2,0]:=Insert[p[114,48,0,0],{3,3,5},-4] n[116,49,2,0]:=n[117,50,1,0] p[117,49,0,0]:=p[113,49,0,0] n[117,49,0,0]:=n[118,50,0,0] p[117,49,1,0]:=p[113,49,1,0] n[117,49,1,0]:=n[118,50,0,0] p[118,49,0,0]:=p[114,49,0,0] n[118,49,0,0]:=n[119,50,0,0] p[118,49,1,0]:=p[113,49,0,0] n[118,49,1,0]:=n[119,50,0,0] p[118,49,2,0]:=p[116,49,2,0] n[118,49,2,0]:=n[119,50,1,0] p[119,49,0,0]:=p[113,49,0,0] n[119,49,0,0]:=n[120,50,0,0] p[119,49,1,0]:=p[113,49,1,0] n[119,49,1,0]:=n[120,50,0,0] p[120,49,0,0]:=p[114,49,0,0] n[120,49,0,0]:=n[123,52,0,0] p[120,49,1,0]:=p[113,49,0,0] n[120,49,1,0]:=n[123,52,0,0] p[121,49,0,0]:=p[113,49,0,0] n[121,49,0,0]:=n[122,50,0,0] p[121,49,0,1]:=p[113,49,0,0] n[121,49,0,1]:=n[122,50,0,1] p[121,49,1,0]:=p[113,49,1,0] n[121,49,1,0]:=n[122,50,0,0] p[121,49,1,1]:=p[113,49,1,0] n[121,49,1,1]:=n[122,50,0,1] p[114,50,0,0]:=p[120,50,0,0] n[114,50,0,0]:=Delete[Delete[n[116,50,0,0],16],16] p[115,50,0,0]:=p[120,50,0,0] n[115,50,0,0]:=Delete[n[116,50,0,0],8] p[115,50,1,0]:=p[120,50,0,0] n[115,50,1,0]:=Insert[Delete[n[115,50,0,0],7],{7,5,-1},34] p[115,50,1,1]:=p[120,50,0,0] n[115,50,1,1]:=Insert[Delete[n[115,50,0,0],7],{-5,-7,-2},17] p[116,50,0,0]:=p[120,50,0,0] n[116,50,0,0]:=Delete[Delete[n[118,50,0,0],30],27] p[117,50,0,0]:=p[120,50,0,0] n[117,50,0,0]:=Delete[n[118,50,0,0],8] p[117,50,1,0]:=p[120,50,0,0] n[117,50,1,0]:=Insert[Delete[n[117,50,0,0],7],{7,5,-1},36] p[117,50,1,1]:=p[120,50,0,0] n[117,50,1,1]:=Insert[Delete[n[117,50,0,0],7],{-5,-7,-1},17] p[118,50,0,0]:=p[120,50,0,0] n[118,50,0,0]:=Delete[Delete[n[120,50,0,0],-31],-28] p[119,50,0,0]:=p[120,50,0,0] n[119,50,0,0]:=Delete[n[120,50,0,0],8] p[119,50,1,0]:=p[120,50,0,0] n[119,50,1,0]:=Insert[Delete[n[119,50,0,0],7],{7,5,-1},36] p[119,50,1,1]:=p[120,50,0,0] n[119,50,1,1]:=Insert[Delete[n[119,50,0,0],7],{-5,-7,-1},17] p[120,50,0,0]:={{-7,-7,-7},{-5,-5,-7},{-3,-3,-7},{-1,-1,-7}, {1,1,-7},{3,3,-7},{5,5,-7},{7,7,-7},{-3,-7,-3},{-5,-5,-3}, {-1,-5,-3},{-7,-3,-3},{1,-3,-3},{-5,-1,-3},{3,-1,-3},{-3,1,-3}, {5,1,-3},{-1,3,-3},{7,3,-3},{1,5,-3},{5,5,-3},{3,7,-3}, {1,-7,1},{-1,-5,1},{3,-5,1},{-3,-3,1},{5,-3,1},{-5,-1,1}, {7,-1,1},{-7,1,1},{5,1,1},{-5,3,1},{3,3,1},{-3,5,1}, {1,5,1},{-1,7,1},{5,-7,5},{3,-5,5},{7,-5,5},{1,-3,5}, {5,-3,5},{-1,-1,5},{3,-1,5},{-3,1,5},{1,1,5},{-5,3,5}, {-1,3,5},{-7,5,5},{-3,5,5},{-5,7,5}} n[120,50,0,0]:={{-5,-7,-5},{-7,-5,-5},{-3,-5,-5},{-5,-3,-5}, {-1,-3,-5},{-3,-1,-5},{1,-1,-5},{-1,1,-5},{3,1,-5},{1,3,-5}, {5,3,-5},{3,5,-5},{7,5,-5},{5,7,-5},{-3,-3,-3},{-1,-1,-3}, {1,1,-3},{3,3,-3},{-1,-7,-1},{-3,-5,-1},{1,-5,-1},{-5,-3,-1}, {-1,-3,-1},{3,-3,-1},{-7,-1,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1}, {-5,1,-1},{-1,1,-1},{3,1,-1},{7,1,-1},{-3,3,-1},{1,3,-1}, {5,3,-1},{-1,5,-1},{3,5,-1},{1,7,-1},{1,-3,1},{-1,-1,1}, {3,-1,1},{-3,1,1},{1,1,1},{-1,3,1},{3,-7,3},{1,-5,3}, {5,-5,3},{-1,-3,3},{3,-3,3},{7,-3,3},{-3,-1,3},{1,-1,3}, {5,-1,3},{-5,1,3},{-1,1,3},{3,1,3},{-7,3,3},{-3,3,3}, {1,3,3},{-5,5,3},{-1,5,3},{-3,7,3},{7,-7,7},{5,-5,7}, {3,-3,7},{1,-1,7},{-1,1,7},{-3,3,7},{-5,5,7},{-7,7,7}} p[121,50,0,0]:=p[120,50,0,0] n[121,50,0,0]:=Insert[n[120,50,0,0],{3,1,7},-4] p[121,50,0,1]:=p[120,50,0,0] n[121,50,0,1]:=Insert[n[120,50,0,0],{-1,-3,7},-7] p[121,50,1,0]:=p[120,50,0,0] n[121,50,1,0]:=Insert[n[120,50,0,0],{7,5,-1},38] p[121,50,1,1]:=p[120,50,0,0] n[121,50,1,1]:=Insert[n[120,50,0,0],{-5,-7,-1},19] p[122,50,0,0]:=p[120,50,0,0] n[122,50,0,0]:=Insert[Insert[n[120,50,0,0],{5,3,3},-12],{-5,-3,3},48] p[122,50,0,1]:=p[120,50,0,0] n[122,50,0,1]:=Insert[Insert[n[120,50,0,0],{-3,-5,3},-27],{3,5,3},63] p[115,51,0,0]:=p[121,51,0,0] n[115,51,0,0]:=n[114,50,0,0] p[116,51,0,0]:=Delete[p[124,52,0,0],-18] n[116,51,0,0]:=n[115,50,0,0] p[116,51,1,0]:=p[121,51,0,0] n[116,51,1,0]:=n[115,50,1,0] p[117,51,0,0]:=p[121,51,0,0] n[117,51,0,0]:=n[116,50,0,0] p[118,51,0,0]:=p[120,51,0,0] n[118,51,0,0]:=n[117,50,0,0] p[118,51,1,0]:=p[121,51,0,0] n[118,51,1,0]:=n[117,50,1,0] p[119,51,0,0]:=p[121,51,0,0] n[119,51,0,0]:=n[118,50,0,0] p[120,51,0,0]:=Delete[p[124,52,0,0],-6] n[120,51,0,0]:=n[119,50,0,0] p[120,51,1,0]:=p[121,51,0,0] n[120,51,1,0]:=n[119,50,1,0] p[121,51,0,0]:=Insert[p[120,50,0,0],{3,3,5},-4] n[121,51,0,0]:=n[120,50,0,0] p[122,51,0,0]:=Delete[p[124,52,0,0],4] n[122,51,0,0]:=n[121,50,0,0] p[122,51,1,0]:=p[121,51,0,0] n[122,51,1,0]:=n[121,50,1,0] p[123,51,0,0]:=Insert[p[120,50,0,0],{-5,3,-3},18] n[123,51,0,0]:=n[122,50,0,0] p[123,51,0,1]:=Insert[p[120,50,0,0],{3,-5,-3},12] n[123,51,0,1]:=n[122,50,0,1] p[116,52,0,0]:=p[124,52,0,0] n[116,52,0,0]:=n[114,50,0,0] p[116,52,0,1]:=p[124,52,0,1] n[116,52,0,1]:=n[114,50,0,0] p[117,52,0,0]:=p[124,52,0,0] n[117,52,0,0]:=n[115,50,0,0] p[117,52,0,1]:=p[124,52,0,1] n[117,52,0,1]:=n[115,50,0,0] p[117,52,1,0]:=p[124,52,0,0] n[117,52,1,0]:=n[115,50,1,0] p[117,52,1,1]:=p[124,52,0,1] n[117,52,1,1]:=n[115,50,1,1] p[118,52,0,0]:=p[124,52,0,0] n[118,52,0,0]:=n[116,50,0,0] p[118,52,0,1]:=p[124,52,0,1] n[118,52,0,1]:=n[116,50,0,0] p[119,52,0,0]:=p[124,52,0,0] n[119,52,0,0]:=n[117,50,0,0] p[119,52,0,1]:=p[124,52,0,1] n[119,52,0,1]:=n[117,50,0,0] p[119,52,1,0]:=p[124,52,0,0] n[119,52,1,0]:=n[117,50,1,0] p[119,52,1,1]:=p[124,52,0,1] n[119,52,1,1]:=n[117,50,1,1] p[120,52,0,0]:=p[124,52,0,0] n[120,52,0,0]:=n[118,50,0,0] p[120,52,0,1]:=p[124,52,0,1] n[120,52,0,1]:=n[118,50,0,0] p[121,52,0,0]:=p[124,52,0,0] n[121,52,0,0]:=n[119,50,0,0] p[121,52,0,1]:=p[124,52,0,1] n[121,52,0,1]:=n[119,50,0,0] p[121,52,1,0]:=p[124,52,0,0] n[121,52,1,0]:=n[119,50,1,0] p[121,52,1,1]:=p[124,52,0,1] n[121,52,1,1]:=n[119,50,1,1] p[122,52,0,0]:=p[124,52,0,0] n[122,52,0,0]:=n[120,50,0,0] p[122,52,0,1]:=p[124,52,0,1] n[122,52,0,1]:=n[120,50,0,0] p[123,52,0,0]:=p[124,52,0,0] n[123,52,0,0]:=Delete[n[122,50,0,0],8] p[123,52,0,1]:=p[124,52,0,1] n[123,52,0,1]:=Delete[n[122,50,0,1],8] p[123,52,1,0]:=p[124,52,0,0] n[123,52,1,0]:=n[121,50,1,0] p[123,52,1,1]:=p[124,52,0,1] n[123,52,1,1]:=n[121,50,1,1] p[124,52,0,0]:=Insert[p[123,51,0,0],{5,-3,-3},14] n[124,52,0,0]:=n[122,50,0,0] p[124,52,0,1]:=Insert[p[123,51,0,1],{-3,5,-3},21] n[124,52,0,1]:=n[122,50,0,1] p[140,58,0,0]:={{1,-3,-7},{-1,-1,-7},{3,-1,-7},{-3,1,-7}, {1,1,-7},{-1,3,-7},{1,-7,-3},{-1,-5,-3},{3,-5,-3},{-3,-3,-3}, {1,-3,-3},{5,-3,-3},{-5,-1,-3},{-1,-1,-3},{3,-1,-3},{7,-1,-3}, {-7,1,-3},{-3,1,-3},{1,1,-3},{5,1,-3},{-5,3,-3},{-1,3,-3}, {3,3,-3},{-3,5,-3},{1,5,-3},{-1,7,-3},{-1,-9,1},{-3,-7,1}, {1,-7,1},{-5,-5,1},{3,-5,1},{-7,-3,1},{5,-3,1},{-9,-1,1}, {7,-1,1},{-7,1,1},{9,1,1},{-5,3,1},{7,3,1},{-3,5,1}, {5,5,1},{-1,7,1},{3,7,1},{1,9,1},{-1,-5,5},{-3,-3,5}, {1,-3,5},{-5,-1,5},{-1,-1,5},{3,-1,5},{-3,1,5},{1,1,5}, {5,1,5},{-1,3,5},{3,3,5},{1,5,5},{-1,-1,9},{1,1,9}} n[140,58,0,0]:={{1,-1,-9},{-1,1,-9},{1,-5,-5},{-1,-3,-5}, {3,-3,-5},{-3,-1,-5},{1,-1,-5},{5,-1,-5},{-5,1,-5},{-1,1,-5}, {3,1,-5},{-3,3,-5},{1,3,-5},{-1,5,-5},{1,-9,-1},{-1,-7,-1}, {3,-7,-1},{-3,-5,-1},{1,-5,-1},{5,-5,-1},{-5,-3,-1},{-1,-3,-1}, {3,-3,-1},{7,-3,-1},{-7,-1,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1}, {9,-1,-1},{-9,1,-1},{-5,1,-1},{-1,1,-1},{3,1,-1},{7,1,-1}, {-7,3,-1},{-3,3,-1},{1,3,-1},{5,3,-1},{-5,5,-1},{-1,5,-1}, {3,5,-1},{-3,7,-1},{1,7,-1},{-1,9,-1},{-1,-5,1},{-3,-3,1}, {1,-3,1},{-5,-1,1},{-1,-1,1},{3,-1,1},{-3,1,1},{1,1,1}, {5,1,1},{-1,3,1},{3,3,1},{1,5,1},{-1,-7,3},{-3,-5,3}, {1,-5,3},{-5,-3,3},{-1,-3,3},{3,-3,3},{-7,-1,3},{-3,-1,3}, {1,-1,3},{5,-1,3},{-5,1,3},{-1,1,3},{3,1,3},{7,1,3}, {-3,3,3},{1,3,3},{5,3,3},{-1,5,3},{3,5,3},{1,7,3}, {-1,-3,7},{-3,-1,7},{1,-1,7},{-1,1,7},{3,1,7},{1,3,7}} p[200,80,0,0]:=p[202,80,0,0] n[200,80,0,0]:=Delete[n[203,82,1,0],-54] p[200,80,0,1]:=p[202,80,0,0] n[200,80,0,1]:=Delete[n[203,82,1,1],-51] p[201,80,0,0]:=p[202,80,0,0] n[201,80,0,0]:=n[203,82,1,0] p[201,80,0,1]:=p[202,80,0,0] n[201,80,0,1]:=n[203,82,1,1] p[202,80,0,0]:=Delete[p[205,81,0,0],-5] n[202,80,0,0]:=n[204,82,0,0] p[203,80,0,0]:=p[202,80,0,0] n[203,80,0,0]:=n[205,82,0,0] p[204,80,0,0]:=p[202,80,0,0] n[204,80,0,0]:=n[206,82,0,0] p[205,80,0,0]:=p[202,80,0,0] n[205,80,0,0]:=n[207,82,0,0] p[206,80,0,0]:=p[202,80,0,0] n[206,80,0,0]:=n[208,82,0,0] p[201,81,0,0]:=p[205,81,0,0] n[201,81,0,0]:=n[202,82,0,0] p[202,81,0,0]:=p[204,81,0,0] n[202,81,0,0]:=n[203,82,0,0] p[203,81,0,0]:=p[205,81,0,0] n[203,81,0,0]:=n[204,82,0,0] p[204,81,0,0]:=Delete[p[208,82,0,0],-5] n[204,81,0,0]:=n[205,82,0,0] p[205,81,0,0]:=Delete[p[208,82,0,0],-6] n[205,81,0,0]:=n[206,82,0,0] p[206,81,0,0]:=p[204,81,0,0] n[206,81,0,0]:=n[207,82,0,0] p[206,81,1,0]:=p[207,81,1,0] n[206,81,1,0]:=n[207,82,1,0] (*p[206,81,*,0]:=p[207,81,1,1] n[206,81,*,0]:=n[207,82,1,0]*) p[207,81,0,0]:=p[205,81,0,0] n[207,81,0,0]:=n[208,82,0,0] p[207,81,1,0]:=Insert[p[202,80,0,0],{-7,5,1},50] n[207,81,1,0]:=n[208,82,0,0] p[207,81,1,1]:=Insert[p[202,80,0,0],{5,-7,1},40] n[207,81,1,1]:=n[208,82,0,0] p[208,81,0,0]:=p[205,81,0,0] n[208,81,0,0]:=n[209,82,0,0] p[209,81,0,0]:=p[205,81,0,0] n[209,81,0,0]:=n[210,82,0,0] p[202,82,0,0]:=p[208,82,0,0] n[202,82,0,0]:=Delete[Delete[n[204,82,0,0],-9],-9] p[202,82,1,0]:=p[208,82,0,0] n[202,82,1,0]:=Insert[Delete[n[202,82,0,0],46],{5,-5,3},-41] p[203,82,0,0]:=p[208,82,0,0] n[203,82,0,0]:=Delete[n[204,82,0,0],-39] p[203,82,1,0]:=p[208,82,0,0] n[203,82,1,0]:=Delete[n[204,82,0,0],-50] p[203,82,1,1]:=p[208,82,0,0] n[203,82,1,1]:=Delete[n[204,82,0,0],-53] p[203,82,2,0]:=p[208,82,0,0] n[203,82,2,0]:=Delete[n[204,82,1,0],-63] p[204,82,0,0]:=p[208,82,0,0] n[204,82,0,0]:=Fold[Delete,n[208,82,0,0],{77,70,60,49}] p[204,82,1,0]:=p[208,82,0,0] n[204,82,1,0]:=Insert[Delete[n[204,82,0,0],46],{5,-5,3},-43] p[205,82,0,0]:=p[208,82,0,0] n[205,82,0,0]:=Delete[n[206,82,0,0],-37] p[206,82,0,0]:=p[208,82,0,0] n[206,82,0,0]:=Delete[n[207,82,0,0],-9] p[207,82,0,0]:=p[208,82,0,0] n[207,82,0,0]:=Delete[n[208,82,0,0],-10] p[207,82,1,0]:=p[208,82,0,0] n[207,82,1,0]:=Delete[n[208,82,0,0],13] p[208,82,0,0]:={{7,-9,-7},{5,-7,-7},{9,-7,-7},{3,-5,-7}, {7,-5,-7},{1,-3,-7},{5,-3,-7},{-1,-1,-7},{3,-1,-7},{-3,1,-7}, {1,1,-7},{-5,3,-7},{-1,3,-7},{-7,5,-7},{-3,5,-7},{-9,7,-7}, {-5,7,-7},{-7,9,-7},{3,-9,-3},{1,-7,-3},{5,-7,-3},{-1,-5,-3}, {7,-5,-3},{-3,-3,-3},{9,-3,-3},{-5,-1,-3},{7,-1,-3},{-7,1,-3}, {5,1,-3},{-9,3,-3},{3,3,-3},{-7,5,-3},{1,5,-3},{-5,7,-3}, {-1,7,-3},{-3,9,-3},{-1,-9,1},{-3,-7,1},{1,-7,1},{-5,-5,1}, {3,-5,1},{-7,-3,1},{5,-3,1},{-9,-1,1},{7,-1,1},{-7,1,1}, {9,1,1},{-5,3,1},{7,3,1},{-3,5,1},{5,5,1},{-1,7,1}, {3,7,1},{1,9,1},{-5,-9,5},{-7,-7,5},{-3,-7,5},{-9,-5,5}, {-1,-5,5},{-7,-3,5},{1,-3,5},{-5,-1,5},{3,-1,5},{-3,1,5}, {5,1,5},{-1,3,5},{7,3,5},{1,5,5},{9,5,5},{3,7,5}, {7,7,5},{5,9,5},{-9,-9,9},{-7,-7,9},{-5,-5,9},{-3,-3,9}, {-1,-1,9},{1,1,9},{3,3,9},{5,5,9},{7,7,9},{9,9,9}} n[208,82,0,0]:={{9,-9,-9},{7,-7,-9},{5,-5,-9},{3,-3,-9}, {1,-1,-9},{-1,1,-9},{-3,3,-9},{-5,5,-9},{-7,7,-9},{-9,9,-9}, {5,-9,-5},{3,-7,-5},{7,-7,-5},{1,-5,-5},{5,-5,-5},{9,-5,-5}, {-1,-3,-5},{3,-3,-5},{7,-3,-5},{-3,-1,-5},{5,-1,-5},{-5,1,-5}, {3,1,-5},{-7,3,-5},{-3,3,-5},{1,3,-5},{-9,5,-5},{-5,5,-5}, {-1,5,-5},{-7,7,-5},{-3,7,-5},{-5,9,-5},{3,-5,-3},{1,-3,-3}, {5,-3,-3},{3,-1,-3},{-3,1,-3},{-5,3,-3},{-1,3,-3},{-3,5,-3}, {1,-9,-1},{-1,-7,-1},{3,-7,-1},{-3,-5,-1},{1,-5,-1},{5,-5,-1}, {-5,-3,-1},{-1,-3,-1},{3,-3,-1},{7,-3,-1},{-7,-1,-1},{-3,-1,-1}, {5,-1,-1},{9,-1,-1},{-9,1,-1},{-5,1,-1},{3,1,-1},{7,1,-1}, {-7,3,-1},{-3,3,-1},{1,3,-1},{5,3,-1},{-5,5,-1},{-1,5,-1}, {3,5,-1},{-3,7,-1},{1,7,-1},{-1,9,-1},{-1,-5,1},{-3,-3,1}, {1,-3,1},{-5,-1,1},{3,-1,1},{-3,1,1},{5,1,1},{-1,3,1}, {3,3,1},{1,5,1},{-3,-9,3},{-5,-7,3},{-1,-7,3},{-7,-5,3}, {-3,-5,3},{1,-5,3},{-9,-3,3},{-5,-3,3},{-1,-3,3},{3,-3,3}, {-7,-1,3},{-3,-1,3},{5,-1,3},{-5,1,3},{3,1,3},{7,1,3}, {-3,3,3},{1,3,3},{5,3,3},{9,3,3},{-1,5,3},{3,5,3}, {7,5,3},{1,7,3},{5,7,3},{3,9,3},{-5,-5,5},{-3,-3,5}, {3,3,5},{5,5,5},{-7,-9,7},{-9,-7,7},{-5,-7,7},{-7,-5,7}, {-3,-5,7},{-5,-3,7},{-1,-3,7},{-3,-1,7},{1,-1,7},{-1,1,7}, {3,1,7},{1,3,7},{5,3,7},{3,5,7},{7,5,7},{5,7,7}, {9,7,7},{7,9,7}} p[209,82,0,0]:=p[208,82,0,0] n[209,82,0,0]:=Delete[n[210,82,0,0],46] p[210,82,0,0]:=p[208,82,0,0] n[210,82,0,0]:=Insert[Insert[n[208,82,0,0],{5,-5,3},-44],{-5,5,3},100] p[203,83,0,0]:=p[209,83,0,0] n[203,83,0,0]:=n[202,82,0,0] p[204,83,0,0]:=p[209,83,0,0] n[204,83,0,0]:=n[203,82,1,0] p[204,83,0,1]:=p[209,83,0,0] n[204,83,0,1]:=n[203,82,1,1] p[205,83,0,0]:=p[209,83,0,0] n[205,83,0,0]:=n[204,82,0,0] p[206,83,0,0]:=p[209,83,0,0] n[206,83,0,0]:=Delete[n[206,82,0,0],-49] p[206,83,0,1]:=p[209,83,0,0] n[206,83,0,1]:=Delete[n[206,82,0,0],-52] p[207,83,0,0]:=p[209,83,0,0] n[207,83,0,0]:=n[206,82,0,0] p[208,83,0,0]:=p[209,83,0,0] n[208,83,0,0]:=n[207,82,0,0] p[209,83,0,0]:=Insert[p[208,82,0,0],{-5,-5,-3},22] n[209,83,0,0]:=n[208,82,0,0] p[210,83,0,0]:=Delete[p[210,84,0,0],-6] n[210,83,0,0]:=Delete[n[210,82,0,0],-10] p[210,83,1,0]:=p[209,83,0,0] n[210,83,1,0]:=n[209,82,0,0] p[211,83,0,0]:=p[209,83,0,0] n[211,83,0,0]:=n[210,82,0,0] p[204,84,0,0]:=p[209,84,0,0] n[204,84,0,0]:=n[202,82,0,0] p[205,84,0,0]:=p[209,84,0,0] n[205,84,0,0]:=n[203,82,0,0] p[206,84,0,0]:=p[209,84,0,0] n[206,84,0,0]:=n[204,82,0,0] p[207,84,0,0]:=p[209,84,0,0] n[207,84,0,0]:=n[205,82,0,0] p[208,84,0,0]:=p[209,84,0,0] n[208,84,0,0]:=n[206,82,0,0] p[209,84,0,0]:=Insert[p[209,83,0,0],{5,5,-3},35] n[209,84,0,0]:=n[207,82,0,0] p[210,84,0,0]:=p[209,84,0,0] n[210,84,0,0]:=n[208,82,0,0] p[211,84,0,0]:=p[209,84,0,0] n[211,84,0,0]:=n[209,82,0,0] p[212,84,0,0]:=p[209,84,0,0] n[212,84,0,0]:=n[210,82,0,0] p[238,92,0,0]:={{-1,-1,-11},{1,1,-11},{-1,-5,-7},{-3,-3,-7}, {1,-3,-7},{-5,-1,-7},{-1,-1,-7},{3,-1,-7},{-3,1,-7},{1,1,-7}, {5,1,-7},{-1,3,-7},{3,3,-7},{1,5,-7},{-1,-9,-3},{-3,-7,-3}, {1,-7,-3},{-5,-5,-3},{-1,-5,-3},{3,-5,-3},{-7,-3,-3},{-3,-3,-3}, {1,-3,-3},{5,-3,-3},{-9,-1,-3},{-5,-1,-3},{-1,-1,-3},{3,-1,-3}, {7,-1,-3},{-7,1,-3},{-3,1,-3},{1,1,-3},{5,1,-3},{9,1,-3}, {-5,3,-3},{-1,3,-3},{3,3,-3},{7,3,-3},{-3,5,-3},{1,5,-3}, {5,5,-3},{-1,7,-3},{3,7,-3},{1,9,-3},{1,-11,1},{-1,-9,1}, {3,-9,1},{-3,-7,1},{5,-7,1},{-5,-5,1},{7,-5,1},{-7,-3,1}, {9,-3,1},{-9,-1,1},{11,-1,1},{-11,1,1},{9,1,1},{-9,3,1}, {7,3,1},{-7,5,1},{5,5,1},{-5,7,1},{3,7,1},{-3,9,1}, {1,9,1},{-1,11,1},{1,-7,5},{-1,-5,5},{3,-5,5},{-3,-3,5}, {1,-3,5},{5,-3,5},{-5,-1,5},{-1,-1,5},{3,-1,5},{7,-1,5}, {-7,1,5},{-3,1,5},{1,1,5},{5,1,5},{-5,3,5},{-1,3,5}, {3,3,5},{-3,5,5},{1,5,5},{-1,7,5},{1,-3,9},{-1,-1,9}, {3,-1,9},{-3,1,9},{1,1,9},{-1,3,9}} n[238,92,0,0]:={{1,-5,-9},{-1,-3,-9},{3,-3,-9},{-3,-1,-9}, {1,-1,-9},{5,-1,-9},{-5,1,-9},{-1,1,-9},{3,1,-9},{-3,3,-9}, {1,3,-9},{-1,5,-9},{-1,-7,-5},{-3,-5,-5},{1,-5,-5},{-5,-3,-5}, {-1,-3,-5},{3,-3,-5},{-7,-1,-5},{-3,-1,-5},{1,-1,-5},{5,-1,-5}, {-5,1,-5},{-1,1,-5},{3,1,-5},{7,1,-5},{-3,3,-5},{1,3,-5}, {5,3,-5},{-1,5,-5},{3,5,-5},{1,7,-5},{-1,-11,-1},{-3,-9,-1}, {1,-9,-1},{-5,-7,-1},{-1,-7,-1},{3,-7,-1},{-7,-5,-1},{-3,-5,-1}, {1,-5,-1},{5,-5,-1},{-9,-3,-1},{-5,-3,-1},{-1,-3,-1},{3,-3,-1}, {7,-3,-1},{-11,-1,-1},{-7,-1,-1},{-3,-1,-1},{1,-1,-1},{5,-1,-1}, {9,-1,-1},{-9,1,-1},{-5,1,-1},{-1,1,-1},{3,1,-1},{7,1,-1}, {11,1,-1},{-7,3,-1},{-3,3,-1},{1,3,-1},{5,3,-1},{9,3,-1}, {-5,5,-1},{-1,5,-1},{3,5,-1},{7,5,-1},{-3,7,-1},{1,7,-1}, {5,7,-1},{-1,9,-1},{3,9,-1},{1,11,-1},{1,-7,1},{-1,-5,1}, {3,-5,1},{-3,-3,1},{1,-3,1},{5,-3,1},{-5,-1,1},{-1,-1,1}, {3,-1,1},{7,-1,1},{-7,1,1},{-3,1,1},{1,1,1},{5,1,1}, {-5,3,1},{-1,3,1},{3,3,1},{-3,5,1},{1,5,1},{-1,7,1}, {1,-9,3},{-1,-7,3},{3,-7,3},{-3,-5,3},{1,-5,3},{5,-5,3}, {-5,-3,3},{-1,-3,3},{3,-3,3},{7,-3,3},{-7,-1,3},{-3,-1,3}, {1,-1,3},{5,-1,3},{9,-1,3},{-9,1,3},{-5,1,3},{-1,1,3}, {3,1,3},{7,1,3},{-7,3,3},{-3,3,3},{1,3,3},{5,3,3}, {-5,5,3},{-1,5,3},{3,5,3},{-3,7,3},{1,7,3},{-1,9,3}, {-1,-7,7},{-3,-5,7},{1,-5,7},{-5,-3,7},{-1,-3,7},{3,-3,7}, {-7,-1,7},{-3,-1,7},{1,-1,7},{5,-1,7},{-5,1,7},{-1,1,7}, {3,1,7},{7,1,7},{-3,3,7},{1,3,7},{5,3,7},{-1,5,7}, {3,5,7},{1,7,7},{1,-1,11},{-1,1,11}} p[332,122,0,0]:={{-11,-11,-11},{-9,-9,-11},{-7,-7,-11},{-5,-5,-11}, {-3,-3,-11},{-1,-1,-11},{1,1,-11},{3,3,-11},{5,5,-11},{7,7,-11}, {9,9,-11},{11,11,-11},{-7,-11,-7},{-9,-9,-7},{-5,-9,-7},{-11,-7,-7}, {-3,-7,-7},{-9,-5,-7},{-1,-5,-7},{-7,-3,-7},{1,-3,-7},{-5,-1,-7}, {3,-1,-7},{-3,1,-7},{5,1,-7},{-1,3,-7},{7,3,-7},{1,5,-7}, {9,5,-7},{3,7,-7},{11,7,-7},{5,9,-7},{9,9,-7},{7,11,-7}, {-3,-11,-3},{-5,-9,-3},{-1,-9,-3},{-7,-7,-3},{1,-7,-3},{-9,-5,-3}, {3,-5,-3},{-11,-3,-3},{5,-3,-3},{-9,-1,-3},{7,-1,-3},{-7,1,-3}, {9,1,-3},{-5,3,-3},{11,3,-3},{-3,5,-3},{9,5,-3},{-1,7,-3}, {7,7,-3},{1,9,-3},{5,9,-3},{3,11,-3},{1,-11,1},{-1,-9,1}, {3,-9,1},{-3,-7,1},{5,-7,1},{-5,-5,1},{7,-5,1},{-7,-3,1}, {9,-3,1},{-9,-1,1},{11,-1,1},{-11,1,1},{9,1,1},{-9,3,1}, {7,3,1},{-7,5,1},{5,5,1},{-5,7,1},{3,7,1},{-3,9,1}, {1,9,1},{-1,11,1},{5,-11,5},{3,-9,5},{7,-9,5},{1,-7,5}, {9,-7,5},{-1,-5,5},{11,-5,5},{-3,-3,5},{9,-3,5},{-5,-1,5}, {7,-1,5},{-7,1,5},{5,1,5},{-9,3,5},{3,3,5},{-11,5,5}, {1,5,5},{-9,7,5},{-1,7,5},{-7,9,5},{-3,9,5},{-5,11,5}, {9,-11,9},{7,-9,9},{11,-9,9},{5,-7,9},{9,-7,9},{3,-5,9}, {7,-5,9},{1,-3,9},{5,-3,9},{-1,-1,9},{3,-1,9},{-3,1,9}, {1,1,9},{-5,3,9},{-1,3,9},{-7,5,9},{-3,5,9},{-9,7,9}, {-5,7,9},{-11,9,9},{-7,9,9},{-9,11,9}} n[332,122,0,0]:={{-9,-11,-9},{-11,-9,-9},{-7,-9,-9},{-9,-7,-9}, {-5,-7,-9},{-7,-5,-9},{-3,-5,-9},{-5,-3,-9},{-1,-3,-9},{-3,-1,-9}, {1,-1,-9},{-1,1,-9},{3,1,-9},{1,3,-9},{5,3,-9},{3,5,-9}, {7,5,-9},{5,7,-9},{9,7,-9},{7,9,-9},{11,9,-9},{9,11,-9}, {-7,-7,-7},{-5,-5,-7},{-3,-3,-7},{3,3,-7},{5,5,-7},{7,7,-7}, {-5,-11,-5},{-7,-9,-5},{-3,-9,-5},{-9,-7,-5},{-5,-7,-5},{-1,-7,-5}, {-11,-5,-5},{-7,-5,-5},{-3,-5,-5},{1,-5,-5},{-9,-3,-5},{-5,-3,-5}, {-1,-3,-5},{3,-3,-5},{-7,-1,-5},{-3,-1,-5},{5,-1,-5},{-5,1,-5}, {3,1,-5},{7,1,-5},{-3,3,-5},{1,3,-5},{5,3,-5},{9,3,-5}, {-1,5,-5},{3,5,-5},{7,5,-5},{11,5,-5},{1,7,-5},{5,7,-5}, {9,7,-5},{3,9,-5},{7,9,-5},{5,11,-5},{-3,-7,-3},{-5,-5,-3}, {-1,-5,-3},{-7,-3,-3},{-3,-3,-3},{-5,-1,-3},{5,1,-3},{3,3,-3}, {7,3,-3},{1,5,-3},{5,5,-3},{3,7,-3},{-1,-11,-1},{-3,-9,-1}, {1,-9,-1},{-5,-7,-1},{-1,-7,-1},{3,-7,-1},{-7,-5,-1},{-3,-5,-1}, {1,-5,-1},{5,-5,-1},{-9,-3,-1},{-5,-3,-1},{3,-3,-1},{7,-3,-1}, {-11,-1,-1},{-7,-1,-1},{5,-1,-1},{9,-1,-1},{-9,1,-1},{-5,1,-1}, {7,1,-1},{11,1,-1},{-7,3,-1},{-3,3,-1},{5,3,-1},{9,3,-1}, {-5,5,-1},{-1,5,-1},{3,5,-1},{7,5,-1},{-3,7,-1},{1,7,-1}, {5,7,-1},{-1,9,-1},{3,9,-1},{1,11,-1},{1,-7,1},{-1,-5,1}, {3,-5,1},{-3,-3,1},{5,-3,1},{-5,-1,1},{7,-1,1},{-7,1,1}, {5,1,1},{-5,3,1},{3,3,1},{-3,5,1},{1,5,1},{-1,7,1}, {3,-11,3},{1,-9,3},{5,-9,3},{-1,-7,3},{3,-7,3},{7,-7,3}, {-3,-5,3},{1,-5,3},{5,-5,3},{9,-5,3},{-5,-3,3},{3,-3,3}, {7,-3,3},{11,-3,3},{-7,-1,3},{5,-1,3},{9,-1,3},{-9,1,3}, {-5,1,3},{7,1,3},{-11,3,3},{-7,3,3},{-3,3,3},{5,3,3}, {-9,5,3},{-5,5,3},{-1,5,3},{3,5,3},{-7,7,3},{-3,7,3}, {1,7,3},{-5,9,3},{-1,9,3},{-3,11,3},{5,-7,5},{3,-5,5}, {7,-5,5},{1,-3,5},{5,-3,5},{3,-1,5},{-3,1,5},{-5,3,5}, {-1,3,5},{-7,5,5},{-3,5,5},{-5,7,5},{7,-11,7},{5,-9,7}, {9,-9,7},{3,-7,7},{7,-7,7},{11,-7,7},{1,-5,7},{5,-5,7}, {9,-5,7},{-1,-3,7},{3,-3,7},{7,-3,7},{-3,-1,7},{5,-1,7}, {-5,1,7},{3,1,7},{-7,3,7},{-3,3,7},{1,3,7},{-9,5,7}, {-5,5,7},{-1,5,7},{-11,7,7},{-7,7,7},{-3,7,7},{-9,9,7}, {-5,9,7},{-7,11,7},{11,-11,11},{9,-9,11},{7,-7,11},{5,-5,11}, {3,-3,11},{1,-1,11},{-1,1,11},{-3,3,11},{-5,5,11},{-7,7,11}, {-9,9,11},{-11,11,11}} EndPackage[]