id stringlengths 36 36 | original_img stringlengths 2.17k 43.6k | m_original_img stringlengths 4.83k 47.8k | instruction stringclasses 1
value | sol_img stringlengths 5.2k 59.5k | mask_img stringlengths 796 15.9k | cell_map stringclasses 16
values | metadata stringlengths 501 4.35k |
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a6cd4c15-b40a-4b71-9f0e-9a35117c8ce8 | 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 | Add the blue solution path for the maze, connect start point (solid red circle) to end point (red 'X' mark). Ensure all original maze elements (walls, points, etc.) remain unchanged—only add the path. | 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iVBORw0KGgoAAAANSUhEUgAAAngAAAIMCAIAAADpRka6AABAMElEQVR4nO3deXxU1f3/8TPZYCYBkpCFJQiyg0DYdwxCLIvjT7HFldTW2qhYU8E+GtsqUVs1FpVgEY2KX6K44cY3ZVEDyA4BQmQNYZclLFlYkglkmZnfH9fytSzJzJ25c+7ceT3/UybJ595zzrzvzJy5HyEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPBrJpNJdgmAfxo4cOCaNWuys7NjYmJk1wJdiI6OzsrK2rhx47Bhw2TXAl0wmUwpKSlFRUVpaWnBwcGyywH8R5s2bbKzs+12u9PpdDqd5eXlaWlpISEhsuuCNCEhIampqWfOnFGmhMPhyMnJadWqley6INOgQYM2bNjg/I89e/aMGzdOdlGA7oWFhaWlpV24cMF5laKiovHjx8suEBKMHTt2x44dV0+JqqqqjIyMpk2byi4QvtamTZucnByHw3H1rMjNze3YsaPsAgG9slqthw4dunrlsIoCVufOnRcuXNjwlDhw4MDkyZNlVwofMZvN6enp17wWv6ympiYrK6t58+ayiwX0pEePHt98803Dz6esooASHh6ekZFx6dIlF2fFihUr+vTpI7tqaMuVa/HLTpw4kZqaGhQUJLtqQDZle0t9fb2Li+eykpISVpEhKdtbTp486e6UsNvtOTk5sbGxso8A3tevX7/Vq1e7OyWcTueWLVuGDx8uu3xAktDQ0LS0tLNnz6pYPJdt3bp1xIgRsg8FXjN48OCNGzd6MiUqKirS09PDwsJkHwq8o2XLluquxS9zOBwLFy684YYbZB8K4FvJycm7du3y5Pn0ilXUvn172ccEj7Rt2/Z621tU2Lt378SJE2UfEzyiXIufO3fOK1PCZrOxdQ6BomvXrv/+97+9snKuXkVms1n28cFtFoslPT29srLS67MiLy+vZ8+eso8PanjxWvznjh49mpKSIvvgAM1ERkZmZma6vr1FhWPHjqWkpHCbGD9itVoPHz6s3ZSora3Nyspq0aKF7AOFq7p27bp48WLtpoTT6fz+++8TExNlHyjgVUFBQSkpKadOndJ08Vy2atUqVpH+9e/ff82aNb6ZEmVlZdw5SP+Ua/GamhofTAll61xcXJzsgwa8ISkpqbCw0Acr5+pVFB8fL/vocQ2eb29Rp6CgYNSoUbKPHtegXIufPn3ax1Pi7NmzbJ2Df0tISPDi9hbVq6hJkyayzwR+4t3tLerk5uZ26NBB9pnA/xk9evQPP/wgcUoUFxffdtttsk8D4CaLxZKRkVFdXS1x8VxWXFxstVplnxKI5OTk3bt3y54OTqfTabPZMjMzIyIiZJ+SQNeuXbucnBzZ0+EneXl5N910k+xTArjAZDJNnjz5yJEjslfNlVhFEnXr1m3JkiWyp8CVjh8/ztY5WZRr8YsXL8qeBf+FrXPwAwMGDFi3bp3sxXJdyiqKjIyUfZ4CSFRUlM+2t6iTn58/dOhQ2ecpgCjX4j/++KPskb8uts5Bp1q3bv3zxnZ6pjTdYxVpTdnecrmxnZ4pW+douucDAwcO1PO1+M9t27bt5ptvln3CACHEfxrbnT9/Xva6cA+tKzU1ZsyY7du3yx5k9yhN99g6p5Ermkz7i9zc3BtvvFH2yUNgs1qtBw8elL0W1GMVeV2nTp0abWynZ/v376fpnnf56bX4ZdXV1ZmZmc2aNZN9IhF4unfvvmzZMtlLwAuUpnusIs8pje30tr1FneXLl/fu3Vv2GTUCf78Wv+zEiRNsnYPvKI3t6urqZM98b6J1pSdUN7bTs7q6uuzs7JiYGNln11+51WTaX2zevHnYsGGyTy0MLSQkJDU1tbS0VPZs18rmzZtpXemuQYMGbdiwQfbQaUXZOhcSEiL7NPsT1U2m/YLD4WDrHLQyduzYnTt3yp7kmqN1peu829hOz4qKisaPHy/7fPsBw1+LX6ZsnaPpHrymS5cufr29RQVWUcPMZnN6evqFCxdkD5RP5ebmdurUSfa516/k5ORAuBb/OZruwQuU7S2aNrbTM1bRNVmt1kOHDskeHDmUe540b95c9iDoSwBei//cypUr+/TpI3sQ4Id83NhOz1hFl/Xr12/16tWyB0S+kpISts4pIiIiAvla/DLlniexsbGyBwT+Y/DgwRs3bpQ9dXWE1pWyGtvp2datW0eMGCF7ZKThWvxqFRUVNN1D4wJne4sKgbmK9NDYTreUrXPt27eXPUq+NmTIkE2bNsk+/Tq1d+/eiRMnyh4i6JLFYklPT6+srJQ9S/Vu7969gdO6Mjk5edeuXbJPud7ZbLaMjAyz2Sx7uHxBepNpf5GXl9ezZ0/ZwwU9sVqthw8flj0z/YnhV1HXrl0XL14s+zT7k2PHjhn7zkFci7uLpnv4Sf/+/desWSN7Qvolo66iyMhInTe207NVq1b17dtX9hh6mW6bTPsFmu4FtJiYGLa3eM5Iq0jZ3nL69GnZJ9W/KVvn4uPjZY+ndwwYMGDt2rWyT6rfKygoGDVqlOzBhA8p21v8t5mGDm3bts3fV9Ho0aN/+OEH2SfSOM6ePZuenu7XTfeUJtNci3tRbm5uhw4dZA8stJecnLxnzx7Z882Y/HQVtWvXLicnR/bJM6Z9+/b5Y9M9rsW1ozTdi4iIkD3I0Ea3bt2WLFkie5oZnH+tIovFYpjGdnqWl5d30003yR5tV1mt1gMHDsg+ZwZ3/PhxY2+dC0RRUVFsb/El/a8iZXvLjz/+KPtUBYra2lr9N93r3r370qVLZZ+qAJKfnz906FDZww6PKc00zpw5I3tGBaL8/Hx9tq4cOHDg+vXrZZ+eQKQ03dPh1rmoqCjjNZn2CzTd83tjxozZvn277IkU0PS2itq0aZOdnW2322WfmIC2Z8+ecePGyZ4LP+FaXA+UdmF+vXUuEHXu3DmQm2nojR6a7oWFhaWlpQVaYzs9y83N7dixo8QpIYQYM2bMjh07ZJ8J/GT//v3+uHUuECmN7djeokMSV5HVaj148KDsE4Ar1dTUZGVlNWvWzPdTgmtx3Vq+fHnv3r19PyXgkqCgoN/+9rcnT56UPU/QkO+++86X925MTEz8/vvvZR80GnL8+PEpU6b4bOtc8+bN//nPf7I1Us/q6upmz54dFRXlmykBVw0fPnzLli2ypwdcUldX98Ybb0RHR2s6JWJjY99++23uNuAvNmzYMHjwYE2nRFBQ0EMPPcS1uL8oKyt77LHHdLh1LhAlJCR89NFHNNPwO2VlZVOnTg0JCfH6lAgNDX3yySfPnj0r+xDhHofDMX/+/NatW3t9SgghRo4cuXXrVtmHCLft2LFjzJgxWkwJuMRsNs+YMcNms8meCVBv586dY8eO9eKsmDBhQlFRkezDgnqVlZVPP/20FzegtmvX7pNPPuFa3K999dVX0rfOBaK7776bZhqG8fXXX3fq1MnDKcGdv4zk4MGDkyZN8nBKKHf+4lrcGC5duvTyyy/7y13n/F6/fv1obGc8yipStwE1MjLytddeq62tlX0Q8LIVK1ao24BqMpnuuece7vxlPCUlJQ8++GBQUJCKWQGXxMXFvfvuu9xtwMBKSkp+85vfuL6KgoODU1NTaWxnYPX19XPnzm3ZsqXrTxT9+/ensZ2x6fauc/4tNDT0qaeeOnfunOzxhS9s3rzZlVWUlJRUWFgou1j4QkVFhSv3boyPj3/vvfe4Fg8EDodjwYIFbdu29VLIBIRGvkK3YMGCBx54wDelQA+cTmd8fHxpaen1HtC2bdvjx4/7siRI9+STT86ePbuBB5w/f7558+Y+qwfS2Wy2+Ph4m80muxD/0Mhbhe3atfNNHdAJk8nU8K4Hnk8DUFxcXMMPYFYEmvDw8PDwcNlV+A0+2QYAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgoUaC9vTp076pA4BuHTp0qOEHlJWV+aYSwB81ErQpKSkzZsyw2Wy+qQaArpw8eXLYsGHz5s1r+GGtWrV64oknHA6Hb6qCHly6dEl2CX6jkaCtqan5+9//3r17948//tjpdPqmJgDS1dfXP/zwwwkJCZs2bWr0wXa7fc6cOVFRUQsWLPBBbdADgtZ1Ln1Ge/z48QceeGDkyJFbtmzRuiBIZzKZVP8rjOHdd9+NjIycN2+eWy9SL1y4kJKS0q1btx07dmhXG3TCbrfLLsFvuLEZasOGDUOHDv3tb3978uRJ7QqCdJGRkQ38a1RUlK8KgQQFBQU33nhjamqq6g+M9u3b17dv39tuu62qqsq7tUFXQkNDZZfgN9zbdexwOObPn9+tW7dXXnmlpqZGo5og1+23397Av/7yl7/0WSXwpYqKiuTk5IEDBx45csTDX+V0OpcuXRodHf3MM894ozToUffu3WWX4DfUvw3YqVOnV1999c477/ReMdAFu90eGRl5zZcjkZGRZ8+e9X1J0Nr06dP/9a9/1dfXe/03t2zZct68eXfccYfXfzPkWr58+S9+8Qv27rhC/fdoDx48OGnSpFtvvXXXrl1eLAjSBQcHr1mzpmnTplf8//Dw8PXr10spCdr57LPPoqKiZs2apUXKCiHKy8vvvPPOxMTEgwcPavH7IUtycvLMmTPZtOEjISEhjz/+eFlZmRMGcv78+XvvvTcmJsZsNsfGxqakpNhsNtlFwZuKiop69OjhsycKk8l09913X7x4UfZxw5sKCwt79erls1nkp7x2MRIVFZWenj5t2rSwsDBv/U4AWqiurp4yZcqiRYucqt73CwoKUp5kVfxsWFjYX//614yMDBU/C93asmXLk08+uWHDBtmFBIZu3botWbJE6gUWgIa88sorTZo0UbfATSbTpEmTampqDhw4kJiYqPqJIjo6evHixbLPBLzJ4XAsXLjwhhtuUD0r4J7k5OTdu3fLHncA/+Xbb7+Nj49Xva579OhRXFz881+4ZMmS2NhY1b8wMTHx+PHjss4GtFBVVZWRkXH1Dg9oIjQ0NC0t7dy5c7LHHYDzyJEjQ4cOVb2co6Ojv/766+v98meeeUb1VyqDgoKUl8g+PBnQ3NGjR1NSUlTPN7inZcuWWVlZ9fX1sscdCFB1dXWpqalBQSq/XxAaGjpt2rRG/4rNZps0aZLqDagWi+XNN9/0wdmAL61cubJPnz7qpgTc1r9//zVr1sgedCDgzJo1y2w2q1u2JpMpKSnp/Pnzrv+5wsJCT7Yxx8fHr127VruzAd+z2+05OTlxcXGqZwXcY7VaDx8+LHvcgYCwefPmjh07ql6tHTt23Llzp7o//eGHHzZv3lz1nx46dOipU6e8ezYgV0VFRXp6Ol9I8RGz2Zyenl5ZWSl73AHDKi0tTUpKUr1IIyIi5s2b52ENdrt92rRpISEh6moIDg5OTU212+1eOSHQib17906cOFH1zIR72rZtm5OT43A4ZI87YCh6izfPI//dd9/1VjHQiby8vJ49e6qeFXDP4MGDN27cKHvQAYPw8A3bpKSk8vJyLQqT+CY29Km2tjYrK6tFixaqZwXcYDKZUlJSTp48KXvcAT/m4RakhISE9evXa13k7NmzfbktC/pXVlaWlpYWHByseurCDeHh4RkZGZcuXZI97oCfqays9KMv1fjmi0bwLwUFBaNGjVI3JeC2zp07L1y4UPagA37Dw9tETJkyRcptIk6dOuXJB7cN3zoDfio3N7dDhw6qZwXcM3bs2B07dsgedEDXlixZEhMTo3qV6eHGh999911CQoLqQ7j6ZpDwd9XV1ZmZmREREapnBdwQEhKSmpp65swZ2eMO6I6Ht/KPj49fuXKl7IP4P563N6DpnsEcP348JSWFHrc+Eh0dnZWVVVdXJ3vcAV24ePHilClTVH/AGRYW9sILL8g+iGuw2WweHtff//532QcBL8vPz/fk1txwT/fu3ZcuXSp70AHJZs6cqbodil+88vP8lfqqVatkHwS8yeFw5OTktGrVSvWsgHusVuuBAwdkjzsggeefZRYVFck+CFctXrzY3z97hncpTfdUf74A9yhN9/giHQLH6dOnPdmdGxUV9eWXX8o+CDU8303NR04Gs3///smTJ6teC3BP69ats7OzuQMqjI3vm3r4/eDw8PC33npL9kHAy1asWNG7d291UwJuGzBgAL20YFTvv/++J99wMNIdlLZt2+bhHa+4yavB1NXVZWdnx8bGqp4VcIPJZJo8efKRI0dkjzvgNVu3bvXwnsDbt2+XfRDe98EHHzRr1kz1aUlKSjp79qzsg4A3VVRUpKWlqW6eAfdYLJaMjIzq6mrZ4w54pLS0dMKECZ68U2rsLjd660oEPSgqKpowYYK6KQG3JSQk0HQP/uuZZ54hQlzh4e6wyMhIbvJqPLm5uZ06dVI9K+CepKSkwsJC2YMOuOGjjz7ypFPY0KFDT506JfsgfG3Tpk0evsG+e/du2QcBb1Ka7nnSIxJuCAoKSklJCcCnHvid4uJiD+/PEOD7AV9//XVP7uAxYcIEw2wZg6KkpMSTvfpwT2RkZGZmJk33oE82m83DxnZz5syRfRC64OGXoMLCwmbMmCH7IOBlW7duHTlypLopAbd16dKFz2OgN57fQ19KYzs9O3LkiCc3xY2Ojl60aJHsg4A3ORyOhQsXtm/fXvWsgHuSk5N37dole9wB57Jlyzz58l9iYuLRo0dlH4R+ffvtt3FxcZxeXGaz2TIyMsxms+pZATeEhoampqaWlpbKHncEqEOHDnn4kis3N1f2QfgH3jDAFY4dO0bTPd9Rmu7V19fLHncEEM8b2z333HOyD8LPePgRuNlsfuONN2QfBLxs1apVffv2VTcl4LYePXp88803sgcdAeHVV1/1cFtsZWWl7IPwV/v27fNwU/fq1atlHwS8yW635+TkxMfHq54VcI/Vaj148KDscYdhLV++3JPGdnzR01s+/vhjD7+mXFJSIvsg4E2VlZU03fOdsLCwtLS0CxcuyB53GIrnje0+//xz2QdhNNx4C1fYt28fTfd8p02bNjTdg1fY7XZPvtOpPKHLPgjDKi8v9/BW0u+8847sg4CX5eXl9erVS92UgNsGDhy4fv162YMOPzZ//nzay+ifh82REhISNm3aJPsg4E21tbXZ2dkxMTGqZwXcoDTd+/HHH2WPO/yM58/dNEz1Ma6KcIXy8vK0tLTg4GDVswJuCA8Pz8jIuHjxouxxhx/w/N3It99+W/ZBBCje58fV9uzZM27cOHVTAm5r165dTk6O7EGHrnm4v2bKlCl1dXWyDyLQsXMNV8vNzfXkPSq455Zbbtm+fbvsQYfuePiNkcTERL4xoiuefxerqKhI9kHAm2pqarKysjz5fAFuUJrunT59Wva4QxeKi4s96S/NPRD0jLuL4AonTpyg6Z7vREVFzZ07V/agQ6a6ujpPXvSYzebZs2fLPgg04uLFi7/61a9Uf+jepEmTN998U/ZBwMs2btw4ePBg1Wsf7klLS5M94pAmLCxM3bQJCgqaMmUK96n3I/v27evdu7fqJ4q//OUvso8AXuZwOObPn9+6dWvVs0JBWwOXfPHFF7/85S9lVwFf69u37/bt21X8YP/+/b/66iuaYvqjRYsW/e53v6uoqHD3B00mU1FRUbdu3bSoChJVVVW99NJLs2bNunTpkrrfwHvQLvnggw9klwAJduzY4e6PxMbGLlu2rKCggJT1U3feeWd5efnTTz8dGhrq1g86nc6MjAyNqoJEERERL7300u7du++66y51v4GgdYm6lzXwd06n0/UHh4WFvfDCC2fOnBk/frx2JcE3Xn755bKyMne/Lc0ThYF17Njxyy+/XLFihYrPFwhal3DfEDTAZDLdcccdZ8+effbZZ2XXAq9p3rz50qVLt23b1rlzZxd/hCcKwxszZkxhYeHcuXNbtmzp+k8RtC4ZOnSo7BKgUz179tyzZ8+iRYssFovsWuB9ffv23b9/v4v3bhwxYoQPSoJcwcHBjz322P79+9PS0lz8fIHNUI0LDg7etGnTwIEDZRcCX2v4bcOmTZt+8MEHtNwKEA6HIy0t7e2337bb7dd8QEhIyOnTp6Ojo31cGCQqKiqaNm3at99+2/DDeEXbiKCgoKysLFIWV/vrX/9KygaOoKCgOXPmlJSUjBo16up/NZlM7733HikbaHr06PHNN9/k5uZ26dKlgYcRtNfVtGnTX/ziFytXrvzDH/4guxYAuhAXF7dmzZqNGzf27NlTuXOQyWTq0qXLunXrHnzwQdnVQY7bb799165db7zxRu/eva95PyneOr62c+fOeXJXWxhDw28dv/DCC+x+CnCXLl1SfftGfbHZhBAiPFzOX3c4hMMh1Pbq0JX6+vqrP7jlFe21kbIAGmWQlK2uFt9+K/73f3+KWx9zOMTZs2LqVFFdLeGve9s1W3sZ4QoCAKBSdbVYsULcc4+w28X//I/41a98+rrW4RDnz4tRo0RRkSguFkuXSntVrSVe0QJAoFJS9q67RH29cDrFb38rvvjCd69rlZQdMUIUFQkhxJo1YuJEOa+qNUbQAkBA+nnKKnyZtVekrMKgWUvQAkDguTplFb7J2mumrMKIWUvQAkCAuV7KKrTO2gZSVmG4rCVoASCQNJyyCu2yttGUVRgrawlaAAgYdrsoKhKTJjWUsgqnUzz0kJe/86N8k2fIkEZSVrFmjXjsscbr9AcELRpUUyMqK0VNjew6AHhDcLDo3l1MnerSgx0OMWWK117XKik7dKjYv9+lxyckiMxML/xdHeB7tPiPixdFba2wWMSJE6KwUJw8KU6fFufOiUuXhNksIiNFXJxISBB9+4rWrUV1tWjSRBjj2/pAQAkPFy+/LIQQ//pX4w9W3kMWwtPv115O2QMHXHp8QoLIzxdxcca4XZQRjgEeqakRTqf48Ucxb55Yu1Zs3y4uXmzkRywW0bevuPlm8ZvfiIQEERQkzGaf1ArAG3yctYGdsoKgDWhVVaK6WsyeLT75RBw+7MYPVleLDRvEhg0iM1N06SLuv1888YRo0kRERGhWKwCv8lnWBnzKCj6jDVBVVaK0VEyfLhISxEsvuZeyV9i/Xzz/vGjbVjz9tCgvF1VV3qsSgJaUrH3iCZcerG4fMikrhCBoA05dnaiqEunpom1b8e67oq7OO7+2pka8+aZo21bMmCFsNmNsFASMT9OsJWX/g6ANJDabWL9edO8u5s71WsT+XE2NmDVL9Ooltm7lpS3gHzTKWlL2ZwjagGGziT/8QdxyizhxQts/dOSIGD5cPP20MZpeAcbn9awlZf8bQRsAHA5x4YIYN07Mn++jv+h0ijffFLfeKs6fFw6Hj/4oANW8mLWk7FUIWqOrrRUnT4r+/cX69b7+0xs2iGHDRGkpH9kCfsArWUvKXgtBa2gOhygrE/36iYMH5RRQVCQGDBBnzwqnU04BAFznYdaSstdB0BpaVZW45RZRWiqzhhMnxOjRhrk5OGBw4eEiM1M8+qhLD/75/ZAv38fYxZRt1y5AUlYQtEZWXS3Gjxf79smuQ4g9e8Sdd7I3CvAPFot47TXxyCMuPdjhECkp4n//V1RUiCFDXH3zLJBSVhC0hlVVJZ56SmzcKLuO/1ixQjz/PK9rAf9gsYjXX3f1da2StX36uJGymzaJ2NgASVlB0BpTfb3YvVtkZ8uu47+9+qrYv1/Y7bLrAOACi0W8+qqrn9c6HOLkSZceGWCvZRUErRHV1Ih77tHd/iOHQ9x3Hx33AL/h1t4oVygpG0ivZRUEreHYbGLGDPHjj7LruJa9e8XMmXxYC/gNL2ZtoKasIGgNqK5OvPWW7CKub+ZMvlYL+BOvZG0Ap6wgaI3GZhPPPdd4Q1mJbDbx2mu8qAX8iYdZG9gpKwhao6mt1d0eqKvNmsWWKMDPqM5aZY9xTEzApqwgaA2lrk68+664dEl2HY2prBQff8wbyICfCQ8XM2eKlBQ3fiQ29qc9xqGhmpXlBwhaA6mpER99JLsI13zwgR9cEAD4OYdDVFW59+388nKxciXfNSBoDeT8ebFjh+wiXLNxI0EL+BOHQ1RUuHEf48s/lZIiFi4M8JvVELRGUV8vPvxQdhEuczrFZ5/xSS3gH9SlrMLpFL/7nfj0U1FVpUFl/oGgNQqbTaxeLbsId3z/fYBf5AL+4XLKqm4C5nSK3/8+kLOWoDWKJk1EYaHsItxRUCCCg2UXAaBBdrsoL/coZRVOp0hNFZ98EphZG7j7rY2mulqcPi27CHccOSK7AgANstt/ei176JAXfpvT+VNHoPvuExERXviF/oNXtEZRVCS7Avft3y+7AgDX4d2UVShZ+/HHgfa6lqA1Cv96Oas4c0Z2BQCuxW4XZWVi0CBXU/aGG8T997v0SKdTPPpooH1ey1vHRlFaKrsC95WXy64AwFWUlB0yxNXeJDfcIPLzRVSUaNHCpRutK5/XOhzi/vsD5D1kXtEagtPpl68O/fFVOGBs9fWivFwMG+ZGyip3WGzSRMycKdLSXPop5XXtggUB8tUDgtYQ7Ha/vE3/+fO6a5oLBLLLn8sePuzS45WUvdwtIDxcvPSS+OMfXfpZp1NMnSo++CAQspagNYSQENGihewi3BcbK0wm2UUAEEL855s8Q4aoTFmFkrVPPunSb1Cy9p13DJ+1BK1RxMXJrsB9/lgzYEiXU9bF790pn8tes/OdxSJefFFMm+bqn54+XWRnGztrCVqjiImRXYH7WraUXQEAtSnbQOc7i0X84x9i+nRXC3jqKfH22wbOWnYdG0WbNrIrcF98vOwKgIBnt4vTp8XgweLECZce3779Tynb8J3dLBbx978LIcTrr7v0a//0JyGEePRRER7u0uP9Cq9ojaJHD9kVuCkoSHTqJLsIILDZ7eLUKe+nrELJWiVBXfGnP4k33zTk92sJWqMwmUT79rKLcEf37qK2VnYRQACrrxenTokhQ9xI2c2bXU1ZhcUinn/ejaxNTxdz5xovawlao6ivFwMGyC7CHf5VLWAw9fXi9Gk3UrZDB7F5s2jZ0u1eIErWPvOMq49PTzfe61qC1ijCw8UvfiG7CHeMGxcgN4UBdEdJWdffMe7QQeTnq0lZhcUi/vIX8eyzrj7+6afFnDlGylqC1iiCg8U99/hN47nQUHHHHXyJFpCgrk6cPCkGDxYlJS49vksXsXWre+8YX81iEU8/LWbMcPXxf/mLmDPHL+/Dcy0ErYEEBYkRI2QX4ZpbbxUOh+wigMCjfC7rVspu3CiiokSQx2FhsYg//1k8/bSrj//LX8Tcucb4zg9BayDh4eLXv5ZdhGt+8xvRrJnsIoDAExwsWrRw9Zt1Xbt6LWUV4eHi2WfFX//q0oNDQkTPnsZ434ugNZDgYHHvvSI6WnYdjWndWlitxlg/gJ8xmUSzZmLdOjFwYCOP7NpVbNjgzZRVKJ/XPvdcIw8LDhZffCFGjxYWizf/uiQErbEEB4v0dNlFNGbGDC8vXQCuM5lEeLj4/vuGslZJ2chITZZqRIT405/E889f9wHBweLLL8WttxojZQVBazRNm4rHHxdRUbLruL74ePHgg6JJE9l1AAGs4ay9nLLaba4MDxdPPfXTraOuYLiUFQStAQUFubGN3vdefJGXs4B818vabt00T1lFeLiYPv3KrDViygqC1oDMZvHII2LQINl1XMvw4eK++3g5C+jC1Vnrs5RVWCxi2jTxj3/89J8GTVlB0BqT2Sy++EI0bSq7jv9msYjPPzfeEgL82M+z1scpqwgPF08+KV580cApKwhaYzKZREzMtT//kGjWLBEZKbsIAP9NydoVK8TGjVrtfmqYkrV79xo1ZQVBa1gWi5g6Vdx3n+w6/iM1Vdx/v1FXEeDflO/8SElZhcUiOnUy8PMDQWtcFot47z0xZozsOoQYN07MmsWdjQH9Mpkkf7Xd0F+sJ2gNzWIRixaJXr1k1jBggPjiCwNfqwJAwwhao4uIEBs3itGj5fz1CRPE99+L8HA5fx0AdICgNTqTSUREiMWLRUqKr//0ww+LL78UzZoZ+00hAGgYQRsYwsPF22+Lf/1LmM2++HMREeL998Xs2T76cwCgYwRtwLBYxEMPiUOHRFKStn9oxAhRXCzuvZfPZQFAELSBxWIR8fFi6VKRnS1atfL+709IEDk54rvvRJs2vJYFAAVBG2BMJmGxiN/8Rhw6JObOFa1be+fXtmsn5s0TxcXinnt4IQsAP0fQBqSwMGE2i4ceEgcPiq+/FrffLsLC1Pyepk3FpEli8WJRXCymTBEWC/cxBoArhMguAPIooXjHHWLMGBEcLJYsEXl5oqBA7Nol6uqu+1NhYaJ3bzFggBg3TkyYIOrqRPPmPisZAPwOQRvwTKafkvLuu8Vttwm7XZjN4tgxUVYmKipEWZkoLxctW4rYWBEdLWJiREKCuHhRBAf/9O1YPosFgAYRtPiZy3eW6NhRdOx43YeFhvqmHAAwAD6jBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhgjaawsKCgoLC+vcufOWLVtk1wJAX2pra6dOnZqQkGCxWNq2bfv73//+0qVLsouCZD/88MPUqVOHDBly9T8RtNfmdDrr6uoOHjw4ePDgESNGVFVVya4IgC4cPHgwNjb2rbfeOnHixMWLF0tKSt57770WLVo899xzskuDHCUlJb/+9a/79+//1ltvbd68+eoHELSN27BhQ1RU1LPPPiu7EADyDRs27MKFC1f8z9ra2ueffz42Nnbp0qVSqoIUly5deumll7p16/bhhx86nc7rPYygdUl9ff0//vGPmJiYJUuWyK4FgDRz584tLS293r+WlZXddttt/fv3P3z4sC+rghRffvllz549//a3vzX6lidB64by8nKr1dq3b19WERCYPvvss0YfU1hY2Llz5/vvv7+2ttYHJcH3tm/ffsstt/zqV79yMQsIWrdt3769U6dO9913H6vI8EwmUwP/ajabfVYJdOL8+fOuPMzhcHzyySctWrSYNWuW1iXBl8rKyh599NEBAwasWrXK9Z8iaNVwOp2ffvppixYtXnvtNdm1QEMWi6WBfx0+fLjPKoFOdOzY0fUHX7p0afr06QkJCWvWrNGuJPhGXV1dVlZWly5dsrOz7Xa7Wz/b0AU7XNGmTZuPP/44KSlJdiHwvv/3//7fv//972v+U0RERGVlpY/rgXSbN2++5vc3GjV8+PCvvvoqPj7e6yXBB7755ptp06bt3btX3Y/zitZTJSUlo0ePHj58+OnTp2XXAi/74IMPwsPDr/lP8+bN83Ex0IPBgwdbrVYVP7hhw4a2bds+8sgjDofD61VBO8XFxVardcKECapTFt4UFBT08MMP2+12Jwzk6NGjN9xww88HukmTJvPnz5ddF2S6++67VT9RREREzJs3T/YRoHHnzp2bPn16aGiox+HAW8feZrFYZs6cOXXqVNmFwJu+//77jz/+2GazjRw58uGHHw4LC5NdESQrLCx84IEHioqK1P14QkLC559/PnToUO9WBa9wOBwLFiz485//7K33KQnaa4iOjv7d7363ePFiT1bRZ599xmYZwNg+/PDDxx9/XPWn9UlJSYsWLYqMjPRqUfBIfn7+H//4x/z8fNmFGFdoaGhqamppaany1sEHH3zQvHlz1b8tKSmpvLxc7rsfADRlt9unTZsWEhKi7lkiODg4NTWVj5z04NixYykpKQ1/qQ+eSk5O3rlz5xWnnlUEoFGnT5/25KsHkZGRCxculH0Qgctms2VkZPDNeG116dKl4VleWlrq4Sr69NNPfTZpAEixadMmt75oe4WOHTvu3r1b9kEEFofDsXDhwvbt26seNTQuIiIiIyPj0qVLrgyJ56vo6lfMAAzm9ddfV/3ayGQyTZgw4fz587IPIiBs3bp15MiRqp/S0bigoKCUlJRTp065OzazZs3yZBUlJSWxigBjq6urS01NDQpSeaOCsLCwGTNmyD4IIyspKUlNTQ0ODlY3QHBJUlJSYWGh6kHycBWFhoZOmzbNe3MGgB4dOXLEky/wREdHL1q0SPZBGE1tbW1WVpYnu1zRuISEhJycHIfD4fmAeb6Kvv76a8/LAKBn3377bVxcnOonisTExCNHjsg+CIPIzc3t1KmT6rFA4ywWS0ZGRnV1tXdH7ttvv/Xk/qU9evQoLi72bkkA9OaVV15p0qSJumcJk8k0adKkmpoa2Qfhx4qKiiZMmKD6iRqNM5lMkydP1vSqkFUEoGE2m23SpEmqv6ZpNptnz54t+yD8T0VFRVpamuqvaMIlAwYMWLt2rQ+G08NV1KRJkxdffNEHdQKQaN++fYmJiaqf0OLj41evXi37IPxDXV1ddnZ2bGys6rONxrVu3VppHOjLofV8Fa1atcqXBQPwvY8//rhFixaqnygSExNLSkpkH4SurVixonfv3qrPMBoXGhqalpYm8Vs0rCIAjXrmmWc8uevclClT6urqZB+E7uzfv3/y5Mmqn37hEqvVeuDAAdlj7XSyigA0pry8fMKECao/cgoPD3/77bdlH4ReVFVVZWRkqN4uA5d079596dKlssf6v7CKADRq69atntx1LiEhYePGjbIPQiaHw5GTk9OqVSvV5xCNi46OzsrK0u3rv23btrGKADRs/vz5zZo1U/1EkZSUdPbsWdkHIUF+fj6dfbUVEhKSmpp65swZ2WPdOFYRgIbZ7XZP7jqntAuTfRC+c/z4cRrbaW7s2LE7duyQPdZuUJruqb7BZqCtIiAwedh0Lyoq6vPPP5d9ENqqrq7OzMyMiIhQfZbQuM6dO/tv+0ZaVwJo1PLlyxMSElQ/URi46V5ubm6HDh1Unxk0Ljw83PXGdnpG60oAjXr11VebNm2q7llCabpXWVkp+yC8pqCgYNSoUaqfNtE4k8mUkpJy8uRJ2WPtTa+//jqrCEADLl68OGXKFE+a7j333HOyD8JTZWVlaWlpNLbT1uDBg42689bz1pUZGRmyDwKAtg4dOuRhu7Dc3FzZB6GG0tjOk1sAoXFt27b1VmM7PfN8FdG6EjC8ZcuWeXLz3sTExKNHj8o+CDfk5eX17NlT9fGicWazOT09PaDeGg20VQRAhUBoF7Z3796JEyeqfjKES6xW6+HDh2WPtRyBsIoAeMLzpntz5syRfRDXVlFRkZ6eHhYWpu7Q4JL+/fuvWbNG9lhL5vkqeuONN2QfBABtFRcXe9guzDddRF1kt9tzcnLi4uJUHxEa17Jly6ysrPr6etnDrRe0rgTQqI8++siTvUJDhw49deqU7INwrly5sk+fPqqPAo1TGtudO3dO9ljrkeeriKZ7gOF52C4sNTXVx927Lzt69GhKSorqpzi4JDk5mXsvNMp/VxEA3ygtLfWwXdg777zjy4KVxnaq7yUAl3Tr1m3JkiW+HFe/5nnTPR+vIgC+52HTvY4dO27fvl3rIh0Ox8KFC9u1a6e6TjQuKioqMzOTzbEq+MUqAiDX+++/78k99zVtF7Z58+bhw4errg2NCwoKSklJ8YvGdnqm51UEQA88vOtcaGjotGnTvFvSiRMnPCkJLrnlllt4OeUtHrau1GIVAdAbz5vuffnll56XoTS286QnNxrXrl27nJwcz0cLV6B1JYBGedh0r0ePHkVFRar/em5u7o033qj6r6NxSmO7ixcvenHS4ApyVxEAvzBz5kxP2oVNmjTJ3WfywsLCm2++WfVTExpnyMZ2ekbrSgAN87zp3gsvvODKH6KxnS8MGjRow4YNWk8aXIHWlQAadeDAAQ/vOrdy5crr/XIa2/lCmzZtAqGxnZ4dOnTIk1UUHR29ePFi2QcBQFtLliyJiYlR/USRmJh4/PjxK35nXl7eTTfdpPp3onFKY7sLFy5ImTS4wpIlSzxsunf1KgJgMM8880xoaKi6Z4mgoKApU6Yod0QoLi62Wq2qn3AMTOU9hq7JarW+8cYbbC3Tm2efffaVV16pq6tT8bNBQUF33HHHp59+SssqwMCqqqp+/etfL1q0yOl0qvhxs9k8atSo1atX19TUeL02A/BO0Pbr1y8rK4utZbpVXV09ZcoU1avIYrH885//fPzxx71eGPzL4cOHZ8yYsXPnzqZNm44bN+5vf/sbV2BG8sMPP9x///1FRUWyC8F/i4uLe+edd7hbvV8oLCzs1KmT6rHu1auXzWaTfRCQ5qmnnrriPttms3n58uWy64KXeXjXOXhTWFjYU089RWM7vzN//nzVN2fp3bu37PIhx4svvnjNKRESElJcXCy7OniZ3W5/9NFH+WaOt6h86/i22257/fXXu3bt6t1q4BsOh+MPf/iD8laEuz+bm5t7++23a1EV9Kxp06bX+/ht+PDh69ev93E98IEzZ87cddddDK7n3P62Zffu3ZctW7Z48WJS1n8FBQXNnTu3pKRk5MiR7v7snDlztCgJevbdd981sMmloKDAl8XAZ+Li4tatW7d27VpP7joH4VbQRkZGzpo1a8eOHePHj9euIPhMXFzc2rVr3V1Fp06d0q4k6NOOHTsa+Nfa2lqfVQLfGzly5LFjx2bNmmU2m2XX4q9cCtrg4OBHH310//79Tz75pOqvW0GflFU0e/ZsF1dRXFyc1iVBbxqOUqeqrezwL08++eS5c+ceeOABOtyp0Pgpu+WWW7Zt2/bWW295cgMR6FxaWtq5c+dcuXfjY4895puSAOhKWFjYggULDh061L9/f9m1+JlGnlVfeOGFlStX9unTxzfVQKKwsLAPP/zw0KFDAwYMuN5junXrdtddd/myKgC60r59+4KCgiVLlvDS1nWNnClPGp3CH7Vv337r1q3Lli2Lj4+/4p+6dOmyefNmKVUB0JWJEyfyHqfruCTBNYwfP/7UqVPz5s0bPnz4DTfcMHLkyA8//HDfvn3NmzeXXRoA+JkQ2QVAvx566KGHHnpIdhUA4N94RQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNACAKAhghYAAA0RtAAAaIigBQBAQwQtAAAaImgBANAQQQsAgIYIWgAANETQAgCgIYIWAAANEbQAAGiIoAUAQEMELQAAGiJoAQDQEEELAICGCFoAADRE0AIAoCGCFgAADRG0AABoiKAFAEBDBC0AABoiaAEA0BBBCwCAhghaAAA0RNCiIXv27Hnvvff27dsnuxAA8FcELa7tjTfeaN68+U033fT73/++W7dukZGR7777ruyiAMD/NBK0dXV1vqkD+nHgwIGhQ4f+8Y9/rKysvPw/z58/n5qampSUdOTIEXmlQQ6eB3C12tpa2SX4jUaC9sEHH8zNzfVNKZCusrIyPT29V69e+fn513zAmjVrevbs+eyzz9psNh/XBlm+/PLL2bNnN/yYcePG7dmzxzf1QLoDBw7ccccd586dk12Isdx66627du1ywrjsdvv777/fqlUrF6dE27ZtFyxY4HA4ZBcODf3www+jR492cUqEhoampaVVVFTIrhoaOn/+/J///OewsDCVWYKGhYSEPPHEE+Xl5bIHGt63bt26gQMHqpgVw4YNy8/Pl10+vK+0tPSRRx4JDg52d0q0bNly7ty59fX1so8AXma32+fNm+f6tTjUa9my5Zw5c+rq6mQPOrzj6NGj9913n8lkUj0lgoKCHnzwwZKSEtmHAu+ora2dNWtWZGSkJ08UvXv3XrFihexDgdesW7duwIABnkwJuK1Xr155eXmyhx4eqa6ufv755y0Wi1emRERExMsvv3zp0iXZhwWPLF26tHv37l6ZEkKISZMmHTx4UPYxwSNHjx699957PbkWh0fuvPPOAwcOyJ4GcJvD4fj0009vuOEGr0+Jjh07fvXVV7KPD2rs3bv3tttu8/qUaNKkydNPP11ZWSn7+OA2m8323HPPeetaHOo1adIkPT39woULsqcEXFVQUDBq1ChNZ8WYMWN27Ngh+0DhqnPnzk2fPj00NFS7KdG6dev58+ezdc5faHctDvVat279P//zP3a7Xfb0QENOnTr18MMPBwX54hYlwcHBjz32WFlZmeyDRkPq6+uzs7Pj4uJ8MCWEEIMHD96wYYPsg0YjCgoKRo4c6ZspAbf1799/7dq1sicJrqG2tjYrK6tFixY+nhKRkZGZmZk1NTWyTwCuYdOmTUOGDPHxlDCZTJMnTz5y5Ijso8c1lJWVpaWlqdhqDl+zWq2sIl3Jy8vr2bOnxCnRtWvXxYsXyz4N+D/Hjh1LSUmRuL3FYrFkZGRUV1fLPhP4iaxrcahnsVjS09PZ/iBdcXGxFttb1ElOTt69e7fsUxLobDZbRkaG2WyWPR2EECIhISEnJ4cPbqWTfi0O9VhFEp09ezY9PV1vd29R7hx07tw52acnEDkcjoULF7Zv3172LLhSUlJSYWGh7NMToPbu3Ttx4kTZUwAeGzJkyMaNG2VPpwBit9tzcnJ8tr1FhZYtW2ZlZXHnIF/aunWrnre3BAUFpaSknDp1SvZ5CiAVFRU6vBaHeqwin1m5cmWfPn1kD7hL+vXrt3r1atknzPhKSkpSU1N9s9XcQxERERkZGdzzRGv6vxaHeqwiTR09ejQlJUX2ILvNarUeOnRI9skzJmV7S/PmzWUPsnu6dOmycOFC2SfPsPzoWhzqsYq8rqqqKiMjo2nTprLHViWz2cw9T7wuNze3U6dOssdWveTk5J07d8o+i4bip9fiUG/s2LGsIs8p21uMcfeWtm3bsnXOK4qKiiZMmCB7PL0gNDQ0NTW1tLRU9hn1e/5+LQ71QkJCWEWe2LJly/Dhw2UPo5cNGjSIOwepVl5enpaWFhISInsYvSk6Opqtc6op1+Lt2rWTPYyQSllFNN1zy4kTJ/xle4sKJpMpJSXl5MmTsk+zP6mrq8vOzo6NjZU9elrp0aPHN998I/s0+5nNmzcb71oc6nXv3n3ZsmWyp6UfqKmpycrKatasmewR01x4eHhGRsbFixdln3I/sGLFit69e8seMV+wWq003XOFsa/F4RFWUcNyc3M7duwoe5R8qnPnzmyda8D+/fsnT54se5R8KiwsLC0tja1z11NdXZ2ZmRkI1+JQT1lF58+flz1d9WXPnj3jxo2TPTjSjBkzZvv27bIHQV+U7S1NmjSRPThytGnTJjs7m3ZhV8jNzb3xxhtlDw78ROvWrVlFCmV7C800lK1zZ86ckT0g8jkcjpycnFatWskeE/kGDhy4fv162QOiC4WFhTfffLPsAYEfGjBgwLp162RPYGlqa2uzs7NjYmJkj4OOREVFBfjWufz8/KFDh8oeBx1Rmu79+OOPskdGGhrbwVMBu4ry8vJuuukm2adfp7p167ZkyRLZQ+Rrx48fl9vYTs+UpnuBtnWOxnbwpoBaRfv27Qu07S3qJCcn79mzR/Zw+YKyvSUiIkL2Kde7du3a5eTkyB4uH+FaHJowfNM9pbFdwG5vUUFpumfsrXO5ubkdOnSQfab9yejRo3/44QfZ46ah4uJiq9Uq+zTD0Ay5ipRmGvHx8bLPrl+KiYkx5J2DCgoKRo0aJfvs+iWlXdjp06dlj6GXcS0O3zHYKlq1alXfvn1ln1S/179//zVr1sgeTO9ge4tXREZGZmZm1tTUyB5PL6CxHeRQVpFfN907duwY21u8y2q1Hj58WPbAqsf2Fq/r2rXr4sWLZQ+sR77//vvExETZJxIBrGvXrv/+979lLwS32Wy2jIwMs9ks+/wZkMViSU9Pr6yslD3IbsvLy+vZs6fs82dMycnJu3btkj3CblMa23EtDl3wo1WkNNNo37697HNmcP7VdG/v3r0TJ06Ufc4MTtk6d+7cOdmj7RLlWpzGdtAXZRWdPXtW9gJpyNatW0eMGCH7VAWQwYMHb9y4UfawN6SioiI9PT0sLEz2qQoULVu21PnWOSM1mYYx6bZ1ZUlJCc00pFC2zp06dUr2FLiSsr3FwI3t9Kxfv36rV6+WPQWuYcuWLVyLwz/07dtXP6tI2d7SvHlz2WcloClN9/SzdW7lypV9+vSRfVYCndVqPXTokOy58BOuxeGX9LCKcnNzO3XqJPtM4CddunSR3nRP2d4i+0zgJ2azOT09XW7TPaXJNNfi8FcSW1cWFRWNHz9e9gnANYwdO3bnzp2+nxJKYzu2t+iQxK1zAdhkGsbk49aVSmO7kJAQ2ceN61Ka7pWWlvpmSijbW9q1ayf7uNGQQYMGbdiwwTdTwsm1OAxp0KBBWreurKuro7GdH1G2zmnddG/z5s3Dhg2TfaxwiclkSklJOXnypKZTgmtxGJmmTfeWL1/eu3dv2YcIt3Xv3n3ZsmVaTIkTJ05wtwF/pGyd06JdGNfiCBReX0X79++nsZ2/s1qtBw8e9NaUUBrbNWvWTPZhQb1OnTp5d+vc8uXLe/XqJfuwAB/ySutKZXsLzTSMQdk653nTvdzc3BtvvFH20cA7xowZs337dg+nBE2mEdBuueUWdatIudtAq1atZB8BvKx169aqt85t27bt5ptvln0E8DJl69yZM2dUTInKykquxQE1Tffy8/OHDh0qu3BoaMCAAevWrXN9StDYzvCioqLcarpHk2ngSi6uouPHj7O9JUAoW+eOHDnS8JSgsV1A6dat25IlSxpN2U2bNg0ZMkR2sYAuNbCKbDZbZmZmRESE7BrhUxaLJSMjo7q6+pqzIi8v76abbpJdI3wtOTl5z54915wSNJkGXJKcnLx79+6fL57c3NwOHTrIrgvSJCQkXHHnoOLiYqvVKrsuSKO0C/v51jmuxQH3XG5dWVBQMGrUKNnlQBeSkpIKCwvPnj2bnp7O9hYIIWJiYpR2Ybm5uTSZBtRo2rQpzTTwcyaTiZsV4wq8igUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIDW/j/8QXCimMVXggAAAABJRU5ErkJggg== | Add the blue solution path for the maze, connect start point (solid red circle) to end point (red 'X' mark). Ensure all original maze elements (walls, points, etc.) remain unchanged—only add the path. | 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Check out the documentation for more information.
Amaze Benchmark Description
There are a total of four maze shapes, with the structure as follows:
.
├── circle
│ └── maze-dataset
│ ├── maze_dataset_test.parquet
│ └── maze_dataset_train.parquet
├── hexagon
│ ├── maze-dataset
│ │ └── maze_dataset_test.parquet
│ └── maze-dataset_train
│ ├── maze_dataset_test.parquet
│ └── maze_dataset_train.parquet
├── square
│ ├── maze-dataset
│ │ └── maze_dataset_test.parquet
│ └── maze-dataset_train
│ ├── maze_dataset_test.parquet
│ └── maze_dataset_train.parquet
└── triangle
├── maze-dataset
│ └── maze_dataset_test.parquet
└── maze-dataset_train
├── maze_dataset_test.parquet
└── maze_dataset_train.parquet
Under each shape subdirectory, maze_dataset represents the test set, with sizes ranging from 3*3 to 16*16, and each size has 50 samples, 700 samples in total; maze_dataset_train is the training set, with a size of 3*3, and 800 samples; maze_dataset_train/maze_dataset_test.parquet is the validation set, also with a size of 3*3, and 8 samples.
Table Structure (Column Descriptions)
| Column Name | Type | Description |
|---|---|---|
id |
string | Unique sample identifier (UUID) |
original_img |
string | Unmarked maze image, Base64 encoded PNG |
m_original_img |
string | Maze image with start/end markers, Base64 encoded PNG; null if the corresponding file does not exist |
instruction |
string | Task instruction text (can be specified via --instruction) |
sol_img |
string | Solution image (blue path), Base64 encoded PNG |
mask_img |
string | Path mask image (Ground Truth path binary image), Base64 encoded PNG |
cell_map |
string | Cell segmentation map (cell map), Base64 encoded PNG |
metadata |
string | Metadata JSON corresponding to the maze, serialized as a single string (see structure below) |
Default Instruction Text
The default instruction used is:
Add the blue solution path for the maze, connect start point (solid red circle)
to end point (red 'X' mark). Ensure all original maze elements
(walls, points, etc.) remain unchanged—only add the path.
Detailed Explanation of metadata Fields
The metadata column stores a single JSON string (parsable as a dictionary via json.loads(row["metadata"])):
| Key | Type | Description |
|---|---|---|
path_coordinates |
array |
Sequence of coordinates of the solution path on the grid; each item is [x, y] or a shape-specific coordinate representation, ordered from start to end |
path_cell_ids |
array |
List of cell IDs on the solution path (corresponds to cell_map pixel values, used for alignment with the segmentation map) |
start_cell |
array | null |
Start cell coordinates, e.g., [x, y]; null if no valid entrance/exit exists |
end_cell |
array | null |
End cell coordinates, e.g., [x, y]; null if no valid entrance/exit exists |
maze_config |
object |
Maze generation configuration, see table below |
image_size |
object |
Rendered image size and drawing parameters, see table below |
difficulty |
object |
Difficulty information based on path turns, see table below |
maze_config Sub-object:
| Key | Type | Description |
|---|---|---|
shape |
string | Shape: square / triangle / hexagon / circle |
width |
number | Grid width (square/triangle/hexagon) |
height |
number | Grid height (square/triangle/hexagon) |
layers |
number | Number of layers (valid only for circle mazes) |
algorithm |
string | Generation algorithm name, such as recursiveBacktrack, kruskal, wilson, etc. |
seed |
number | Random seed |
image_size Sub-object:
| Key | Type | Description |
|---|---|---|
width |
number | Maze image pixel width |
height |
number | Maze image pixel height |
cell_size |
number | Cell drawing size (pixels) |
wall_width |
number | Wall line width (pixels) |
Dataset Class Example
class MazeDataset(Dataset):
"""Dataset class for loading maze data from parquet files."""
def __init__(self, dataset_path: str, split: str = 'train'):
"""
Initialize the maze dataset.
Args:
dataset_path: Path to the directory containing maze dataset files
split: 'train' or 'test'
"""
self.dataset_path = dataset_path
self.split = split
# Load the appropriate parquet file
if split == 'train':
file_path = os.path.join(dataset_path, 'maze_dataset_train.parquet')
else:
file_path = os.path.join(dataset_path, 'maze_dataset_test.parquet')
if not os.path.exists(file_path):
raise FileNotFoundError(f"Dataset file not found: {file_path}")
# Load the parquet file
self.data = pd.read_parquet(file_path)
if 'instruction' in self.data.columns:
self.prompts = self.data['instruction'].tolist()
else:
# If no specific column found, create dummy prompts
self.prompts = [f"Navigate through maze {i}" for i in range(len(self.data))]
# Store metadata for each sample
self.metadata = []
for idx, row in self.data.iterrows():
metadata = {
'index': idx,
'split': split
}
# Add any additional columns as metadata
for col in self.data.columns:
if col not in ['instruction', 'text']:
metadata[col] = row[col]
self.metadata.append(metadata)
@staticmethod
def decode_base64_image(base64_str: str) -> Optional[Image.Image]:
"""
Decode base64 string to PIL Image.
Args:
base64_str: Base64 encoded image string
Returns:
PIL Image object or None if decoding fails
"""
if not base64_str or pd.isna(base64_str):
return None
try:
# Remove data URL prefix if present (e.g., "data:image/png;base64,")
if base64_str.startswith('data:'):
base64_str = base64_str.split(',', 1)[1]
# Decode base64 string
image_data = base64.b64decode(base64_str)
# Convert to PIL Image
image = Image.open(io.BytesIO(image_data))
return image
except Exception as e:
print(f"Error decoding base64 image: {e}")
return None
def __len__(self):
return len(self.prompts)
def __getitem__(self, idx):
metadata = self.metadata[idx].copy()
row = self.data.iloc[idx]
prompt = self.prompts[idx]
sample_id = row.get('id', f"maze_{idx}")
original_img = self.decode_base64_image(row.get('original_img'))
m_original_img = self.decode_base64_image(row.get('m_original_img'))
sol_img = self.decode_base64_image(row.get('sol_img'))
mask_img = self.decode_base64_image(row.get('mask_img'))
cell_map = self.decode_base64_image(row.get('cell_map'))
return {
"id": sample_id,
"prompt": prompt,
"original_img": original_img, # 无标记迷宫
"m_original_img": m_original_img, # 带标记迷宫
"sol_img": sol_img, # 解答图像
"mask_img": mask_img, # 解空间mask
"cell_map": cell_map, # 格子分割图
"metadata": metadata
}
@staticmethod
def collate_fn(examples):
"""Collate function for batching"""
return ...
Feel free to use it!
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Size of downloaded dataset files:
105 MB
Size of the auto-converted Parquet files:
105 MB
Number of rows:
3,141