p((7,9),(1));goodness : 12.9796 distance to original : 77 time need : 4 greatness : 4 idv : 1
for(x1,{(0,15)},p((x1,9),(1)));goodness : 13.1346 distance to original : 76 time need : 65 greatness : 7 idv : 118
for(x1,{(-9,4)},p((5,x1),(1)));goodness : 13.3108 distance to original : 75 time need : 57 greatness : 7 idv : 143
for(x1,{(9,17)},p((4,x1),(1)));goodness : 13.3143 distance to original : 75 time need : 37 greatness : 7 idv : 167
for(x1,{(-6,9)},conc(p((0,-13),(1)),p((x1,3),(1))));goodness : 14.2318 distance to original : 70 time need : 145 greatness : 12 idv : 314
fun(x1,{(1,1,1)},for(x2,{(-5,17)},p((x2,3),(x1))));goodness : 14.2436 distance to original : 70 time need : 97 greatness : 11 idv : 778
fun(x1,{(5,1,0)},for(x2,{(21,4)},p((x1,x2),(1))));goodness : 14.2477 distance to original : 70 time need : 77 greatness : 11 idv : 1242
fun(x1,{(5,1,0)},for(x2,{(21,-5)},p((x1,x2),(1))));goodness : 14.6578 distance to original : 68 time need : 113 greatness : 11 idv : 1341
for(x1,{(1,14)},for(x2,{(0,10)},p((x2,x1),(1))));goodness : 22.8671 distance to original : 43 time need : 631 greatness : 10 idv : 1417
for(x1,{(1,14)},for(x2,{(3,10)},p((x2,x1),(1))));goodness : 23.4946 distance to original : 42 time need : 463 greatness : 10 idv : 6460
for(x1,{(1,1)},for(x2,{(x1,13)},for(x3,{(3,10)},p((x3,x2),(1)))));goodness : 23.4957 distance to original : 42 time need : 431 greatness : 13 idv : 10973
conc(for(x1,{(1,1)},for(x2,{(0,0)},for(x3,{(1,1)},for(x4,{(6,6)},conc(conc(fun(x5,{(x1,37,1)},for(x6,{(0,0)},conc(fun(x7,{(1,21,1)},fun(x8,{(0,1,x6)},p((x7,x5),(1)))),for(x9,{(1,14)},for(x10,{(3,10)},p((x10,x9),(1))))))),p((x4,19),(0))),for(x11,{(-3,-11)},for(x12,{(0,1)},for(x13,{(x12,0)},fun(x14,{(0,1,x11)},p((3,x14),(x2))))))))))),for(x15,{(-5,-5)},for(x16,{(1,1)},for(x17,{(x16,4)},conc(fun(x18,{(3,1,3)},fun(x19,{(1,0,1)},fun(x20,{(1,6,1)},fun(x21,{(1,x19,1)},fun(x22,{(-24,10,1)},p((x20,x22),(11))))))),conc(fun(x23,{(1,17,1)},fun(x24,{(1,5,1)},p((5,3),(x23)))),for(x25,{(0,10)},p((x25,x17),(1)))))))));goodness : 23.6569 distance to original : 40 time need : 1071 greatness : 120 idv : 11271
for(x1,{(0,0)},for(x2,{(0,0)},conc(for(x3,{(1,1)},for(x4,{(0,0)},for(x5,{(1,1)},for(x6,{(6,6)},conc(conc(fun(x7,{(x3,37,1)},for(x8,{(x2,0)},conc(fun(x9,{(1,21,1)},fun(x10,{(0,1,x8)},p((x9,x7),(1)))),for(x11,{(1,14)},for(x12,{(3,10)},p((x12,x11),(1))))))),p((x6,19),(0))),for(x13,{(-3,-11)},for(x14,{(0,1)},for(x15,{(x14,0)},fun(x16,{(0,1,x13)},p((3,x16),(x4))))))))))),for(x17,{(-5,-5)},for(x18,{(1,1)},for(x19,{(x18,4)},conc(fun(x20,{(3,1,3)},fun(x21,{(1,0,1)},fun(x22,{(1,6,1)},fun(x23,{(1,x21,-10)},fun(x24,{(-24,10,1)},p((x22,x24),(11))))))),conc(fun(x25,{(1,17,x1)},fun(x26,{(1,5,1)},p((5,3),(x25)))),for(x27,{(0,10)},p((x27,x19),(1)))))))))));goodness : 24.7936 distance to original : 38 time need : 1073 greatness : 126 idv : 13724
for(x1,{(0,0)},for(x2,{(0,0)},conc(for(x3,{(1,1)},for(x4,{(0,0)},for(x5,{(1,1)},for(x6,{(6,6)},conc(conc(fun(x7,{(x3,37,1)},for(x8,{(x2,0)},for(x9,{(1,14)},for(x10,{(3,10)},p((x10,x9),(1)))))),p((x6,19),(0))),for(x11,{(-3,-11)},for(x12,{(0,1)},for(x13,{(x12,0)},fun(x14,{(0,1,x11)},p((3,x14),(x4))))))))))),for(x15,{(-5,-5)},for(x16,{(1,1)},for(x17,{(x16,4)},conc(fun(x18,{(3,1,3)},fun(x19,{(1,0,1)},fun(x20,{(1,6,1)},fun(x21,{(1,x19,-10)},fun(x22,{(-24,10,1)},p((x20,x22),(11))))))),conc(fun(x23,{(1,17,x1)},fun(x24,{(1,5,1)},p((5,3),(x23)))),for(x25,{(0,10)},p((x25,x17),(1)))))))))));goodness : 24.8818 distance to original : 38 time need : 1060 greatness : 113 idv : 15575
for(x1,{(0,0)},for(x2,{(0,0)},conc(for(x3,{(1,1)},for(x4,{(0,0)},for(x5,{(1,1)},for(x6,{(6,6)},conc(conc(fun(x7,{(x3,37,1)},for(x8,{(x2,0)},conc(fun(x9,{(1,21,1)},fun(x10,{(0,1,x8)},p((x9,x6),(1)))),for(x11,{(1,14)},for(x12,{(3,10)},p((x12,x11),(1))))))),p((x6,19),(0))),for(x13,{(-3,-11)},for(x14,{(0,1)},for(x15,{(x14,0)},fun(x16,{(0,1,x13)},p((3,x16),(x4))))))))))),for(x17,{(-5,-5)},for(x18,{(1,1)},for(x19,{(x18,4)},conc(fun(x20,{(3,1,3)},fun(x21,{(1,0,1)},fun(x22,{(1,6,1)},fun(x23,{(1,x21,-10)},fun(x24,{(-24,10,1)},p((x22,x24),(11))))))),for(x25,{(0,10)},p((x25,x19),(1))))))))));goodness : 24.906 distance to original : 38 time need : 1021 greatness : 113 idv : 18535
fun(x1,{(1,1,5)},conc(for(x2,{(1,1)},for(x3,{(0,0)},for(x4,{(1,1)},for(x5,{(6,6)},conc(conc(fun(x6,{(x2,37,1)},for(x7,{(0,0)},conc(fun(x8,{(1,39,1)},fun(x9,{(0,1,x7)},p((x8,x6),(1)))),for(x10,{(1,14)},for(x11,{(3,10)},p((x11,x10),(1))))))),p((x5,19),(0))),for(x12,{(-3,-11)},for(x13,{(0,1)},for(x14,{(x13,0)},fun(x15,{(0,1,x12)},p((3,x15),(x3))))))))))),for(x16,{(-5,-5)},for(x17,{(5,1)},for(x18,{(x17,4)},conc(fun(x19,{(3,1,3)},fun(x20,{(-1,0,1)},fun(x21,{(1,6,1)},fun(x22,{(1,x20,1)},fun(x23,{(-24,10,1)},p((x21,x23),(11))))))),conc(fun(x24,{(x1,17,1)},fun(x25,{(1,5,1)},p((5,-4),(x24)))),for(x26,{(0,10)},p((x26,x18),(1))))))))));goodness : 25.0106 distance to original : 37 time need : 1743 greatness : 124 idv : 18896
fun(x1,{(1,0,1)},for(x2,{(0,0)},for(x3,{(0,0)},conc(for(x4,{(1,1)},for(x5,{(0,0)},for(x6,{(1,1)},for(x7,{(6,6)},conc(conc(fun(x8,{(x4,37,1)},for(x9,{(x3,0)},for(x10,{(1,14)},for(x11,{(3,10)},p((x11,x10),(1)))))),p((x7,19),(0))),for(x12,{(-3,-11)},for(x13,{(0,1)},for(x14,{(x13,0)},fun(x15,{(0,2,x12)},p((3,x15),(x5))))))))))),for(x16,{(-5,-5)},for(x17,{(1,1)},for(x18,{(x17,4)},conc(fun(x19,{(1,17,x2)},fun(x20,{(1,5,1)},p((5,3),(x19)))),for(x21,{(0,10)},p((x21,x18),(1)))))))))));goodness : 25.0727 distance to original : 38 time need : 964 greatness : 92 idv : 19497
fun(x1,{(1,1,5)},conc(for(x2,{(1,1)},for(x3,{(0,0)},for(x4,{(1,1)},for(x5,{(6,6)},conc(conc(fun(x6,{(x2,37,1)},for(x7,{(0,0)},conc(fun(x8,{(1,21,1)},p((x8,x6),(1))),for(x9,{(1,14)},for(x10,{(3,10)},p((x10,x9),(1))))))),p((x5,19),(0))),for(x11,{(-3,-11)},for(x12,{(0,1)},fun(x13,{(0,1,x11)},p((1,x13),(x3)))))))))),for(x14,{(1,1)},for(x15,{(x14,4)},conc(fun(x16,{(3,1,3)},fun(x17,{(-1,0,1)},fun(x18,{(10,6,1)},fun(x19,{(-24,10,1)},p((x18,x19),(11)))))),for(x20,{(0,10)},p((x20,x15),(1))))))));goodness : 25.074 distance to original : 38 time need : 912 greatness : 97 idv : 21060
fun(x1,{(-3,1,9)},for(x2,{(1,1)},for(x3,{(0,0)},for(x4,{(1,1)},for(x5,{(6,6)},conc(conc(fun(x6,{(x2,20,1)},for(x7,{(0,0)},conc(fun(x8,{(1,21,1)},conc(for(x9,{(1,1)},for(x10,{(x9,14)},conc(fun(x11,_,fun(x12,{(1,5,1)},p((5,3),(x11)))),for(x13,{(0,1),(52,62)},p((x13,x10),(1)))))),fun(x14,{(18,-14,x7)},p((x8,x6),(1))))),for(x15,{(1,14)},for(x16,{(3,10)},p((x16,x15),(1))))))),p((x5,19),(0))),for(x17,{(x1,3)},for(x18,{(0,1)},for(x19,{(x18,0)},fun(x20,{(0,1,x17)},p((3,x20),(x3))))))))))));goodness : 25.9605 distance to original : 36 time need : 1570 greatness : 95 idv : 21451
fun(x1,{(1,1,6)},fun(x2,{(28,1,4)},fun(x3,{(1,0,1)},fun(x4,{(1,0,1)},fun(x5,{(1,1,1)},fun(x6,{(1,1,6)},fun(x7,{(0,x5,0)},fun(x8,{(0,-5,2)},fun(x9,{(0,x1,4)},fun(x10,{(1,8,1)},conc(fun(x11,{(x6,0,1)},fun(x12,{(1,2,8)},fun(x13,{(5,-12,-15)},conc(fun(x14,{(-7,-7,1)},conc(fun(x15,{(1,3,1)},fun(x16,{(1,7,1)},fun(x17,{(-12,0,1)},for(x18,{(1,12)},for(x19,{(x15,10)},conc(p((9,11),(0)),p((x19,x18),(1)))))))),conc(fun(x20,{(1,19,9)},conc(fun(x21,{(x14,x8,x9)},for(x22,{(x21,-2)},fun(x23,{(x22,x10,4)},fun(x24,{(x3,1,19)},p((12,x20),(1)))))),p((3,9),(1)))),for(x25,{(1,11)},for(x26,{(x6,x4)},p((x26,x25),(1))))))),for(x27,{(-3,-3)},fun(x28,{(35,4,22)},conc(for(x29,{(x27,x7)},fun(x30,{(x29,1,-12)},p((x30,-22),(x28)))),p((x2,x12),(x13))))))))),p((4,7),(0)))))))))))));goodness : 27.2732 distance to original : 34 time need : 1146 greatness : 152 idv : 64745
fun(x1,{(1,1,6)},fun(x2,{(28,1,4)},fun(x3,{(1,0,1)},fun(x4,{(1,0,1)},fun(x5,{(1,1,1)},fun(x6,{(1,1,6)},fun(x7,{(0,x5,0)},fun(x8,{(0,-5,2)},fun(x9,{(0,x1,4)},fun(x10,{(1,8,1)},conc(fun(x11,{(x6,0,1)},fun(x12,{(1,2,8)},fun(x13,{(5,-12,-15)},conc(fun(x14,{(-7,-7,1)},conc(fun(x15,{(1,3,1)},fun(x16,{(1,7,1)},fun(x17,{(-12,0,1)},for(x18,{(1,12)},for(x19,{(x15,10)},conc(p((9,11),(0)),p((x19,x18),(1)))))))),for(x20,{(1,11)},for(x21,{(x6,x4)},p((x21,x20),(1)))))),for(x22,{(-3,-3)},fun(x23,{(35,4,22)},conc(for(x24,{(x22,x7)},fun(x25,{(x24,1,-12)},p((x25,-22),(x23)))),p((x2,x12),(x13))))))))),p((4,7),(0)))))))))))));goodness : 27.5292 distance to original : 34 time need : 1095 greatness : 123 idv : 66050
fun(x1,{(1,1,6)},fun(x2,{(28,1,4)},fun(x3,{(1,0,1)},fun(x4,{(1,0,1)},fun(x5,{(1,1,1)},fun(x6,{(1,1,-12)},fun(x7,{(0,x5,0)},fun(x8,{(0,-5,2)},fun(x9,{(0,x1,4)},fun(x10,{(1,8,1)},conc(fun(x11,{(x6,0,1)},fun(x12,{(1,2,8)},fun(x13,{(5,-12,-15)},conc(fun(x14,{(-7,-7,1)},conc(fun(x15,{(1,3,1)},fun(x16,{(1,7,1)},fun(x17,{(-12,0,1)},for(x18,{(1,12)},for(x19,{(x15,10)},conc(p((9,11),(0)),p((x19,x18),(1)))))))),conc(fun(x20,{(1,19,9)},p((3,9),(1))),for(x21,{(1,11)},for(x22,{(x6,x4)},p((x22,x21),(1))))))),for(x23,{(-3,-3)},fun(x24,{(29,4,22)},p((x2,x12),(x13)))))))),p((4,7),(0)))))))))))));goodness : 27.571 distance to original : 34 time need : 1070 greatness : 120 idv : 68195
fun(x1,{(1,1,6)},fun(x2,{(28,1,4)},fun(x3,{(1,0,1)},fun(x4,{(1,0,1)},conc(fun(x5,{(1,1,1)},fun(x6,{(1,1,6)},fun(x7,{(0,x5,0)},fun(x8,{(0,-5,2)},fun(x9,{(0,x1,4)},fun(x10,{(1,8,1)},conc(fun(x11,{(x6,0,1)},fun(x12,{(1,2,8)},fun(x13,{(5,-12,-15)},conc(fun(x14,{(-7,-7,1)},conc(fun(x15,{(1,3,1)},fun(x16,{(1,7,1)},fun(x17,{(-12,0,1)},for(x18,{(1,17)},for(x19,{(x15,10)},conc(p((9,11),(0)),p((x19,x18),(1)))))))),conc(for(x20,{(1,11)},for(x21,{(x6,x4)},p((x21,x20),(1)))),fun(x22,{(1,19,9)},conc(fun(x23,{(x14,x8,x9)},for(x24,{(x23,-2)},fun(x25,{(x24,x10,4)},fun(x26,{(x3,1,19)},p((12,x22),(1)))))),p((3,9),(1))))))),for(x27,{(-3,-3)},fun(x28,{(35,4,22)},conc(for(x29,{(x27,x7)},fun(x30,{(x29,1,-12)},p((x30,-22),(x28)))),p((x2,x12),(x13))))))))),p((4,7),(0))))))))),p((10,5),(0)))))));goodness : 27.7116 distance to original : 33 time need : 1516 greatness : 157 idv : 76165
for(x1,{(8,8)},fun(x2,{(-19,1,2)},fun(x3,{(1,1,1)},fun(x4,{(1,1,0)},fun(x5,{(1,1,6)},fun(x6,{(28,1,4)},fun(x7,{(1,0,1)},fun(x8,{(-5,0,1)},fun(x9,{(1,1,1)},fun(x10,{(1,1,6)},fun(x11,{(0,x9,0)},fun(x12,{(0,-5,2)},fun(x13,{(0,x5,4)},fun(x14,{(1,x1,1)},conc(fun(x15,{(x10,0,1)},fun(x16,{(1,2,8)},fun(x17,{(5,-12,-15)},conc(fun(x18,{(-7,-7,1)},conc(fun(x19,{(1,3,1)},fun(x20,{(x4,7,1)},fun(x21,{(-12,0,1)},for(x22,{(1,12)},for(x23,{(x19,10)},conc(p((9,11),(0)),p((x23,x22),(1)))))))),conc(conc(fun(x24,{(0,1,6)},fun(x25,{(1,0,1)},fun(x26,{(10,1,2)},fun(x27,{(1,1,x25)},fun(x28,{(-18,1,1)},fun(x29,{(1,-5,-7)},fun(x30,{(0,1,4)},fun(x31,{(16,19,1)},fun(x32,{(1,1,-13)},fun(x33,{(x32,x2,1)},fun(x34,{(x27,11,13)},fun(x35,{(x34,2,x33),(4,3,0)},conc(p((-9,x35),(x31)),p((6,6),(0))))))))))))))),fun(x36,{(1,19,9)},conc(p((3,15),(1)),fun(x37,{(x18,x12,x13)},for(x38,{(x37,-2)},fun(x39,{(x38,x14,4)},fun(x40,{(x7,x3,22)},p((12,x36),(1))))))))),for(x41,{(2,11)},for(x42,{(x10,x8)},p((x42,x41),(1))))))),for(x43,{(-3,-3)},fun(x44,{(35,4,22)},p((x6,x16),(x17)))))))),p((4,7),(0)))))))))))))))));goodness : 29.1231 distance to original : 31 time need : 1177 greatness : 216 idv : 78366
for(x1,{(1,1)},fun(x2,{(1,4,1)},for(x3,{(0,0)},fun(x4,{(1,0,1)},fun(x5,{(-12,1,0)},fun(x6,{(5,1,2)},fun(x7,{(1,1,7)},fun(x8,{(0,1,7)},fun(x9,{(1,1,x3)},fun(x10,{(28,1,-9)},fun(x11,{(1,0,1)},fun(x12,{(-11,0,1)},fun(x13,{(1,4,4)},fun(x14,{(1,1,6)},fun(x15,{(0,x13,11)},fun(x16,{(0,-5,2)},fun(x17,{(0,x9,4)},fun(x18,{(1,x6,1)},conc(fun(x19,{(x14,x4,1)},fun(x20,{(1,2,8)},fun(x21,{(5,-12,x8)},conc(fun(x22,{(14,-7,1)},conc(fun(x23,{(1,3,1)},fun(x24,{(x16,7,-10)},fun(x25,{(-12,0,1)},for(x26,{(1,12)},for(x27,{(x23,10)},conc(p((9,7),(0)),p((x27,x26),(x7)))))))),conc(fun(x28,{(0,-5,9)},conc(fun(x29,{(x22,x16,x17)},for(x30,{(x29,-2)},fun(x31,{(x30,x18,4)},fun(x32,{(x11,x1,26)},p((-8,x28),(1)))))),p((3,-1),(1)))),for(x33,{(1,6)},for(x34,{(x14,x12)},p((x34,x33),(1))))))),for(x35,{(-3,-3)},fun(x36,{(25,4,5)},conc(p((2,x2),(1)),conc(for(x37,{(x35,x15)},fun(x38,{(x37,1,-12)},p((x38,x5),(x36)))),p((x10,x20),(x21)))))))))),p((4,7),(0)))))))))))))))))))));goodness : 29.41 distance to original : 31 time need : 1132 greatness : 187 idv : 120813
for(x1,{(1,1)},fun(x2,{(1,4,1)},for(x3,{(0,0)},fun(x4,{(1,0,1)},fun(x5,{(-12,1,0)},fun(x6,{(5,1,2)},fun(x7,{(1,1,7)},fun(x8,{(0,1,7)},fun(x9,{(1,1,x3)},fun(x10,{(28,1,-9)},fun(x11,{(1,0,1)},fun(x12,{(-11,0,1)},fun(x13,{(1,4,4)},fun(x14,{(1,1,6)},fun(x15,{(0,x13,11)},fun(x16,{(0,-5,2)},fun(x17,{(0,x9,4)},fun(x18,{(1,x6,1)},conc(fun(x19,{(x14,x4,1)},fun(x20,{(1,2,8)},fun(x21,{(5,-12,x8)},conc(fun(x22,{(8,-7,1)},conc(fun(x23,{(1,3,1)},fun(x24,{(x16,7,-10)},fun(x25,{(-12,0,1)},for(x26,{(1,12)},for(x27,{(x23,10)},conc(p((9,7),(0)),p((x27,x26),(x7)))))))),for(x28,{(1,6)},for(x29,{(x14,x12)},p((x29,x28),(1)))))),for(x30,{(-3,-3)},fun(x31,{(25,4,5)},conc(p((2,x2),(1)),conc(for(x32,{(x30,x15)},fun(x33,{(x32,1,-12)},p((x33,x5),(x31)))),p((x10,x20),(x21)))))))))),p((4,7),(0)))))))))))))))))))));goodness : 29.708 distance to original : 31 time need : 1081 greatness : 158 idv : 124498
for(x1,{(1,1)},fun(x2,{(1,4,1)},for(x3,{(0,0)},fun(x4,{(1,0,1)},fun(x5,{(-12,1,0)},fun(x6,{(5,1,2)},fun(x7,{(1,1,7)},fun(x8,{(0,1,7)},fun(x9,{(1,1,x3)},fun(x10,{(28,1,-9)},fun(x11,{(-11,0,1)},fun(x12,{(1,4,4)},fun(x13,{(1,1,6)},fun(x14,{(0,x12,11)},fun(x15,{(0,-5,2)},fun(x16,{(0,x9,4)},conc(fun(x17,{(x13,x4,1)},fun(x18,{(1,2,8)},fun(x19,{(5,-12,x8)},conc(fun(x20,{(8,-7,1)},conc(fun(x21,{(1,3,1)},fun(x22,{(x15,7,-10)},for(x23,{(1,12)},for(x24,{(x21,10)},conc(p((9,7),(0)),p((x24,x23),(x7))))))),for(x25,{(1,6)},for(x26,{(x13,x11)},p((x26,x25),(1)))))),for(x27,{(-3,-3)},fun(x28,{(25,4,5)},conc(p((2,x2),(1)),conc(for(x29,{(x27,x14)},fun(x30,{(x29,1,-12)},p((x30,x5),(x28)))),p((x10,x18),(x19)))))))))),p((4,7),(0)))))))))))))))))));goodness : 29.8249 distance to original : 31 time need : 1069 greatness : 146 idv : 126277
for(x1,{(1,1)},fun(x2,{(1,4,1)},for(x3,{(0,0)},fun(x4,{(1,0,20)},fun(x5,{(-12,1,0)},fun(x6,{(5,1,2)},fun(x7,{(1,1,7)},fun(x8,{(0,1,7)},fun(x9,{(1,1,x3)},fun(x10,{(28,1,-9)},fun(x11,{(-11,0,1)},fun(x12,{(1,4,4)},fun(x13,{(1,1,6)},fun(x14,{(0,x12,11)},fun(x15,{(0,-5,2)},fun(x16,{(0,x9,4)},conc(fun(x17,{(x13,x4,1)},fun(x18,{(1,2,8)},fun(x19,{(5,-22,x8)},conc(fun(x20,{(8,-7,1)},conc(fun(x21,{(1,3,1)},fun(x22,{(x15,7,-10)},for(x23,{(1,12)},for(x24,{(x21,10)},conc(p((9,7),(0)),p((x24,x23),(x7))))))),for(x25,{(1,6)},for(x26,{(x13,x11)},p((x26,x25),(1)))))),for(x27,{(-3,-3)},fun(x28,{(25,4,5)},p((2,x2),(1)))))))),p((4,7),(0)))))))))))))))))));goodness : 30.012 distance to original : 31 time need : 1030 greatness : 129 idv : 129519
conc(p((1,11),(1)),fun(x1,{(0,1,6)},for(x2,{(1,1)},fun(x3,{(1,4,1)},for(x4,{(0,0)},fun(x5,{(1,0,x1)},fun(x6,{(-12,1,0)},fun(x7,{(5,1,2)},fun(x8,{(1,1,7)},fun(x9,{(0,1,7)},fun(x10,{(1,1,x4)},fun(x11,{(28,1,-9)},fun(x12,{(1,0,1)},fun(x13,{(-11,0,1)},fun(x14,{(1,4,4)},fun(x15,{(1,1,6)},fun(x16,{(0,x14,11)},fun(x17,{(0,-5,2)},fun(x18,{(0,x10,4)},fun(x19,{(1,x7,1)},conc(fun(x20,{(x15,x5,1)},fun(x21,{(1,2,8)},fun(x22,{(22,-12,x9)},conc(fun(x23,{(8,-7,1)},conc(fun(x24,{(1,3,1)},fun(x25,{(x17,7,-10)},fun(x26,{(-12,0,1)},for(x27,{(1,12)},for(x28,{(x24,10)},conc(p((9,7),(0)),p((x28,x27),(x8)))))))),for(x29,{(1,6)},for(x30,{(x15,x13)},p((x30,x29),(1)))))),for(x31,{(-3,-3)},fun(x32,{(42,4,5)},conc(p((2,x3),(1)),conc(for(x33,{(x31,x16)},fun(x34,{(x33,1,-12)},p((x34,x6),(x32)))),p((x11,x21),(x22)))))))))),p((4,7),(0)))))))))))))))))))))));goodness : 30.525 distance to original : 30 time need : 1090 greatness : 167 idv : 135055
fun(x1,{(1,0,1)},for(x2,{(1,1)},fun(x3,{(1,4,1)},for(x4,{(0,0)},fun(x5,{(1,0,20)},fun(x6,{(-12,1,0)},fun(x7,{(5,1,9)},fun(x8,{(1,1,7)},fun(x9,{(0,1,7)},fun(x10,{(1,1,x4)},fun(x11,{(28,1,-9)},fun(x12,{(-11,0,1)},fun(x13,{(1,4,4)},fun(x14,{(1,1,6)},fun(x15,{(0,x13,11)},fun(x16,{(0,-5,2)},fun(x17,{(0,x10,4)},conc(fun(x18,{(x14,x5,1)},fun(x19,{(1,2,26)},fun(x20,{(5,-22,x9)},conc(fun(x21,{(8,-7,x1)},conc(fun(x22,{(1,3,1)},fun(x23,{(x16,7,-10)},for(x24,{(1,12)},for(x25,{(x22,10)},conc(p((9,7),(0)),p((x25,x24),(x8))))))),for(x26,{(1,6),(10,20)},for(x27,{(x14,x12)},p((x27,x26),(1)))))),for(x28,{(-3,-3)},fun(x29,{(25,4,5)},p((2,x3),(1)))))))),p((4,7),(0))))))))))))))))))));goodness : 31.7632 distance to original : 29 time need : 1133 greatness : 135 idv : 135454
for(x1,{(0,0)},fun(x2,{(10,1,4)},fun(x3,{(1,0,1)},for(x4,{(1,1)},fun(x5,{(1,4,1)},for(x6,{(0,0)},fun(x7,{(1,0,20)},fun(x8,{(5,1,9)},fun(x9,{(1,1,7)},fun(x10,{(6,1,7)},fun(x11,{(1,x1,x6)},fun(x12,{(27,1,-9)},fun(x13,{(-11,0,1)},fun(x14,{(1,4,4)},fun(x15,{(1,1,6)},fun(x16,{(0,-5,2)},fun(x17,{(0,x11,4)},conc(fun(x18,{(x15,x7,1)},conc(fun(x19,{(8,-7,x3)},conc(fun(x20,{(1,3,1)},fun(x21,{(x16,7,-10)},for(x22,{(1,12)},for(x23,{(x20,10)},conc(p((9,7),(0)),p((x23,x22),(x9))))))),for(x24,{(1,6),(x2,23)},for(x25,{(x15,x13)},p((x25,x24),(1)))))),for(x26,{(-3,-3)},fun(x27,{(25,4,5)},p((2,x5),(1)))))),p((4,7),(0))))))))))))))))))));goodness : 31.838 distance to original : 29 time need : 1149 greatness : 126 idv : 142612
for(x1,{(9,9)},fun(x2,{(1,0,1)},for(x3,{(1,1)},fun(x4,{(1,4,1)},for(x5,{(0,0)},fun(x6,{(1,0,20)},fun(x7,{(-12,19,0)},fun(x8,{(5,1,9)},fun(x9,{(1,1,7)},fun(x10,{(0,1,7)},fun(x11,{(1,1,x5)},fun(x12,{(8,1,-9)},fun(x13,{(-11,0,1)},fun(x14,{(1,4,4)},fun(x15,{(1,1,6)},fun(x16,{(0,x14,11)},fun(x17,{(-13,-5,2)},fun(x18,{(0,x11,4)},conc(fun(x19,{(5,-22,x10)},conc(conc(fun(x20,{(1,3,1)},fun(x21,{(x17,7,-10)},for(x22,{(1,12)},for(x23,{(x20,10)},conc(p((x1,7),(0)),p((x23,x22),(x9))))))),for(x24,{(1,6),(10,20)},for(x25,{(x15,x13)},p((x25,x24),(1))))),p((2,x4),(1)))),p((4,7),(0)))))))))))))))))))));goodness : 31.9417 distance to original : 29 time need : 1117 greatness : 119 idv : 145050
fun(x1,{(9,1,4)},fun(x2,{(0,1,4)},fun(x3,{(1,1,1)},fun(x4,{(1,0,1)},for(x5,{(1,1)},fun(x6,{(1,4,1)},for(x7,{(0,0)},conc(fun(x8,{(1,0,27)},fun(x9,{(-12,1,0)},fun(x10,{(5,1,9)},fun(x11,{(x3,1,-6)},fun(x12,{(0,1,7)},fun(x13,{(1,1,x7)},fun(x14,{(28,1,-9)},fun(x15,{(-11,0,1)},fun(x16,{(1,4,4)},fun(x17,{(1,1,6)},fun(x18,{(0,x16,x2)},fun(x19,{(0,-5,2)},fun(x20,{(0,x13,4)},conc(fun(x21,{(x17,x8,1)},fun(x22,{(1,2,26)},fun(x23,{(5,-22,x12)},conc(for(x24,{(-3,-3)},fun(x25,{(25,4,7)},p((2,x6),(1)))),fun(x26,{(8,-7,x4)},conc(for(x27,{(1,6),(10,13)},for(x28,{(x17,x15)},p((x28,x27),(1)))),fun(x29,{(1,3,1)},fun(x30,{(x19,7,-10)},for(x31,{(1,12)},for(x32,{(x29,10)},conc(p((x32,x31),(x11)),p((x1,7),(0))))))))))))),p((4,7),(0)))))))))))))))),p((7,6),(0))))))))));goodness : 32.6723 distance to original : 28 time need : 1087 greatness : 152 idv : 152548
fun(x1,{(9,1,4)},fun(x2,{(0,1,4)},fun(x3,{(1,1,-6)},fun(x4,{(1,0,1)},fun(x5,{(1,4,1)},for(x6,{(0,0)},conc(fun(x7,{(1,0,44)},fun(x8,{(-12,1,0)},fun(x9,{(5,1,9)},fun(x10,{(x3,1,-6)},fun(x11,{(0,1,7)},fun(x12,{(1,1,x6)},fun(x13,{(28,1,-9)},fun(x14,{(-11,0,1)},fun(x15,{(1,4,4)},fun(x16,{(1,1,6)},fun(x17,{(0,x15,x2)},fun(x18,{(0,-5,2)},fun(x19,{(0,x12,4)},conc(fun(x20,{(x16,x7,1)},fun(x21,{(1,2,26)},fun(x22,{(5,-22,x11)},conc(for(x23,{(-3,-3)},p((2,x5),(1))),fun(x24,{(8,-7,x4)},conc(for(x25,{(1,6),(10,13)},for(x26,{(x16,x14)},p((x26,x25),(1)))),fun(x27,{(1,3,1)},for(x28,{(1,12)},for(x29,{(x27,10)},conc(p((x29,x28),(x10)),p((x1,7),(0)))))))))))),p((4,7),(0)))))))))))))))),p((7,6),(0)))))))));goodness : 32.7998 distance to original : 28 time need : 1078 greatness : 141 idv : 155734
fun(x1,{(9,1,4)},fun(x2,{(0,1,4)},fun(x3,{(1,1,1)},fun(x4,{(1,0,1)},for(x5,{(1,1)},fun(x6,{(1,4,1)},for(x7,{(0,0)},conc(fun(x8,{(1,0,27)},fun(x9,{(-12,1,0)},fun(x10,{(5,1,9)},fun(x11,{(x3,1,-6)},fun(x12,{(0,1,7)},fun(x13,{(1,1,x7)},fun(x14,{(28,1,-9)},fun(x15,{(-11,0,1)},fun(x16,{(1,4,4)},fun(x17,{(1,1,6)},fun(x18,{(0,x16,x2)},fun(x19,{(0,-5,2)},fun(x20,{(0,x13,4)},conc(fun(x21,{(x17,x8,1)},conc(fun(x22,{(1,2,26)},fun(x23,{(5,-22,x12)},conc(for(x24,{(-14,-3)},fun(x25,{(25,4,7)},p((2,x6),(1)))),fun(x26,{(8,-7,x4)},conc(for(x27,{(1,6),(10,13)},for(x28,{(x17,x15)},p((x28,x27),(1)))),fun(x29,{(1,3,1)},fun(x30,{(x19,7,-10)},for(x31,{(1,12)},for(x32,{(x29,10)},conc(p((x32,x31),(x11)),p((x1,7),(0)))))))))))),p((10,1),(0)))),p((4,7),(0)))))))))))))))),p((7,6),(0))))))))));goodness : 33.6134 distance to original : 27 time need : 1180 greatness : 157 idv : 156535
fun(x1,{(1,-12,1)},for(x2,{(1,1)},fun(x3,{(1,0,1)},for(x4,{(1,1)},fun(x5,{(1,-3,1)},conc(conc(for(x6,{(4,4)},for(x7,{(8,8)},fun(x8,{(1,1,5)},for(x9,{(18,18)},fun(x10,{(x5,1,3)},fun(x11,{(0,1,6)},fun(x12,{(-3,1,4)},fun(x13,{(1,-13,1)},for(x14,{(0,0)},for(x15,{(0,0)},fun(x16,{(19,0,1)},for(x17,{(1,1)},for(x18,{(0,0)},fun(x19,{(1,1,3)},fun(x20,{(1,0,1)},fun(x21,{(1,10,1)},fun(x22,{(0,1,4),(5,2,4)},for(x23,{(1,1)},fun(x24,{(7,14,9)},fun(x25,{(22,1,2)},for(x26,{(1,1)},for(x27,{(1,1)},fun(x28,{(x8,0,1)},for(x29,{(-13,-13)},fun(x30,{(1,7,1)},conc(fun(x31,{(1,0,2)},fun(x32,{(-12,1,8)},fun(x33,{(1,0,1)},fun(x34,{(-7,1,6)},fun(x35,{(0,1,2)},fun(x36,{(x9,1,9)},fun(x37,{(1,2,1)},fun(x38,{(2,8,1)},fun(x39,{(-13,x3,1)},fun(x40,{(0,1,4)},fun(x41,{(-10,1,5)},for(x42,{(0,0)},for(x43,{(0,0)},fun(x44,{(1,1,1)},fun(x45,{(0,1,0)},fun(x46,{(7,-4,1)},fun(x47,{(0,1,1)},fun(x48,{(19,1,5)},fun(x49,{(0,1,5)},conc(p((8,6),(1)),for(x50,{(-6,-6)},fun(x51,{(1,x13,1)},fun(x52,{(-14,-7,6)},for(x53,{(-12,-12)},conc(p((5,10),(1)),fun(x54,{(-1,1,x45)},for(x55,{(-3,-3)},fun(x56,{(1,0,1)},fun(x57,{(1,0,x16)},fun(x58,{(0,1,0)},fun(x59,{(-9,-6,1)},for(x60,{(0,0)},fun(x61,{(1,-3,1)},fun(x62,{(-21,13,x41)},for(x63,{(6,6)},fun(x64,{(x4,-9,1)},fun(x65,{(x46,1,5)},for(x66,{(-1,-1)},conc(for(x67,{(0,0)},fun(x68,{(1,0,1)},fun(x69,{(1,x61,1)},fun(x70,{(0,1,5)},fun(x71,{(1,0,x56)},fun(x72,{(6,1,0)},fun(x73,{(3,1,12)},fun(x74,{(-7,1,8)},conc(p((1,1),(0)),fun(x75,{(8,1,2)},fun(x76,{(1,-13,18)},for(x77,{(x36,18)},fun(x78,{(0,x73,2)},fun(x79,{(-10,x1,1)},fun(x80,{(1,0,-13)},fun(x81,{(1,0,x35)},fun(x82,{(-14,1,1)},for(x83,{(1,1)},fun(x84,{(17,1,x71)},for(x85,{(3,3)},fun(x86,{(8,7,1)},fun(x87,{(14,0,1)},for(x88,{(0,0)},fun(x89,{(-2,1,13)},for(x90,{(x88,0)},fun(x91,{(x89,0,1)},fun(x92,{(1,0,1)},conc(for(x93,{(8,8)},fun(x94,{(x10,-7,-8)},fun(x95,{(14,1,3)},fun(x96,{(11,8,1)},fun(x97,{(3,-22,-8)},fun(x98,{(9,x6,3)},fun(x99,{(0,x91,x95)},for(x100,{(x42,0)},for(x101,{(1,1)},fun(x102,{(-11,-18,1)},fun(x103,{(-18,1,24)},fun(x104,{(0,18,16)},for(x105,{(-17,-17)},fun(x106,{(5,-15,x67)},fun(x107,{(x103,x75,11)},for(x108,{(0,x70)},fun(x109,{(0,0,x79)},fun(x110,{(x34,x102,3)},fun(x111,{(0,-21,1)},fun(x112,{(1,0,1)},fun(x113,{(x84,-28,8)},fun(x114,{(1,1,1)},fun(x115,{(-17,-3,1)},fun(x116,{(0,1,9)},conc(fun(x117,{(x64,6,x69)},for(x118,{(1,1)},for(x119,{(1,1)},fun(x120,{(-18,1,4)},conc(p((7,6),(0)),fun(x121,{(27,x97,-1)},conc(for(x122,{(x74,-7)},fun(x123,{(0,-12,6)},fun(x124,{(-3,x121,1)},fun(x125,{(1,0,x49)},fun(x126,{(0,0,12)},fun(x127,{(x109,-13,x14)},conc(fun(x128,{(15,x90,x110)},fun(x129,{(x114,x51,8)},conc(for(x130,{(0,0)},for(x131,{(1,1)},for(x132,{(x118,1)},fun(x133,{(4,x105,22)},fun(x134,{(x129,x44,9)},fun(x135,{(0,x67,31)},conc(for(x136,{(8,8)},conc(fun(x137,{(x124,1,16)},fun(x138,{(x107,x111,10),(5,1,0)},for(x139,{(0,0)},fun(x140,{(1,1,-5)},fun(x141,{(10,11,1)},fun(x142,{(-5,x82,x47)},for(x143,{(1,1)},for(x144,{(x11,0)},fun(x145,{(x139,1,x15),(16,x48,2)},fun(x146,{(x77,-21,21)},for(x147,{(1,1)},fun(x148,{(x127,-15,x60)},fun(x149,{(7,x87,x99)},fun(x150,{(-11,x113,4)},fun(x151,{(x50,x125,3)},fun(x152,{(x96,27,-4)},fun(x153,{(2,x122,22)},fun(x154,{(x55,x138,36)},fun(x155,{(8,22,-28)},fun(x156,{(31,x81,1),(x65,2,-14),(9,0,-17)},conc(for(x157,{(4,4)},fun(x158,{(-23,-23,x54)},fun(x159,{(x156,32,x146)},fun(x160,{(x158,-10,17)},fun(x161,{(43,5,13)},fun(x162,{(11,x150,x137),(3,-5,-6)},fun(x163,{(x59,x120,19)},fun(x164,{(0,x76,x152)},fun(x165,{(x151,8,x68),(x7,3,-7)},fun(x166,{(x155,11,-6)},fun(x167,{(x149,x104,x163)},fun(x168,{(x147,x157,1)},for(x169,{(x153,x166)},fun(x170,{(-26,x37,-40)},fun(x171,{(-10,x78,x92)},fun(x172,{(1,x131,13)},fun(x173,{(6,1,x79)},fun(x174,{(x141,x166,x169)},fun(x175,{(3,x143,x116)},fun(x176,{(-25,x161,-12)},conc(fun(x177,{(x140,1,x162)},fun(x178,{(-1,4,17),(x72,12,x58)},fun(x179,{(x126,x178,x94)},fun(x180,{(x38,x33,x108)},fun(x181,{(x144,x174,x100)},conc(conc(fun(x182,{(15,x134,3),(x86,-13,10)},fun(x183,{(15,17,x173)},conc(p((2,x168),(1)),conc(for(x184,{(2,6),(57,40),(11,14)},for(x185,{(x177,x176)},p((x185,x184),(1)))),fun(x186,{(1,x85,1)},fun(x187,{(-12,x142,-16),(x133,1,1)},for(x188,{(1,12)},for(x189,{(x186,10)},p((x189,x188),(x172)))))))))),p((6,7),(0))),fun(x190,{(-12,x171,42),(-9,-8,x80),(2,-11,x39)},p((-32,x136),(5))))))))),p((7,7),(0))))))))))))))))))))))),p((13,11),(1))))))))))))))))))))))),p((-11,10),(1)))),p((4,x52),(x43))))))))),p((x93,11),(0))))),p((6,1),(0))))))))),p((7,11),(x83))))))))),p((7,11),(0))))))))))))))))))))))))))),p((6,3),(0)))))))))))))))))))))))))))))),p((10,x2),(x31))))))))))))))))))))))))))))))))))))))))),fun(x191,{(1,4,-7)},for(x192,{(0,0)},fun(x193,{(0,1,5)},conc(p((6,4),(0)),for(x194,{(-6,-6)},fun(x195,{(1,-13,1)},fun(x196,{(-14,1,22)},for(x197,{(-9,-3)},fun(x198,{(1,0,1)},fun(x199,{(1,-24,1)},fun(x200,{(1,-15,1)},for(x201,{(0,0)},fun(x202,{(1,x12,1)},p((2,3),(1))))))))))))))))))))))))))))))))))))))))),p((11,3),(0))),p((6,9),(0))))))));goodness : 33.7336 distance to original : 19 time need : 1554 greatness : 909 idv : 1006994
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: 34.9491 distance to original : 18 time need : 1553 greatness : 906 idv : 1024350
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: 40.7581 distance to original : 14 time need : 1435 greatness : 910 idv : 1159729
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: 43.6414 distance to original : 12 time need : 1564 greatness : 935 idv : 1263459 till 1300000



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: 43.6414 distance to original : 12 time need : 1564 greatness : 935 idv : 1
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: 43.7464 distance to original : 12 time need : 1559 greatness : 930 idv : 381
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: 45.4277 distance to original : 11 time need : 1573 greatness : 944 idv : 909
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: 45.5187 distance to original : 11 time need : 1569 greatness : 940 idv : 8141
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: 46.0214 distance to original : 11 time need : 1549 greatness : 918 idv : 9382
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: 46.4253 distance to original : 11 time need : 1360 greatness : 918 idv : 12725
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: 47.3507 distance to original : 10 time need : 1709 greatness : 941 idv : 57528
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: 48.7234 distance to original : 9 time need : 1994 greatness : 953 idv : 66420
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: 49.2878 distance to original : 9 time need : 1749 greatness : 954 idv : 91220
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: 49.6106 distance to original : 9 time need : 1737 greatness : 942 idv : 95376
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: 49.7463 distance to original : 9 time need : 1732 greatness : 937 idv : 96700
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: 49.7958 distance to original : 9 time need : 1732 greatness : 935 idv : 116434
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: 50.163 distance to original : 9 time need : 1475 greatness : 946 idv : 119924
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: 50.3018 distance to original : 9 time need : 1470 greatness : 941 idv : 123649
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: 50.6098 distance to original : 9 time need : 1459 greatness : 930 idv : 128053
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: 50.7511 distance to original : 9 time need : 1404 greatness : 930 idv : 133913
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: 50.9502 distance to original : 9 time need : 1447 greatness : 918 idv : 139293
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: 50.9788 distance to original : 9 time need : 1446 greatness : 917 idv : 145369
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: 53.4017 distance to original : 8 time need : 1456 greatness : 927 idv : 146634
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: 53.4388 distance to original : 8 time need : 1453 greatness : 926 idv : 147125
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: 53.6538 distance to original : 8 time need : 1448 greatness : 919 idv : 156838
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: 53.8126 distance to original : 8 time need : 1443 greatness : 914 idv : 168406
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: 56.0444 distance to original : 7 time need : 1463 greatness : 938 idv : 176735
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: 59.1786 distance to original : 6 time need : 1468 greatness : 943 idv : 185998
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: 59.2171 distance to original : 6 time need : 1467 greatness : 942 idv : 191791
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: 59.4106 distance to original : 6 time need : 1462 greatness : 937 idv : 193581
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: 59.6125 distance to original : 6 time need : 1455 greatness : 932 idv : 202400
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: 59.7336 distance to original : 6 time need : 1331 greatness : 941 idv : 209149
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));goodness : 60.0384 distance to original : 6 time need : 1446 greatness : 921 idv : 210533
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: 60.1612 distance to original : 6 time need : 1322 greatness : 930 idv : 213665
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: 60.6391 distance to original : 6 time need : 1431 greatness : 906 idv : 221301
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: 60.9013 distance to original : 5 time need : 1510 greatness : 991 idv : 237404
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: 61.8659 distance to original : 5 time need : 1364 greatness : 980 idv : 245758
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: 62.6566 distance to original : 4 time need : 1650 greatness : 1031 idv : 305185
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: 62.7077 distance to original : 4 time need : 1647 greatness : 1030 idv : 309625
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: 62.8812 distance to original : 4 time need : 1643 greatness : 1026 idv : 310880
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: 63.8162 distance to original : 4 time need : 1580 greatness : 1009 idv : 311156
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: 64.041 distance to original : 4 time need : 1575 greatness : 1004 idv : 312637
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: 64.2674 distance to original : 4 time need : 1570 greatness : 999 idv : 316904
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: 64.3666 distance to original : 4 time need : 1566 greatness : 997 idv : 332376
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: 64.587 distance to original : 4 time need : 1563 greatness : 992 idv : 332860
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: 65.0322 distance to original : 4 time need : 1557 greatness : 982 idv : 335423
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: 65.4065 distance to original : 4 time need : 1549 greatness : 974 idv : 341106
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: 65.6426 distance to original : 4 time need : 1544 greatness : 969 idv : 347998
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: 65.7851 distance to original : 4 time need : 1541 greatness : 966 idv : 351170
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: 66.7601 distance to original : 4 time need : 1519 greatness : 946 idv : 363799
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: 67.0062 distance to original : 4 time need : 1514 greatness : 941 idv : 366389
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: 67.5083 distance to original : 4 time need : 1373 greatness : 944 idv : 374645
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: 67.6498 distance to original : 4 time need : 1372 greatness : 941 idv : 386353
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: 70.7264 distance to original : 3 time need : 1479 greatness : 966 idv : 398001
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: 71.4592 distance to original : 3 time need : 1464 greatness : 953 idv : 402812
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: 71.5615 distance to original : 3 time need : 1464 greatness : 951 idv : 403097
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: 71.7875 distance to original : 3 time need : 1460 greatness : 947 idv : 405178
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: 71.8081 distance to original : 3 time need : 1416 greatness : 951 idv : 408133
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: 72.1761 distance to original : 3 time need : 1455 greatness : 940 idv : 410595
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))))))));goodness : 72.8704 distance to original : 3 time need : 1443 greatness : 928 idv : 415012
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: 74.8727 distance to original : 2 time need : 1506 greatness : 985 idv : 416327
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: 75.7461 distance to original : 2 time need : 1492 greatness : 971 idv : 417720
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: 76.5931 distance to original : 2 time need : 1426 greatness : 963 idv : 421005
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: 76.9586 distance to original : 2 time need : 1424 greatness : 957 idv : 428981
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: 77.0832 distance to original : 2 time need : 1373 greatness : 960 idv : 434159
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: 77.2857 distance to original : 2 time need : 1419 greatness : 952 idv : 435377
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: 78.0031 distance to original : 2 time need : 1410 greatness : 941 idv : 440952
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: 79.3651 distance to original : 2 time need : 1390 greatness : 921 idv : 443417
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: 83.9419 distance to original : 1 time need : 1413 greatness : 950 idv : 481672
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: 84.1609 distance to original : 1 time need : 1412 greatness : 947 idv : 486450
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: 84.3313 distance to original : 1 time need : 1408 greatness : 945 idv : 490789
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: 85.0919 distance to original : 1 time need : 1402 greatness : 935 idv : 490873
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: 88.2846 distance to original : 0 time need : 1447 greatness : 988 idv : 500254
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: 89.0472 distance to original : 0 time need : 1440 greatness : 979 idv : 507899
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: 89.1345 distance to original : 0 time need : 1439 greatness : 978 idv : 511359
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: 89.3575 distance to original : 0 time need : 1411 greatness : 978 idv : 522963
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: 89.4855 distance to original : 0 time need : 1435 greatness : 974 idv : 524619
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: 90.4077 distance to original : 0 time need : 1381 greatness : 968 idv : 528842
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: 92.2424 distance to original : 0 time need : 1361 greatness : 948 idv : 541284
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: 92.3532 distance to original : 0 time need : 1358 greatness : 947 idv : 551178
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: 92.4642 distance to original : 0 time need : 1355 greatness : 946 idv : 560075
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: 93.6067 distance to original : 0 time need : 1343 greatness : 934 idv : 574095
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)))))))))))))));goodness : 94.2863 distance to original : 0 time need : 1336 greatness : 927 idv : 576057
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: 95.3562 distance to original : 0 time need : 1327 greatness : 916 idv : 590664
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: 96.1631 distance to original : 0 time need : 1319 greatness : 908 idv : 593217  till 596013




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: 43.6414 distance to original : 12 time need : 1564 greatness : 935 idv : 1
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: 44.0645 distance to original : 12 time need : 1544 greatness : 915 idv : 714
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: 45.5187 distance to original : 11 time need : 1569 greatness : 940 idv : 2426
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: 45.5872 distance to original : 11 time need : 1566 greatness : 937 idv : 27032
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: 45.8631 distance to original : 11 time need : 1554 greatness : 925 idv : 34086
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odness : 45.8863 distance to original : 11 time need : 1553 greatness : 924 idv : 43198
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: 45.9791 distance to original : 11 time need : 1549 greatness : 920 idv : 44042
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: 46.3542 distance to original : 10 time need : 1693 greatness : 988 idv : 55267
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: 46.5268 distance to original : 11 time need : 1373 greatness : 912 idv : 57985
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: 48.8281 distance to original : 10 time need : 1370 greatness : 911 idv : 75771
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: 53.8996 distance to original : 8 time need : 1373 greatness : 918 idv : 121006
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: 53.9054 distance to original : 8 time need : 1371 greatness : 918 idv : 133420
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: 56.5515 distance to original : 7 time need : 1383 greatness : 930 idv : 140015
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: 57.0776 distance to original : 7 time need : 1370 greatness : 915 idv : 152105
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: 59.8552 distance to original : 6 time need : 1387 greatness : 932 idv : 162864
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: 59.8623 distance to original : 6 time need : 1385 greatness : 932 idv : 171835
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: 59.9484 distance to original : 6 time need : 1381 greatness : 930 idv : 176278
fun(x1,{(1,4,1)},for(x2,{(0,0)},fun(x3,{(1,6,1)},fun(x4,{(1,1,1)},fun(x5,{(1,1,3)},for(x6,{(6,6)},fun(x7,{(1,0,1)},for(x8,{(0,0)},fun(x9,{(1,1,1)},fun(x10,{(1,4,1)},fun(x11,{(1,1,1)},for(x12,{(0,0)},fun(x13,{(1,6,1)},fun(x14,{(-3,1,2)},for(x15,{(0,0)},fun(x16,{(1,0,1)},for(x17,{(0,0)},for(x18,{(0,0)},for(x19,{(10,10)},conc(fun(x20,{(0,-5,4)},fun(x21,{(0,-17,0)},for(x22,{(2,2)},fun(x23,{(0,1,6)},fun(x24,{(13,1,8)},fun(x25,{(1,10,1)},fun(x26,{(0,-15,4)},for(x27,{(-9,-9)},conc(p((2,1),(0)),for(x28,{(1,1)},fun(x29,{(19,1,2)},fun(x30,{(-6,12,3)},fun(x31,{(-12,1,-9)},for(x32,{(1,1)},fun(x33,{(1,1,1)},for(x34,{(0,0)},for(x35,{(10,10)},fun(x36,{(0,1,-9)},fun(x37,{(1,-2,x2)},fun(x38,{(1,x5,1)},for(x39,{(0,0)},fun(x40,{(x11,1,x8)},fun(x41,{(1,1,6)},fun(x42,{(0,1,2)},fun(x43,{(1,-9,-19)},fun(x44,{(2,1,7)},fun(x45,{(1,6,1)},conc(for(x46,{(0,0)},fun(x47,{(1,0,x21)},for(x48,{(1,1)},conc(fun(x49,{(1,-12,1)},for(x50,{(1,1)},fun(x51,{(12,0,1),(3,x25,1)},for(x52,{(1,1)},fun(x53,{(1,-3,1)},conc(for(x54,{(4,4)},fun(x55,{(8,-6,5)},for(x56,{(18,18)},fun(x57,{(x53,1,3)},fun(x58,{(0,x4,25)},fun(x59,{(-3,1,4)},fun(x60,{(20,-13,1)},conc(for(x61,{(0,0)},fun(x62,{(19,x15,5)},for(x63,{(1,1)},fun(x64,{(1,x35,x23)},fun(x65,{(-15,13,4),(5,-16,4)},fun(x66,{(7,14,23)},for(x67,{(1,1)},for(x68,{(1,1)},fun(x69,{(x55,0,-19)},fun(x70,{(1,-4,-13)},conc(fun(x71,{(1,0,2)},fun(x72,{(-7,1,6)},fun(x73,{(-7,1,-1)},fun(x74,{(x56,1,-7)},fun(x75,{(15,2,1)},fun(x76,{(-13,x45,1)},conc(fun(x77,{(-10,1,-9)},for(x78,{(0,0)},for(x79,{(0,0)},fun(x80,{(1,14,-15)},fun(x81,{(-6,-25,0)},fun(x82,{(7,-4,1)},fun(x83,{(16,1,10)},conc(p((-7,x13),(10)),for(x84,{(-6,-6)},fun(x85,{(-19,x60,1)},fun(x86,{(-33,-7,-2),(8,1,2)},for(x87,{(-12,-12)},fun(x88,{(-1,1,x81)},for(x89,{(-3,-3)},fun(x90,{(1,0,1)},fun(x91,{(-18,0,x62)},fun(x92,{(0,-1,-21)},fun(x93,{(-9,-6,x7)},for(x94,{(x39,0)},fun(x95,{(-9,-3,1)},fun(x96,{(-36,13,x77)},for(x97,{(x45,6)},fun(x98,{(x52,-9,1)},fun(x99,{(x82,-12,5)},conc(for(x100,{(0,0)},fun(x101,{(0,1,5)},fun(x102,{(x38,x12,x90)},fun(x103,{(6,1,-18)},fun(x104,{(x43,1,16)},fun(x105,{(-7,1,8)},fun(x106,{(8,x9,2)},for(x107,{(x74,18)},fun(x108,{(0,x104,6)},fun(x109,{(-10,x49,15)},conc(fun(x110,{(1,11,x73)},fun(x111,{(-14,1,1)},for(x112,{(1,1)},fun(x113,{(17,1,x102)},for(x114,{(3,3)},fun(x115,{(20,11,-19),(4,2,1)},for(x116,{(0,0)},conc(fun(x117,{(x37,1,13)},for(x118,{(x116,0)},fun(x119,{(x117,0,1)},fun(x120,{(-10,0,1)},conc(for(x121,{(8,8)},fun(x122,{(x57,-7,-8)},fun(x123,{(8,7,4)},fun(x124,{(14,1,3)},fun(x125,{(11,7,1)},fun(x126,{(4,-22,-8)},for(x127,{(x78,0)},conc(for(x128,{(1,1)},fun(x129,{(-11,-18,1)},fun(x130,{(-18,x29,24)},fun(x131,{(0,18,16)},fun(x132,{(x130,x106,x26)},for(x133,{(x42,x101)},fun(x134,{(0,0,x109)},fun(x135,{(x72,x129,-7)},fun(x136,{(x46,-21,-12)},fun(x137,{(x113,-28,8)},fun(x138,{(1,x41,1)},fun(x139,{(-17,-3,1)},fun(x140,{(x36,1,x34)},conc(p((5,8),(0)),conc(for(x141,{(1,1)},conc(fun(x142,{(13,x126,-17)},for(x143,{(x105,-7)},fun(x144,{(x30,-12,6)},fun(x145,{(x14,x142,1)},fun(x146,{(-18,-12,x83)},fun(x147,{(-6,0,12)},conc(fun(x148,{(x134,-25,x61)},conc(fun(x149,{(15,x118,x135)},conc(for(x150,{(1,1)},fun(x151,{(x138,x85,-10),(2,-18,x16)},fun(x152,{(x151,x80,9)},conc(for(x153,{(8,8)},conc(p((-22,x25),(x33)),conc(fun(x154,{(x145,-4,16)},fun(x155,{(x132,x136,5),(5,1,19)},fun(x156,{(1,1,-5)},fun(x157,{(10,11,-19)},for(x158,{(1,1)},for(x159,{(x58,0)},fun(x160,{(x107,-21,21)},for(x161,{(1,1)},fun(x162,{(x31,x137,-16)},fun(x163,{(x84,x146,3)},fun(x164,{(x125,27,x24)},fun(x165,{(12,x143,22)},fun(x166,{(10,22,x40)},fun(x167,{(42,x110,1),(x99,x22,-14),(15,x18,-17)},conc(p((13,11),(35)),for(x168,{(4,4)},fun(x169,{(43,5,13)},conc(fun(x170,{(11,x162,x154),(3,x27,-13)},fun(x171,{(x93,x69,19)},fun(x172,{(x166,-5,-6)},fun(x173,{(x161,x168,1)},for(x174,{(x165,x172)},fun(x175,{(-10,x108,x120)},fun(x176,{(1,x150,13)},fun(x177,{(6,-14,x109)},fun(x178,{(x157,x172,x174)},fun(x179,{(3,x158,x140)},fun(x180,{(-25,x169,-12)},conc(fun(x181,{(x156,1,x170)},fun(x182,{(-1,4,17),(x103,12,x92)},fun(x183,{(x159,x178,x127)},conc(conc(conc(fun(x184,{(x11,x114,1)},for(x185,{(1,12)},for(x186,{(x184,10)},p((x186,x185),(x41))))),for(x187,{(2,6),(44,48),(11,14)},for(x188,{(x181,x180)},p((x188,x187),(1))))),p((2,x173),(1))),p((6,7),(0)))))),p((7,7),(0)))))))))))))),p((10,5),(0)))))))))))))))))))),p((x10,7),(0))))),p((x1,x86),(x79)))))),p((x121,11),(0)))),p((6,1),(0)))),p((6,8),(0))))))))),p((7,x6),(0)))),p((7,11),(0))))))))))))))))),p((9,6),(0)))))))))),p((6,3),(0))))))),p((6,10),(0)))))))))),p((0,7),(1))))))))))))),p((10,x50),(x71))))))))))))))))))))))))))),p((6,2),(0))))))))),fun(x189,{(x32,4,-22)},for(x190,{(0,0)},conc(p((6,4),(0)),for(x191,{(-6,-6),(60,62)},fun(x192,{(1,-29,1)},fun(x193,{(1,0,-12)},fun(x194,{(-15,-31,10)},for(x195,{(0,0)},fun(x196,{(13,x59,1)},p((x44,3),(x28)))))))))))))))))))))),p((7,5),(0)))))))))),p((6,9),(0)))))))),p((x3,6),(0)))))),fun(x197,{(0,1,5)},p((1,x19),(1))))))))))))))))))))))))))))))),p((9,11),(0))))))))))))))))))))));goodness : 60.3391 distance to original : 6 time need : 1373 greatness : 920 idv : 182203
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: 60.4047 distance to original : 6 time need : 1355 greatness : 920 idv : 184312
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: 60.4193 distance to original : 6 time need : 1371 greatness : 918 idv : 184717
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: 62.8022 distance to original : 5 time need : 1453 greatness : 947 idv : 186464
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goodness : 63.6294 distance to original : 5 time need : 1436 greatness : 928 idv : 189877
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: 63.8529 distance to original : 5 time need : 1431 greatness : 923 idv : 193689
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: 63.9509 distance to original : 5 time need : 1427 greatness : 921 idv : 197039
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: 64.0492 distance to original : 5 time need : 1423 greatness : 919 idv : 198263
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: 64.2591 distance to original : 5 time need : 1422 greatness : 914 idv : 201073
for(x1,{(-13,-13)},fun(x2,{(1,1,5)},for(x3,{(7,7)},for(x4,{(1,1)},fun(x5,{(1,1,3)},for(x6,{(6,6)},fun(x7,{(1,0,1)},for(x8,{(0,0)},fun(x9,{(3,1,1)},fun(x10,{(1,4,1)},fun(x11,{(1,1,1)},for(x12,{(0,0)},fun(x13,{(1,6,1)},fun(x14,{(-3,1,2)},for(x15,{(0,0)},fun(x16,{(1,0,-19)},for(x17,{(0,0)},for(x18,{(0,0)},for(x19,{(10,10)},conc(fun(x20,{(-20,-5,4)},fun(x21,{(0,-17,0)},for(x22,{(2,2)},fun(x23,{(0,1,6)},fun(x24,{(13,1,8)},fun(x25,{(1,10,1)},fun(x26,{(-10,-15,2)},for(x27,{(-9,-9)},conc(p((2,1),(0)),for(x28,{(1,1)},fun(x29,{(19,1,2)},fun(x30,{(-6,10,3)},fun(x31,{(-12,14,-24)},for(x32,{(1,1)},fun(x33,{(1,1,1)},for(x34,{(0,0)},for(x35,{(10,10)},fun(x36,{(0,1,-9)},fun(x37,{(1,-2,1)},fun(x38,{(1,x5,1)},for(x39,{(0,0)},fun(x40,{(x11,1,x8)},fun(x41,{(1,1,6)},fun(x42,{(0,1,2)},fun(x43,{(1,-9,-19)},fun(x44,{(2,1,21)},fun(x45,{(1,6,1)},conc(for(x46,{(0,0)},fun(x47,{(1,19,x21)},conc(fun(x48,{(1,-12,1)},for(x49,{(1,1)},fun(x50,{(12,0,1),(3,x25,1)},for(x51,{(1,1)},fun(x52,{(1,-3,1)},conc(for(x53,{(4,4)},for(x54,{(8,8)},fun(x55,{(8,-6,5)},for(x56,{(18,18)},fun(x57,{(x52,1,3)},fun(x58,{(0,1,25)},fun(x59,{(-3,1,4)},fun(x60,{(20,x1,1)},conc(for(x61,{(0,0)},fun(x62,{(19,x15,5)},fun(x63,{(1,x35,x23)},fun(x64,{(-15,13,4),(5,-16,4)},fun(x65,{(7,14,23)},for(x66,{(1,1)},for(x67,{(1,1)},fun(x68,{(x55,0,-19)},fun(x69,{(x2,7,-13)},conc(fun(x70,{(1,8,-10)},fun(x71,{(-7,1,6)},fun(x72,{(-18,1,-1)},fun(x73,{(x56,1,-7)},fun(x74,{(15,2,1)},fun(x75,{(-13,x45,1)},conc(fun(x76,{(-10,1,-9)},for(x77,{(0,0)},for(x78,{(0,0)},fun(x79,{(-9,14,-15)},fun(x80,{(-6,-6,0)},fun(x81,{(7,-4,1)},fun(x82,{(x17,1,1)},fun(x83,{(12,1,10)},conc(p((-7,x13),(1)),for(x84,{(-6,-6)},fun(x85,{(-19,x60,1)},fun(x86,{(-27,-7,-2)},for(x87,{(-12,-12)},fun(x88,{(-1,1,x80)},for(x89,{(-3,-3)},fun(x90,{(x4,0,1)},fun(x91,{(0,-11,-1)},fun(x92,{(-9,-6,x7)},for(x93,{(x39,0)},for(x94,{(x45,6)},fun(x95,{(x51,-9,1)},fun(x96,{(x81,-12,5)},conc(fun(x97,{(0,1,5)},fun(x98,{(x38,x12,x90)},fun(x99,{(6,1,-18)},fun(x100,{(x43,1,16)},fun(x101,{(-7,1,8)},fun(x102,{(8,x9,2)},for(x103,{(x73,18)},fun(x104,{(0,x100,6)},fun(x105,{(-22,x48,15)},conc(fun(x106,{(1,11,x72)},fun(x107,{(-14,1,-12)},for(x108,{(1,1)},fun(x109,{(17,1,x98)},for(x110,{(3,3)},fun(x111,{(20,11,-35),(4,2,1)},for(x112,{(0,0)},conc(fun(x113,{(x37,1,13)},for(x114,{(x112,0)},fun(x115,{(x113,0,13)},fun(x116,{(-10,0,1)},conc(for(x117,{(8,8)},fun(x118,{(x57,-7,-8)},fun(x119,{(-2,7,4)},fun(x120,{(14,1,3)},fun(x121,{(11,26,1)},fun(x122,{(4,-22,-8)},fun(x123,{(-4,x53,3)},for(x124,{(x77,0)},conc(for(x125,{(1,1)},fun(x126,{(-11,-18,1)},fun(x127,{(-18,x29,24)},fun(x128,{(0,18,16)},fun(x129,{(x127,x102,x26)},for(x130,{(x42,x97)},fun(x131,{(0,0,x105)},fun(x132,{(x71,x126,-7)},fun(x133,{(x46,-21,-12)},fun(x134,{(x109,-40,8)},fun(x135,{(1,x41,1)},fun(x136,{(-17,-3,1)},fun(x137,{(x36,1,x34)},conc(p((5,7),(0)),conc(for(x138,{(1,1)},conc(fun(x139,{(13,x122,-17)},for(x140,{(x101,-7)},fun(x141,{(x30,-12,6)},fun(x142,{(x14,x139,12)},fun(x143,{(-18,-12,x83)},fun(x144,{(7,0,12)},conc(fun(x145,{(x131,-25,x61)},conc(fun(x146,{(15,x114,x132)},conc(for(x147,{(1,1)},fun(x148,{(x135,x85,-10),(15,-29,x16)},fun(x149,{(x148,x79,9)},conc(conc(for(x150,{(8,8)},conc(p((-22,x25),(x33)),conc(fun(x151,{(x142,-4,16)},fun(x152,{(x129,x133,5),(5,1,19)},fun(x153,{(1,1,-5)},fun(x154,{(10,11,-19)},for(x155,{(1,1)},for(x156,{(x58,0)},fun(x157,{(x103,-21,21)},for(x158,{(1,1)},fun(x159,{(x31,x134,-16)},fun(x160,{(x84,x143,3)},fun(x161,{(x121,27,x24)},fun(x162,{(12,x140,38)},fun(x163,{(10,22,x40)},fun(x164,{(42,x106,1),(x96,x22,-14),(15,x18,-17)},conc(for(x165,{(4,4)},fun(x166,{(43,5,13)},conc(fun(x167,{(11,x159,x151),(3,x27,-13)},fun(x168,{(x92,x68,19)},fun(x169,{(x163,-5,-6)},fun(x170,{(x158,x165,1)},for(x171,{(x162,x169)},fun(x172,{(-26,x74,-40)},fun(x173,{(-10,x104,x116)},fun(x174,{(1,x147,13)},fun(x175,{(x154,x169,x171)},fun(x176,{(-25,x166,-12)},conc(fun(x177,{(x153,1,x167)},fun(x178,{(-1,4,17),(x99,12,x91)},conc(conc(conc(fun(x179,{(x11,x110,1)},for(x180,{(1,12)},conc(for(x181,{(x179,10)},p((x181,x180),(x41))),p((10,6),(0))))),for(x182,{(2,6),(44,48),(11,14)},for(x183,{(x177,x176)},p((x183,x182),(1))))),p((2,x170),(1))),p((6,7),(0))))),p((7,x3),(0))))))))))))),p((10,5),(0))))),p((13,11),(35))))))))))))))))),p((x10,7),(0))))),p((4,x86),(x78))),p((6,11),(0)))))),p((x117,11),(0)))),p((6,1),(0)))),p((6,8),(0))))))))),p((7,x6),(0)))),p((7,11),(0))))))))))))))))),p((9,6),(0))))))))))),p((6,3),(0))))))),p((6,10),(0)))))))))),p((0,7),(1)))))))))))),p((10,x49),(x70))))))))))))))))))))))))),p((6,2),(0))))))))),fun(x184,{(x32,4,-22)},for(x185,{(0,0)},fun(x186,{(0,-8,0)},conc(p((6,4),(0)),for(x187,{(-6,-6),(60,62)},fun(x188,{(1,-29,1)},fun(x189,{(1,0,-12)},fun(x190,{(-15,-31,25)},for(x191,{(0,0)},fun(x192,{(13,x59,1)},p((x44,3),(x28)))))))))))))))))))))),p((7,5),(0))))))))))),p((6,9),(0)))))))),p((6,6),(0))))),fun(x193,{(0,1,5)},p((1,x19),(1))))))))))))))))))))))))))))))),p((9,11),(0))))))))))))))))))))));goodness : 64.3956 distance to original : 5 time need : 1419 greatness : 911 idv : 218719
for(x1,{(-12,-12)},for(x2,{(-13,-13)},fun(x3,{(1,1,5)},for(x4,{(7,7)},for(x5,{(1,1)},fun(x6,{(1,1,3)},for(x7,{(6,6)},fun(x8,{(1,0,1)},for(x9,{(0,0)},fun(x10,{(1,1,1)},fun(x11,{(1,4,1)},fun(x12,{(1,1,1)},for(x13,{(0,0)},fun(x14,{(1,6,1)},fun(x15,{(-3,1,2)},for(x16,{(0,0)},fun(x17,{(1,0,-19)},for(x18,{(0,0)},for(x19,{(0,0)},for(x20,{(10,10)},conc(fun(x21,{(0,-5,4)},fun(x22,{(0,-17,0)},for(x23,{(2,2)},fun(x24,{(0,1,6),(8,4,1)},fun(x25,{(13,1,8)},fun(x26,{(1,10,1)},fun(x27,{(-10,-15,2)},for(x28,{(-9,-9)},conc(p((2,1),(0)),for(x29,{(1,1)},fun(x30,{(19,1,2)},fun(x31,{(-6,10,3)},fun(x32,{(-12,14,-24)},for(x33,{(1,1)},fun(x34,{(1,1,1)},for(x35,{(0,0)},for(x36,{(10,10)},fun(x37,{(0,1,-9)},fun(x38,{(1,-2,1)},fun(x39,{(1,x6,1)},for(x40,{(0,0)},fun(x41,{(x12,1,x9)},fun(x42,{(1,1,6)},fun(x43,{(0,1,2)},fun(x44,{(1,-9,-19)},fun(x45,{(2,1,7)},fun(x46,{(1,6,1)},conc(for(x47,{(0,0)},fun(x48,{(1,19,x22)},conc(fun(x49,{(1,x1,1)},for(x50,{(1,1)},for(x51,{(1,1)},fun(x52,{(1,-3,1)},conc(for(x53,{(4,4)},for(x54,{(8,8)},fun(x55,{(8,-6,5)},for(x56,{(18,18)},fun(x57,{(x52,1,3)},fun(x58,{(0,1,25)},fun(x59,{(-3,1,4)},fun(x60,{(20,x2,1)},conc(for(x61,{(0,0)},fun(x62,{(19,x16,5)},fun(x63,{(1,x36,x24)},fun(x64,{(-15,13,4),(5,-16,4)},fun(x65,{(7,14,23)},for(x66,{(1,1)},fun(x67,{(x55,0,-19)},fun(x68,{(x3,7,-13)},conc(fun(x69,{(1,8,-10)},fun(x70,{(-7,1,6)},fun(x71,{(-18,1,-1)},fun(x72,{(x56,1,-7)},fun(x73,{(15,2,1)},fun(x74,{(-13,x46,1)},conc(fun(x75,{(-10,1,-9)},for(x76,{(0,0)},for(x77,{(0,0)},fun(x78,{(-9,14,-15)},fun(x79,{(-6,-6,0)},fun(x80,{(7,-4,1)},fun(x81,{(x18,1,1)},fun(x82,{(12,1,10)},conc(p((-7,x14),(1)),for(x83,{(-6,-6)},fun(x84,{(-19,x60,1)},fun(x85,{(-27,-7,-2)},for(x86,{(-12,-12)},fun(x87,{(-1,1,x79)},for(x88,{(-3,-3)},fun(x89,{(x5,0,1)},fun(x90,{(0,-11,-1)},fun(x91,{(-9,-6,x8)},for(x92,{(x40,0)},fun(x93,{(-36,23,x75)},for(x94,{(x46,6)},fun(x95,{(x51,-9,1)},fun(x96,{(x80,-12,5)},conc(for(x97,{(0,0)},fun(x98,{(1,16,34)},fun(x99,{(0,1,5)},fun(x100,{(x39,x13,x89)},fun(x101,{(6,1,-18)},fun(x102,{(x44,1,16)},fun(x103,{(-7,1,8)},fun(x104,{(8,x10,2)},for(x105,{(x72,18)},fun(x106,{(0,x102,6)},fun(x107,{(-10,x49,15)},conc(fun(x108,{(1,11,x71)},fun(x109,{(-14,1,-12)},for(x110,{(1,1)},fun(x111,{(17,1,x100)},for(x112,{(3,3)},fun(x113,{(20,11,-35),(4,2,1)},for(x114,{(0,0)},conc(fun(x115,{(x38,1,13)},for(x116,{(x114,0)},fun(x117,{(x115,0,13)},fun(x118,{(-10,14,1)},conc(for(x119,{(8,8)},fun(x120,{(x57,-7,-8)},fun(x121,{(-2,7,4)},fun(x122,{(14,1,3)},fun(x123,{(11,26,1)},fun(x124,{(4,-22,-8)},for(x125,{(x76,0)},conc(for(x126,{(1,1)},fun(x127,{(-11,-18,1)},fun(x128,{(-18,x30,24)},fun(x129,{(0,18,16)},fun(x130,{(x128,x104,x27)},for(x131,{(x43,x99)},fun(x132,{(0,0,x107)},fun(x133,{(x70,x127,-7)},fun(x134,{(x47,-21,-12)},fun(x135,{(x111,-40,8)},fun(x136,{(1,x42,1)},fun(x137,{(-17,-3,1)},fun(x138,{(x37,1,x35)},conc(p((5,7),(0)),conc(for(x139,{(1,1)},conc(fun(x140,{(13,x124,-17)},for(x141,{(x103,-7)},fun(x142,{(x31,-12,6)},fun(x143,{(x15,x140,12)},fun(x144,{(-18,-12,x82)},fun(x145,{(7,0,12)},conc(fun(x146,{(x132,-25,x61)},conc(fun(x147,{(15,x116,x133)},conc(for(x148,{(1,1)},fun(x149,{(x136,x84,-10),(15,-29,x17)},fun(x150,{(x149,x78,9)},conc(conc(for(x151,{(8,8)},conc(p((-22,x26),(x34)),conc(fun(x152,{(x143,-4,16)},fun(x153,{(x130,x134,5),(5,1,19)},fun(x154,{(1,1,-5)},fun(x155,{(10,11,-19)},for(x156,{(1,1)},for(x157,{(x58,0)},fun(x158,{(x105,-21,21)},for(x159,{(1,1)},fun(x160,{(x32,x135,-16)},fun(x161,{(x83,x144,3)},fun(x162,{(x123,27,x25)},fun(x163,{(12,x141,38)},fun(x164,{(10,22,x41)},fun(x165,{(42,x108,1),(x96,x23,-14),(15,x19,-17)},conc(for(x166,{(4,4)},fun(x167,{(43,5,13)},conc(fun(x168,{(11,x160,x152),(3,x28,-13)},fun(x169,{(x91,x67,19)},fun(x170,{(x164,-5,-6)},fun(x171,{(x159,x166,1)},for(x172,{(x163,x170)},fun(x173,{(-10,x106,x118)},fun(x174,{(1,x148,13)},fun(x175,{(13,-14,x107)},fun(x176,{(x155,x170,x172)},fun(x177,{(-25,x167,-12)},conc(fun(x178,{(x154,1,x168)},fun(x179,{(-1,4,17),(x101,12,x90)},conc(conc(conc(fun(x180,{(x12,x112,1)},for(x181,{(1,12)},conc(for(x182,{(x180,10)},p((x182,x181),(x42))),p((10,6),(0))))),for(x183,{(2,6),(44,48),(11,14)},for(x184,{(x178,x177)},p((x184,x183),(1))))),p((2,x171),(1))),p((6,7),(0))))),p((7,x4),(0))))))))))))),p((10,5),(0))))),p((13,11),(35))))))))))))))))),p((x11,7),(0))))),p((4,x85),(x77))),p((6,11),(0)))))),p((x119,11),(0)))),p((6,1),(0)))),p((6,8),(0))))))))),p((7,x7),(0)))),p((7,11),(0))))))))))))))))),p((9,6),(0)))))))))),p((6,3),(0))))))),p((6,10),(0)))))))))),p((0,7),(1)))))))))))))),p((10,x50),(x69)))))))))))))))))))))))))),p((6,2),(0))))))))),fun(x185,{(x33,4,-22)},for(x186,{(0,0)},fun(x187,{(0,-8,0)},conc(p((6,4),(0)),for(x188,{(-6,-6),(60,62)},fun(x189,{(1,-29,1)},fun(x190,{(1,0,-12)},for(x191,{(0,0)},fun(x192,{(13,x59,1)},p((x45,3),(x29)))))))))))))))))))),p((7,5),(0))))))))))),p((6,9),(0))))))),p((6,6),(0))))),fun(x193,{(0,1,5)},p((1,x20),(1))))))))))))))))))))))))))))))),p((9,11),(0)))))))))))))))))))))));goodness : 64.4995 distance to original : 5 time need : 1404 greatness : 910 idv : 220054
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: 66.8226 distance to original : 4 time need : 1455 greatness : 951 idv : 232094
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: 66.8717 distance to original : 4 time need : 1454 greatness : 950 idv : 233356
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: 67.2179 distance to original : 4 time need : 1447 greatness : 943 idv : 236189
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: 67.5767 distance to original : 4 time need : 1438 greatness : 936 idv : 237878
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: 67.8288 distance to original : 4 time need : 1433 greatness : 931 idv : 246469
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: 71.7772 distance to original : 3 time need : 1452 greatness : 948 idv : 248993
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: 72.2648 distance to original : 3 time need : 1438 greatness : 940 idv : 266364
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: 72.3275 distance to original : 3 time need : 1416 greatness : 941 idv : 269437
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: 72.5531 distance to original : 3 time need : 1433 greatness : 935 idv : 272187   till: 273000
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: 43.6414 distance to original : 12 time need : 1564 greatness : 935 idv : 1
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: 72.5531 distance to original : 3 time need : 1433 greatness : 935 idv : 2
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: 72.812 distance to original : 3 time need : 1434 greatness : 930 idv : 248
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: 73.1154 distance to original : 3 time need : 1427 greatness : 925 idv : 1579
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: 73.1422 distance to original : 3 time need : 1412 greatness : 926 idv : 3029
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: 73.6323 distance to original : 3 time need : 1361 greatness : 922 idv : 3481
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: 74.0412 distance to original : 3 time need : 1356 greatness : 915 idv : 16701 till:115000



for(x1,{(0,0)},for(x2,{(0,0)},for(x3,{(0,0)},fun(x4,{(1,-19,1)},for(x5,{(0,0)},fun(x6,{(1,0,1)},for(x7,{(0,0)},fun(x8,{(1,24,1)},fun(x9,{(1,1,5)},for(x10,{(7,7)},for(x11,{(1,1)},fun(x12,{(1,1,3)},for(x13,{(6,6)},fun(x14,{(1,0,1)},for(x15,{(0,0)},fun(x16,{(1,1,1)},fun(x17,{(1,4,1)},fun(x18,{(1,1,1)},for(x19,{(0,0)},fun(x20,{(1,20,1)},fun(x21,{(-3,1,2)},for(x22,{(0,0)},fun(x23,{(1,0,1)},for(x24,{(0,0)},for(x25,{(0,0)},for(x26,{(10,10)},conc(fun(x27,{(7,-5,4)},fun(x28,{(0,-17,0)},for(x29,{(2,2)},fun(x30,{(0,1,6)},fun(x31,{(13,1,8)},fun(x32,{(1,10,1)},fun(x33,{(-10,-15,2)},for(x34,{(-9,-9)},for(x35,{(1,1)},fun(x36,{(19,1,2)},fun(x37,{(-2,10,3)},fun(x38,{(-12,14,-24)},for(x39,{(1,1)},fun(x40,{(1,1,-7)},for(x41,{(0,0)},for(x42,{(10,10)},fun(x43,{(0,-5,-9)},fun(x44,{(1,-2,1)},fun(x45,{(1,x12,1)},for(x46,{(0,0)},fun(x47,{(x18,20,x15)},fun(x48,{(1,1,6)},fun(x49,{(0,1,-15)},fun(x50,{(1,-9,-19)},fun(x51,{(2,1,7)},fun(x52,{(1,6,1)},conc(for(x53,{(0,0)},fun(x54,{(1,19,x28)},conc(fun(x55,{(1,-12,16)},for(x56,{(1,1)},fun(x57,{(12,0,1),(19,x32,16)},for(x58,{(1,1)},fun(x59,{(1,-3,1)},conc(for(x60,{(4,4)},for(x61,{(8,8)},fun(x62,{(8,-6,5)},for(x63,{(18,18)},fun(x64,{(x59,1,3)},fun(x65,{(0,1,25)},fun(x66,{(-3,1,4)},fun(x67,{(20,-13,1)},conc(for(x68,{(0,0)},fun(x69,{(19,x22,5)},fun(x70,{(1,x42,x30)},fun(x71,{(-15,13,4),(5,-16,4)},fun(x72,{(7,14,16)},for(x73,{(1,1)},for(x74,{(1,1)},fun(x75,{(x62,0,-19)},fun(x76,{(x9,7,-13)},conc(fun(x77,{(1,0,2)},fun(x78,{(-7,1,6)},fun(x79,{(-18,1,-1)},fun(x80,{(x63,1,-7)},fun(x81,{(15,2,-3)},fun(x82,{(-13,x52,1)},conc(fun(x83,{(-10,1,-9)},for(x84,{(0,0)},for(x85,{(0,0)},fun(x86,{(-9,1,-15)},fun(x87,{(-6,-6,0)},fun(x88,{(7,-4,1)},fun(x89,{(x24,1,x4)},fun(x90,{(16,1,10)},conc(p((-7,x20),(1)),for(x91,{(-6,-6)},fun(x92,{(-19,x67,1)},fun(x93,{(-33,-7,-2)},for(x94,{(-12,-12)},fun(x95,{(-1,1,x87)},for(x96,{(-3,-3)},fun(x97,{(x11,0,-5)},fun(x98,{(-14,-11,-1)},fun(x99,{(-9,-6,x14)},for(x100,{(x46,0)},fun(x101,{(-36,17,x83)},for(x102,{(x52,6)},fun(x103,{(x58,-9,1)},fun(x104,{(x88,-12,x7)},conc(for(x105,{(0,0)},fun(x106,{(1,16,34)},fun(x107,{(0,1,5)},fun(x108,{(x45,x19,x97)},fun(x109,{(6,1,-15)},fun(x110,{(-7,1,8)},fun(x111,{(8,x16,2)},for(x112,{(x80,18)},fun(x113,{(x50,1,16)},fun(x114,{(0,x113,6)},fun(x115,{(-10,x55,15)},conc(fun(x116,{(1,11,x79)},fun(x117,{(-14,1,-12)},for(x118,{(1,1)},fun(x119,{(17,1,x108)},for(x120,{(3,3)},fun(x121,{(20,11,-35),(4,2,1)},for(x122,{(0,0)},conc(fun(x123,{(x44,1,13)},for(x124,{(x122,0)},fun(x125,{(x123,0,13)},fun(x126,{(-10,0,1)},conc(for(x127,{(8,8)},fun(x128,{(8,10,4)},fun(x129,{(14,1,3)},fun(x130,{(11,26,1)},fun(x131,{(4,-22,-5)},fun(x132,{(-4,x60,3)},for(x133,{(x84,0)},conc(for(x134,{(1,1)},fun(x135,{(-11,-18,1)},fun(x136,{(-18,x36,24)},fun(x137,{(0,18,16)},fun(x138,{(x136,x111,x33)},for(x139,{(x49,x107)},fun(x140,{(0,0,x115)},fun(x141,{(x78,x135,-7)},fun(x142,{(x53,-21,-12)},fun(x143,{(x119,-40,8)},fun(x144,{(1,x48,-13)},fun(x145,{(-17,-3,1)},fun(x146,{(x43,1,x41)},conc(p((5,7),(0)),conc(for(x147,{(1,1)},conc(fun(x148,{(13,x131,-17)},for(x149,{(x110,-7)},fun(x150,{(x21,x148,1)},fun(x151,{(-18,-12,x90)},fun(x152,{(7,x6,12)},conc(fun(x153,{(x140,-25,x68)},conc(fun(x154,{(15,x124,x141)},conc(for(x155,{(1,1)},fun(x156,{(x144,x92,x1),(2,-29,x23)},fun(x157,{(x156,x86,9)},conc(conc(for(x158,{(8,8)},conc(p((-22,x32),(x40)),conc(fun(x159,{(x150,-4,16)},fun(x160,{(x138,x142,5),(5,1,19)},fun(x161,{(1,1,29)},fun(x162,{(10,11,x2)},for(x163,{(1,1)},for(x164,{(x65,0)},fun(x165,{(x112,-21,21)},for(x166,{(1,1)},fun(x167,{(x38,x143,-5)},fun(x168,{(x91,x151,3)},fun(x169,{(x130,33,x31)},fun(x170,{(12,x149,38)},fun(x171,{(10,22,x47)},fun(x172,{(42,x116,1),(x104,x29,-14),(15,x25,-17)},conc(for(x173,{(4,4)},fun(x174,{(43,5,2)},conc(fun(x175,{(11,x167,x159),(3,x34,-13)},conc(fun(x176,{(x171,-5,-6)},fun(x177,{(x166,x173,1)},for(x178,{(x170,x176)},fun(x179,{(-26,x81,-40)},fun(x180,{(-10,x114,x126)},fun(x181,{(1,x155,13)},fun(x182,{(13,-14,x115)},fun(x183,{(x162,x176,x178)},fun(x184,{(-27,x174,-12)},conc(fun(x185,{(x161,1,x175)},conc(conc(conc(conc(fun(x186,{(x18,x120,1)},for(x187,{(1,12)},conc(for(x188,{(x186,10)},p((x188,x187),(x48))),p((10,6),(x3))))),for(x189,{(2,6),(44,48),(11,14)},for(x190,{(x185,x184)},p((x190,x189),(1))))),p((10,4),(0))),p((2,x177),(1))),p((6,7),(0)))),p((7,x10),(0)))))))))))),p((4,8),(0)))),p((10,5),(0))))),p((13,11),(35))))))))))))))))),p((x17,7),(0))))),p((4,x93),(x85))),p((6,11),(0)))))),p((x127,11),(0)))),p((6,1),(0)))),p((6,8),(0)))))))),p((7,x13),(0)))),p((7,11),(0))))))))))))))))),p((9,6),(0)))))))))),p((6,3),(0))))))),p((6,10),(0)))))))))),p((0,7),(1)))))))))))))),p((10,x56),(x77)))))))))))))))))))))))))),p((6,2),(0))))))))),fun(x191,{(x39,4,-22),(8,0,2)},for(x192,{(0,0)},conc(p((6,4),(0)),for(x193,{(-6,-6),(60,62)},fun(x194,{(1,-29,1)},fun(x195,{(1,0,-12)},fun(x196,{(-15,-31,10)},for(x197,{(0,x5)},fun(x198,{(x8,x66,1)},p((x51,3),(x35))))))))))))))))))))),p((7,5),(0))))))))))),p((6,9),(0)))))))),p((6,6),(0))))),fun(x199,{(0,10,13)},p((1,x26),(1)))))))))))))))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: 72.5531 distance to original : 3 time need : 1433 greatness : 935 idv : 1
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: 74.0412 distance to original : 3 time need : 1356 greatness : 915 idv : 2
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: 78.8768 distance to original : 2 time need : 1368 greatness : 931 idv : 2469
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));goodness : 79.2205 distance to original : 2 time need : 1363 greatness : 926 idv : 5640
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: 79.694 distance to original : 2 time need : 1358 greatness : 919 idv : 30137
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: 80.1732 distance to original : 2 time need : 1353 greatness : 912 idv : 33963
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: 86.3931 distance to original : 1 time need : 1355 greatness : 922 idv : 93928
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: 92.3105 distance to original : 0 time need : 1693 greatness : 914 idv : 274963 till: 457000



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: 72.5531 distance to original : 3 time need : 1433 greatness : 935 idv : 1
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