id stringclasses 4
values | original_img stringclasses 4
values | m_original_img stringclasses 4
values | instruction stringclasses 1
value | sol_img stringclasses 4
values | mask_img stringclasses 4
values | cell_map stringclasses 2
values | metadata stringclasses 4
values |
|---|---|---|---|---|---|---|---|
add0ae55-4c42-4ac0-95d3-8c60dd1a79bd | 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iVBORw0KGgoAAAANSUhEUgAAAz4AAAM+CAIAAABUqUOPAAAsQklEQVR4nO3de5DddX3/8c/ZWza7yeYeSgMRNAmYYMffBCYR0YqCRC6OUhkKgpai1fgrbZX606pVU61axiqlIGWKo4ZAZcY6VsdYOgQ6EJBQsOWW0ACJGJLFbJr73m+/P1YpmM3Z7ObkfM77nMfjL833XF4TNmef554SAAAAAAAAAAAAAAAAUKOWLFkyzCudccYZuf+zAJRDXe4BwLjNnDkz94SKM3v27NwTAMpBukE80u1QM2bMyD0BoBykG1ANCoVC7gkA5SDdAADCaCh++Gtf+9rrXve68kyJ4uqrr/7FL35xuKO/9Vu/ddttt5VzTyw9PT3PPffc5MmT58+f39Awxo9fLbvwwgt7e3tzr6gejY2Na9euzb2icg0MDGzbtu3AgQMLFixoaWnJPSeGjo6OZ5555jWvec1xxx2Xe0sMbv+P0Ec+8pFnnnmmyAnG+LtbunTpm9/85pJOCq+1tbXI0cmTJ59zzjllG0O1qq+vzz2hqtTV1fmHCYTQ1tZW/ASeMAUACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMLw/a/AK3V1pf7+1NCQin5d78T196fu7lRff6wuH6CqedQNeJmurrRhQzrxxPTAA6mrq/SX39+f2tvTKaekv//7Y3L5ANVOugG/1t2dNmxI73hHOnAgXXRRWr++xHU10m3LlqUXX0x/8RfphhvUG8B4STcgpZRSd3d66KH0jnek3t6UUurrK3G9vbzbRqg3gPGTbsAh3TaihPV2aLeNUG8A4yTdoOaN2m0jSlJv/f1px45Rum2EegMYD+kGta27O913XzrvvFG6bcRR1ttIty1fPnq3jVBvAEdMukENG+m2iy5K/f3FTjbhejuSbhuh3gCOjHSDWtXVdUTdNmIC9Xbk3TZCvQEcAekGNamnJ/30p0fabSNG6u2nPz2iuurrS9u2pTPOONJuG/EXf5H+8R/VG0AR0g1qUlNTev3r0/z54ztXX186//z04IOps7PYyfr70wsvpOXLU0fH+C5/2rT0trelOrdLAIflJhJqUl1dmjEjbdiQFiwY3xn7+tIFFxT7roX+/rRtW1q2bCLdtn59WrAgNTeP74wAtUS6Qa0aqbeHHppIvR3udW8vdduuXeO7zGnT0v336zaAMUk3qGGlrbej7LaFC3UbwJikG9S2UtXbhLutrU23ARw56QY176V6e81rxnfGkXp78MHU25t+8YsJdtv69boN4MhJN+Do6u2CC9I3vpGWL59gty1apNsAjpx0A1JKKdXVpZkzJ/ie0499bOKPt02aNL4zAtQ26Qb82oRf9zZenicFmCjpBrxMGepNtwEcBekGvNIxrbfW1nTvvboNYMKkG3CIY1Rvra3pvvvS4sW6DWDCpBswmpLXm24DKAXpBhxGCetNtwGUiHQDDq8k9abbAEpHugFFTfjTekdMnZoeeCAtWaLbAEpCugFjGRxMBw6kAwcmct7e3tTRkQYGSr0JoEZJN6Co/v7U3p7OPDPt3DmRs498U9YDD/zqW+oBODrSDTi8kW5btiy1t0/8Qka+pX79evUGcPSkG3AYL3Xbiy8e7UWpN4ASkW7AaErYbSPUG0ApSDfgECXvthHqDeCoSTfglY5Rt41QbwBHR7oBL3NMu22EegM4CtIN+LX+/rRjx7HtthHqDWCipBuQUkqpry9t25bOOGPc3TZtWvqXfxn3dy2M1NtPf6reAMZFugEp9fenF15Iy5enjo7xnXHatLR+fVqxIm3YMJF6O//89OCDqbNzfGcEqGHSDWreyPOkb3zjBLtt4cLU1JRmzEgbNoz7W+p91wLAOEk3qG0j3bZ8+USeJ12/Pi1YkCZNSull31I/gXrzujeAIybdoIYdfbc1N//vH6o3gGNPukGt6u9P27al008vTbeNUG8Ax5h0g5o00m3LlqVdu8Z3xmnT0v33j95tI16qt4m959S7FgCKkm5QkwYH04EDqbd3fOca6bZFiw7bbSMmXG8DA2nPnvGdBaDGSDeoSc3N6dRT0wMPpLa2Iz1LW1u6//60cOGv3pdQXF1dmjlzfO85ratLd9yRLrggtbYe6VkAao90g1o1aVJatCitX39E9dbW9qvPASn+eNvLjet1byPddtFFqaXlSC8foCZJN6hhR1hvE+i2EUdYb7oN4IhJN6htY9bbhLttxJj1NtJtF16o2wCOhHSDmlek3o6y20YUqbdCIX3rW+nCC72+DeAISTfgMPVWkm4bMWq9FQrp299Ov/d7ug3gyEk3IKV0SL21tqZ77y1Nt434jXrTbQATIt2AX3up3o4/Pt13X1q8uGTdNuKlelu4ULcBTExD7gFAJZk0KS1cmH7xizQ4eESf3zZeI/X21FOpr0+3AUyAdANeaeSRtoZjduNQV5fq6lJj47G6fICq5glTAIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBgNuQdUmxdeeGHx4sW5V1S0wcHBtra2t7zlLatWrWppack9B2pdT0/PX/3VX61bt66rq2vp0qVf+MIXTjzxxNyjKt2PfvSjG2+88dlnn500aVLuLTEMDAx0dHR0d3fX19cvWbJk7dq1s2fPzj0qKulWYv39/Zs2bcq9IoBHHnnkhhtuuP3229/znvfk3gK1a+3atRdffHFvb+/I/33yySdXr179qU996otf/GLeYRWrq6tr+fLlTzzxRO4hgf3Hf/zHnDlzrr322q9+9au5t4TkCVOy6evru/TSSx999NHcQ6h+w8PDuSdUoqeffvqd73znS902Ynh4+K//+q9vuummXKsqnG4rlb/9279ds2ZN7hWVaMzbK+k2bgcOHMg9oXoMDQ1deeWVuVdUor6+viJHe3p6yrYkiuJ/YwMDA2VbEsh73/vewcHBUQ994hOfKPOYEH70ox/pthK6+uqrc0+oRHv27Cl+gjHSbefOnaUbUyX27t2be0JV+e///u/cEyrR4X6hjtiyZUvZlkTxzDPPFDnqUbdRPf7444c71NnZuWHDhnKOCeHGG2/MPaGqFL/HVbPGzIwx0m3z5s0l21It/KiV1tDQ0P79+3OvqDjFU2PM+2Q1qKOjo8hR6Taq4g9Grlu3rmxLonjuuedyT6g27ogeasznVcZIt4ULF5ZuTJWYMmVK7glVpa6urq2tLfeKilMoFIocnT59ermGhDFr1qzcE6rN1KlTc0+oOCeffHLuCdXGr9RDjfm25THS7bjjjivdmCrhufnSWrBgQe4Jlai+vr7I0Ve/+tVlWxJF8fuZdXVe10sJrFy5MvcEqt+Yd87dnI3bdddd19TUlHtFlSgUCt/61rdyr6hExX/GJk+eXLYlUTQ3Nxc52tDgg5AogYsvvviUU07JvYIqN3PmzOInkG4TsWXLlsbGxtwrwmtoaPjOd75z5pln5h5C9Sv+BDQcuYcffthLiTimxry9ck90IubNm9fX17dy5co77rijq6urvr6+tbXVFwMcoaGhoVmzZp155plf+cpXvGYLiKWtrW3z5s1r1qy55ZZbtmzZ4rn44rq6unbv3p17RbWRbhN3880333zzzblXAFBuV1xxxRVXXJF7RQBr1qzx4Z0l5+4CAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIIyG3ANi27x58z333DNlypTcQ8Lo6el54oknJk+evHjx4ro69xwOa3BwMPcEat0jjzyyZs2a3CsqV3t7+8aNGy+++OKLLroo9xZqi3SboNtuu+2aa67Zt29f7iEAx8Tq1atXr16de0Wl+/a3v10oFC677LLbb7899xZqhYc9JuLLX/7y+973Pt0GwPDw8B133HHWWWflHkKtkG7j1t7e/pnPfCb3Cmra0NBQ7gnBeAKaY+2BBx647777cq+gGnR3dxc/wRjpNub5a9BnP/tZvzjJ67HHHss9oeJs27atyFHpRhm8733vyz2h4vT09OSeEM+uXbuKn2CMdHvuuedKN6ZKPPzww7knUOvG/Iddg7Zv317k6PDwcNmWULPa29tzT6g4Tz75ZPETaLtDdXZ2Fj/BGOnW3NxcujFVYtKkSbknUOsKhULuCRWnocGbrqDiTJ48ufgJGhsby7MkkDE/fmGMw6961atKN6ZK/O7v/m7uCdS6efPm5Z5QcebPn1/kqNgdlb+W0nLH/lCnnnpq8RPU19eXZ0kgra2txU8wRrrJ4UOtWrWqqakp9wpq2mtf+9rcEyrO3Llzixz1mNyozj333NwTqsrMmTNzT6g4ymwC5syZU/wE3mE6bi0tLbfffruPk4VA/IMd1V133TVjxozcK6qHHzNKYsyHh/ycTcR73vOehx9++LWvfa1/qEBou3fvPvvssz1zCoF4EmGCli5dunHjxpRSe3u7N8iMS29vr1eEjGnJkiU+mofyuOeee0b+x8aNG8d8UXmNe/vb3/7ss8/mXkGtk25H6/jjj889gSrkURDKb/HixbknVDqv/6YSeL4PACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEEZD8cPnnXdeXZ28G11fX9/g4ODw8HChUKivr29qasq9qNINDg729/cPDQ0VCoUpU6Zcf/31f/iHf5h7FDWht7e3tbU194pKV19fP3/+/E9/+tOXXXZZ7i3UipNOOqlQKOReUVl6enqKn2CMdBvz/KSUhoeHBwYGBgYGcg8JY3h4+MCBA1dfffUtt9yyYcOG3HOoCV1dXbknBPDUU09dfvnl3/zmN+++++7cW6gJ3d3duSfE4xE1cnr44Yf/9E//NPcK4BXWrVu3cuXK3CuA0Uk3MrvppptyT6hEvb29RY7u27evbEuiePHFF3NPqCq33nrr0NBQ7hUVZ8+ePUWO7t27t1xDqGnSjcwGBwdzT6hExX9rPv/882VbEsXjjz+ee0JVGRgY+Ld/+7fcKyrO/v37ixz1pPyhtm7dmntCFZJu5Pfss8/mnlBxhoeHixw9ePBg2ZZE4bdmyW3cuDH3hIpT/DXN7ogeavv27bknVCHpRn5tbW25J1Sc4m+5mj17dtmWRDFr1qzcE6rNihUrck+oOJMmTSpytLGxsWxLovjABz6Qe0IVkm5QiRoair37+9WvfnXZlkSxfPny3BOqyqxZsxYvXpx7RcUpfg9h+vTp5RoSxumnn15fX597RbWRblCJit99Lx52tckDHiVUKBRWr16de0Ulmjx5cpGjzc3NZVsSyNe//vXcE6qNdAPgfzU3N995553nn39+7iFUiWuuueZzn/tc7hVVZYz77suWLZs5c2Z5poTT09Pz/PPP79u3r62tbf78+S0tLbkXVajt27d79x951dXVnXfeeblXVLqWlpbzzjvvqquu8rAupfX5z3/+M5/5zIc//OG77757cHDwuOOOmzt3bu5RlevBBx8s/glQY/z7vO6669785jeXdBI1Z82aNVdeeWXuFdS0xsbGtWvX5l4BtauhoeHWW2/NvSKG008//dFHHy1yAk+YAgCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMJoyD0gsC1btqxcuXLTpk0zZ85ctGjRpEmTci+qUFu2bMk9ASjm1ltvvemmm/bt2zdv3ryTTjop95zKtWPHjiJHOzo6rrzyyrKNCWfbtm3btm2bMmXKBz7wgWuuuSb3nMCk2wSdcsopmzdvHvnf27Zte+yxx/LuAZiADRs2nHXWWQMDAyP/d+vWrevXr887Ka6DBw+uWbMm94oA/uRP/uSjH/3ov/7rv55zzjm5t4TkCdOJOOGEE17qNoCgnn/++eXLl7/UbVA2g4OD55577pNPPpl7SEjSbdz+6Z/+afv27blXUOX6+/uLHPW79lCDg4NFjvobG9UZZ5yRewI17ayzzso9oRLt37+/+AnGSLd9+/aVbkyV+PjHP557AtWveGps3bq1bEuiKP6SyqGhobItCaSjoyP3BGqaxhjV7t27i59gjHR7+umnSzemSuzatSv3hGoz5j2MGjQ8PFzkqB/CQ7W3txc5WvzvE8il+Ds/alNXV1fxE4yRbscff3zpxlSJ+vr63BOqzYIFC3JPqDiFQqHI0dbW1rItiWLq1Km5JwDj1tDg7ZK/qbGxsfgJxki3E088sXRjqoTfEKVVV+cFl6Mo/tcyf/78si2J4jWveU2Ro37MgCja2tqKn2CMm7Pid/1r08yZM3NPqCof/OAHc0+oRE1NTUWOTp8+vVxDwih+Y+eePRDF7Nmzi5/APVFyet3rXvcP//APuVdUIveaSsvfJxDFmK/Lck+0xAqFgvv3hzM0NDQ0NDQ8PFwoFJqbm7/4xS9+7GMfyz0KGF1dXZ2X9o5qeHh4cHDwpfe+FAqF+vp6dw9GNTQ0VPyDe5gAkVFiJ510ku99AqrA9ddf79uKOEpr1qzx5WAl5wlTAIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOlGmQwMDCxZsqSurq7AEejq6sr9XwwY3dNPP7106dLGxsZCodDY2Pj617/+v/7rv3KPooZIN8qhp6dn8uTJGzduHB4ezr0FYOLWrl172mmn/exnPxsYGEgpDQwMPPbYY0uXLv3e976Xexq1QrqN29DQ0ISP1qyTTz555GYOIK6enp6LL754cHDwN/58aGjo8ssvP3jwYJZVVJn+/v7iJxgj3fy6PdSuXbuKHN2zZ0/ZlkTR09Pz4osv5l5RVXbu3Jl7AtWvr68v94SKs2rVqt7e3lEP9ff3f/KTnyzzHqpSR0dH8ROMkW7PP/986cZUieIvQurp6Snbkii+8Y1v5J5QbXbs2JF7AtVv48aNuSdUnHvvvbfI0fvvv79sS6hiYz58O0a6dXZ2lm5MlSj+lKjXch1q69atuSdUG8/LH6qxsbHI0bo6Lw4ZN0//HWr37t1Fju7du7dcQ8JoaWkpfoKpU6eWZ0kgY97Cj3FztmDBgtKNqRLNzc1FjjY1NZVtSRS/8zu/k3tCtXnTm96Ue0LFWbFiRZGj8+bNK9uSquFf7qEaGhqKHK2vry/bkije+ta3FgqFwx1tbm6ePHlyOfeEMGbvjpFuY56/Bs2ZM6fI0RkzZpRtSRT+ZZbcN7/5zdwTKs4ll1wyZcqUwx398z//83KOqQ5tbW25JxDe9OnTlyxZcrijF154YTnHRDF79uziJ/AkwrgVf16m+FE4eh/96EeLP/Rbm+rq6r773e+Oev/+DW94w4c+9KHyTwJSSmvXrh31JmvOnDm33XZb+fdUvqN91A2oHIVCYdWqVV/72tdyD6lQF1xwwbp16+bOnfvSn9TX11911VUPPvhgxlVQ40488cTNmzefeuqpL/1JoVA466yzfv7zn7sXOjHFnraH8vjLv/zLIk911bihoaFnnnlm9+7dH/zgB88///zccyrd2Wef/ctf/vKZZ575yU9+smDBghUrVniDAmR34oknbtq0aefOnT/+8Y+nTp26YsUKt/lHQ7qR3x//8R+//JESOEoLFy5cuHBh7hXAK8ydO/eqq67KvaIauD8KABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACKMh9wBIb3rTm+rr63OvqFDbt28/ePDg8PBwfX393Llzp02blntRpevp6dm1a1dvb29DQ8PUqVNnzpyZexG14oUXXli8eHHuFRVqYGCgo6Oju7u7UCi0tLTMmTOnrs6DR6PbunVr8RNIN/LbvHlz7gkBDAwM7NixY8eOHbmHhNHX19fV1fXLX/4y9xBqRX9//6ZNm3KvCKCnp2f37t25VwSmeQEAwpBu43bgwIEiRzs7O8u2BIByKn77D+UxRrrt3LmzPDsC2bt3b5Gj+/fvL9eQMNrb23NPAMbtoYceyj2h4hS//YfyGCPdvAjpUH19fUWODgwMlG1JFBs3bsw9ARi3xx57LPeEilP89h/KY4x0W7hwYXl2BNLY2FjkaEODd378pksuuST3BGDcTjvttNwTKs6UKVNyT4Cx0u24444rz45AZsyYUeTo1KlTy7YkivPPP79QKOReAYzPG9/4xtwTKs7VV1+dewJ4m8L4FY8z98lGddlll+WeAHC0rrvuuqamptwrqHXSjXK4/fbb3YMHqsCWLVuKv2wGjjUvzKJM1q9ff++991511VXt7e3Dw8NNTU3Tpk3zadqHs3379uHh4cMdnTx58qxZs8q5J5De3t4DBw709/fX19c3Nze3tbXlXlS5XnjhhdwT4pk3b15fX9/KlSvvuOOOrq6u+vr61tbWlpaW3Lsq3cDAwL59+/r7+wuFQlNT0/Tp072Q5nB27txZ/A0x0o3yOfvss3/+85/nXhFDa2trV1fX4Y6+/e1v/8EPflDGOVQnvzsn7Oabb7755ptzr6A6nX766Y8++miRE3jMAwAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABCGdAMACEO6AQCEId0AAMKQbgAAYUg3AIAwpBsAQBjSDQAgDOkGABBGQ+4B1aazs3PNmjW5V1S0/v7+E0444eyzz25o8OPHMdHe3n733XcvWrRo2bJlubcE9sgjj7g1K6K9vf2JJ55YsmTJvHnzcm8Jw+1/Sfi7K7GdO3deeeWVuVcEUFdXd+655/7whz9samrKvYXqsWHDhksuuWTbtm0j/7epqWnlypXXX3991lFRrV69evXq1blXUIXc/h8lT5iSx9DQ0F133XXyyScPDAzk3kKVuPfee88888yXui2l1NfX93d/93fnnHNOxlXAb3D7f5Sk27j5USuhHTt2/MEf/EHuFVSJd73rXUNDQ4f++bp1677zne+Ufw9QhNv/w+nu7i5+gjHSbczz16COjo7cE6rK97///dwTqAbf//739+/ff7ijX/rSl8o5BjgSbv9HtWvXruInGCPdnnvuudKNqRJytrS6u7t7e3tzr6g4w8PDRY4ODg6WbUkUP/nJT4ocfeGFF8q2BDhCbv9H1dnZWfwEY6Rbc3Nz6cZUCe+LKbn6+vrcEypO8X96c+bMKduSKIrfpxK7UJnc/h+qrm6MNhvj8Kte9arSjakSixcvzj2hqrS1tanhQ5166qlFjr773e8u2xKqWKFQyD2Bmub2f1Stra3FTzBGujU2NpZuTJVYu3Zt7glV5SMf+UjuCZXo61//+uEOzZkz56KLLirnGKrVueeem3sCNc3t/6jGfF7FO0zHbfbs2ddee23uFVVi2bJlX/7yl3OvqETLli37+Mc/fuifNzU13XPPPeXfQ1W66667ZsyYkXsFNcrt/+GM+XF30m0ivvrVr952220+S/BotLW1ffKTn3zooYdyD6lc11133Xe/+93f/u3fHnlWq6Gh4Q1veMOWLVtOO+203NOoHrt37z777LM9c0o5uf0/Sp5jnqArrrjiiiuuSCk9//zzo36UFIczODi4YMGC3CtiuPTSSy+99NKUUk9Pj/cMcYy89Djuxo0bJ0+enHdMLPv27Zs2bVruFZG4/S8J6Xa0vJODMtBtlIH3YEEInjAFAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQhnQDAAhDugEAhCHdAADCkG4AAGFINwCAMKQbAEAY0g0AIAzpBgAQRkPuAUAow8Pp4MFUKKRJk1J9ferpSc3NaWAg9famlNKUKalQyD0RoJpJN+AI9PWl/v60d2/6wQ/Sgw+mRx9N27engwd/dXTq1DR/flq6NJ15Znr3u1NLS5o0KTU2Zl0MUJ2kG1BUV1caHk633JK+8530+OOjn+bAgfTUU+mpp9Lq1enDH05Ll6arr07vf38qFNLkyeWdC1DlvNYNOIz+/nTwYLruujRvXrr22sN226EefTR95CPphBPSddelzs7U338sVwLUFukGjKazM91zT1q0KK1alfbtm8gl7NmTPv/5tGhRuuee1NlZ6n0ANUq6AYfo6kof+lBasSK1tx/tRe3YkVasSB/+8P++MA6AoyDdgJcZHk7796fzzku3317Ki12zJr3jHWn//jQ8XMqLBag90g14mc7O9KY3pfXrS3/J69ent7wldXWV/pIBaol0A36tqyv9/u+P4+0I4/Wf/5ne+171BnA0pBuQUkqpqyt9/evpxz8+ttfyL/+SvvEN71oAmDDpBqSUUtqzJ33hC+W4os9+Nh04UI4rAqhG0g1IqbMzvf/9v/oyq2Otuzt94APecAowMdINSOm559K6deW7uh//OG3bVr6rA6gi0g1q3oED6XOfK/eVrlqV9u8v95UCxCfdoOb196cf/rDcV/rP/1zuawSoCtINatvgYPre99LQULmvd2Ag/fM/Z7hegOCkG9S2gwfTd7+b56rvuMNbTQHGS7pBbWtpSRs25LnqBx5ILS15rhogLOkGtW3Hjmxfb9DdnXbsyHPVAGFJN6htmzblvPZj96VbAFVKukFte/HF2r12gICkG9S2//mfnNf+4otpeDjnAIBopBsAQBjSDWrbtGk5r3369FQo5BwAEI10g9p24ok5r33+/JzXDhCQdIPatnBhzms/5ZSc1w4QkHSD2nbCCWnSpDxX3dCQTjopz1UDhCXdoLZ1d6fTT89z1f/n/6S+vjxXDRCWdIPa1tKS3vWuPFf9zndme8APICzpBrWtsTG9//153uZ51VXSDWC8pBvUvObmdOGF5b7St70t8+eSAMQk3aDmTZ2avvKVcj/w9qUvpdbWsl4jQFWQbkBK8+enyy8v39W9851pyRIfxgswAdINSGnKlHTjjWnWrHJcV1tbuvVWD7kBTIx0A1JKKbW0pO99rxyPhK1Zk6ZOPebXAlClpBuQUkqpqSmdcUb6m785ttfy6U+nt741NTcf22sBqF7SDfi11tb0f/9vuvbaY3X5V1+dPvUpT5UCHA3pBrxMS0tatSp99rOlv+Q/+7N0ww2ppaX0lwxQS6Qb8Eqtren//b+0enXJntZsako335y++EXdBnD0pBtwiNbW9Hu/lx5/PL3+9Ud7UUuWpJ/9LL3vfZ4nBSgJ6QaMpqUlLViQHnww3XJLOv74iVzC3LnphhvSww+n177W420ApSLdgMMoFNLkyen970/PPZdWr05nnXVEHx1SKKQ3vjF961vp5z9PH/xgamlJdW5nAEqmIfcAoLKNfEP85Zend70rDQ2l++9Pd9+dNm9OW7emrq504ECaOjW1tKSTT06LFqW3vS29+c2pri61tKT6+tzTAaqQdAOOQH39rz5H98IL0znnpN7eVFeXCoXU2Jj6+9PwcBoaSpMm+cA2gGNNugHj1Nz8ikQbeVgOgLLwGhQAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIQ7oBAIQh3QAAwpBuAABhSDcAgDCkGwBAGNINACAM6QYAEIZ0AwAIo6H44T/6oz+aMmVKeabEMjw8vGfPnr1793Z3dzc3N0+fPn3mzJmFQiH3rorW3d29a9euzs7Ourq61tbWOXPmNDU15R4Vw8DAwGmnnXbFFVesWLEi95aQ+vr6Tj/99NwrKlR/f39HR8fBgweHhoZaWlpmz57d0tKSe1RFc/s/AW7/j9ymTZtyTwBK59JLL+3r6xvmEO9973tz/8cBKAdPmEIkd9555yc+8YncKwDIRrpBMDfeeGN7e3vuFRWnt7c39wSAcpBuEEx/f/+///u/515RcTo6OnJPACgH6Qbx3HnnnbknVJynn3469wQAAAAAAAAAAAAAAACAQP4/4Rf+raGG/l0AAAAASUVORK5CYII= | 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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iVBORw0KGgoAAAANSUhEUgAAAz4AAAM+CAIAAABUqUOPAAAkXklEQVR4nO3de5DddWH//+xm77mtuQGhSYyYQJDUtqGGQUHKxcq00g7FWEYu01RmilP8o3ZGpLSSimA7bYeqbQdqNUIi43RqBWumUAm1NQUpGAggJSFCQkPIhWTZXNhsTna/f/AbfzVLziFhPe/zOvt4/CX7/jjzms3Zs89z2d1x4wAAAAAAAAAAAAAAAEZFS+kBADSitWvXnn322aVXNJb58+c/99xzRzudPXv2li1b6rmn8a1fv/7d73536RXNprX0AAAaTkdHx6JFi0qvaDjt7e1VTtva2uq2JMWCBQsmTpxYekWzkW4AHOnyyy+fNGlS6RXE6+rquuqqq0qvaDbSDYCfMn/+/L/8y78svYImccstt5xxxhmlVzQV6QbA/6ejo+Pqq69+6KGHpk2bVnoLTWLKlCnf//73r7nmmq6urtJbmkSNH1P4q7/6K293qGLnzp0bN2485ZRTTjjhhNJbMgwMDGzatKm7u3vOnDneF/JmDA8P/+///u9LL7102mmnTZkypfScxnXrrbeuWbPmaKft7e2rV6+u555EPT09ixYt8jppFaeffvozzzxztNN58+b9+Mc/rueeLPv373/66af7+/tLD2l0H//4xzdu3FjlghrfOxcvXnzuueeO6iSA0bdixYoqp62trRdeeGG9tgBvYMKECe95z3tKrwgwefLk6hd4wRQAIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiNFWekCwb3/721/60pc2bdo0b968a6+99tJLLy29qNE9/vjjv/3bv71ly5bh4eEJEyZMnz69tdWDhxr27NnT399fqVQ6OzunTZvW3d1delGD2rp1a+kJqfr6+n7t137tiSeeqFQqXV1dM2bMaG9vLz2qQW3atKn0hFTbtm374z/+4//+7//u6Og477zzli9f3tPTU3pUk/re9743zAj79+9ftGjREZ+rU0899dVXXy09rXF94AMfKHIbhnHjxnV2dpb+CmhQy5cvL/2P0zzmzZtX+t+zQd1yyy1HPFDv6Oj4x3/8x9K7GtTixYur39I853E8zjrrrCeffPKIDz777LNnnnlmkT2N7/d+7/fuv//+0isYu4aHh0tPaESrV6/+zGc+U3oFTe6uu+664YYbhoaG/u8HBwcHP/KRjzz22GOlVjWymvdX0u2Yffvb3x7Zba/buHHjypUr67wnwh133FF6AmNapVIpPaERffjDHy49oans27ev9IRGdN11173hx4eGhq688so6j4mwZ8+e6hfUSLcdO3aM3pgm8aUvfanK6e233163JSnuu+8+z3lQ1hGP+HndgQMHSk9oKnv37i09oeFs2LDh1VdfPdrps88+W88xKfr6+qpfUCPdNmzYMGpbmsVzzz1X5fT555+v25IUd999d+kJAD9zntwdac2aNVVOh4aGdu7cWbcxKQYGBqpfUCPd5s+fP3pjmkRnZ2eV046OjrotSfGud72r9ATGOj/LTB34AfCRJk6cWP0Cr8mMVD0zxtVMtxNOOGH0xjBGnXTSSaUnMNbNnj279ASa39KlS0tPoBn09vZWv8AjUaD5rV27tvQEmlxbW9uXv/zl0itoBlOnTq1+gXQDmllLS8vXv/71k08+ufQQmllbW5t33DNaWlpaql/grylQ3qxZs7wV6Wj6+/sHBgYOHz7c3t4+adKkmu+BYHBw8PW/P9HR0fGe97zn3/7t39ra3NEdj97e3ppvVBqzDhw4sH///sOHD3d3d//Wb/3WV7/61dKLGEPco1HeunXrZs6cWXoF8FP+9E//9Gi/kQsoyFMdAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAECMttIDgBpWrlz5wAMP/OIv/uLUqVNLb8nQ19f3wx/+cO7cuaecckrpLcEeffTRlStXll7RuLZt2/ajH/3o0ksv/dCHPlR6C2OLdIPGddZZZ/3gBz94/X+vWLGi6BbGnDvvvPPOO+8svaLRrVixoqWl5fLLL1+1alXpLYwVXjCFBnXSSSf9pNuAhjU8PPz1r3/9fe97X+khjBXS7ZhVKpXjPoU36dOf/vTLL79cegXwZq1du/Y//uM/Sq+gGbz22mvVL6iRbjX//2PQzp07q5zu3r27bktoYn/9139degJwbK666qrSExrOwMBA6Ql5du3aVf2CGum2adOm0RvTJKrn7ODgYN2WpDh06FD1C4aGhuqzJIj7O4izbdu20hMazlNPPVX9Avd1I+3fv7/6BTXSraura/TGNImWlpbjPh2b5syZU/2C6dOn12cJAPXU3d1d/YL29vb6LAnS2lqjzWocz507d/TGNIkJEyZUOe3s7KzbkhTnnHNOlRvi5MmT29r8pPORPAaAOO7/RzrttNOqXzB+/Pj6LAlSPTPG1Uw3OTxS9aeI/OatkTo6Oi666KKjnX784x+v55gUHR0dpScAx8b9/0jK7DjMmDGj+gV+wvSYVX8ms+bznGPTvffeO2vWrJEfX7Jkya233lr/PY3PDQni+LJlVNR86O52Rj10dHRs3rz5ox/96E/e9zB58uTrr7/+4YcfLjsMALJ4jxF10tbW9vof1Tl48KB3hLxFF1100e233156RUPbu3fvpEmTSq8I09fX19vbW3pFQ/vABz7w3HPPlV7BWCfdqDfd9tb19PTMmzev9AoYc7z/m0bgBVMAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIEZb6QHN5oUXXpgwYULpFQ3q0KFDhw4d+sl/dnR0tLW5Bb6xAwcOVDn9l3/5Fzezozl06FClUhkeHm5tbZ0+ffp99933C7/wC6VHNbTHH3/8E5/4xFNPPVWpVObMmfNHf/RHl19+eelRkdz/j1SpVEpPGHu+973vDfPTFi5cWPqfBTgGn/jEJ0rfbTSum266qaWl5YjP2AUXXFB6V4Ny/z/qtm/fXvpfteEsXry4+ifNC6ZAk/vCF77wX//1X6VXNKLVq1ffdNNNw8PDR3z8gQceuPbaa4tMAoaGhqpfUCPdRn5Js2fPntITgGNzySWXlJ7QiH7/93//aEdf/vKXa37/GIO2bt1aegLNb9euXdUvqJFuL7744uiNaRL9/f2lJwDHZvfu3aUnNKLNmzcf7ahSqdx///31HBNh3759pSfQ/GpmRo108whjJG+6hDheQHhD1Z9X++EPf1i3JSnckEbd//3ZNV43ODhY/YIa6XbaaaeN3pgmMW3atNITgGMz8p341DRp0qTSExrO+PHjS09oNieffHLpCQ2nu7u7+gU10u1tb3vb6I1pEjfffHPpCcCxaW31I1mMghkzZpSe0FQ8PHhDNZ8hcnd2zJYtWzZz5szSK4Bj4DcIMip6e3tLT2gqa9asKT2hEU2ePLn6BdLteGzfvn327NmlVwBApNbW1n/+538+88wzSw+J5JHocdqyZcujjz563XXXbdq0aeLEiXPmzOnp6Sk9qkFt3bp1/fr1VS44//zzOzs767Yny8svv7xx48ZDhw5NmjRp0aJFXV1dpRc1qCeeeOKll14qvYIxrbu7+7zzziu9okENDw9v3bp1165dkyZNWrp06Wc/+9nSi4JJt+N35plnPvTQQ6VXBFi5cuWVV15Z5YK7777ba9C8RVdcccWqVatKr2BMO/HEE1evXl16Bc3PC6YAADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQIy26sef+9zn/v7v/74+U+IMDg5u3Lhxx44dp5122t/+7d8uWLCg9CKa0KZNm/7hH/5hw4YN73//+6+55pqurq7SiwCOxze/+c3vfOc7g4ODpYc0uhdeeKH6BTXS7f777x+1Lc1r69atp5566ty5c2t+uuHNGxwcPP/889euXfv6f/7TP/3TH/zBH9x8882f+tSnyg4DOCYPPvjgb/7mb/b395ce0iRqpBtv3ubNm2fOnLljx47SQ2gS73rXu5577rn/+5FKpXL99dcfPnz4hhtuKLUK4Jj84Ac/uPDCC4eGhkoPaR7e6zaadu7c+cUvfrH0CprBn//5nx/RbT/xmc98Zt++fXXeA4wbN25gYOC4T8esD3/4w7ptdEm3UfbZz3629ISG09fXV3pCnjvuuONoR5VK5W/+5m/qOYaxyWsII+3atavK6auvvlq3JSm2bdv24osvll7RbKTbKJMpI61bt676Be7vRtq2bVuV0//8z/+s25IUe/furXI6PDxctyVNY/369aUnNJyDBw9WOfUG/JEeeOCB0hOakHQbZS0tLaUnNJw5c+ZUv2DKlCn1WdI02tq8S/VICxcurHLa3d1dtyVNY9asWaUnNJzqX3qtrb6lHmn+/PmlJzQht7NRNmHChNITGs4pp5xSegLNb9myZVVOf+mXfqluS5pG9RoemyZNmlTl1P3/SEuWLOno6Ci9otlIt1HW29tbegKMRQsWLPjlX/7lNzxqbW31+ymPg9cQRpo6dWqVU/f/b+jaa68tPaHZSDegSfz7v//77Nmzj/hga2vrV77yFU/9Qim33XbbBRdcUHpFU6nxjpm2tjYPvI5QqVS85RkaUE9Pz5YtW2688cY777xzx44dXV1dixcvvuOOO3QblPXd7373a1/72i233PLiiy9WKpXScxpdzcyokW4PPPDAueeeO6qT4p1++unPPPNM6RXAG7v55ptvvvnm0iuAn3L11VdfffXVpVdkOPPMMx977LEqF3jBFAAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGK0lR4AHLN77rmnpaWl9Argpzz//PO+MGtqaWmZOnXqJz/5yU9/+tOlt6TyrBsAUCfDw8OvvPLKDTfccP7555fekkq6HbOhoaHjPoU3yQ0JGpAvzFH04IMPLl++vPSKRnTo0KHqF9RIt0qlMnpjmsSuXbuqnO7Zs6duS1K4szsOg4ODpScw1u3bt6/0hIZT/f6fY3XbbbeVntCIdu7cWf2CGum2efPm0RvTJA4cOFDldGBgoG5LUjz77LPVLxgeHq7PkiA+JxT33e9+t/SEhlP9/p9j1dfX57H9SDUfNdVIt/3794/emCZR/XbmO+5I/f391S/Qu9CA9u7dW3pCw3EPP+oOHjxYekLDqZmzNdLtne985+iNaRJdXV1VTjs6Ouq2JMXP//zPV7+gu7u7PkuCuCFRnHeRj3TyySeXntBUurq63P+P1NPTU/2CGulW8/8/Bs2YMaPK6dve9ra6LUnhK/M4XHPNNaUnMNbJlJFWrVpVekJT+fVf//XSExrR9OnTq1/gJ0yPWXt7+3Gfwpv0xS9+0cMAaDRLlix573vfW3pFk5gxY8Zdd91VekUjeqvPugGl7N69+/TTTy+9Avgp3//+95cuXVp6RbaWlpb3ve99L7zwQvU3IHE0/poCNK6nn366Uql8/vOff/jhhxcuXFj9xXp+4pVXXlm/fv2sWbMWLFjgt9tX8alPfar0hEjf+MY3vvGNb3zlK1/55je/OXfu3Llz55ZeFKNSqSxYsOCDH/zgxIkTS28JJt2gobW1td14442lV9CcpNtbsWzZsmXLlpVewVjkBVMAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIIZ0AwCIId0AAGJINwCAGNINACCGdAMAiCHdAABiSDcAgBjSDQAghnQDAIgh3QAAYkg3AIAY0g0AIEZb6QEw7pxzzhk/fnzpFQ1qz549/f39lUqls7Nz2rRp3d3dpRc1uoGBgV27dh08eLCrq+tXfuVXvvWtb5VelOpzn/vc3/3d35Ve0aB27NjR19c3NDTU2tra29s7c+bM0osyHD58ePLkyeedd97y5ct7enpKz0kl3Shvw4YNpScEGBwc3Lt3b+kVSQYHB++5557W1tZ77rnnQx/6UOk5ebZv3759+/bSKxrd4cOHX3nllVdeeaX0kCSPPvroF77whVWrVl122WWlt0TyginQzIaHhy+55JJdu3aVHgL8/wYHBz/ykY889thjpYc0ouHh4eoXSDeg+S1ZsqT0BOCnDA0NXXnllaVXNKI9e/ZUv6BGuu3YsWP0xjBGrV+/vvQExroXXnih9ATgSM8++2zpCY2or6+v+gU10s2bkEY6ePBgldPBwcG6LUnx8MMPl57AWDc0NFR6AnCkoaGh/v7+0isazsDAQPULaqTb/PnzR29Mk3jHO95R5XTu3Ll1W5LCa1UAjNTa2jp58uTSKxpOZ2dn9QtqpNsJJ5wwemOaxLXXXlvl9GMf+1jdlqR497vfXXoCY11rq/f1vgG/a4ay3vnOd5ae0Ih6e3urX+Du7Jhdeumlp5566hsevf3tb/+d3/mdOu8Bampr84uQ3sCKFStKT2Dsamlp+epXv1p6RSOaOnVq9Quk2/F45JFHRr6U/Pa3v93POUNjamlpKT2hES1duvSTn/xk6RWMRW1tbV/72tfOPvvs0kMaUc37K49Ej8fkyZM3bNiwcuXK22+/fcuWLT/3cz/3u7/7u8uWLSu9K9WsWbO8nnU0/f39AwMDhw8fbm9vnzRpUs33QIxZu3fvPnDgQOkVef7iL/7iD//wD3/1V391w4YNlUqlvb19ypQpnqQ8mpdffrlSqRzttK2t7cQTT6znnjhDQ0PTpk07++yzP//5z9d8WZCj8fV5/K644oorrrii9IpmsG7dOn9GhrfoiiuuWLVqVekVkU488cQnnnii9IoMp59++jPPPHO009mzZ//4xz+u5x7GJk91AADEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDEkG4AADGkGwBADOkGABBDugEAxJBuAAAxpBsAQAzpBgAQQ7oBAMSQbgAAMaQbAEAM6QYAEEO6AQDE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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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 | 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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| {"path_coordinates": [[3, 6], [4, 6], [5, 6], [6, 6], [6, 5], [6, 4], [6, 3], [6, 2], [5, 2], [5, 1], [6, 1], [6, 0], [5, 0], [4, 0], [3, 0]], "path_cell_ids": [46, 47, 48, 49, 42, 35, 28, 21, 20, 13, 14, 7, 6, 5, 4], "start_cell": [3, 6], "end_cell": [3, 0], "maze_config": {"shape": "square", "width": 7, "height": 7, "layers": 10, "algorithm": "recursiveBacktrack", "seed": 405201494}, "image_size": {"width": 728, "height": 728, "cell_size": 102.4, "wall_width": 10.24}, "difficulty": {"difficulty": 0.9138959675750149, "H_turn": 1.419556298571613, "H_turn_norm": 0.8956403056385981, "H_rate": 1.1258145836939115, "H_rate_norm": 0.9412794604796401, "turns": ["STRAIGHT", "STRAIGHT", "LEFT_90", "STRAIGHT", "STRAIGHT", "STRAIGHT", "LEFT_90", "RIGHT_90", "RIGHT_90", "LEFT_90", "LEFT_90", "STRAIGHT", "STRAIGHT"], "turnCounts": {"STRAIGHT": 7, "LEFT_90": 4, "RIGHT_90": 2}, "steps": 14, "baseAngleUsed": 90}} |
879e1114-f3f5-4b56-bd9c-ebc2d4a0d948 | "iVBORw0KGgoAAAANSUhEUgAAAtgAAALYCAIAAADJsRJSAAAbiUlEQVR4nO3cW4ycBeH+cWa7u9122W67UNpSCt0eKBIhUQ5rlPR(...TRUNCATED) | "iVBORw0KGgoAAAANSUhEUgAAAtgAAALYCAIAAADJsRJSAAAkQElEQVR4nO3de5DV9X3/8c9ZdpeFZXfZVUSCqFwWCImZpkqWaMq(...TRUNCATED) | "Add the blue solution path for the maze, connect start point (solid red circle) to end point (red '(...TRUNCATED) | "iVBORw0KGgoAAAANSUhEUgAAAtgAAALYCAIAAADJsRJSAAArTklEQVR4nO3df5TcdX3v8c/+3s1md5MlIYQQID82SSNwtICJqLR(...TRUNCATED) | "iVBORw0KGgoAAAANSUhEUgAAAtgAAALYCAIAAADJsRJSAAAMZElEQVR4nO3ZwQ0CQQwEQYzIP2WTAXyQ+parimBeq9Z6HsDl7W4(...TRUNCATED) | "iVBORw0KGgoAAAANSUhEUgAAAtgAAALYCAIAAADJsRJSAAAMpklEQVR4nO3YwWkAMRAEQcsILv+MncN8GuGqCJZ5NXvODwu7bey(...TRUNCATED) | "{\"path_coordinates\": [[3, 6], [2, 6], [1, 6], [1, 5], [2, 5], [2, 4], [1, 4], [1, 3], [2, 3], [2,(...TRUNCATED) |
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