# (auteur : Mathieu Pitaud) Start: 
(4,0)
# End:  
(5,0)
# Cells:
(4,0)2(4,1)(3,0)
(3,0)2(4,0)(2,0)
(2,0)1(3,0)
(4,1)2(4,0)(3,1)
(3,1)2(4,1)(3,2)
(3,2)3(3,1)(2,2)(3,3)
(3,3)2(3,2)(3,4)
(3,4)4(3,3)(4,4)(3,5)(2,4)
(2,4)1(3,4)
(4,4)1(3,4)
(3,5)1(3,4)
(2,2)3(3,2)(2,3)(1,2)
(1,2)2(2,2)(1,1)
(1,1)3(1,2)(2,1)(1,0)
(2,1)1(1,1)
(1,0)2(1,1)(0,0)
(0,0)1(1,0)
(2,3)2(2,2)(1,3)
(1,3)2(2,3)(1,4)
(1,4)2(1,3)(0,4)
(0,4)3(1,4)(0,5)(0,3)
(0,3)2(0,4)(0,2)
(0,2)2(0,3)(0,1)
(0,1)1(0,2)
(0,5)2(0,4)(0,6)
(0,6)2(0,5)(1,6)
(1,6)2(0,6)(1,7)
(1,7)4(1,6)(2,7)(1,8)(0,7)
(0,7)2(1,7)(0,8)
(1,8)1(1,7)
(0,8)1(0,7)
(2,7)3(1,7)(3,7)(2,8)
(2,8)2(2,7)(3,8)
(3,8)2(2,8)(4,8)
(4,8)1(3,8)
(3,7)2(2,7)(3,6)
(3,6)3(3,7)(4,6)(2,6)
(2,6)2(3,6)(2,5)
(2,5)2(2,6)(1,5)
(1,5)1(2,5)
(4,6)3(3,6)(4,5)(4,7)
(4,5)2(4,6)(5,5)
(5,5)3(4,5)(5,6)(5,4)
(5,4)2(5,5)(5,3)
(5,3)3(5,4)(4,3)(6,3)
(6,3)2(5,3)(6,4)
(6,4)2(6,3)(7,4)
(7,4)2(6,4)(7,5)
(7,5)3(7,4)(6,5)(8,5)
(8,5)1(7,5)
(6,5)1(7,5)
(4,3)2(5,3)(4,2)
(4,2)1(4,3)
(5,6)2(5,5)(6,6)
(6,6)2(5,6)(6,7)
(6,7)2(6,6)(7,7)
(7,7)2(6,7)(8,7)
(6,8)2(7,8)(5,8)
(7,8)1(6,8)
(5,8)2(6,8)(5,7)
(5,7)2(5,8)(4,7)
(4,7)2(5,7)(4,6)
(8,7)2(7,7)(8,6)
(8,6)3(8,7)(9,6)(7,6)
(7,6)1(8,6)
(9,6)3(8,6)(9,5)(9,7)
(9,7)2(9,6)(9,8)
(9,8)2(9,7)(8,8)
(8,8)1(9,8)
(9,5)2(9,6)(9,4)
(9,4)2(9,5)(8,4)
(8,4)2(9,4)(8,3)
(8,3)3(8,4)(7,3)(8,2)
(8,2)2(8,3)(9,2)
(9,2)3(8,2)(9,1)(9,3)
(9,3)1(9,2)
(9,1)3(9,2)(8,1)(9,0)
(9,0)1(9,1)
(8,1)3(9,1)(8,0)(7,1)
(7,1)1(8,1)
(8,0)1(8,1)
(7,3)2(8,3)(7,2)
(7,2)2(7,3)(6,2)
(6,2)3(7,2)(6,1)(5,2)
(5,2)1(6,2)
(6,1)3(6,2)(5,1)(6,0)
(6,0)2(6,1)(7,0)
(7,0)1(6,0)
(5,1)2(6,1)(5,0)
(5,0)1(5,1)