@keyframes rwdcur90758 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe3WSWwbVRzH8e+M7cSO4yhLSdJSTKWiIKSeckCiitIDCHHsAYH0lHMEh1xASJxapTckkJByyiksqjmhIhAg9kUKFYEapICgIg2O7TwvsT2xPbbHM+N5HBx3oSkKDfaF/k7/ebP8P5r35mm0+IIYBAQQm16KmfQ4+l7zZWCl1807gI90Hzy0dPHpn18ST/YcML0US/eNge8C+CNcMlbFcE8BAF64fRA9d3HAKrGupDjSK4AG8NvrQrUssLdBD8Ij8yT6wpzRjsWS3QboALoGtg/Co+BZkPmOE8D3SopTPQMA2GHQfVD6Ecwsk8CqkmK26wDfHsDRIDLRrlOfgvIYAj5TUpztKkDXbwzUAhAMg7UNhV8V9brVB1xSUsx3DWC7NwZcBeHxdi0/1zDLNpWqCbCspFjsCqDh3jpoeDB8X3tB1tcjZPM77FaqAOeUFMtKCv32Rx0C0FmEnXgKfCOg+8G4ohGyj5DN5THKFYB54F0lRV/XAAClJowfb9fVtUE0pZHL77CVliilzgJfKCmG/hOAfx+AUtDsh2AEmlLDn58EoGE12EpJbMeZof2ZTh4aoN9hRo0GTNzfrs21EKoZAMBqWiSSaSpm7RTtDWvqUAD/PywpowUjE+A1NawPogColo7nechMlmy+EFVKXVZSPNoVACgML3n9R6VYTFA3bFzXAWC3XGYrJUdtx/lGSfHUXQF8dwQo0vKadzWxMWhkEgAMfPk4dnyUQilOoZigVi9j1qv8uZUKymz+QyXF3L8GBPYBKNViJ/uLm8qt6SOBk7ecayXB98MsbitH1fydQjFOoZjGrFl61Wy8raR44aAAP9w+BUo5bCd/ssq1jSBAoKgAMDIJRo6eoD8UwdysE8g8EZ95ZfwxwNu71QM87VjsoP3bgIDvpuauxWbismnZmUENLOAN4DkA3edHeR7+/iCarmM36tPfvphZP/POVw8fuOPfot8MaDk1rv7xSb1pZywNzgMPzK3wfOdir+VSM3YACA2NAeA6zamvn53N3C2g/QZ0cKxddzOxuump2mvAW3MrWADxBTHQWYAAjt2gXinhH45ijJ1mI3iclxfF0UMBcruV95OpK2+2vPJ7cyvX57OTGYBAKEIjFCUbmeLa4INcWHxmn/2zC4kviNPnX/1Y9aTZvdzL/zJ/Ac8SkcM9e+5sAAAAAElFTkSuQmCC) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe3WT2gcVRzA8e/M7CbZbDbkT42pxFgoxEtPOQiWEA+KeOxBFF5z8FT0kIsieGpJ8SLYU085pSqsJ6lUVPyvhVhsdRWiYDGNm2z69v9OdjM7OzszO8/DZJvWphIbdy/2d3rvN39+H+b95vG01LwYAASQnD6ftOhy6DvFF4GlbhdvAz7RDQCe/+V18WzXAdPnk5s9o+EkkuCiuSyGugoACOLQEwO3SL9TYUVJcairAEMHRsJE/jITbp1rSorJrgF0DVwD4iMQOJD9niPAD0qKY10DALhx0A2o/AhWjnFgWUkx23GAsQPwNEg8HI4zn4MKGAS+UFKc6ChA13cT9Sj0xcG5CaXfFLbt9AAXlRSnOgZw/d2EryA+Fo7llxpW1aW2bQEsKikWOgJo+HcmzQCGHgob0l5JkCsU2aptA5xWUiwqKfS7X3UAQLsJ2xEoMIZBj8DoS0li7iFy+QJmtQZwCvhASdHTMQBApQljE2CchdHlS2hKI18osr4pUUqdAL5SUgz+J4DIHgCloNm7O48UxgFoOA3WMxLX82YIf9PxAwP0e6yo2QBn9CSt02BdjaGaUQCcpkN6Y5OaVT9GuGFNHQgQ+YeWMltQfvMkQVPD+SjcnVVLJwgCZDZHrlCaVEpdUVI80REAKMxg49ZBpVxOY5suvu8BsFWtsp6RI67nfaekeO6+AMY9AYpNeSO4nl4dMLNpAPq/fho3NUKpkqJUTlO3q1j2Nn+uZ/pkrvCxkmLuXwOiewCUalHM/epn8lf14ejRO661NsC4NovfyrNt/U6pnKJU3sSqO/q21XhPSfHqfgERuHsJlPK4ufGzU62v9gFEywoAM5tm+PARemMJrDWbaPaZ1MxbY08Cwc6jARBojyT3Wz8ERI3bivsOa+krluNmBzRwgAvAywC6EUEFAZHePjRdx23Y05dfy6489f43j++74t9Cvx3Q8upc/+Mzu+lmHQ3OAI/OLfFK++ag5VM3iwDEBsNznO81p759cTZ7v4DwC+jgOVv+Wnp5LVD1c8C7c0s4AKl50d9uQADPbWDXKkSGJjFHj7PaN8EbC+LwgQD5rdqljcxP77SC6odzS7fWsx0zANFYgkZsklxiihsDj3F24YU99s8ORGpeHD/z9qeqK8UexIP4X8ZfkGOPi1QXh20AAAAASUVORK5CYII=) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYhe3WTWgcZRjA8f/M7Ka72WxJ1jaJmsaCkF56iiAoMR4U8ZiDILzkXPSQi+K1RW+CnnrKKX5AREEqiorfGojF1K5CFCym6Sabvvu9sx+zu7Mzs/N6mGw/bCoxcfdin9Mzz3w8P+Z95mW05IIYAgSwPH1+2aLPoe82XwSW+t28C/hMNwB47tdXxDN9B0yfX94ZuC84CMW5YK6K4b4CAPwYDETBKTBol1lXUhzrK8DQgURQyK0w4TS4pKSY7BtA18AxIJYA34bMj5wEflJSnO4bAMCJgW5A+WewsowDq0qK2Z4DjF2Aq0F8LMjTX4LyOQp8paSY6ylA128WGmGIxMC+DsXfFc2mPQBcUFKc6RnA8W4WPAWx0SCXX2tYVYda3QJYVFK82hNAy7u9aPowfDwYyOZ6nGy+QKVWBzirpFhUUuh3PuoQgO4QdsNXYIyAHgLzskbUOUY2l8es1gDOAB8qKQZ6BgAot2F0Isjra0NoSiOXL7C1I1FKzQHfKCmO/ieA0B4ApaB9BCJxaEuNUH4cgJbdYistcVx3huAzHT80QL/LipotGHswyK21KKodBsBu26S2d6hZjdMEG9bUoQChfxgpswMjY+C3NexPgt1ZdXR830dmsmTzxUml1EUlxaM9AYDC9Ldv/KiUSimapoPnuQBUqlW20jLhuO4PSopnDwQw7gpQ7Mir/pXUxpCZSQEw+O1TOMkExXKSYilFo1nFata5tpWOyGz+UyXF/L8GhPcAKNWhkP3NS+fW9JHww7ed62yDcWkWr5Ojbv1BsZSkWNrBath63Wq9q6R4ab+AENy5BEq5XN/+xa42NiIA4ZICwMykGLn/JLHh41Q2twhnnk7OvD76GODv3uoDvvbA8n77B4CwcUtzz2YzddGyncyQBjbwFvACgG6EUL6Pputouo7Tak6vvJxZf/K9707tu+PfQr8V0HEbXPnzi2bbydganANOzC/xYvdiv+PRMAsAPPLBCgCe2576/vnZzEEBwRvQwbUr3mZqddNXjTeBd+aXsAGSC2KwO4AArtOiWStjvAZmY46NyATXEifGef+JgwNyldrH2+nLb3f86kfzSzfWsxszAOFonFZ0kmx8iqtDDzFzVttj/+xBJBfE4+fe+Fz1pdm9uBf/y/gLqvuQOeLi9wcAAAAASUVORK5CYII=) 1 1, auto;}
}
div.testarea{
animation:rwdcur90758 2.9333333333333s linear infinite forwards;
}
