@keyframes rwdcur208425 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhc1XX0hTYRT/TYR8SRAR8Q8rU2mKpo49GISGXBlpRjb0oQwWWC8tH4pgQuJDi6QQQ0VCIyahD0r2xwy0a9E/MriNNJuDDZShgwVjNARRZOtBz+e9u3d/DLQOXPZ9597v+/3OOd8555sqM1MTwrZ4PA5V+Bx7LZmZmhBJ+HjPwQEkAkBWVgEAYGVlgY33Xcj6/bJcJj01Q6FvUz9DPTVD+0ogYT/B/ksCTP7VGUj824XFmsqIRH0BLxvHqiW7JkDAJqNZ9m6S5zFjnwAApCankzoUjQgj0FraBtsbO1pL23DNcyEiuMlohk6rlr27c+8xZuwTDNgX8CI1OV1CRIlE3B4o1lSGrN19yMlLkegXXX4INjecy4IYTDIWzWUk4sqCSOAAFHWRJDU5HeGHnHng7vfbWKleQJ3RIAM3Gc0MaNHll4AuuvyKYPnZOsncuSwwEhB5IlEp7UhHH1HMF11+1BkNmP/0NiagEnh+to6NSRKArSZEjYjGYuvF4OPWpyg6USWxvNfaAT3HyUDpUfICGSnphh6PQ5WVVaCY3wReZzSgvaVLMfbh1sUjCR6PQ0UPkRDPdVq1DLyhsUS2Ua+1Q7E2ANLwhIcqrixob+mKCk6b9lo7IgJHkrjqwBZoFwB5FiiR2U0o4i5EDY0lGB2Zxca7PozaTkve6TkO4KUk9ByHY79f4T50igdx1wTEct18iY0PHdyAMP4CF8vPIu1kA9NP8kPgW6U1Rck7MQkINjdzOQE7b1bh0Rcn2l4+wNpckH0bridCRzRHI+4f1yGknP8wNY2K3CRktF6FdnUVE1XNOFB4mD1iPYme22lsSmcjKoEfjvcqOtmjI7MAgOMZaQAAbXUZtNVlsjVifUVuEtOLM8IX8LIqG/OPh7gFCzY3Gn59BACk3KoFAAQ3d1pzQqKbjf2WrXtB5evPjAB5QEwgqgfOcTdC+dk6lt86rRrNc+tIOnMKwU21BJzIBDfVWJsLonlunYEDkIDT3lEJ0Ackgm3LOj3HocnyHOv2JcV16/YlPJlZlcQ7vCCVF9YyjKhZoOc4TPI8yAsmmJk1TZYdq/rri9iaK8/mGahzWZDFni4qtPeur+U6rRomo1lioWFwWvJLJKkgiSXuXjDGd6omeR56joNzWWCNJicvhd0PfAEv+uuL4BoegGFwGq7hAXx9aGFxDgcnYmT9GN+pilmIeq0djDU1InEvMAxOA9vgeecvK+6h5zjMdE+w2Iv3/AMbW+hLn3EuLAAAAABJRU5ErkJggg==) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WX2hbVRzHPymF7kEjI0ggHbHqhllYXQx5KEMWcVeDnRVd6UC7YR62h0lXJnvpHsYQKitK6djqFAuSIS24kuKoG6TeMv/gqHAX1smySIIdJY1EycpCX9qX40M9x9zem/TWh+CDP7hwz/fec77f8/v9zu938PkCwucLiEud4wLgUue4kBiNMJ8vIIQQ4vbMPeHzBcTtmXtCCNEwAU0Ara27uXXhDtOJJLcu3KG1dXcjuAFoLhazLgBCqB0rrJEmQ9Gw2P9tTY0k+1/Af1JA87+d2B6I1kzWcqWk3jc7UVsWIIn74gOWbyldZy5zHQCP2ythUU/IlgS0B6KiLz5AJOy3fPvwoy+Yy1xXxOVKCY/baxJiJ8KxgPZAVCQuXubpndtN+EJ+GSO9SK5gVJOZ3qvGFhEqCc+EzpL+NsOZ0FnH5IAtVss8bi8bC12zXeWTWLGYdUm3S6KF/LKJdCG/bEu2a0fENM4VDCWCKk80ASwt3WffqRBd8W72nQqxtHTfNFnGfCG/TFe8uyZh9WNHvhFXAmQ3LBazrupuKHdfTT6dSLLnxZdNOx9NDBHTNAupfOy8IL2suuHJYi8AJ2/0qiTxuL0qPJK8K97Nuf4R29hXkzm1TSthJOy3kPcc3mv5bzQxZFsbwOz6jWFwVIrP9Y/UJZeLjiaGahLXMkd1YJ10BLCeAjsxWwmF40LUc3gvk1fnWbt5mcn066ZvMU0D3Swipmk8/+gbPiZim4iOBRjpRcuOj3Y8ZvnvaMebFmw+ZR7beceRB6TbI2E/azfhyZd61LenHl/DmL4GmHGAZwLPbZoHju8Dk1fn2f/qAbTzSVYeJvkqtJ2Vh0mM6Wu0BNtoCbaZ8D+/m+S37K+k9HGgdm7UFfBL9ntXdWb/MDPL/me3ARB+5QV+P/8JLcE20xyJS4tpvZZ1y5WSas91LwuHtNMiVzCQLdhIL9Lzx48APDFwot5UHg19CkD0xk8WcoCO4EGm9GFXTQ8c0k4LWHed9EIk7OfY3VW2vfFaXfLVzAOO3V1V5BvzoCN4UHHUDYGs77t2RIj3v6ewI4Nfs5p5UJP8y7kV2wYkLynVa2/pRmSkF4H1s3xk8J8zXa6USL57gO4rs4qgVtI5LsVT+rArpevENA2ZB7Aehr74ALmCQblS4vO39pCfGKP7yiz5iTF+/myQcqVErmCoglRtuYJBTNNI6TpT+rDLURLKhSJhvypK0c63Tbff/MQYO985rsYet9fUnD64+L6KvVxzSh92/QVZBLr9mD1XLgAAAABJRU5ErkJggg==) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 3 8, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 8, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 3 8, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 3 8, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe1XX0hTYRT/bQj5kiAi4h9WptIUTRz3wSA05MolzMjGfCiDBdZLw4cimFD4YiCFGCISGjGJfFCyP2ZgXIv+kcFlkIkJG0yGDhbIaAiiyNbDPJ/337a7QOmhA5ed79z7fb/fOef7zvlmKiqyxrErodCyST3GfktRkTVOotb3HRxAFgAUF1cCANbWfjL9wIW8PyjPScwHCfafwD9JIOtvJ9ZYG5Nu1vVomOnpaknGBAjY5XRr3s2KIuaXZgAAeTkFZI6nIpIRgRprY9zldIOzWTTv7t57jPmlGQa8Hg0jL6dAQUSPhGECNdbGuGdwGKXluQp7wB+B5A3CtyrJwRS6bKwhYWgTJgMHoGtLJnk5BVAXurQRoLATUMAfUYAG/BHdeRUlnGLsW5UYCcgikaVXeslGH1HOA/4IWp12LH5+lxZQD7yihGM6iRlINCFqRKTLvZeDT3ueofpUk8LzIU8fBJ7XgNKjFwVyUtENQ6FlU3Fxpe75JvBWpx09XQO6uVd7Z0TModCyiR4iIR9zNosG3NFeq1loyNOnWxsAZXrUqTJ0Cnq6BlKC06JDnr6kwMnEUB1IgA4A0J4CPTKZpMJwIXK012Jy4ju23w9j0ntW8U7geUBUkhB4Hid+v8Z9cLobMWMCcrnhvsL0I4e3IU2/xOX688g/7WD2WfEpxG67Yp5edNISkLxBFnIC9t1qwqOvPtx59QCbCzH2rdpOhI5Zjydd39AmpDP/8e0cGsqyUdh9HbaNDcw0deJQ1VH2yO0kAn9pj6DO3khJ4MfyBxPt7MmJ7wCAk4X5AABbcx1szXWaOXJ7Q1k2s8tPxHo0zKps2j8e8hYseYNw/PoEAMi93QIAiO3stWZzVpDpkd7EvaDxzRdGgCIgJ5AyAhf4m/GKEo6db85mQefCFrLPnUFsx6IAJzKxHQs2F2LoXNhi4AAU4LR2SgL0AYnkTXgn8Dw6el9ga2lFd97W0gqezG8o8q0uSPVVLQwj5SkQeB6zogiKggtu5k1H755XI23VbM6154sM1LcqaXJPFxVaO+NbMWezwOV0Kzy0j80pfokkFSS5GO4FU2K/aVYUIfA8fKsSazSl5bnsfrAeDWOkrRr+8VHYx+bgHx/Ft4e9LM9qcCJG3k+J/aa0hWjI08dYUyOS9wL72BywC15+8aruGgLPY35whuVevuYfkA7ODBKmraMAAAAASUVORK5CYII=) 3 8, auto;}
}
div.testarea{
animation:rwdcur208425 2.1s linear infinite forwards;
}
