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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 11 21, auto;}
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22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 11 21, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 11 21, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 11 21, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 11 21, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7klEQVRYha3XS2xcdxUG8N99eGY8D3fSOInrhiQlbtRKIYsuqqoU6AJYwIq6lCJXQlCxYNFKXSCxYMOCBUJCoK4qFggkV1ElU4lKqCBoy0tFUBDQpgptkiZxktqO447tsT2PO3NZ3Otm6saNm3J2c+///s93vnO+c84EbtDSmakCQnSCyen+jd4T3KDzOuL8Zx+NGwXxoQHkkY9sedxCEwX0g8npZKf3hR8WwDbfxBjNgdXTmanyTi/bEQPpzFRJHp0s2pFtgAza0k7SEl/vQO68OvCogAY2o9wOUJgD/mgAUNpy6c1IgsnplQGQrQGQfR+iDnZSA5tRhDiCcRxKZ6ZGB87EOdC9OIDOTpxvfng9W5fRPpKfbyFBHYu5JEuyIvxs7nwsnZn6JxZQCCanW9tdvtMijHOHB3IAsCKj/auyyAsyKTZwEadwScZcC2eCyen33f0+BtKZqXATda75e7Afc3l0X8DTeXRHMIFDslRN5Od+lb+fy68tyRh8t26uyUA6MzUiy/G4tD+q2/qyMPq0pFPVasQKtVCy0bA2+5Li7hfVD/5RGD+VB1KWpSHE85jOGajm709hbisLWxnIqEza35P276ZfUKiQdAhjilU6q6Oi4QfFlQd1Wy08rVg9lN9VVYyr2kk5T8dm/1hxtW4a12Qg03v6Da3VRyXtuwyHfGyB1RrllHKLzjBxg2aHuQMcvYN/v0WpBi8Zq91v/wjnGlxe+xGekhXxYBEuDrIwyMCYfu/7qCs1GQ9YH2K9zcUWnR5pk3idvRscLnP6Iv0OUmql+82tNsRhXRzBwziNF/LoE1l/2CYFl/56r+JoXb3KvhKrHS4V6bXoB6QhpT0kLc5d4mKDw+eJ7qTfJ+nR7zVcWO4Ig734RV4PYe4ncY0ijCB95itH9ZLjrJUd7rIyRJhQ6NMucfPh4yp7G4q1M4Z3fUuw+IjqJ2gElFLiVUp1xkfq2r2Kbu/H+BOWc+eLmL/WbAjTmalQe+VRQTSqWqE9wlKZjSqFEqUy/eRhteJ9uA93qd71KdFaxsb8LNUOQyGjFW4qksmzjy/KZHzMNk0vgPSn9/xGEH3exBKNXSzX8ryucTDh9H56PQqVz8hktYimtddOWO2yv0rv4wQx3e6KKH5aJstqTv3v8dvc59LgHMlmQWvuiI2LjJ5l8SLNWap7hi1u8GafiVk6c7zz6h9kVZ0gVDl6O32WuowusNaQOw5lcrvw7tnseRn78wk7AIAxUNqgHVG4Ce61+87PaZV5PeDuBYINlv/zIo7mtDI8xtB4JtMwotOEJcziv3gOf97C/LsLSwYgvik0PE5ngqhEPAxfx7ja/id0I14u8skVwgLt2Z/LOuZRQZhJMejTWWdoOBQF38FBHA8mp4+72pI3bUsKSrubomHaQabzpAVn8TN828htvxbt5i8HmKgS1kmXf4jzep1MMUmf9juEUV8hhvtlxSiYnF7E+bx2Tg3uClllNs/8Dg9prrNnnJU63ZXvuvUWhqJxjdY4B5/Rmn/IuSL79lAe4q3T/5CsUamxvJd4gdbqSWEMJwdSLJicbsra83ts88Cz4GyR20+w+jrNd1hYIZVFx5LSvlcUqrS6DA9RrRKH3LJI8+2sGUWF1/CKbBidyafrtrb58pe4pBFxZRd35Ovc8jznLtBONmd/QRi/oRAz28ikeShiLWK+R1hYVCy/ir/LxvF1/7SEEDx2toPHwIm9hAc4fBpd1ps0zo+48uYjVt4+pnn5iKRHtZgVZHWeN5KsEOPSDwguyFRw1jVa71Z77z7w5KGfCKLHBSnHmlT3cG4XVy7TajG0m9o4hUrWpnvrXDhFEFK59Xm1fc/JdoAXBpvNB9nW9viEtEfqcf8qU1/h0GUmVvMeMczlNstF1ls0V0m7BKWmyuizri6n2+6AH8jAABMP4EmZ1q9aVKGwi9oY3Q0ab1ySdh9Tve0lI+N12ep2MpicXvhIAHIQMR7Al2QDZUwQEcQLdt2REPzN2vzXgm++vOMV/P9m6cxUfD157dT+BzmmNG/uu4boAAAAAElFTkSuQmCC) 11 21, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 11 21, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
}
div.testarea{
animation:rwdcur71145 1.5s linear infinite forwards;
}
