@keyframes rwdcur229828 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+ElEQVRYhe2WwUuTcRjHP69pA52TrfEitnQwIcJhshE7FDKISSC7eHIDLx2ESJDAToGYGx0KdvIfiHXbYRcvKhNxEzsMGqnlHHNDsDTUDptQk3y6VBAVvRuMUbyf6+95vs/3gefH84COToNRakmavjMt3eZu1HaVcqXMyekJE7GJmrSqShq/OS5DV4foudRDp6WTDlMHANliltKnEss7y4QXwlVpag6euj0lg45BPNc8qE6VdCJN6bSE+4YbU68JzEAGlIBSlYELWoL8Tr+MXB/BH/azm9gl9TJFMpck/jpOJpth/80+risu1lPrFI+LM4XjwmOtBpq1BBmaDZQrZdLP0uQ+5Ag+D/7Upd/pl+3INmdfzkjsJGqahb8ScAdk0jspdRHX+UdxSVPTqsDDRs3FrEQi8s1EQ/AKzAq49J+h84NodEyi0bH6zUQoNCyLi/clFBr+pUgsdlc2Nx+JSOW3739C0zICcDisMjBwGZ/vFj7fPTweu2xsvENVjdjtFsxmI319XpaWHnB4WNIqq91APn+k7O19FGgH3uPzPaWr6wmtrQZsNhstLb3Mz79gba3A3Nyq5o2o6R74zvm5zGxtveXgIE9/vwVVDWI2fyYeX2BlJUkikauqONR4E46OusRqNdLWdhFFUcjnj4jFXtXnDtDR+e/5CnzJs2zjeK4dAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACD0lEQVRYhe2W30tTYRjHv290JRUKcgj9A7YxGbPdFYIhCXU2KCntMhiG4EYpGN6IoJwrEaOxC1PoJoYcEhFRQkc7KHijXs6DONIrme6ECTYomd8uKgI9Z7IfnUD2uX3f530+7/M+78sLVKhwGZDdMouNFaUmV/wKmx3NyP7IQtvSoCwqJa9ZENH2KHlAco3MqTlOB6cLqsaVUgX0tI7JF5MAgNxxDm3DbZh7Plf0kRSF7Jap+BXuvNkhF0m+J22XAICeuz1M9CW4ObBJrrHg4yibxFJ4icZrg9RIxa/klSi5B84ylhgT2paGmroanB6cosXZUu4UFyO7ZUbbo+QeyT1y5OGIZRVMK9Dd3cR4PMT19Vd5ytdIIZYJ9J2bM5+cF3pax9HHI6TepuCUnJarmArU1l5DdXUVfD4vIpHHFhKPMDraBCECpqPGNwPJZBK7X3at9wDgqmmwcQyf7w6A73C5blqEfkJvLwDMmI5ObUwJh+SgdF2CntbzSpyjo+MWVTXIk5N3JGc5OHjf/uvU33+P5FeSsxf0wj8iEGjg+PhTkhmSMcbjIfslOjtvMxZ7xkwmQjLFlZWX/0dCVYP89ciT29vDHBp6YK/IXwn+FklxYaGrLBKm1/AsExOrAgD3958gFBoA8BmSdKMc+Qv7EbW2uuj11sPjqcPhYRbh8Ad7fz9/8Hjq7W/GChUuLT8BgC0LyNOeKCMAAAAASUVORK5CYII=) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe2VXUhTYRjH/2dU4FdXTtlBpE7MneESdhOSu7EjwxhnsIu8GaMob7pUWB8SCS5CyJtA6EYcYziQKV2oDG9GMIht2Vo4Nj8wG2PDoGWStkXS0103nned1U3Q+V2e53ne5/e+zznvATQ0NDT+dTyeSzQ+fpXqqfFKXpp0TtZVo8jQkJUikdtEtExzc9dVLTh8eZhiIzGij0RBT/C3NTpWoK9PILtdhMVyHrlcvB5vdF7oxFH4CNZzVkw4JmpKMAUGB81wOq+gsfEM8vky3O4Ap6b5zMsZLhAJoOliEwCgv6u/Zr6igCxbSBTb0dLyA9vbBYRCr9X0/kUin4D/mR/dN7rB63lMX5tmnoKigCi2o7dXxO5uAZlMCcFgUmH3VtLpYgTcObH4SmaFSxVSqL6qQugRYDhrYMoyR9DR4QUAlMtfGRkuTE3ZoNPJitHi5yLWEmvAJ6DhdANT4JTSw0rlO4AdmM33UCzeZZRGMToKAM8Vo5JJAq/nkc6msfdljymgeAIHB1UsLDzG8XEYAwMj8PkcCjN8wQEPOeDNifG4elxk1Bsh3Bdw+O0QqUKKKcBkbMxO2ewjIlqmrS1fXZfK4q1FojBR6UmJZt2zf/YZrq+XEI2+BcDDaHyAcPimKgmv5CUTbwIMQHonjfnUfM18xXcAAJaWMlxrazOFQk/R1taMjY0Pavpjv7KP5LskNv2biL+PYzW3qur+YCLLFpKkrrpG4LA4yCbY/v5foKGhofFf8BP6D8z9spAwWQAAAABJRU5ErkJggg==) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe2VXUhTYRiAn7ONFQlLg2LENhYzWk6RiIGWDE2YSiOYYJCysC66CLxx9MMuTLxVL8ULRz8cFMYuuhHySoIuRMUlhwyX2DL8Gf5AW7+TxddNXXmOnULw5jyX5z3v+z7f+/F9HxgYGBjoIBYLiqGh6+LQmk9M3BVCvBXJ5O0DlzDtF4xE/CIQKCcYvMTc3FN2d3/qLlzjrtElqylQW3tGNDScpaLCwdLSOzKZbTo6nkl6inYFukR/uJ+iXBS9Lb37imgKtLZW09kZxuFwkcls09b2WFdzAKvFSt2dOsxlZhq9jfv+qyoQClUKt/sEknScVEphdHRWb28A0ptp4n1xaAHbMRsjN0Y0p6Aq4PWewudzsbw8haKsIsuzKqu/IEymVwLu7Sk+/mZcUtYUtp5s4fP6sB21acqqClitFs6fewTAzs43jdQwAwN1mEzXVKOruVXSC2kKXwuUHCnRFLCofczlvoPpIx5PlKqq+xqpk3R3AzxXjdaX1+N2uFlYXmAjt6EpoDqBfP4HY2M9CPGCpqYH9PVdVdnDlxL0SPB6z/aEKkPCc9KDvdROoVhg+sO0poDqBGR5VnI6y343XcHvd2kWUCPij9B8uZnM+wyL2UXiU3HNE6QqAKAo6wwPJ3E6S5mfX9PdXL4pC+9pL+YyM+mNNIlU4p/k92C323Rfv7FgTKQepoT4IkTiVkJEr0T/mqs5gT9ks3ndF9Dm503WP62Tj+WZWZlhcHJQd+6B0X6xXYSrw4fzchoYGBj8D78A/mLGNOlom6sAAAAASUVORK5CYII=) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJUlEQVRYhe2Wz0vacRjHX5IwGK2WqAyWCTWRqAkKfZmHtYj4XoaDLqmHoPK2BV3sMCJoCRE79A8EXUYYzOtI+kFIyPqxsChTxiykIIMZ6yCDHXp2GcNL21dHcwxf5+fzft6fz/PweR6oUqXC6Mo5FAi4xelspKmpgULhG/l8geHht2VplXSop8cuXq8Lu92M0diAxWIGIJ0+5vLyK7HYJ0KhaEmamoODwW7p7HxAc7OZtrYnJJMxcrkvdHQo1NXZgLvALjqdvyQDNVqTK4qV3t5pCoUUm5vvSSROmJ//wO5umtPTQ1yuRjY24mSzFxNHR/lXpZj4JX19LllZGRaRK9neHpVweEA8nnYpjvF42iUY7JaRkS65Tuc6fvtcgYBb/H439fU1pNM5+vvflNVsf0Qg4JaxMbXk21W5YZyi060LjFaqNJMyMyM/TFSELoFJAWe1Of8twgNhiQxFKlOWyFBEEi8TInIls/5ZTSb0pSQIPQ2JYlXYym4x/m7855c8+GhQfC4fFoOF1oetRJ9HOc4fa9LUbKDF2CKO+w7UxyrqCxXFqkjyLInpjgm72Y71nhWApdgS65l1ppamNM0MzQYynzO67EVWqAdyoL5WsUxb0Ov12J7ZSEVTxPfjrH5cZWFnQfPA0rQPFDGxt7/H+dE5DqMDk8/EydoJ8bU4O5kd5jbmWE4v38xGVIzX5RXDbQO1t2oBODg7YPFw8e+P6SpV/gu+A+J+yi+dIGLDAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLUlEQVRYhe2WT0jTARTHP7MdfvRnKbbN2QRjFKbCUph/Jv25KdtlLT25dYkFCSISdMqCnTrtWpcO5o5LOtikGgiKaAbhYBNRbCHJhrDNGW7a5XWJKAj8/Yaxyz7n977vy5cH70GVKhVGV07T6OgNsdutKIoeRdGzs1NgbOx1WVqamlyuNvF67bS0mDCZLmA2N2AwXCaReE+hcMDc3CYTE281adZoKfZ67fT3d9LX94SjoxIrK3H29zdpb+/DaDyPx3ONcPiuaNHUqy1sbW0QgFLpkFjsKcvLX1ha+orNFqe7u5murivU1p5jePghdXWnxe1+oSoJ1QbW1jK6hYUtSacLxOM7RCKrvwdsbWUllcridndhtX7A5XpOOFwUn+/VsSZUGwCYnPz4T8FoNKmLRpPs7ZUEoFgcJ5PZ1yJ9cgQCTgkEnJr2oEqZdEhNzbzAo0rFHZRQSH6ZqAg3BYICHdWF+/+Ebockci9Smaj9Dr/Mj82LiMji+OKJmzj2GupP6ckd5mAPnHecJB4nJOgO/mXE7/DL7IPZslJSdbFGro9I76VefPd9pBfTWK5aiL2LsbG7gdlgxmKw0GRqotHaiOeZh5nkjOqfQHWh3+GXnuYeBhwDyA/BdssGOUiuJGnrbCP5Ocl6ep3Bl4OaHhLV13Dq05QuX8xL5nsG+0U7NoeN/Lc8iqIQfhMmlU0xvTqtZTZQ5k841DEkxrNG6s/Ukz3Isp3b1hR7lSpV/uQn1i3SPJdf7PgAAAAASUVORK5CYII=) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACE0lEQVRYhe2Uz0vTcRjHX98hO5gdwkYqzh38QZMdbCR2CA/brUwYSMggcHoKOohiQYdEL13cJRJBSKWBCDm6fPEQmtEMCjcWbIwwWOQGTbHNfaeuBfbpD/D7WRve4vs6fp5fb57n+TxgYGBg8D8yMeEWfr9HnDvRuGtcLHgXqko0NNQjQqFRIcSBCATu/TPWJDP4enyit60X34iP9QfrFYswm2toaWnj6OgVTqeNqalbZWOlApxWJ/3+fqJvohwWDyutz/z8B2VpaY26ui4AXK6Osv66ArzXvcLeYEd7qaEVNQZeDCgVKwC2t3dZXHxOZ+cwjY31zM3dlXZBV4Dtkg33fTf5fJ7kQVISek2YTCEBD88kV9W4EomkKBY/0drahcVyUSpWOgKugvWRlePfxxIHDzMzNzGZ7uha9/c1trY+IkSW2lqztEyN3qNW0uAbcAXsDXZJ6FvGxgBe61odjiaamy9TKpXIZDSpAN0O5E5yBJ8GOQ2e4h51M317WmeG7xR4okBUdz+6u23Y7cOEwwlSqVx1ApbDy0pkN8JOege+wOCNQWkCPfx+j7DZ6kmnA+ztFZicXJMusXQHYj9ibHzegCZof9zO6shqxbcgmfxJLveHWOw7m5tfy/rq7gCAGlcVywWLWHm2gqXOQiKTqLQ+s7PvlULhl8hmT1DVeFVf+Ax9jj7h6nCd/64bGBgYGEj4C68buqrpNGpHAAAAAElFTkSuQmCC) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229828 0.66666666666667s linear infinite forwards;
}
