@keyframes rwdcur53268 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 13 12, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe3VTWgdVRgG4Cdpeg3XJikVLIgWsVAUjFiFkoWgWIiLgkMpHTR0kYUrf3Dn+LOQLrSMq4rSTVGulqBGJB10YSMWqVbxp0mwC01qpRuDraEmEq9NzL3jYqblkt6SSYiIkHd1zsz53u8973fOd1jDGtbwH6OlyKKhQWnjvBJGXXsOfzbT0fX1lW+7w2JcyxYwNCidC6vesd92vUYN633ltOFnum3X6662B7218Kz+wfgqEYHoRmzBdCL+aUUC4IN3N6etreevzCthpH8wVq9tVqt1+OP3W3z41I77E/GJRQLuxIZ8OpKI5xdztxURsOeR8y054ZN73/jktV2eQOztR/t3ogez2BGIxjCbiOt56LTMgQu4Kjm0FhFwGYn49es7Rkw6I61vkoiP42UcxTA6sbEhZB7f41eUm3EWcmAxRg0rjT4ksOV5HMRFXN51I2e9YbzQjGtZDjRi3fq6kvJL6JOVYBaXZLZfxkWZK5uulWtFAkIvmP9rvXnVN2WHSyKeTsRT6AxEN+dLy7mAMm5qxrWsPnCp2q29fFoljOw88IOuG37TufErZH0gEJXwcB72BaZwT77RnxPxhcXcSzowNCithJG0LzXef1AljOx69ZRPn7tDx+NfqoSRkfCY9wduTdGOqqzes4l4Ad9hrFnyQg4EolLfkaNzpevGpWmXlpYZlTDaum/gvbO1Wlm91mby3Daf79/6IrqxF2158iVRqASB6AGMYF8iPhSI2nF3/vs27Ja5eQwnEvGPRXgpfgi3oTMRH8rnjdfrGxzBt7LD1hOICh/uFT0gEIg25AmnEnE9EPXgAAZkzWc6EU/8awKaCDpc1vVY1Qw8jQkcb9b/G7HiRrQoOZya8ydZM7oX9aWSw7rVEDDupNvddy5VP4tfZFfvo3En/14qdkVvwTVQxccYw0QirhYJWpUS5GiX3Y7J5fCupgOzKDWM17CG/wf+AZYP6pVfAqupAAAAAElFTkSuQmCC) 13 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe3Uy2tVVxQG8N+NMcYiMQYVtb4KIqEoKDhoBXWkjaIeMuiFFKqOxP/glI4KgngG4kRs6KDE1gcEUQ9YSkWlVEUUtGJre5Gi8YFI8JHgRWIIHgfnxFgJ5RwStIP7zfbea63v299ae1NDDTW8Z5TyBB3vlry5bi8rvb3XVQ5LsWg8tY2QH6tPkkCYfONMEgiT7oOLXq+Hzzr3rksC4ayi9Qs5MPii1e2/l7m4a4GOAydNmnwD3L+1yemvPv4clVj0ZxEB9XmC2sup0EDQ1N55rv9Lh1y71OuP/RvXoAU9GMCtIuRQlzcwELZgW//jGa74ydJPz0OD9BJ1sagSiwaLCsjlQIYBVPseTfWXC2b2LIHLmCN14N3g6OG5SSBMvt3TlgTCFW+fB0KBsCFvvSIOgLoJz6y3Q1LaAf9kpFPQiCpa0RgIe2LRw3ER8O833+9nnbbMvu6LH+88bett86zvtgs7P5qHJnyAl2jG2AUc75Z0lUNb63e7PnTW707Z1h3pKoc+s90vvtNqpY4DX987snXjbNzNhNzPc7nC/0DDpIr2stKRrqVJ3+MPTWx4Ydr0ih86tkzDc8zC5li0b9wEDCMQrjQy9VcxFxvwPRZjM06hORadzlOz6BAuwnKswkxpn4d7Pj07+03ahmHRczKeB7FoaKwCTuBXrMbajLgFn0hdibKa1Yy8GfOz3JdGmYuiAqpGbnsDN7FJ2pYWnERjLHqexQ+8kTvqL5l7BgJhk7TPQ1KLq7FoMNtfIbW4MkpeI+pjUXWsAhZKJxxuxqIneXP/C0Va0Ct934PoGw/yGmqo4X+BVz2NzP/57oMGAAAAAElFTkSuQmCC) 13 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQElEQVRYhe2VwWsTQRjFfxtClRK0BBEqIgW1VqygtIIHGwQFEYShl0S8tFKsF4/CgFjwIjj/gdVLvWhZJWE81YLVgxSRQrFqDgqaQ0QJZanV1ijJroedDWk9JLu06CHvtO/b2TdvZ943Ay200MI/htXMoJyNV88H01hBrVrZzTdnPyNXnjWlFRo5Gy8b9zyB9G7w1BNIL2dT45Os1mpR9COtwERaMmyrGl/53sfDkdMZYEqjljfcwHoz3gUP677FYBpLIJPAKFAGHmvUxzB6sbAGABYqM/X0BNAJPAIcgbwukD2bamCeaYqfzgV0CripUUXgN1AEQm1DKAQBzPRejRS69YiH/cCtdhIjRnLvCuKtjAFtGlUO3ptM7AJKGlXaEANru+ALLi4HjhU5lZmrfngzwPBR/2wwA7qANqBdIEsa9bdgHRp2Qc7Gm0hLhuK3WKjMMM80Q5N3uXf+EmcY5Ql3OMxJ+uyzQVd0A0mgArj4uchrlBvJQGAC4NfPQ7yePU5+fMdc90Wnv+vgZ8Aisd0hezm1BWgHEvjhjgM7jcR7jXIiGwggkNeAASAFFIAxjcoK5DjwDngOBBOVgT00WIGwIZwAbhvhHmDW1B8Y/sPwCuBo1GIjwcgXiECmgCOArVFfBRKNQiA7gH34f73aSCd0G9bBNd+7AhkHEgLpAr1AP34OXm2mgUXgJX7oXGCrqQd3Qb4ZkUgGBDIGbDMTd7D26F3SqBfNakW6C0yiC/ihKwBL5nkZaLjvLbTQwn+FP8Ony41oQy3pAAAAAElFTkSuQmCC) 13 12, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClElEQVRYhe2VQUgUURjHf+oWq24eTClyiTpUW9RB6WBh0EW7lNN2GMJL4i2o8zsJdfOdKwrqIB08zMHtXSUlMEMjEkswtwQrCjN3WXQZF9l2OsxbHdwyZ92IYP8wzHzfe/y//3zf+74HZZRRxj9GxXY2xSwcrx01qfD6crlGHl/tqVLIXKkFErNwBgOOYyCcWww7BsKJWazbA6w4BsK503fJ+TNbIYrKQL8p6Lbkup1KnOPJ9bPHgRyAQsZLKmCzmFVzhWprD1GTCgNRCTTo4Of1thGFTG6Hr9KvAIA4L9e/dd1PAF3alQRSBmJbXEUJmGSIzOpJDESrdu3GzcAzhRwBrgDdOjulFwDwfqoZoBdAIYeABwq5pJeD+vk7Arq4TcbeBTAKYCAaFDLr2TIAPNrk+yV8dUHGPkWw5i39piAcTXPk9BfCh18xOdrB9P3GWoW0taAAUAOsKWRmRwJiFk6/KbgW6ONNdoRJhui8O8HwjQs008FzLCKcodW6TNR0+QzEfiCgKRb0O6uQBfy+54CdbsHqad9n3Bv/Vl2bJJVo4uO7JmYeNhxTyLg+/QfYKO8aG4d0YfO09DUHDEQ4xN7PaRIDmnQYmNbfy8BrhcwZiCAQ0sFDHjHJfJnyCOAPLWkSg8AE0K7Jp4E64CYQNhBp4Gm+9roVQ0AWKDgPVX6iR2j7DkwBc0ACWALmFXIhQtsMcBA3G3OzjP0AmGUsE6HNVsjlWcYK7gvfoxjAQNQBR4F64BMQx63xIcBWyEUDEcbthA9b3ZJFCdAiAkAn7h+PK+S8Zy0IXNTmC4X8+jueoiehZ8jUaxHetQxueWwgtRXPTjJQidtueSwq5Jpfnp1kIIfbZuAOGd/BSwJ9Fsoo4//FT7498bg04tlZAAAAAElFTkSuQmCC) 13 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrklEQVRYhe2VT0hUURTGf6NjaU02BZWI5FRis4jIIHIxBYW5ip4RTJSEEtHCcBEtbkQQRYseEdRCiDYqFMUE6qsQGsKICsyFgoSVgU5hYoNZCqY+p7kt7nvxEPzzRsPNfKv7zr33u9+795zvQBpppLHM8CxkUXME6fxuCIvC6oj+xRk7Gl4Yl2sBzRGkPClpTFykhHK6iHLgei8vLxdTQjnbKeUR1zhS186Tc6WbDPT4kgqwRdjjxHSA+5XHqY7o1nchoyPbeFq75zzQY6BHNUQuMGmgm0siwInHDwIys6qf8bt7OXWmwwOgIQLALqANyAUKgCTQaaAn5uLLcCvAmxWjO9GGOZXjDE8CvUCeJcDmXjEfn2sBAF1EWb/hFRoCDeE30IeAfGCnJWAI6DPQf/8XAQBSrgU4DTRqiHwgjrr2QQM9BmRoiAoNsXsuHm8qB1dwgamJVqwDB4BfwBjQbaDbSzda/HmLFmBXwY/vB/F42mjhFpXeCcpu9NSvWjPGat9wzcOqw7eBeqDb2vYRMFE3kzqaI0gNIZu8Ul7imdQQ0o7V8VlqCHmFF/LenTKpIXxu+V35QGI6gDcrRkNYrNtyYuznt04fh2q6WJkzTtPZ/a3AVQO9Y8kF2NAQfmAzsAM4BlQA+1C54Ac6DPQRN5xuk3ASeJdBZnaSP7XAa1TZxVGJGABcCch0szhIaCswIZFRoN0KfzDQ3wcJFQHhIKH+IKHCIKGsT7wdnY/TrQ8MAM+BFlTZfXVwvAFuAj6UA+ZriHn5U2qhFnEB6glNIG43HsuUCoBhIIbyA3O23EjJCQ30JCofTNS7F2mIbGtuEJWMfSh7DgDFs5VoylZs9X0TVQG5OBzP4YZJxxbn+B9cW/EMjFgivKicmIlBa95cSGNKCVZHXOyPpJHG8uEvyynpufwOw1AAAAAASUVORK5CYII=) 13 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
}
div.testarea{
animation:rwdcur53268 2.0833333333333s linear infinite forwards;
}
