@keyframes rwdcur239276 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 34 13, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRoge2Ya27bMBCEvxS9RHqLYtsbGeMeI9cge43eotwrZftj9UgaOyj9kBRUAwiSbNAe7s4uh4QdO3bs2AEI4nA4hET0jPt0L0I9eIJQK/z88R3rHLvYBMzmyMqIIoWGzx6LMANw3Jdi1AkZ0VqSLiKilYhWQkZEUURRtE75ADzcg+wpmBHFhAm8vvjCK2PQj97PZzEJufNQvUJNwibLyZjAABPF+jOweBFXT74De0TFAMkwqfv3Pt+a4DnICDNgnMDxCPmahVuP/Krnx68KgyhDsRbL5zZcxRStzB2pF4sV8d8EvwyV+2ggE25Qa6V2FvJiEgKQsgZEdqNvtYKDUzEHLLPlF3Sju0JGtEJEI8ZFrBhhXCabxZEL16zzD0PcplU372vz6YYsyV9iEVbHRL5wcYtcBUYSjkbEAuRv0kYlAn/1DsCx0t3XF4dZarwo79E0tcsl/v+qDCh7OTD4GWNymx8GstnnZPS1aMu8jZUwcK/TdlAmEOHe7216cbWEZMw+vqYfdnIySxTw1RlwgHSRQJKWEZvvPsWYNB+FeFrJ31wUpVE6MO+o1op49574le4ttb95uYwYfX1r2ozH+ecMTJtyNOjmbpy68G7qX0b4ZbustXKs25DN2TZqRkhZoOMC5T7sYTcSfTiTAWn2OHlolpF3r9SNOczTExj07s5wapxYs12ew8kifv564PfzASy9/TgJFb0539kcDKKZIkqJYnmSoMHzb5H82wxYXl4d2XyCBtuTz1nk2aWiMHucLUYf3ini8fnDRH3Hjv8UfwBS0mCnsuBVcwAAAABJRU5ErkJggg==) 34 13, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHklEQVRoge2Z/W3jSAzFf1pcE9k2mO1iywioLSNtDLElibgytgzuH5yR7USWY2tkB3d5gGEDI40eh49fMnzhC/dBhEZMGo/m8RbfrrpaoBnxWYy5zgAEJH8Nzzb0p7MTIuqpx+c49U3oYUTPg3iIDI4NGIZtUrwyBrYhQiPJZyANgw0PSwZbHtwzJd/uATkK7ivJbJXNyV5bbo4oAZ4bdSR1DW72wDWBuJR1mtdECBHmdYWTa1WIohqlECr0j5c1cm19TWIqxDRpvJIEp6nEy8tLCIQqEVOJmEpM5dTQhn+2GrB0+sOzDYds4xertjhQFHcQd379+IH9+5uimhe4Ywbu7yW/m25j0kBkJnDOCIEoAiKK0UwGcZsvcGC0B9SslvfXZFQNiCJERKRcNCVV6vfaM3b1wCXpvEI8KeCgUuUiAj5igGrBHZ7H8ew+m2PgHC7qHuJJkri54VUyQsYCAObnN2jPWVuM0BiGFpD9c/1xWvzu8FRDhuoNdwMHW+G5WgeSfAmQXcirgGqS/6mKcwhgrcaskYcPFbLctlfvIkk8VBXRlMuTznMS7jAC5obIqZeuxnGR6tHD11OPmPLTyAnLVXaXynsrsiVI4lP5RMTe4vjUpOZwlSQdUxrR83ldA7M2ZllNawYUQEv+HkewhXZgC7pt1k6+aKZvIWsSksaY9ScPnT2gQsy9TO1vcMN8H/LdoUJMSsSUvc+kO/XwR+jSSkg9+ex+FTdLL8ChvdwJm99KvJLks3PWkzXR7HX29MImXbZ2QObBA0YzzBkaaWd5EOmFmzZ+KxncGtG7B+vVMdAyzWF0ys+f8XLj9RCcvDFok1PNMjHp7llmE0SIqSRJFSJqipyKRrlDivxIA7koodryAjlUzLN5W+e+xakNVktrZ2PAj3K3qs5GmBnPd3hDkPOHXPTCIpGieZO7UTRP3izjdbzjqc8kV6bBd4VMhBAHRRAU8/SGCGjpW5TWXrcMgw0fGWPfG1C/3X1ui5uaxtH6674+cM2QtdsXY8CxQ09f873LXkF7Wec3oaXO7htX/Gf+OPws/zd/4X+Lv46YAxSQIZRjAAAAAElFTkSuQmCC) 34 13, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 34 13, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 34 13, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRoge2YTXLbMAxGX9yeItdAfYjMNDM5hAfKMdx9LyC0+y67yS1KTPY9QH2LoAtKtpNYP3Ul0wu9jR3aVj6CAPiRsLCwsLDQgQqhQpTWcRYqREoaKel1TkKOoqsQm83m8LcQkeqIVEfSfvEfLyH2FALUtSJGuBvfHtfAGqoqVDV/yR3z/ufczC20j6SEqOJ2PGrggOSXyvo1ruYUOMSTAWY4gEoW7Vm4+bB4KDyBP5KFKiCiCIJIfl+nIKkOFm+xCWwhVPQwUFU5/IC7QVVhr3PrJEVqQCBqVQSo3JA8BoCL8uvlhdXzd8yH9RXpQg435rZPj53DU/P+s4CuV1TP4571YQZ9g6gQInC/BX+Cr1vl963wA2e3c3Y497cAbH3Hl75nFVkBEVBV3HKOuxu73D1vHBDPEyxCpO7OoULUSkTSVzuscEVWIaKOiNOTyOIZtAfF6BIu+8hn8Vdpzk7RpsackZ98H3gb3eOC/TTCGvwrk3YhkaPu4dneoOBmVAOu8lwmsxIqhJJ3VPcceZfsNM3BR+yq5zDpQ9sNSkRBQNwwg2om8TCnmfPDSszZdSarARWiFqA5TZkZbT0IZJM/A5Ms7T51yDobV5zrwBnlKouhkvt7JH1nES7Bf6VQc28Dkvv80AF8Ds4u4jZtOD5VceXp0qJCRK37tKkLmrNR0RIIb757XLBwKNpSkR9VA01nDG/sgTQDbla8y/T+YxWCJtr7A5IoeC7Ya8j3wSJuvU2+fFKKHfXOYbPZxMPDw7vDSMmifUvnCogQj6sVP+/uwMGaK0uVw+cX0thLZw5ne3zo8YbR1kNl/b+9JJ0rkDfV9mrPuPU82Gy2s4uP0M7LgdGoEFvKHMInmcDCwsLC7PwFPJRVNdHYGaEAAAAASUVORK5CYII=) 34 13, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRoge2YTW7bQAxGX9yeItdgfYgADZBDGFSO4e57AbHdd9lNblER2fcA9S3CLijZzo8s1ZEsFdDbWB7I428okvONYGFhYWGhBRVChZhax1moEFWlUVU6z0XIUXQVYrPZHL4LEVUZUZVR6WnxHy8h9i0EKEtFjHA3vt2vgTUURahq3uSO+el5rsYWeopKCVHF7XjUwAHJj8JOa1yNKbCLBwPMcACVFO0p3LxbPEy8gD+SQhUQUQRBJK/LKqhUO4t3sgVsIVT0MFAUGX7A3aAosOe59SaT1IBAlKoIULghOQaAi/Lr6YnV43fMu/VN0oUcrsxtnx47h4f6+rOArlcUj/3m+jCCvk5UCBG43YI/wNet8vta+IGz2zk7nNtrALa+48upuSZ5AiKgqrhljrsbu+yeVw6I5wJnhwpRKhGVPtthhRlahbdI8XTag9kh+8in+FmaszZeih96/sH3gZfRPS7YTz2swb8y6IS1RU487Q0KbowiHga0EiqEkjuqe0beJZ1mlyV+D4MtwDx7uJMpgyqC7d3lWIxn5vzoSfTwNOcy2MQqRClAfZoyM5rd1Ht6+3MYZNLG2wiZLrUrbqLfy1VOhkr296j0lUW4BO8yc9q0Tck+P2a3aePsIm7ShuNTFTNPlwYVIkrdp005oTnrFS2B8Pre44KFQ9FOFfleNVB3xvDaHkg94GaTd5mTf6xCUEd7f0CSNDc2k/bYWcSNt8mXT8osj3ptbDabuLu7e3UYmbJoX9L6BESI+9WKnzc34GD1K8vGLstMTlWtOZz2+NDjDaOph8JO//aStD6B3FSbV3vGde2V6812FuI7USG2/GeH8IWFhYWL8hdOKjq3hmIwTQAAAABJRU5ErkJggg==) 34 13, auto;}
}
div.testarea{
animation:rwdcur239276 1.3333333333333s linear infinite forwards;
}
