
(;GM[2]FF[4]AP[Cassio:7.7]US[Stephane Nicolet]DT[2018-2-18]CP[Copyleft 2018, French Federation of Othello]SZ[8]TM[150]BL[150]WL[150]AB[e4][d5]AW[d4][e5]PL[B]
(;B[e6]
(;W[f4]ON[Perpendiculaire]
(;B[f3]ON[Collay];W[d6];B[c6];W[c5]
(;B[f5];W[e3];B[b5];W[f6];B[e2];W[d7];B[c8];W[b4];B[c7];W[e7];B[f7];W[f8];B[d8];W[g6];B[d3];W[c4];B[h6];W[a6];B[a3];W[a4];B[b3];W[b2];B[c3];W[c2];B[a1];W[a2];B[a5];W[b6];B[b1];W[e8];B[g8];W[b7];B[c1];W[d1];B[d2];W[e1];B[f1];W[f2];B[a8];W[g3];B[h3];W[h4];B[g4];W[g5];B[g2];W[h2];B[a7];W[b8];W[h1];B[g1];W[h5];W[h7];V[0]B[g7];V[0]W[h8])
(;B[c4];W[b5];B[a6];W[d3];B[f5];W[d7];B[c3];W[b6];B[c8];W[e3];B[d2];W[f2];B[f1];W[e7];B[c7];W[d8];B[e8];W[d1];B[c1];W[b1];B[e2];W[c2];B[a5];W[f7];B[f6];W[f8];B[g8];W[g3];B[b4];W[b3];B[g4];W[g6];B[h6];W[h4];B[a3];W[b2];B[a1];W[e1];B[h3];W[h2];B[g5];W[a2];B[g2];W[h1];B[g1];W[h5];W[h7];B[g7];W[h8];W[b8];B[b7];W[a8];V[W+16]B[a7];V[W+16]W[a4]))
(;B[e3]ON[Perpendiculaire classique];W[d6];B[c5];W[f3];B[c4];W[c6]ON[Ralle];B[f5]IN[F5D6C5F4E3C6E6F3D3];W[f6];B[d7];W[d3];B[c7];W[c3];B[c2];W[b4];B[d2];W[e2];B[b3];W[b5];B[a5];W[e7];B[a4];W[b6];B[f1];W[e8];B[d8];W[e1];B[a6];W[g1];B[f8];W[b1];B[f7];W[b8];B[c1];W[d1];B[g7];W[g6];B[h6];W[a3];B[b2];W[a7];B[g5];W[h7];B[c8];W[a1];B[a2];W[b7];B[a8];W[h5];B[g8];B[h8];B[h4];W[g4];B[h3];W[g3];B[g2];W[f2];V[B+26]W[h2];V[B+26]B[h1])
(;B[d3];W[c4];B[c3]ON[Tigre]IN[F5D6C3D3C4];W[d6];B[f5]ON[Tigre compacte]IN[F5D6C3F4E6D3C4];W[f6]ON[Compacte en coin];B[c5]ON[Compacte principale];W[e3];B[f3]ON[Compacte dopposition]IN[F5D6C5F4E3C4D3E6C3F6C6];W[f2]ON[Compacte dopposition Sakaguchi];B[g4];W[e2];B[d2];W[g3];B[h3];W[c6];B[d1];W[e1];B[f1];W[b5];B[g5];W[h5];B[a6];W[h4];B[b6];W[a4];B[b4];W[a3];B[b3];W[a2];B[h6];W[g6];B[f7];W[e7];B[d8];W[f8];B[c7];W[g8];B[d7];W[g7];B[e8];W[c8];B[h7];W[c1];B[b1];W[b8];B[c2];W[h8];B[b7];W[a8];B[a7];W[a5];B[b2];W[a1];W[g1];GW[1]B[g2];V[W+40]W[h2];V[W+40]B[h1]))
(;W[f6]ON[Diagonale]
(;B[d3]
(;W[c3];B[c4]IN[F5F6D3C3C4];W[e3];B[f5];W[c5];B[f3];W[f4];B[b5];W[a6];B[e2];W[f1];B[b4];W[f2];B[a5];W[a4];B[d2];W[e1];B[c1];W[b6];B[b3];W[a3];B[c2];W[d7];B[c6];W[d6];B[c7];W[d8];B[c8];W[b8];B[e7];W[e8];B[f8];W[g8];B[f7];W[g6];B[h6];W[h5];B[h4];W[g5];B[g4];W[h3];B[h2];W[g3];B[d1];W[b1];B[g7];W[h7];B[h8];B[a8];B[b7]
(;B[a7];B[a2];W[b2];B[a1]
(;B[g1];V[B+38]W[g2];V[B+38]B[h1])
(;B[g2];V[B+36]W[g1];V[B+36]B[h1]))
(;B[g2]))
(;W[e7];B[f5];W[f4]IN[F5D6C4G5E6F6];B[g4];W[f3];B[g5];W[e3];B[d7];W[d6];B[d8];W[f8];B[f7];W[g6];B[h5];W[h7];B[c5];W[h3];B[d2];W[g3];B[h6];W[h4];B[f2];W[e1];B[g1];W[f1];B[e8];W[c8];B[c7];W[g8];B[d1];W[e2];B[h2];W[h1];B[g2];W[c1];B[c2];W[b2];B[b1];W[a1];B[a2];W[a3];B[g7];W[b8];B[c6];W[b6];B[b4];W[h8];B[a6];W[b3];B[c4];W[b7];B[a7];W[c3];B[b5];W[a5];V[W+54]B[a4];V[W+54]W[a8]))
(;B[f5];W[d6]ON[Diagonale]
(;B[c5]ON[Diagonale Classique]IN[F5F4E3F6E6];W[e3];B[d3];W[g5]ON[Tanida];B[f3]IN[F5F6E6F4E3C5C6E7C4];W[b5]IN[F5F6E6F4E3C5C4E2C6E7];B[c6];W[c4]IN[F5F6E6F4E3C5C6D3F3E7C4E2];B[c3];W[b4];B[b6]IN[F5F6E6F4E3C5C4D3F3E2F2D2C3E7C6];W[b3]IN[F5F6E6F4E3C5C4E7C6D3C3D2F2E2F3C2];B[d7];W[f4];B[e7];W[f7];B[g6];W[c2];B[a5];W[e2];B[g3];W[d2];B[f2];W[g4];B[a4];W[e8];B[d8];W[c8];B[f8];W[c7];B[h5];W[h4])
(;B[c3]ON[Ishii]
(;W[f3];B[f4];W[d3];B[e3];W[d2];B[c2];W[b4];B[b3];W[f2];B[d1];W[c1];B[e1];W[f1];B[c4];W[a4];B[e2];W[g6];B[c5];W[g5];B[d7];W[c8];B[f7];W[f8];B[h6];W[b6];B[c6];W[c7];B[b5];W[a6];B[e7];W[d8];B[h5];W[h4];B[h3];W[g4];B[g3];W[h7];B[h8];W[h2];B[g8];W[g7];B[b2];W[a3];B[e8];B[h1];B[g2];B[g1];B[b7];W[b8];B[a2];W[a1];B[b1];B[a8];V[B+46]W[a7];V[B+46]B[a5])
(;W[f4]ON[Ishii colle];B[c6];W[d3]ON[Ishii cannibale];B[f3];W[e3];B[g5];W[g4];B[d2];W[g3];B[h3];W[h5];B[h6];W[h4];B[c7];W[c5];B[d7];W[g6];B[f7];W[c4];B[b3];W[b4];B[b6];W[b5];B[a6];W[a5];B[a4];W[e8];B[f8];W[g8];B[e7];W[d8];B[c8];W[b8];B[b7];W[a8];B[g7];W[a7];W[a3];W[e2];B[f2];W[a2];B[c2];W[f1];B[e1];W[d1];B[c1];W[b1];B[g2];W[h1];B[g1];W[h2];GW[1]B[a1];GW[1]W[b2];V[W+28]W[h8];V[W+28]B[h7])))))
(;B[c4]
(;W[e3]ON[Perpendiculaire];B[f6]ON[Inhumaine];W[e6];B[f5]ON[Tigre]IN[F5D6C4D3C3];W[c5]
(;B[d3]ON[Tigre compacte]IN[F5D6C3F4E6D3C4];W[c3]ON[Compacte en coin];B[d6]ON[Compacte principale];W[f4];B[f3]ON[Compacte dopposition]IN[F5D6C5F4E3C4D3E6C3F6C6];W[d7];B[e2];W[f2];B[d2];W[d1];B[c1];W[f1];B[e1];W[g5];B[g4];W[h4];B[g1];W[g6];B[e7];W[d8];B[g3];W[h3];B[c2];W[f7];B[h6];W[h5];B[h2];W[g2];B[h1];W[b1]
(;B[a1])
(;B[b2];W[a1];B[a2];W[a3]))
(;B[c3];W[c6];B[d3];W[d2];B[e2];W[b3];B[c1];W[c2];B[d7];W[f4];B[f3];W[e7];B[d6];W[f7];B[e8];W[f8];B[b4];W[d1];B[e1];W[f1];B[g1];W[b2];B[b5];W[g3];B[g4];W[f2];B[g5];W[c7];B[g8];W[h4];B[g6];W[h6];B[b6];W[a3];B[a5];W[a6];B[a1];W[b1];B[a2];W[a4];B[a7];W[b7];B[a8];W[b8];B[c8];W[d8];B[g7];W[h8];B[h7];W[h5];B[h2];GB[1]W[h1];V[B+2]B[h3];V[B+2]W[g2]))
(;W[c3]ON[Diagonale];B[d3];W[e3]ON[Diagonale]
(;B[f4]ON[Diagonale Classique]IN[E6D6C5F6F5];W[d6];B[c6];W[c5]IN[E6F6F5D6C5F4F3E3];B[b4];W[b5];B[f6];W[d7];B[f2];W[g4];B[g3];W[e2];B[a5];W[e6];B[f5];W[g5];B[c7];W[e7];B[d8];W[g6];B[b3];W[b6];B[c2];W[e8];B[f8];W[f7];B[a6];W[g1];B[d2];W[d1];B[h6];W[b7];B[h3];W[a3];B[f3];W[a4];B[a8];W[g7];B[c8];W[c1];B[a2];W[h4];B[h5];W[b2];B[e1];W[g8];B[h8];W[h7];B[a1];W[b1];W[g2];B[h1];W[f1];B[h2];V[B+10]W[a7];V[B+10]B[b8])
(;B[c2]ON[Campagnarde];W[b5];B[b4];W[c5];B[c6];W[b6];B[d6];W[e6];B[a6];W[c1];B[f5];W[a4];B[b3];W[a3];B[e7];W[g5];B[g4];W[e8];B[h5];W[h3];B[g3];W[f3];B[d7];W[c8];B[a5]))
(;W[c5]ON[Parallle];B[d6];W[e3];B[c6];W[b4];B[c3];W[b5];B[d3];W[e7];B[b6];W[d7];B[c7];W[a6];B[a3];W[c8];B[a5];W[e2];B[d2];W[e6];B[f3];W[b3];B[a7];W[g4];B[f4];W[g3];B[f2];W[c2];B[a4];W[f5];B[a2];W[c1];B[e1];W[d1];B[f1];W[b2];B[h3];W[g1];B[h4];W[g5];B[a1];W[b1];B[h1];W[h2];B[g2];W[b7];B[h6];W[h5];B[b8];W[a8];B[g6];W[f6];B[g7];W[f7];B[g8];W[e8];B[d8];GB[1]W[h7];V[B+48]B[h8];V[B+48]B[f8]))
(;B[d3];W[e3]ON[Parallle];B[f6];W[e6];B[d6];W[e7];B[f8];W[g6];B[h6];W[c4];B[b5];W[c5];B[c6];W[c3];B[c2];W[b4];B[a3];W[b3];B[a4];W[c1];B[f5];W[a6];B[f4];W[b6];B[f3];W[g5];B[g4];W[d2];B[e2];W[f1];B[d1];W[e1];B[f2];W[b1];B[a5];W[a2];B[a7];W[a8];B[b2];W[a1];W[b7];B[c7];W[c8];B[b8];W[d8];B[e8];W[d7];W[g8];W[g2];B[g1];W[h1];B[h2];W[f7];B[g3];W[h3];GW[1]B[h4];GW[1]W[g7];GW[1]W[h5];V[W+60]W[h7]))