@keyframes rwdcur33820 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 12 19, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
20%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2WTUxTWRTHf1yej6YUAqVUqMUhhFRGiE5mhmRk44I02sQQ4woSdEf4WJrClhUbd8alS8PKPRucjcBsyADFmYEgYwZkiCDTlOa1IbXcunjn4eNTUCeZZLzJzXtp77vnd/7n4174Or6O//so+pyPtdZKXp2nBrRS6pgvviCAGDfE+D4AIK+U0v8agNYaMW66ng5AHsgJRP5je51eq6O/NQDP5OSkHyiX6QO8gOkK0RcHcGQ3AM/8/HxoZGTkClAh0wd4TgNxagCttTMd43sQAwMD6UwmUzM6OnoZ8MssFwhDQnZ2ADFoaK29sqEfCLgMOHJ7+vv71+fm5i65APZBnBlAPPViS1oDNAJXgO+A74EWoAEIAYG6ujpvdXW1Z2hoKAoEXaA+TgjFkVUgknnEeFCMhGRDj4DnXFMhFRGPx1vb29uXY7HY78C6zE0grZTKHbR1nDSGkAfFy0bgGwHyyJodICtPLd+oW7du5Z4+ffpTLBbblnU5WZeV95MVEO994nETcBm4BIQTiURgaWnJV1JSko9EIlZTU9OWbOzOMn3//v3G2traN4ODg+PAMvAKWFNKpU9U4ID0FwXgW6Dh8ePHDQ8ePAhubGwYSikqKiryzc3N6WvXriVv37692dLS4oDke3p6NoeHhy8mk8lKv9/vRcKjteZgmy46xngD8CPwA9Dw+vXrcEdHR7ikpEQPDQ2lSktLdxYXF5mZmTETiYQvk8kYra2tqZs3b261t7cnL1y4kO7q6mqIxWK/3Lt372dgCfgLSB1s0W4FTOyyCYvsV4EIUDM7O+tfXl424vG4defOnTSQunHjRhJIb2xsGOPj48Fnz56FHj16FH748GEoFAql3759q0zTdHIkz4dz4nAIXN4HsBPuqkCEgfKVlRUvQH19vcZOpCSwBmydP3+e7u7u1e7ubjObzZpTU1PlL168MKuqqt50dnb+Kmst7LPhoP09BQzsmg+J1xEgPDk5GRgbG/M8f/6cQqFAIBDQ2En3BljALjGnX3i9Xq8RjUZ1NBrdAVKybssBOGTdBeBsEgTqgJrp6Wl/X1+fZ2FhAYDS0lIqKyvzstka8Ad2ditcB5Ds56xLAWmBPhHACYEPOw+8T548MRcXFzFNk93dXSzL4uXLl6qtrS0L/CPerWHH1eTD0ezo7G5UueOOZrcCexeM7e1tNTExoYqLi1FKobWmqKgIy7Jy4lVKPMxJd8tKHh0K8scuJg6Ac5HIApZSKlsoFLTWWr179w6tNdevX89Fo9FV7LgfakCSYKe6BR0FgGyYBNbLyspW7969GxgdHfWfO3eOtra2bG9v76tIJPIb8Ce2/Ac74CeNIgCttYHdgOqxy68ZqLcsy18oFFRZWVka2/MFPiTfplIq+7kAjgKO/Jvy2w7wt8/nK5f/LfnPCUGSIw6WTxnuVmywvxKcy4QWIAu7pCxg5zQXzjMBCIRTCUddt/POPMu9/z8/3gMPJa+06MHb8gAAAABJRU5ErkJggg==) 12 19, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEC0lEQVRYhe2Wz0tbWRTHP948H/nxEofYOkXUCZ0xJh0oExezKFphGF260HbRRReFYt0VBP8P/wHBIOLGpVYc3IiCC7tqS8cUqWPIOKJFnMwjhme8mcU7zzyjdn60i4HxwCHhvrx7Pud7zrk3cG3Xdm3X9n+3hr/7Q601gKpfVqp+6TMCSFADMH1ueI8Bx+cVD0je84A/CnklgGxiAhYQA74QD8vGDlACjoAiYPtB6rcTkPr1s2wuM0OC3wBaxVsEwJBgNnAIfBAvCpTjBRWvABWtdaUe4mMApmTcBtwGvvYBIJsWBeBAAA7rIDwvizta67K/JJcCaK0VEJTsO4Au4PbLly87lpeX48fHx0YymSz29vbudnR07FEr0Vk5CoVCZX19Pfzw4cP3nC9TRRy4oge01iau5HeB74D069evU0+ePEnZtq0sy9IHBwdGLBZz7t27tzs8PLw1MDCQlyB/SKDS3NxcDDh68ODBG79CSinHi6XqAnvBLZE7AXwF3FpYWGjN5/PmxMTE/srKyvulpaU3z58/3yoWi2p8fPz7oaGhH2ZmZlLATeBLoKW/v59cLtclCoU5P0XnAaTrg9TqnhLpE0DL9vZ2OBKJkE6nnUgkUkqlUvtPnz59NTs7uzw1NfVTOp3em5ycvDM4OPhjNptNViqVaFNTU/D09NTK5XJxCXyh5P4FU0hbJXhGPtuAmOM4pjSPFon3gALweyaTMTOZzNbx8bGZzWa/WVxcbFtaWmppbm4+3NnZMdrb2+NdXV3euxcBfNnfAJIS/C5u98eAoG3bqlqtorWu4DZVHvgZt+5hIBwKhYKjo6O/jY6Oqnfv3gXn5+dvWpblPHr06C3nx/OCAoZs0ioAd4DE2trarRcvXpjNzc2qUCgQCoV0KBTyAHaATfkexu0b79NIJpOMjY29onZWeAfVpQBKXm4B2oG2jY2NlmfPngU3NzcBCAQC3L9/X8fj8bJs9kHKcCjlC4r7m03jzr8tCpTxjaAfwCuBhduE1vT0dDCXy9HY2Ei1WuXk5ITu7m7HNM2SyF4Eykqpsta6LAG8RjOpNbh3Z1SAK09CJW4A6ujoSK2urqpAIIBhGJycnNDQ0EAikShRO/mOZGOkOc8OmEtuzisvJP/NVpEs7EAgUKpWq1prrRzH4fT0lL6+Pqe/v7+A2/m7foB6803LX5q/BF52u9FoNP/48eMbMzMz8cbGRnp6ekojIyO/dHZ2vgJyuBNQpK6e/8YaALTWBm7tE7gT8C2QsG07Xq1WVTQaLeJmnQPeAlvAvlKq9KkAngKe/PuyVgZ+tSwrJs9teZYXkEOukP+f2tllJCp4kxATD3J+lLwbrayU+mT5zwEIhDcJBrXJAN+fCtxR+hyx/xv2J2Fwq4rIK7c2AAAAAElFTkSuQmCC) 12 19, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 12 19, auto;}
}
div.testarea{
animation:rwdcur33820 0.66666666666667s linear infinite forwards;
}
