@keyframes rwdcur190633 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkElEQVRYhb3Xz4tcWRXA8c+relVdJJX02DaYjJ3QSphEog4OIYKGhLhwI6NgBCUggq4Ghgj6D7gSERGcTTazmY3MYmY7IwpxEcwoRlHz005mEpp0J6abWOmu1M9Xr1zc+7q6O12ZmWDnwIFX9917z/eec+45r8ozMzNL7XZ7Nc/zEiZRwSDq0DZLeXJy8petrPX1QW/QikbL6KP3LCBKSZIo/7hcVXEG38VLmMU0aihtJ0CaJInKFyqSnybp8FfDb8pMbTK6jA7ybQHI89xEZUL5cFl2Jiv5jeMGj83bNoi03++rplW1Sk3zcJNXcPbZQaSdTsdkOmlXdZdWtyX/XM6P8LrjW5h6ICQnpEKoShEqRxb1I0OmnU5HvVQ3VZ3Snmhr9Bocwg/wxgaIFHcEL6RCgtbicxbHm1FbEfRDQdJ+v6+bdO2o7jBTm9HsNmXVjBdwGr91XK6EHbgdjb6ML8axHm7iXczhXtRGhOptNroBIM9zLS15kputz2p2m273btPFAXwPbzomtxt1fHZt9U/iWf9pv4u+pm8OZ3E9wt6PHhkLUcbPfJ96Undw50HT6bSF1oJu1g2OrePTuOxT+MSG1d8SaucBHMGyT1qOT+H0HbSFwrZlQUshk1nNVw1LQ0dnjmo8ajjXOSev5AHx4Rj8+xGwLBTwb6Bv2vt+KOD3jPKhs9UWJRgOh5rDpqXOkqmdU07sP2Fvde+oKP9+DMCv8fP4PotnPImSPTgWfbNHyJUtK2oYHNLO2xY7i24s3VCr1Oyb2BcA5uPm4yTDn/BHoXMkiiw5goMRoC56e2uAnCzPLPQWnL973vn585qDpiRJwsVbL1V8OxpaL38VnNzH82A39gs9ZSxAWgDkg9yDwQOXsksq/Yp2t204HD4eudmo38FbGMqxYuA5DcFrI5nGc57Q1ALAABlZllnNVkPKFPWstmnFnBD7kYRKWBISscj7INVoo6iaYwCKAtqPektImwr2bbXsMZlyWEjCDAtr48VRxpbn0hpAYfwyfoHfxRmfMSZ6URIcxotGl21x7e2yUUV8AsB646/F5/fihjuE+z1OTuHz0UQXF9fezEddFqrhlndpBFAYL6b18Pd4wi/hq2MAukKpeRShl4k4l/FvoS+MBQjOvbLBeE9wYtUFzzsSZ53ANaEhr5dF3LXe7R38WfDFzQjQMiYECYZSucwdrBi5rorTXlWzV8jsa3h7jCeCzMeTX8TfhDuzGD2wJUCKhsy5SNkQ7sA9oXgc8p6vOBVR98XR5tr6XChVRQueF9x+06gbPvErqhxJ78eNbsYNbmMVPf9x0pclEiFXOoprtoILUf8iZEwR91tYMmpEYyWN1CvxdzM+t6Kpq3JzLjrkqBCGu2tr/yXE+lLco+Fpvoji6RtG33Qdo4xdxDv+4AXXlcwruvpcBLiCq3Fey1N8E5bjgm48X9FO8miqjFVD9zxUi+e/gX8IobsqhO6/cY+P/U9qc09bLyWhkewRGuwspgTX3sMHNhaap5InARCuYj0anhJaUx4NPoi6PmT/d4ACotA0AvTW6bb8ZXtm8j+t7NqGdaCkzgAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXUlEQVRYhb3XT2hcVRTH8c+beTMZ6thoDNhiKlXEtoj/+wdEWhQRXOhCBaUggq4EqQs3Ll2KiKAbN7pwIy4UN6KCIKLgH1ARW6u21ZbSxNjUmjbD/H3znot7p9M0mbQW0wsHXm7uu+d77jnvd+6Up6am5lqt1kKe5yWMo4J+tMIqj/L4+PjLzax5f7/bb0anZfTQvRQQpSRJlJ8rV1XswWO4AxsxiRpKqwmQJkmicnNF8nySFq8UD8lMnOP0BNrIVwUgz3NjlTHlm8qyPVnJa3bqL1m3ahBpr9dTTatqlZrGTQ2ewRuXDiJtt9vG03GXVy/X7DTlW3Kexpt2LuPqpFCckAqpKkWoHFm0C4ZM2+22eqluojqhNdYy351nM57E24sgUhwTTiEVCrQWn7M434jWjKDnBUl7vZ5O0rGmusZUbUqj05BVM27Ebrxjp1wJa3AkOn0Qt8S5Lg7hYxzAbLT5CNU91+kigDzPNTXlSW5jfaNGp+FI9wgd3IDH8a675daijuuX2eda3BsB3sCvEfZ4PJGREGW86AnqSd2myzaZTCdNN6d1sk442DquwT5X48qVosFV2GpYsG20BGFbVtBKkMks5AuKUmH71HbbxrcpVUtBlMs4JdTFhY1JPIU7BUG7AtVRi0tQFIVG0TDXnjNx2YRd1+6yvrp+KMqf4wG8cMEQ63C3kMR1Qq0sq6hhsqCVt8y0ZxycO6hWqdkwtiEAHBWiLwsp2XHBEFuxKQLUha9lyQiTOVmRmc6mffnnlyaTSY1+Q5IkimMFWwKkLvbiYXzgfG1qrVCck2cBLCnGMwB5P3eyf9LebK9Kr6LVaSmKIpTRWHS2gCkhs4/iPRRynBZyfe6YjPMjm1oA6CMjyzIL2ULgHOhZTYAgZPJ3vLpoj4ESLjeq0cdANZeMMDkQ0MEt4DD+idtuwG9xZQW3LutoYgTAIJSR8jwE6EXbh5fwSVxxnSArg6vKXbhtVDxLxglDRVwB4Gznr8fnryP/GtwXgYr4xg5Bph9a0fnRaCcENcxWBhg4Hyzr4gckuF045A8Nda1vxIdFjHifkLzZ8wP8vMh5V9DxGV/FVSl24W+8hS9ibLMjnX+D74QmNSt0x2VTkKCQymWOCZ/T4Oiq2O1ZNetj5L/g/ZFRi+/ti86/F5rTTDyBZQFSzMt8FinnhW9gVhCPzb52l0ci6oY42zjzfi7cEQYt+Khw7IcMu+GKt6hyJD0eNzoUNzgiyE7XX+6xQyIRct/GNPG0vor2rVAxg7wfxpzhxWTkSCP16fh3Iz43o6v9cgd8Z7PtQhr+PPPuT0Ku98Y95l3MjShGP294p2sbVuwMPvKpG/2q5KiB/h+IAD9jf1zXdBF3wkGP68T42sJB59FVGQsKs06pxfgP4kchdfuF1P0T9/jPv6SSFf5XEhrJOuEatlFQg65QcH9YLDQXNVYCIHyK9eh4QmhNeXR4MtrZKfvfAQYQA0sjQPcsW5WfbJds/AsE/r4pmzU0BwAAAABJRU5ErkJggg==) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYhb3X34ucVxnA8c87887suN1267pgrJsQS2nShvoLSaCUhIp4I/ZCBaVQCgqKIPXCf6CXIiLoTRH0QhDxQsELUUGMSmhrMYqaNmmT1ISlu43dNZlmx/n5zjtenOfNbJLdTQ1uHjjMmXfOe57v8+M8z5n60tLSWq/X2yjLsoZ5NDCOMbHLUp+fn/9Wt+h+cjwcd0NpHSMM7wRELcsy9a/XmxqewefxUezHIlqo7SZAnmWZxiMN2TeyfPLtyRMKCzcoXUcf5a4AlGVppjGjfqiueKao+a6jxjet2zWIfDQaaeZNrUZL51CHr+K5OweR9/t98/m8u5t36w66yodKvoQfOLqFqstSckIuhaoWUCWKGO8YMu/3++ZqcxaaC3ozPe1hm4N4Gj+6DiLHG5IXcilBWzEv4nknRjdAbwmSj0Yjg2xgtjlrqbWkM+gomgUP4kn8xFGlGmZxMZR+Gh+MZ0Ocx69xFpditANqeKPS6wDKstTVVWal/XP7dQYdF4cXGeABfAE/9ZjSPZjTcL8jeATvClv/bp+TPm7kLJ7DqwH7VnhkW4g6nvUUc9mcA3cdsJgvWumuGBSD5Ng5vB8ve69D3u3LeBj34i6pdj6Aj2Hde6zHLFnfR08qbFsWtBwKhY1yw6Q2cXjpsPZ/2o73jysbZUJ8W8qLJ6SUq1JtIwDrUgH/FEYWve6LsWJomg/9bQEmk4mOjrX+moX7Fhzbd8yZK2es1FcS+x/wlbBhiD/ipVCR4wiOxu+P44I9So9hTTo5VRhuSspU8Sb0yp7V/qpza+e0Gi17Z/Ymy5bD+noo/B2ej7n4fB6/lzpHhvuJoBzAnvBTvpUHEkBJURZWhitOvHnCieUTOuOOLMvSwXsorBvgFD4TijbLn8PJI9wH7sE+qadsC5BXAOW4dHl82anilMaooTfomUwmadOZANjAktSqPoefYaLEVWP3aoenprIopeu2TS0BjFFQFIWNYiNFq6pnLdP0mcXr+M5NXkyVomGa90maoaOqmjdJelhldXULuIArAbAXr8XKBj601TYWlPhx7LNy7XllyrbleQowivEyvonfxIoPSGWluqo8ig9vCZHkF1i99m3dtCLuALBZ+fdi/mLwz+ITATSJN47sADCV5Rjr0jEstlo0BaiUV8uG+KuU7R/BAn4pxff7t1Tejx1fk/rCLQBeuU75UKrjq16IVTmO4d/44TtS/ieclJrUJakabhmCDBO5UuENXDV1XRNP+pqW90mWn8HPd1S+LFl+En+RuuOq5IEtAXK0FY4HZVs6A5ek4nHQix712UDdG087194vpVJVteBlye3nTbvhjreoepC+FRudjw0uSmVn6F8ed0Qmk3KlrzpmV/FCjJekjKnifkHqA1Uj2lbyoL4a3zsx74aq00pnnXTQYSkMb1579x9SrE/FHm23cyMK69umd7q+acau4ld+60GvqllWdfWzAfAKTse6rtu4E1Y9bhD2Ve2kDFV1bJi45G2tsP8c/iaF7rQUuiuxx//8T+rGnrZZalIj2SM12P1SNRhKCfdP1xea25KdAEhHcS4UL0itqQyFl2NsDtn/HaCCqEYeAMNNY1f+st0x+S81ZvAbUcZS+QAAAABJRU5ErkJggg==) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190633 2.1333333333333s linear infinite forwards;
}
