@keyframes rwdcur80812 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHxUlEQVRYhcWXT4hb1R7HP/femZuZmxkzCRM7CXWj0yFjLdQ/SLFPK+iDLkQqjGtXim//pM+tj7coVFwqyIMWFCwVOkihQldqa3WTUtQS/4CLpDOTZPLnJs39e849b9GeQ6aKr8/NOxBCkpNzPuf3+/6+v3Mt7nOcPn26Nh6PX07T9Nk0TWtKqaoQYk4pFWVZtqWUaqRp+lUURZ+dPXu2cb/rWv9twieffHLCsqyTvV7vSKvVYjKZIKVECIFSyszLsgylFEoppJTfCCFOffTRR5t/GuDKlStrCwsLHwZB8Nznn3/OYDAgSRKEEKRpSpZldxaw7iyhYZRSWJalQb6Mouj1zc3Nn/4ngK+//nrj8OHDZ8+dO+fV63WiKCJNU/r9Pt1ud897qVSiXC5TKpUoFArk83ls2zYQSqlASvnahQsXPr0vgEuXLr159OjR9999913a7TZBENDpdGg0GlQqFVZWVsjn88zOzuI4DlJKgiDA933a7TY7Ozusra1RLBanIUiS5G+XLl364A8BPv74440nnnji/JkzZ+j3+4xGI3744QeWlpao1Wq4rosQAiEEWZaZDbIsI8syA/Prr78ymUxYXV0ll8uZ34QQr16+fPnT3wV477331h555JHr3377rdfpdBgOh1y9epWjR4+ysrJiNk7TdI8A9Qk1hP68u7tLo9Hg4MGDBkIIEcRx/PiVK1eMJmamYP5948YNr9frMRqNuHr1Ki+88ALFYpE4jkmShDiO2d3dpd1u0+122draolqt7tGAjkqhUGB9fZ3vvvuOQ4cOMTMzA+DZtv0hcGxPBN55550TjuNc2NnZwfd96vU66+vrVCoVoigijmN6vR71ep2HH36YBx98ENd1sW0bKSXj8ZhOp0Oz2aRWq/HAAw+YiAwGA7a2tjhw4ABKKR3BV65du7ZpIpBl2cnRaEQURXQ6HZaWllhZWSGOY+I4ptlscuvWLZ5//nksyyIMQ4IgQCmFbdvkcjkeeughlpeXuXnzJpVKhWKxiFKKxcVFXNdlMBhQKBRQSiGEOAlsAthvv/12LY7jI7rUGo0GtVoNIQRJktDr9bh16xZPP/00WZbR6/Xo9Xr4vs9kMiEIAoIgIIoiHMdhfX2dZrOJ7/tGfOVymWaziZRS6+TIY489VgOwgZeTJDF1XqlUjNrjOKZer/PUU08hhKDX6zEYDIjj+E7+7pqQlNK8AFZXV/nxxx9J0xQpJY7jMD8/z3g8NoJVSr0EYEspn9UA3W7XKD5NU3Z3d1ldXcWyLHzfZzweY9s2+XyehYUFPM/DdV1mZmawLMvk3XEcSqUSw+HQ2HY+n2c0Gpk5WZYd0wA1XWL9fh/P80zJ/b3b5q+VZcIwNCHO5/MsLi4yNzeH4zjYtr3H+fQGnuftAXAch9u3b5u0SClrGqCqc9PtdnFd19TzX3aGjN2cCW0ul2N+fh7HcX5T//o/d+sdy7IYDAYm71mW0W63p01rBWBGSjmnTaXf72Pbtmk0ue0hXXXndDrM+ne9kXbFaSCdQi3E6eal50opPYAZpVRkWZZn2zalUgkppRFXXFmirCQj22Z2dnZaQCa0+oR6cS3eJEkoFAoGUAhxr2ADAFsptaUjsG/fPsIwNJtcW1nCm4zMybX1Tod9OvRSSqIoIooifN/H8zxj3UEQUC6XDbgQYgfAFkI09AJLS0v4vm9O9a9iiYutjvH9aQj93bT44jgmDENu375Nt9sll8shhCAMQyaTCbOzs6Rpyt2qa2iAr6SUxr+3t7dNaAuFJZrNJpPJxKRl+tTTMEmSMJlMGI/HtFot07K1lfu+j+u6BiAIgi80wGcaYGFhgU6nQxiG5mbz6KOPcvPmTZIkMZHRedSL6Y1HoxHNZhOAcrlMmqZEUUS73TYdL45j7Z4XAZwbN27sHjx48LhSar9Sirm5Oba3tykWi0gpcV0Xy7L4+eefWVxc1F5OkiQkSUIYhoRhyGg0otVqAbB//34cxyEMQ+MF1WoVQM/9BjhlmpFS6lSWZReUUpRKJVqtFr1ez3S1UqmE4zh8//33lEolPM/DsiyjeN/36Xa75PN5yuUylmURBAHD4ZB/xhb780X+YduEUaTt+NSedgywsbHxRZZlzymlCMOQ69evs76+ztzcnMm5EILBYMBwOGQwGOD7PoVCAc/zyOVyRmT65Kdiizdweau6wHkhGA6HJEny5W/uAwAnTpxYU0pdV0p5AEEQUK/XOXDgAIuLi3scTWtAm4w2Hl2CdzaHN8hxqrrAB1IyHA6J4zgAHgd++g0AwPHjxzds2z6vP0dRxC+//ILruiwvL5tLqDYX3e2EEEbtWnCb+SKXC/N8KiW+7+OoiEnMq8Dv3wn1ePHFF9+0LOt9XeNZltHv92k2m8zPz5PP5w3I9EV0Mpng+z4A1WoV17YJkgTf95mzY14JZ946gzh9736/+1xw7NixDeCsZVnedP3rUhuPx3tKq1wuMzs7i+u6AMYRfd8nSZIAeO3ek/8hAMAzzzyzlmXZh5ZlPafdToNMv6Y9IU1T4jgmiiJGoxFCiC+B15nK+X0D6PHkk0+ekFKeBI5Md7zpnqANSZtSEATf3C21P/9seO9YW1urWZb1UpZlx4QQNaXUSpZlnhAikFLuRFHUiOP4iyiKLgL3/XT8fx//ATiafRClZzTJAAAAAElFTkSuQmCC) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHuUlEQVRYhcWXXYgcVRqGn6qa6Z6pnkn3NNPrzGxENk6GHqOgUSRrMBGEJRciWRivvRLW270J3nqzBCJe7oK7YBYFRSFBhAheqYl/F53NqkOrAYWev+6emu7qnq7f87MX5hx6EnGz3uyBoqmq0+e83/u93/udcrjLceHChfpwOHw2z/Mn8zyva62XhBBTWutEKbWltW7mef5JkiTvXbx4sXm36zr/bcJbb7111nGcc0EQnNjY2GA0GiGlRAiB1trOU0qhtUZrjZTycyHE+TfeeOPyrwZw9erVlZmZmdeiKDr1wQcf0Ov1yLIMIQR5nqOU+mkB56clDBitNY7jGCAfJ0nywuXLl7/7nwB8+umnaw8//PDFt99+2280GiRJQp7n7O3t0e12D/xWq1VqtRrVapVyuUypVMJ1XQtCax1JKZ+/dOnSu3cF4MqVK386efLkX1955RXa7TZRFNHpdGg2mywuLrKwsECpVGJychLP85BSEkURYRjSbrfZ2dlhZWWFubm5cRBkWfbilStX/vaLAN58882148ePv/P666+zt7fHYDDgm2++oVKpUK/XKRQKCCEQQqCUshsopVBKWTA//PADo9GI5eVlisWifSeEeO7DDz9892cBvPrqqyv333//9S+++MLvdDr0+32uXbvGyZMnWVhYsBvneX5AgCZCA8Lc7+7u0mw2OXbsmAUhhIjSNH3k6tWrVhMTY2D+cePGDT8IAgaDAdeuXePpp59mbm6ONE3Jsow0Tdnd3eXPu21ObfcpbvdJFyt8uVDhL3NVpg+VLSvlcpnV1VW++uorHnroISYmJgB813VfA04fYODll18+63nepZ2dHcIwpNFosLq6yuLiIkmSkKYpQRDQaDQ4cuQIf/jtb9ifKNDRLjUks6Mh7212aLVa1Ot1Dh06ZBnp9XpsbW1x9OhRtNaGwT9+9tlnly0DSqlzg8GAJEnodDpUKhUWFhZI05Q0TWm1WmxubvLUU0/hOA7/imNEHKG1pue6uG6Re++9l/n5edbX11lcXGRubg6tNbOzsxQKBXq9HuVyGa01QohzwGUA96WXXqqnaXrClFqz2aReryOEIMsygiBgc3OTxx9/HKUUQRAQBAFhGDIajYiiiCiKSJIEz/NYXV2l1WoRhqEVX61Wo9VqIaU0Ojnx4IMP1gFc4Nksy2ydLy4uWrWnaUqj0eCxxx5DCEEQBPR6PdI0/Sl/t0xISmkvgOXlZb799lvyPEdKied5TE9PMxwOrWC11s8AuFLKJw2AbrdrFZ/nObu7uywvL+M4DmEYMhwOcV2XUqnEzMwMvu9TKBSYmJjAcRybd8/zqFar9Pt9a9ulUonBYGDnKKVOGwB1U2J7e3v4vm9Lrt1uMz8/TxzHluJSqcTs7CxTU1N4nofrugecz2zg+/4BAJ7nsb+/b9MipawbAEsmN91ul0KhYOu52+1SLBYttcVikenpaTzPu6P+zX9u1TuO49Dr9WzelVK02+1x01oAmJBSThlT2dvbw3Vd22i2trZsdIZm895sZFxxHJBJoRHiePMyc6WUPsCE1jpxHMd3XZdqtYqU0opraWkJKSWu6zI5OTkuIEutidAsbsSbZRnlctkCFELcLtgIwNVabxkG7rnnHuI4tpvUajUGg4GN3FjvOO3j1EspSZKEJEkIwxDf9611R1FErVazwIUQOwCuEKJpFqhUKoRhaKOqVqt0Oh3r++MgzLNx8aVpShzH7O/vW/0IIYjjmNFoxOTkJHmec6vqmgbAJ1JK69/b29uW2kqlQqvVYjQa2bSMRz0OJssyRqMRw+GQjY0N27KNlYdhSKFQsACiKPrIAHjPAJiZmaHT6RDHsT3ZPPDAA6yvr5NlmWXG5NEsZjYeDAa0Wi0AarUaeZ6TJAntdtt2vDRNjXu+D+DduHFj99ixY2e01oe11kxNTbG9vc3c3BxSSgqFAo7j8P333zM7O2u8nCzLyLKMOI6J45jBYMDGxgYAhw8fxvM84ji2XrC0tARg5n4OnLfNSGt9Xil1SWtNtVplY2ODIAhsV6tWq3iex9dff021WsX3fRzHsYoPw5But0upVKJWq+E4DlEU0e/3SdPUHtOSJDF2fP5AOwZYW1v7SCl1SmtNHMdcv36d1dVVpqambM6FEPR6Pfr9Pr1ejzAMKZfL+L5PsVi0IjORm56xtLSEEIJ+v0+WZR/fcR4AOHv27IrW+rrW2geIoohGo8HRo0eZnZ094GhGA8ZkjPGYErx9cymleRYBjwDf3QEA4MyZM2uu675j7pMk4ebNmxQKBebn5+0h1JiL6XZCCKt2I7hSqUS5XEZKSRiGJEkC8Bxw4Ezojd/cvHlz/b777msrpZ4Z72pKKX788UeiKEIpxXFXUcwzhkLwOyU4Eo3492BIEAQ2amNCYRgaNl4E/slt42e/C06fPr0GXHQcxx+vf1Nqfx/G/L49ZBLIgS9rJZ4vOKjJAoB1xDAMybIsAp6/PfJfBADwxBNPrCilXnMc55RxOwNk/Br3hDzPSdOUJEkYDAYIIT4GXmAs53cNwIxHH330rJTyHHBivOON9wRjSMaUoij6/Fap/fpvw9vHyspK3XGcZ5RSp4UQda31glLKF0JEUsqdJEmaaZp+lCTJ+8Bdfx3/38d/AKR2iFGbJxxmAAAAAElFTkSuQmCC) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80812 0.53333333333333s linear infinite forwards;
}
