@keyframes rwdcur229834 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 26, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe2Vv2sTYRjHP5fcxTtJ0pbEocFWHNIhkiGDCC4dBEFnUUTEoYtTQcT+AfZvcKuTOAidHBxcSpVArXSwpR3M0AqlmDPp0AzmzeXucbjGUryk1XsLDvnAccN793y/z497DoYM0cKmQFXgjfR7IvcoF3lm6DFQFbiIYShEfgAHwC0DIPMgIwCt161IrYQeA6E4wOzsdWASqEp+Ji8Ao/dG9cgMpiX5mbyMPx6X+XkR+CawJhNvJ/q2BbS1AMZejgmA9dkCoLBSZ329QRC4wJW+OppacIR31QOg+XwSgLm5EuGQRqOlArlX4YQHnQAAK21hJk0Avt/9wvR0nqUl4+yGMJlKhsFSCZwRB7/jo34qun6XIHBZXm4QzsSfmHHFC4uFMHAK0sk0bdq/zxr3N4E1RCwMAyTCQmwDveztjk2bNgkvQfNh87DcFwgzV4h4ke/HNmDbNv6BD8Denb2IPl8yojLXQvlTOXbov65A5UVFAFRZsXFtI/ZXdGoDlYWKEG5bVFnF1T29gcpC5ajM50BNKbx29ED9CwP3QPFd8ViP1VSYuZW0qN2saVliJy4idVmBeXj3CC+N9DVQfF8UTPB8j536zrGzrRtb2n5iJ1bAXXUJvID6Sh3P9/CU3hL0NZBIJXBXXUzDJONkyI5k6X7tUrutp/c9IoOVPpSk/rEOgGM7AOw+3dUq3CPyM9yv7pM9n2X7yfaZiA7Eeeac1eYeMuT/5BciUrs9gOuyswAAAABJRU5ErkJggg==) 4 26, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCklEQVRYhe2Wv2sTYRzGP2+8611OulQcmmBDqESCOIgO0U4iDl0LWdwcpINbEIT+AeoiWbJ0LQRcOll0soJkcHALOEmbjNoQDkN+5+7rkBAb0yRnvCRLnlvu/d697/N8f9zDwRJLzAmhdEgWQhzOhCWcCY8k12ZFen5dr9ZHvuurgFA6JEpXQ/Hyi/JwsIeAX+RruTWp3q7Sclr9mOgyNntfBWgrGoZl4NxxaDktRBfajfbY7H0TEP0WFTNoYgZNDMtA3etyOg1nsnA/BJhBk3a73V/ruk71tEr59fjsPQrICqwAyQsP26psSbPZpF7r9tretwFQTOT2KuAGcArkBW4NnWpdtvr3hVcFAEpvSt7YveOrwEcJBL4PGUpSkrL+fH3WLleUbgVyAyJSkpqfva6u/uiJyEvsSUyO5Gi+3h7fjcvmZqNXgbwcyqEvAiYOS/xZ/E/JMyl2Lz0YeO661/9r4CZ+BUpX7KR3sLCoUWPf+cRTlSAQCOK6Ot0BvTu1iLFOGM1GRT1W2NiUKHHWu17KO1zXBn4BV4H3U7fDkxUffzmmQqUvZE/tqW7WP4Ez4Oa0/KNnIJKNiHHNGIgl7icAONAO/tqXE2gCD/+5FSM3xD7HBKDT7AzETx6d+OpyFw7hxtsNOU/sdlwK2wW/7XW0AO2KhtNxKG4XZ0I6FpEPkcX8vS6xxKLwG4p+vlpAal0LAAAAAElFTkSuQmCC) 4 26, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe2VQU8aURSFvzvMEwgsSqpEV0YRm0BIumnSP+DaLrrwP9p9FyzZNDVNbAkmjY2yrCxsE2MKzLy5LnBIQURtr7rhbGbzZr57zzv3Diy00BNp48OGPht4Hjx8TPB9zslTgE/fn97KCSzhpU5pAq5OUTffiIwlPE5ihuUhS7+WUKcIQne3O9dlMwfiJB4/z7fOAVC5OwYmGUi7n9ZF4+LO75s48K9wMHBguvv7glP99x4IsyHxn/jBYBOt/Fh5nvW6/W1b60d1E/iMK2gq7My0c/PLpoYuxIUOl3UW/OkQflRYRuQFAKpVScHpiXw+T5AJaL9qm9z51BguA31Uq5LNFgmCnq5/Xh/DQzcyLBOaLdDJAkad54CW9vtr8vbnO8prZbz3Ey8dVg7NEj9RgGpVKpXX10VANIgAKL0s4b0njm4uHNMCAE5OutdOtDUaRkTDCB97isUiAJ1ax3TebxSQBk8kx9etfXzsSXwCQPfNJ0v27Wp8byi0VeRYC4WzcQiDoKdwYLp8Zv6MBoMB9aM9VH9zedmjVlOFliZJ+fHX7d8zP1JT4UALhTMVOVZombrwgI6aCquI5MY5WWghC10B+mu3beP0oDgAAAAASUVORK5CYII=) 4 26, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe2Wv0vccBjGP0n8cX6XIoIeSJULxiLZ2j9ABKHCtXMXcdRBZyl0LNzapZNb147lnAU7dzunRJfjKoiHtKVGQ5LXIXp66uVyZ7xb7lkC37x5nud93y8PgQEG6BGmd6elL8KFxYIkiQ89m/BSQYjA3/YT67RnEQaCj0HjrPq22lKniwnsCxwDH5pIC19iYX4An4AwHZveuYEJ4DWwJ1Bu7FYb1tCGNYxvRkdsXRiwNfBR6hWQB/bF/GoKQLgSEvkRxvytiaTxd2kgNnF+HmLbb4AJjra+wwoY3AqPLoymYnriJfwvtq04OHABH9N9D4A+EvflzriZX/IHmN2ZFaV+C1QFHDFds7eBY7rmtagj4+N1Aad3BqyK1RBTKujKRMc7uhurtWLt3vdVgb/ACGCl4k4dRPfz/KJ28UjVSy3u/g/xs72JtgamylMypDWXyWnShG9Ey6nWkJgDa7IW57oED97V1+ttunuXagWJBgwMNoobTWe5sxxjxlga7lRoaWD5dFniAp1SsQSA+qcAOFw9zCxgEicQEhIRAZDbzREFUVa6DbS8hJ7ncRld4ukepc0SeqDjrDqZR+ujhFbFkskXk5x8PgHA2cleOBFzv+bEWrf68xOZ/5nvj/AAA/QLV+nHnnpSI3aKAAAAAElFTkSuQmCC) 4 26, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 26, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 26, auto;}
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}
div.testarea{
animation:rwdcur229834 2s linear infinite forwards;
}
