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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHjElEQVRYhe2Xa2wc1RXHf3dn9uFdr1/ZGOzEkAZwiKAhhYDUJgRIndDSoiQ0oigI8WhVVLUUCaqqFLe0QlWroqptCNDQ0gIJCQbJqgIEKa/mQRPSmJSEPPxYx8+143hnvd6d2dmd1+0Hx+7aOI/2Q/ulRzqaO/eee/7/c+5jzoh169bJsrIyDMNgZGSEVCr18p49ex4/cuRInv+C+MLhMA9+ZRHfWPE5bvlMJYZhfKuiomLuf+Kso6Oj7Pjx47MPHToUupitlHKMgK7rZJMp+oeSNO0+QlNT0zO7d+8+uXHTG4uOnzj17L8Vjc/3VUVRrhZCLLiYrRBi7NnY2ChvnlPFm7sOs2XLlonxaeY0At8BqgDfub488CGwHCAej69RpJUL25mHg+TDebPwpN8p3G5HKu/XBgdOtuupx1ev/vbkpX3kkUfWrFq1StbW1t4LyEWLFm2YAjwIuFNUntPiPrPvb7uecAZbD8pzkuk95g4M9EgppRwYTMjtW17eccG0PN3446VFr89NA3heTRx+X04VT3oT7cHBhHxn00ty4x/Wyd/95IkfXijVAFuAe4tSfVEZ31TTieM4dHV10dLydz766B90dpyy/rJ1W/B89j+41KiLtW1f86ToXdeV6XRadnd3y/3798v169fL+vr6cfue6+bP872x4flpM1AAApcaebG89ftfsPy+R+mMx0kkBhgeThKPx9m5cyctLS3FpuKLty1h194PUKf4aIJP9SGEoKSkhEgkgm3b6LqO4zifIrBz32EiddfR29vH6ZMf09Zzhq1b35lqpgPs2vvBmO8pgwYQngpeU1NDfX095eXljI6O0tvbS39/P5ZlTZqs+AR33nErtueRGBzGzOXo6u3zgCRjR9UBThbPmRrttDfYjKoq7li6hIali2nv6OBPm98im82STCaRUlJXW8u1c2dT4gfpWXR2D3K6L4HtOB5wN7BtOr9TM3AP8HZ1dbVveHh4YlcvW3IL63/0XeY3NIC/BrwhOvfs4Lcbt/Hi6000LL6J7z/0NQJVteRFiIJpMDrUR3u8i9+8stkzzMK7wMrzEVCK2suj0eiX1q5dKyKRCN3d3cyquZz3XvgpVy2/H5ToOcqlVM2pZ/7sChquq2blypXMumkZwRmzCUbKKCmrJBKbRSAYoMyP0HMFVxtJv3gpBK60LGtNrLJSRAIqsy+L8eQ3H+DWe9aAGpk0SQqVkooZeCOD1NywFBGK4PMJhACfACQUUAlIixnhcPDQsRO/vOASxOPx0K4dO0r7TrUM3X/3nb5r59aAtEj191B128PTTnTsAkY6hRcM4TqSQiFHdjSLmc8jPZtUOks+nSTdfsypu+ELmw3tFNfMu3lD/S23H5hEoL29PQbcd3mJslIxBxvC1yw+H9nx+ClYJkJRka6L6zm4tkTP5zEyGcyciRDguhLPHCXddpDL5i1EqEHSA3Fk3t2WK73ijTOp5NcLhcKv1VwuFwN8BTOzLLbg8xcBB03T0PUM1dU1+P0KAoFQJUHVIYcgFAoRCgXx+VSC/iquvKoeNaiS1fPkRJDWD3fd1X+qp6X7TGp/OBzuVw3DaHVdtypidXsxbr3o3a+qfnTdRFE0ysvL8fv9ANiWjd/vR0qJqigUbJtIpJRAIEg+b5IaGaG1vYO/trTyyqubyoBnoOgYftz8vB1b9GXVFQEqyiIoaoBQKITiUwHJ6Ogo4XCETCaDpmkAxGIxgsEgnueRz+cxTRNVVXFdF9M0CQQCeLicHTrLRy0tvPba6xw+3AJwGrgG8CYuorwdPHvy45ZaGaqguqaGWHmU0mg50Wgptu2SyWTxPDkWoaqiKMoEsOu6eJ6Hqqr4fD4cx8GyLDRNQ0tpHD16lManG4sT+RrgQdFN6I/OfGwkfuznhMvrS3yOLxKYQ0XlDISiEFICVFfPRNcNDMPA8zyEEJimCYx9bm3bxnEcXNdFSomu62iaRltbK9u37ywGbwZ+NbGk442b7lrd3Lzx1XjK0H9W2htfUe6lw6G5V+NDwfMcdF0nmdTQtCSu61BaWkYoFEIIQb5QIGdkMc0Clm1hWRZ2wUIbSdHV1c2+vXvGYd4FHmSslJtMAOCeBx46tnnzpqeiqmFVz/vsvT6fgisdMqNpzpwZIJEYoK2tnXA4Ql1dHZWVlQghGBo6w3AyietJ9GwW17FxHAtdN2hray2G2Mu5r+G0BAAWL1jYOnDyUJUfP3q+gJ4eoaenl/7+BIlEgpSmES0rEIlEEEIghKCzs5Oenl48z0PPZsmZJrZtn6uCJtUB/VPxPkXgyuuv5+jWje/3dcUblKxNR1s7n3xygtOn4/T29OETLnVX1BEIqLiuAwgKBYuBRII3m5qmuiuWbmDrRQkAhCprth89fvhsXumqPtE5QHNzMx0dHRPj1141h2hpOdrICKaR48CBAxw4cPB8wBnGNt5zQO5CDCfJ23986XtPPfZo180Lrzf4V+3XBfQBz624Y4m5etXdcvasWVPrw2eBG4u0/kI402YAQEZmrvOXznwxGo3eCFiMVTLeuMYqy97r7ut/rD+RGP8L8oA/M3bEvEuO9P/yv5Z/ApRT3zqBPpFwAAAAAElFTkSuQmCC) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHh0lEQVRYhe2We2wU1xnFfzO7sy971w9YO2wMARMcUgKNExMKLSlJkzhVhCAF0UhRZIlIRVFFoiZV1apUkRpVqEJ9iKg0ASKUhEdIkPMQjZSEUkyp2wYwFPmFsc3aXj/35R3v7uzOzsztHzZmvRhK+0elSj3S1c7Ovd895565372ftHv3buHz+UilUsTjcWKx2N5Tp0691NLSkuG/ANnj8dDwVB3PP1HLQ4vKSKVS3ystLa3+Tya7dOmS63bHCiEmBSSTSSYiMUKjEY6ebOHo0aOvnjx5sv3dg4fqWts6Xvt3BNhstq/c7lhJkiZ/d+zYIVYuLOe9P57lyJEj0/2zxOwAvg+UA/LUuwzwt+bm5nq32213OBxLq0uj/aSVnZLMgmQy9Yqc1dbpntJno8ND7V3J2EtPP/3CzE+7devWzRs3bhSBQGALIOrq6t4sIB4GzIImppoJmOvXrzcbGhpyvU2fvZwbaG0SU7jafsEUIiuEEGJoeFB88d6+L25py093/OzhvL+7ZiGctdXW1opgy59EIbK6Nv08MjIkjh96Q7y7b7d4/dVXfnwrqwGOAFvyrP6XuLap8qGqKj6fDyEEfX1XaWlp4cKFi/R0X9aPvHfMebO5fnQ7qy5sl083zli9rusiHA6L/v5+8eWXX4oDBw6I+vr6a+Ob7q5eKL+957ezOpAFHLe78ny8/8ZOHn9mGz3d3QwNjRCLxQj2BTnz5zOcOHEif+iDd1cvbOnuDWIvmOMo3PAOSZJwu90UFRWRy+VIJpMYhnGDgBOnz1I0fxn9/QP0tl+kZzBCY+OHhcNUoKW7Nzg5d0FnCvAUks+bN4+amhpKSkpIJBL09/cTCoXQdX1GsE2WqH9kLTnLYnA4jK5n6e4NWsA4kyncCVzMjylc7YyTTJZlli9fTmWFn2+sWcO31q4mGOzj4AeNTExMEIlEEEIwPxBgaXUVbgWEpdMTHKZ3YJCcYVjAeuDTG+yaRcB3CjsrKir4Wl0tP3huI/esXgWOO1iTG6OuppK3Gz9n97532PDkozz31DpcZX4ykousliIxOkBX91V+89ZhUlp2260E2PKeHweeJO+z+OeUsf/nP2Txw0+BzTcV4cZTXsnieT4eWT6fh7/5CHPvfRClLICkuPDNqaBo7p04nA58ClI6kzMjsfie23FgBKDUV8yKe5fiVGw0bN7IXStXFeiUsbm8VC1bSWp0ALW4EjWp4Xa7sUwDt9cDQlDkr2L5V1fg9RRXdXb3cuzYMYfX65Xr6+tnHMUSwJUrV+zvvnPAY42Pxp9d/4S8dHEAQwjGYhqBleu4MStNjJxBdHSUgdExJEmmstKPrusYhkkqmSAaV8mOR5noaTUW1H79/US8b67HN//jaEo7vGnTpvFpAV1dXR4hRF11sf2FXHLwGXfN2pu5NUOAbpoYuk4yOQHChuxQMLJZMloGTUuh6yYikyBx5e/4l9xPTtgID3STSiRPmp55O4fj0RUej+cjeyaT8QghZC0zutm74rFZ6SYmJvB6vTOMs2FDsiuUlpRhmgI9p4PNjqIo2GxeZNmOUynnrsU1KC4H0ahKPGNwteOzR4cinR/ven3vrwHsmqZFDMPojWX68d7kaphJDoZhYVkWlnX9/JeQsNlsOF0uZCxkuxPFDpIkk8loqMkJrvb103S+k48++cOq63FT+MeHv8stXLfJbsouMHMoDidutxvTMAAJh8OJqqoYhsHY2Bh+vx+nc/I+EUJMCbKmCw2AbDZLQo0zFg7T0d7O3jf3c+7cOYAIUAlY01mg6cpY69nTAbzzsClOnLLEourFuFwubDYZVU2QSKgIIfB4PNMiJEnCsixM00QIgWmaSJJENptlaGiIrq4uOjs72bVrV76JewEL8tJQ9szZ3t168Re4gzVlgYWyr6yCVCqFt8SHjA1NixEOh1EUBZfLhdPpJJ1OI0kSpmmi6zqpVIpIJILHM3ma9/X1cfnyZY4fP55P3ghMl3rT9/1D6zc1usvvetqh2J+Xwn3JXDKOpmUAiVgsSiwWxzRN2traiEQiqKpKOp1G0zQSqkokMkYkEmZ8PE44EmZkeJjxxDijY2N0dHRcozkINDBZys3cA9fQcfYU0f7uo4H7areUVy7C6XLS093L8PAwyWSKbDaL2+2ipKQU0zRRFAXLsojFo8Ri4+i6jhAmOV0nHA5z5sxfaGo6fW36DcAn+Xw3XL2lJQEmCJYXKU5yAjLjCdLpFJFIlIGBAYxcjpKSEnI5A8MwpgSYhEKDhAZDqOMJTNNEy2a40nXl2qa7KWbNu9ZPD79sFXt/RfkCRoaGaW1t5/z5c7S1tuFy2FhyzxLqVq7G768AIBQKcfHCBQ5fr6pnQxBYBqRv6QCAw1f5+aXWs2NpubeitWeQQ4cOMRganO5PTySYM6eCeCJBUlVpbm6mufmvNyNWmdx4uwrJb4kP9v/+xZ9s33Z15f33pbhe+7UBTcCLG779mPbdLZtFVdWdhfXha8ADea3mVjyzOgAgivy7lWL/Hq/X+wCgA+2AVRW4wwoNjVjlpcWXeoLB7aHQ4IqpEAP4JfAOUzn+f/xP4J/ryNhhAWGzuQAAAABJRU5ErkJggg==) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHn0lEQVRYhe2Wa2xUxxXHf/fu096HzRpsbOwk5OHwCoLEhjRNqBIgSRWhJE1KE0VqK1o1ilpCValRm0JQ21SojaoUSp6kLYIUklBIlab+ACECBIQWahxjDPgBZr1re73Lene99+7ufcz0A8ZZNoagfmi/9C8d7c7MOfM/58w5c0fZsGGDDAaDaJrGyMgIyWTyzX379q1qbW3N81+AWl5ezrceauI7989nwfRJaJr2vcrKyhv/k82OHz/uvVZdKSUAzmw2y2giyfCFFO9+3MrOnTvXplKpzq1v/7lp/vzbH54ze+aaL9qsra0tKKUUQCPQei0OKIpy8Xf16tWy+YYQ7+w9yvbt28fXJ7BZDXwfCAHq2Fx+8uTJrS0tLWtVVcXpdBo3h0Y6HQXvOtWpXNedZK/fHJ3iKnPdfWFosLNXT6169NFnLj/aFStWPP7II4/Iurq65YBsamp6o4R4ELBLRI6JXVFRYd9xxx12c3NzofvAnueN/o79cgw9J4/bqVRc2sKWkWi/3L39zT1XTcvPVq9ZVDR8aQLCCSUUCsnIv3bLy2HLVDo5PhocjMq/b3tDvrP5Nfn6i8/95GqpBtgOLC9K9RfiUlFNBCEE/f1hOjpOcLLzFGe7TxsFU3o2b948of5z1xJ1qZw5sOvy+G1bplIpef78eXno0CG5adMm+eSTT17SP9fQ0DBn429enDADBcB9rZEX473X17H0iafp7ekhGh0gHk/Q09PDvv37OPLJkWLVh4ADQNZZsse7QOkciqJQVlaGz+fDNE2y2SyWZX3OgY8OHMXXMJtwuJ+znW2cOT/EBx/8rVQtA7SM712yqAHlpeS1tbU0NjZSUVFBOp0mHA4TiUQwDOMyY4eq8MC992AKQXQwTk7XORfuF0ACWApYQGexTWm0E95kVaEQ9y66myWLvkxXdzd/3PYeo6OjJBIJpJQ01NUx65brCfq8WKZNX3iA7nNhTMsSwLLiiEtRnIGvATsoqfz77l7Axud/wMwlS8BVC8To/XgPv9vawutb32PZ0q/w9NcfRK2oQRdO0pkMdjbB2Z6zvPyHbULLFT4EHr6SA46i/0uBB4udaphWx4cb13LT0qfAERib9ROaPpOZ9RUsnjedxUsfoHpWM+7KqbjKfAQqJxGaej1uj5ugCyWrF+wLI6lXr+RA8REMAVQG/cydOQO308GPf7iKitl3TWDmonbWAjJDEfy3zEYrSMq8Lsq8bkzTIKfn8U2pZ87c2yhzldV3ne27Ev/FaLu7u51bt/ypXKRiI08tu1+dcVMdSINYXKPmzsWU1CUAlllASyUxHE5Mw2ZgIMLU6hr0XA4tm+bCSIbEQIT8wDlr+m3N27KJTm5ubHpjxp33Hb7Mga6urnIpZdONfuczZjb6RFnjPRN6Kmwb1XHpxGzO9YWpq63Blja2KdELBtK2yOfy5HIahmEjcmlSZz6h5tZ5KE4PyUgXRtZosSpueDmSGJ6rKMpflfb29slSyjnTie0JzF3ivNLtnM/n8Xq9gGBoaIhAoAK324mUEtuWGKaBaZgUDANhW6iqE49LoCounB4nfX1RTFPnxMHdDCT1Xwyn8+vWr1+fd+ZyuYRlWWeT+TCBK5AnR5K4PV5s28YwDAYHYxiGRXV1ddFZKjgcDjweDyouVKcHlxMURaVQyGNLQXdvL0dPhTl48NAs1eWdAbQ5Fy5cCBD+9P1XyKRi2KqXZDyGaQnq66fh9XiRQmAW8lyIx6msrCQQCKBpGoZhoKoqUsrxj5FpGAgh8HgUCnkbLZdlODZMa2sru3a9z96P9gLcBRhQ1AU5wzXc/o/9dYaniuyoTk11FX5fOT6fj2AwQKFgYJom6XQat9uNoigYhoGiKAghsG0bIQSapiGEIJ1Oo+s60YEo7e3tvLDmheKkbmHsRhx3QC2vWnm+s+1XljvQWFnboHrcU3E6nQigUChQKBiUl5cTi8VwOBz4/X50XR+rARvLsrAsC13XMU0Ty7KIx+OcPn2KHTv+Uky+C/j5pcG4AwuWPbZr5+a3OoWVWRC80PV7NWAHJ82ahctTRiaVRtM0Uqk0kUgEr9eNEDU4HA5M0yRvjHVAvoBhGghbkM/liMWH6es7z4n29ks0bwPPAPnPOQDw2Le/e/rU0X2nU+FTi2tmzv2my+VBSoEQNonEMOFwBNO0xlPscrmwLIt0OoWm62iajmEYSGljGgbxeJyurjPFFDuAbPHE5z69kyqnMRruq/MoHrSCQW50lGg0Qmvrp/T09OD3+QiFQliWRTAYRAhBJpMhOjDA8PAwmVQa27bJFfJ0d3Vz7NixUorLMGHfdbRs+5HwB39L1XXEBgbpOHmKo/88QmfnaTwulcZbb6Gp+UtjbajQ399P2/HjbPvsVT0R+oDZgH7VDAC4gzW72zuODutqb3VHb5StW7YyODg4vp4bTVNVVc1IOk02k+Hw4cMcPvzJlYgzXCy8l0rJr4odb7327E9XPn2ued4cjc/efieB/cCzD391Se4byx+X9fXTSt+HvwRuL5LGq/FMmAEA6ZuyweWf8mogELidi5dGJyDq66aKyMCQCFX623v7+lZGItG5YyYW8Gsu9ri45kj/j/81/g2c2g1K+NMiPgAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiklEQVRYhe2Wa2wU1xXHf/PYp43X+AVenqEBSpsSSA1SE6AkgURVSgsJAqSQJoGoKGohSiJVfZDyIaqqNqqgKII0RW2BgOuE0KgSqCTUcQMhRCAnGD/wY43XXnsNXu9zdmd3dmZvPxicZW1c2g+VKvUvXc3Mvefc/zn/+5gj7d27V5SUlJBMJolEIoTD4TcbGhpeaGxsTPNfgOx2u3n6sRq2PrKYpXdNJplMfr+0tHTOfzJZc3Oz805thRAjAWiaRiIUJnAtRF19I3V1dbvq6+tbD791pKa5pe3VfycARVG+cqe2kiSNPHfu3CmWzC7jz3+/QG1t7ej4OD47gR8AZYB8oy8NnAdWA7S1ta20SYYxVdaekiVmJpP6y4qhrzTcpU8OBwdaO7TwC+vWPX/r0m7ZsmX92rVrhdfr3QCImpqa3xUQBwGroIkbLb9P7/64/ueav+WCuIFwT5MViVwTVs4SA8F+8X7tmx9MKMvPdr6yIu/ztXEIb9sCF/4mCqGnU6KlpUVEohERCPSKY3/aLw7s2y32vPLijyeSGqAW2JAn9b/EzU11E4lEAoBUKoWiKPh8Pj799DxdPh/dXR3GiZOnHLeb60d3mnV+a//o+C3ZX79+XfT19QmfzyfOnDkj9uzZI7xe7037DxcvvEeu/f3r4yqQAex3mnk+3n7jl6zetA1fVxf9/QMMDYXo6uri9OnTXLx4Md9UevShlZyqb0AtmKMOxvQhSRIul4uioiKy2SyapmGa5pgATn90gaIZX6XL142/vZn2ngFOnDhZaBYHOFXfMDJ3wWAScBeSV1dXM2/ePDweD7FYjN7eXgKBAIZh3OKsyBKPrX4I16QSQuEovX4/nb7uHBBi5KiaQGu+T2G2495k5WVlPLhiGatWPEBHZyd/OPo2iUSCUCiEEIIZXi9fX7gAl01CT2dwFxVTqdip/7AhB6wBxsgwXgCPj2fw4ANLeP2nP2TBqlVgq+b+hxezfN5k9hw+yb5DdaxeVsNLz2wk7aognQMVEy00QE9fP55iF9FEattEAeQvwQ5gN3lHb1r1VM4f3c30lZsK3LJcvVhP67kPmDp3EcV33cvgUJS0ruN2u8hZOYYDPi6ea+B8k6/r0W9/Z2NlZWXP1q1bw4UBKHnvs4D1pSXF0tJFC5k7ewYvP/cUyx9fD2rRGDfFVYKlRaj+2v2oRZOw22wUuV04HQ6EEOTsLjxOhQpPqbNi2swzTqezZsOGDbljx44FxyjQ2dmpHj70R3cuei3y5JpH5C9/yQvCIBzwU/bNZ8fIZhg6wYFBsmmd4vIyVMWOZRpkjSwpXSepxdCSadA1hn0tZtGM+Re1aL9hd5XXRXXjwObNm0d3r9TR0eEWQtTMKVafDyfjm6rmLrrdcgGQMXQS8QRJXcfKmpRVlKJINjKWhZnJkNbT6HqSXE5CMuJE2z+h/O57SZsSwZ4rJKLps4ajbH8kmZjqcrneU9PptFsIIevpa+urFq6akDyXM7HMHDabnTKHC0kS2O12LEuQEwIUFZvdjqLIqKodu60U78w5KHaVaCzJkJbB316/rHewtTGuZ188ePBgTtV1PWSaZnc43UsxWaQJLkFZVlHVHKpqAyAej5PNWjidTiQkFEXB4XAgY0OxObGpI6us6ynCkQjd/h4+bmzlvb+eKAVyo3sA4NJf9mWd85erZVOqiUcjZE2L2bNn4bDfejVkMhmy2SxCCEzTRJZlZFkmm82i6zputxtZlhFCYBgGCS1OMBik+fJldu/+LR0dHQDdwFwgN3oP6IZ6Pd7b6g3Foiiqg3JPMXoqhSKPyAmg6zqapmFZFpI0krFpmliWRSKRIB6PU1FRMRpQOBwmEAjQ1NTErl278vM4eFOB0QBkd/l2f+vnv5Bc/nnT714gm8UOVFVFVkdOajZrMDQ0RCwWQwiBrutUVlZiGAbJZJJ0Oo3T6WR4eJjOzk6EENhsNtrbr3Ds3XfzyY8Dvx7lvfmydM0Tx11ls9bZbeqz1tXGuNF3GafTgYSMrutEozFCoRBDQ0MMD4ew2+0YhoGu64SGhwmFhohGowxeCxKLxYiEwwxeG+Rqj5/LTU03ad4CnmaklOMWBQCeeOa5K20XGq5Ee9senrJg4fdkWUHTEvT6/YTDYTQtSTwex+FwIsvK6B9RQpA1s/T4/RiGgRAWhpGmvz9IS0tzPsU7gJbfMebXO7l0GoneHq9DcpDMGISHQ7S1XSEYHMQwDIxMBo/Hg2VZeDweZFkmHo8TCPQT6A8Qj8awLItwNMrV7m4uXbpUSHELxi3Jmk8efSlXXPIbymfS1d5Ja2sbbW0ttLd3oEqCufPnUrPkG1RVVQESfX19fP7ZZxz9oqoeD73AAiA1oQIA9pIp7zc1X7iekn1Vzb5+jhw5Qn+gf3Q8lYhRXl5FJBYjpWmcPXuWc+c+uR1xnJGN91oh+YR458D+HT/Zvu3qkkX3JPmi9msB/gHs+O63VukbN6wXXm91YX34KnBfXps3Ec+4CgCIosq9tuLKfZMmTboPMBipZHLTvVNzgYHBXFlpcZOvp2f7wEBw4Q0XE/gVcIgbZ/z/+J/APwEwfeUeRc8LxQAAAABJRU5ErkJggg==) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur168793 2.6666666666667s linear infinite forwards;
}
