@keyframes rwdcur190041 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFklEQVRYhbWX70tbVxjHP7mpudHZuLotTaTEUfdiqN1Y0HaOvbCvUtMNZIIMZhlStzm4MFbC6J9gyt74anUMhq40FOrYi73ocBBhr6xlTJslhVo7u1JDXScmNnjT3Jy9uDcuNffmV+0XDgfO+T7P8z3POc+559qoHp3AKeAE0AMcARxAFrgP3AAWgGtAvAa/FTEIRL1ehKIgZmYQiQQik0Fomt4nEvq4oiC8XgQQNeyeCT4g6vcjIhGEqiKEqNxUVef7/btCfPUEH5Zl0uEwIperLvDelsshJiYQskwaGK4l+IjHg1haqi/w3ra0hPB4EMBIVSv3eBDx+P4EL7R4fFdE2Uz4ZJn0fq3cLBPGdlieiWg4XNnR7duIUAgRCCD6+vQ+FNLHK9lOTOwezBIM+v3lD1wshggGEZLEJhBGvxPeMfqwJLEZDOq8cgfTqI6SEo1GIuXT53ajAQrgtMigE1DcbrRy23j5cmkWOr1e6zqPxXaDV1tKw243mlUmVHX3suosGJxTFGvFwSDCWHktUE6ftvapKAjgXIF8ZWbG+sBJEo+wTrsVnJLE5sqKud/paQRwBUACenp7zb1MTUE+z3fATo0CdvJ5vr140XzSiNdTEHCkvd2cePMmYFE2VSAai5lPGPHaCgIcsmxOTKX0rk4BqZSFpRHPCXAAyKoqjsZG4PNXnyK6/k4CO646BbhcFpaqChjbKgH310bbSoIDHHvJAXCyTgEnu7vNJ9bWAHhQEHBjcSNrSvys8yASjFFfFXw6Pm4+ubgI6C8oJGDh+kPVlPhaSwOnfI2t6CJqwdjAAC92dJQVsFAQcG12NUNWE6bkC28fwu20TVLbTTgZDptPZrNw9Sqgvx2RgPh6Rpv/8e5jU4OuVgdz73slt9MWobpvQWRuDqmry5w0OwvJJPMYD1e7Mb51N5X7cOz1ZiSbrcTocJOdoK/JtpbOBe9s5RQBregV5Aa6gE8kiAR9jR9cetdtO6akTYNrGoyOwvo6XwK3AIqjRcMnDvV/9VaLxQJ1rGw9YSqeJvbvE1LZPC6HRHdrA+OdB+loafif+M1fJbbhMJw/zzxFlVUswCdL/Hl9qK35Db38nh1FIpaX4fhxtlWVLuBeYVwqot9T85wN/JwksWleljXDuFsSCQgEQFU5Wxwcns5AASOeRumHX97zsB+ZWH6UJfDbA5JJzgCX9s7bzWy2cyLx/a30QINkc/Qdlk0PZiXk8oILf2zx0a8b21tpzgARM145zz5g2v+yoz/0pouhoy/gsFcWktUEs6uP+Xopxe//ZOeBj9mT9moFFDAIfOFtsvcPHW2i9xWZXreD9uYDyHYbqiZY286x+DDL4obK7GqG9Yw2D0wCP1VyXktu9/4dt6FfPjvoH5bn9nf8XPEf9URVbAQ9cWcAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEtklEQVRYhcWXX0xTVxzHP73F24LYCcNKjSkMzZKJuo0I+oi4RUamYZAwt8wsi0xZQmIWM7a3JXuY4swSXuY07oHMSeYGM27JWNikj1qMDuTPkoECYbZBsVIo9F7pPXu47VK6U2zrkn2Tm5t7f+d8f9/zO39+v2MhdWwBqoGdwA5gI6ACOjAFXAeuAd3AcKqklhTa1AJHXTnWyvqSHCqcNsrXqRStycJmtaBFBBNzS/Td0/FOa3TeXsC3EPEAbcClJxHgBtrLCtTKD15wUPfMalTr4/XqEUHXnRCf/R7kxn3dA7wNTKYroMGm8NUn5Xm5x553YFVSCdRyRAzBqf4gH/cF5jWDQ8DFVAW8VZitfP3Lq4Vsf1pN23EiBmZ09v7kx79oHATOP05AQ2G28u2V/YU8l/fkzmMYCehUXfbjXzReJyES8QLcNoUhb/2G3P9i5IkYmNGp6Lw7rxmUErcmrHFtLn1akfdsXcnqFYlGZx9x/OYsn/fP8sXQHN+Nheif0SlxZJFvtybttz7HyirFov76V/hFoD32PxaB2rIC9QdvnSvpght6oNNyNUD35OJDA84CvUAQcAC7FThc7c5ee3JXHqX58ghGDEFFl48b9/XXiG7RmLfejpcKKg9szpV2HJjReflHnzEdFkeBc0BY0swONDrtlraefS4l2TR2/DnPm7/d9wC7YwK2uFwMjY+DqgLvFf9r5FWXfcZ0WLxBkq2UgAan3dJxZb9LkUVCjwiKv5nCtxApBYYVoLq+Puoc4PS4+UTRcjVAdOSpOAe4OB0WRz+8GpAaVauF+pIcMI91FGBnRYWk5elxRo+N0z21+AAz7Ong3M+Tiw/HZh9JjeXrbGDmFBRgR3m5nOXMGTCMpHO+EsIGnP1yeE4uwKmCmdBQgI1FRXKWW7cAc7Vngt7BB/IIFOVmAWyICVBtNjlDMGi+MhQQDOqG1GAzk5o9JkDXNDmDw2G+MhTgcKiK1KBFBESnVQGmJibkDNu2AdH9mgF2b81fJTVMzC8B3I0JuN7XJ2c4cgQUhUai4UoDdgUON21ZIzX2TetgVlAowDWvV86yeTNUV5MPNKYpoPEVd/baTU/JI9B3TwOzfEMBujs7QdflTCdPgtNJG9CQovMGp93S1rorT2rUI4LvxxbArB1RgGGfD09Xl5yttBR6elCcTjqAZpJPhx1odtotHT375McwQOftEP7FiIdo4RrLn7N37nCgsREUycJdvx5qarBMTFAzNkazEOQDWYATKAXeVaCjxp1dd37POsu2JIkoYgje8czgW4i8D/wBywuS3tZWKltakowvitFR84QcHDTPCYcDtm6FpibYdKp4xb6tN2f56FrAQ9zOWl4R2Rjyesndvn1lEUmRkEnjkawiig/4pKZxaO9eGBnJUEASjATMwjRaHS8r0RNn/KLfz8GqKhgYyMBTXBqPYWDmn4L0IKmndBpsNuZOnEAsLSGESONpKhaiqVg8Olwkju9cK2wKc6S+hZfBDfSWlSEuXEBoWmoCNA1xYU+BKCtQBWYmdWfiPB61QK/LhWhuRrS3I4aHEaGQGZ1QyPxubzftLhcxx7WpkKdz50q8HW/APHzCmIklo9vx/46/AStd+Lk0I8eSAAAAAElFTkSuQmCC) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190041 2.1333333333333s linear infinite forwards;
}
