@keyframes rwdcur53128 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6ElEQVRYhe2WvW8cRRjGfzM7++H1nXOJz3a+ZA6CghMCIgUQiRSIDhJBOqoIUUT8BRRQXUNaGpoUIKFUFNAAEoQCgUCgYJEozsdBYmMsx4mdi7Ev5/Xe3uwsxc6hy5E4F0CiySuddLs7ep/nfZ5nZhce1IN6UP9ziY0efvUi0hGUBHjDActPfkLyXxNQGz0Ugp2O4GVHsqNtOPPtYSalYP7gp/0TuXR0PPvHBLRht6fY70oOeA57PYf9rZQfGm/urBUH1RDQBGZFdTbeqM+ek3N3VPrS0fFsQwISFgKH+UCRhK7YJwS7A5E9s3gzStYi98uB0L2yaVAB1O7WY2KXFJeOjmcTbz9x2/3a8Sn2nJwTG2bg+8OErsNLgx5vFAPvwIDvKuOoOBVORMZSWAjigUDFiTYfhr5zSkoRAw1RndUAWbWigBIga9NmsUOiAw73sOC5z4h+eoUvVtZ5qxgk0g0KygmCQgYBZOUwdKUU4Crn4FqUvicc+Y3virNZtTIPmA74bU0/ujAGLHYuN1SgU18fYmrv+JZysRhsdXzPpEoZ12gpyHAcISkp2otJA4hMxneO5IRS8iKgAWrTZnFilxwD4NXHF/nowkht2ty4pwWdmjk2cnAokCdLm4OKlILU9Y3A4DipxBUw6sJCAr6kXU+atyL9a2ayE4VB9/Rvc5zp9b9TteNTG1vQKSk510rBKTpkawalWxIhwRewWUFsoOjA3hD3siyEM9HEarP9epKYHSCpHZ+6a+++CDy0bbDw4/kbhbFhXwspJUJKITNYM5AIkCmM+7BuQAkEeAO+sz2DI489Io4JISJyO84BEVAX1dkIegNyh8qqFQkEB/aNPHt1qXklSrTRUhjSDBSY0SGyIMwjd7YJv8c4Sia+pxjw5XkhRNkOGgJlICZfTV8E7GLTXNdhtJ7Ot9bbZFpjlCIdLJClbaMDYdrX2jpupZFOs6YxLDuSSVeJBjACDFnw7eQ7w7Nb9N4ERHUWIAo8GSeapLkWz69FSRIbo9u6bfR6QrbcNLq5rltRa6nRbJ01xnyglKyBCCzGNqAIJMA4UAE86DMDwJJyJNvL4Tt/rDbejaNWyQgCV2sEGpVCltJMWiyXiv6Mq+QR2/sUcNOquGLJhMAocB2I+iJgVVjKqpX65bm1GEyyRaEcgUq0jhJNXRsZlTcHHztSPG2nLAGzwOd2ctPVMiC3ZamfDHQTMW3NdaPXF9pxqknRrlRxGPql0S1B3ZFiBLgIzFnwCHiYXO7u8CVAlFUryrkfAlm1UvY83wwOFJ53lBqGbHUg9ELfk5uEEAVymYeBaeA0MAW0yE/cW11KXCM/jtN+M0BWrQTA1lLRj1ZuteS2sTBEEprYTILwbHMNFOzvF/LXtbGKLNtWdXL/NSD7JkAeHgZ8OXO1bsqrq+2VodBpSMkc8AKwYMF+Brba9YEFu2jV6c2CuR8CnY8O8+iOwUMWYII80aN26gVyqW8ADTvtLLkSugccIOk7hPborJNvL2mnOQe4wJIFKZAHbgmYseANC9yLFYvqbH+v4+7KqpUC+fQxucRPAa/Z/3Pk00+SS9+0BDo7QAOm88EC/R9E3dXtowHmgfeBnRao93kHPOkG/jcEen3U5JJDbkFiQT3y4JmudX+r+7YA/tqSkvw0C+3tzjHbkTohtwFyv3uJA/AnO64EdclQLWwAAAAASUVORK5CYII=) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAElEQVRYhe2Wy28bVRTGf/fOnfGM7STOg/KqQgSlakA8CpVAPBYIIfGoEEggJKSuEf8CK7NhD/wBCHXFBgloRNWqLIAdqDyCSCgQnLSU1k1TN7HHY899sJhr1a0gOAiJTY90pRlf33O+c77vnLlw3a7bdfufTWy3efwZZCCoCYimYzbu/ZD+fw1AbbcpBLsDwfOB5Nbc8s3nB/laCs489snoQJYOzbp/DUBb9kaK/aHk4bFK5YGbx8ovXt7qf/TFwcsfP36EFMDV5yRQ9b40kIl64yqA84fX/rLSS4dm3bYUHHuau2olXokVz0+NVWaipETa7TW6VrUmxuITSRIu16rqpP+79EsDqag32sOB9r1xz1W+l99aZP7wmti2AhVFA1gMJI9Y09kjDaocq2oSRFkUyrvyfn5qZS39YKIWn5kaC5UQIgL6wJqrz/3i3VhRb4glcPveuAcxvyCWDs26QVXkdgAePUIq4GiryxSEMlCRipJKOY7DWp73bpKC+6PAvJZn5vXLW/mBbt+OO+fKwAHgfqAGTLn6XA1AzC8It/TcVZrYloKBnXiWxblaUJ6cnri9PDFudRhaZ4wOrZbWaLLMtPO+XRNCnqlWw2apFPwkhfgWWAZY/tWu7rtD3sYrd6+K+QUBBS3/SMHAEsXLWpv3CIJZGwQySEpS4iKZ9ygZKZOEqbTdL1vH7UkcVI2l38n0O6GSGytrfOX5XwUYrsASuJEAaEvjUgaVvunHuCiOuorZGLOawEQPphXJN8TOudg6LA4lBK8aa6sgWX5r8W99j0QBwLFn+GP/nhsYn6zsih4dkxwYgw8uwIYFYeFGBRUBqYMtCy1NJzO/lEvBu0KIBvADsE7RIXrgd6QKADz10NyT5y92F4yxlh9SSQDsUtDswo0h3JdAGMC0gsUOrAgqWbCHtt0PbHg3Fqi6+pym6Ba7bRcMzNXnZC+3u7Wx67qvMZsavkuhY+HOEswomE2gHMBlA3vLcIuCtrFA5N1sArF/j33y0UgARL1hw0Dofk6WdvNmPzc6bxtrT+e4lRxO94rAWxpCCZ9vwvfZWRAfA22Kdq9xpe0HQ4tgFAAAbz4xmZRC2exk5kHhTEVIKRA47aw1Ha3VUhZwScNqD85rsPwOfAYsAltACFwYcpkzahd4Wy4nKm62evRzdNDLFcZaIbDGuFa3a9MJ61oiEAcwNIEp4Dcgoyi/pCh9RqEFOyjFSCbqDQucFUK2jTHrWZplvTRPde7WS1FYnqiGRwXiFIZzQAr86EG0KHhXFMKTg+Cwgy7wllZiefjSxd7LEmYmJ+N2FIUqVOIzIYQGZoCTwDngOLB/6GzLA1jxAMpANvIcGNgXB5kBDtfGKntq4+XGTbvKLaXESzgy4JQP0AR+9gme9FkrvxrAWe9utDYctsePsN7R7O2h+jdMJwsq4AUmFBS93qJQe5Mi+9Qf0xTcpxR3hwivg51SMLiA3A3sBt4mkYqWPgd86YNsUKh9l8+4SiFCfNBsCMzONOCDx0NZvU/XRsAZrqh7MOUy4Oah58EtKWVIhDulIB56LlMo/VMfIOLK1LPAaeC8Dzzjf2tSDKZs4GTkQeSzH65Y1Z+/CDi/tih0kAGXKD5AFwBDIc6O3/9XbXhttTYpMmsB31NkV6OgYJ1C7ZmPse739TU+sp0AsNe8D6bbuH9uUvR/jStU4INuiHpj01dRUtwTLcCfglsaFNQvUy4AAAAASUVORK5CYII=) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhe2WT2gcVRzHP+/Nn52d3ay7201bNQ0xYG1qFQoFAwZBT7aGgidBDYI3EelZTzn15smT5x68qIfWglg9GCmWUmk12tQidYlpjG3Y/NtsZmfmvedh3rZJSJdNEbz0C48382be7/f9/v68GXiER3iE/xmi28MLx5GOoCzA3xPQeP5L4v+agNvtoRAMOIKTjuTJRHN1apwrUjA3dq53IjMTg+ahCaSag77LUU8y6jsc9h2OthU//jDOt2PHhlKgCKRAU0zW9YPsjJyZ3THSMxODpmsKvnmVw+UcbwQuJ0t5ysYQt1NZbyq9uHdP//dhwbu5p+QvAhFw60EkZiYGzaGPntuyduP0NCNnZkVXAhfHCT2HE6WQ92uV6qgrkRtt1Uyh6UinITxv1nPkNT/nzBTzzk0hxBywuBORzSQ6zgFkNwIvfkVLwNeNNUoqVQjhyHyxUKxU+vaHoXfIdxl1JG9qpT9YWolfWV5PD6bKDHezKUbObxHdNQIdfHeC6aGyE5Yr5eF8uU9L39WuSaU0RgJEbdWKNpI5bWTd9cTFIOeezfnyJhCJybqemRg0HcVm5jUjRs6LzlpPBG68Uz2WM+1P88XckUJ/xQ1yLu5oTnI7hrzE/LpOFCWx0sSFvBc0N9StOFYfFwve5T9nubo9//fsnp7u3gUdDB8olucWnKISSgPaeK6k3oZAQqQRFY/ckvDRxhehgxerAeVwKk31WZDcOD39QNs9EfBc+cudlbj6VL/T0ErVjNLS/AOivQGPe7CikYHARECfg7smA9+j1mrrl54Zdt4TQlwi65RlO1IxWU+hxxro4Le3Cz/t3Vc6XKwUfC/nI9NEijiBsgPLCi3QMpQSbUCDaunLjhRTwAVg3pqpAxrQYrIede2Czbh4UhQ3omguWm9L4gTZakkRGuhzIHSg4qK0TtWqihgKoObhSKpAFRgAnrCmfDtLMznk9kyg7JuoHatIChZUkmgM4AkoORBrdCPRUqMdScA+Dw7kADGI4F3gFPAyMARbjvHeCTz7OWm1r/Bh1FaLSaxiY0zmpOyi7yRaulI6ZS9grw9NDXkB+z0fw6KNwhgQbDMreyrCDg493T//8+9345yfxGHg+f587PJ3myRRq6qtonzi/CGMO0a9nW24m8ySFV8MtIBV7he+BuJdEQDiWrXoh76MVldasq+O77qSXM4tG2OmBOIL1lTMmhoCQuA60LDK54FF7tcA0GMbbkItDJzPNtaTtzzXO6g1UStKF/oKXioQh8la7I4dNbun034zdu4gBdLdEqg6Ul5aasavF/J+w8/p1TBwp0CUyb4r48AVq3YO6JxAvnVYJEtDii3Gnouwg1LBXW4mDK61Vcv35SeeJ85ZZQFwa9OIgMfIcr9A1v8hWdTvdcJuI7AM1F4YqRy3agator+Ay9ZZp+iWyFIxa/emZIJdsojsPgJisr5AFt6mNXzFGp4jK7ZlS+g2WZU3rCPXjpZdvyd8V0fxdpjJoYDslBsAjpBFpW5JlSxJTSY0tfcdEi1A7zYFO2E/maK6JdCJwjW2hjsmS0/nb+mhzoHtKFuHRTKVTTJl1+2au8lpbIlJsq9hBLsvwu1I7dy0jgJ7HdvZ3+Fdbd8F4F8PZe0NmZhLqgAAAABJRU5ErkJggg==) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwklEQVRYhe2Wy48UVRTGf+fWrerH9MwwzQxExHZAMs7wihIkRsFgZOEDdSMhMSH+BS5dyKpXGFfu3LmRGF0YXAgxQdloFBIJGCCZ0QCZ6fAYYNL0NP2srjrloquH5tWZNia64EtucrtunXO+fOe7pxoe4zEe4z+G9Dr88Q2MI6wQ8FYmKW49gv9vE7C9DkVY6wjvOIYnW8rZn/dy2ghXdn6/fCLTB3LRPyYQKBPZFQO7LGyTVnWj5/B8M+TkL3v5addRasslMXW48FClpw/kop4ErHBt1UhGo7Bl/HJ1s4hMeETbg7rs+/3d6KtFnz/2/MD8w2Kj/LgFDCDTB3LR5MEt95zPHDrP1OGC9PTAr3tJj2aH33ei4AOP1nOphGudVNovlWsLzXp11qaHLycT3lnHs2dWj3g3jZEGUAQycfEOyjOXtD55cAsydUymD+SijirmYYU7ePkotfLi4jc3blfTEBnredZYN5ldObxmZHT4xcyA83o6aT5MWj4plvy91YZu1yjazYOtHQKQqWMSTb91jyd6KtDBiTc5v26EzMqxsfHk4ICqtaqqGgW+pq2TjCLU98NivRGec6ycSiXsMdc1lwEFkjOXdG7yGfM0+zfNydQxgXb/pw4XpKcHOkhZ9jnu8NdibYBjjGciq56nEgoShMimtEne8EfdW61X7lT83NVb9a2ZtP0u4TnHr143c3H/5wC6FZiG3ibswHEHZiXhZRzHwaLGWMGsiQxVgZYDG9NQDnBeGLSp30o5VYYQcovlZhFSzBw6/8jcyyKwY8tYeqZQHc2q1jQiYxQTzQvylAuXmnD8NtSV4GqgoaoKmokw6UaL/RPr5TUjokABWJD8bLk7d08TdkEncwNvlOuthXozCHw1qq7VqKAwkQAjRCqE1gTqmFoi4ZYHB9yhdWvSo0bkbSAbr9EoP57tm4DkZ0vVRtBoNMP5VrNlwlZAqIqmPfizDi6AYlo+rkAy6axwPbPKcdgB7AQmaKvtAUNRfnyp7nIVYO7ilQs3bhWvVauNK37DD8JaQ8NGQ9UYQJBNA7gYz7POkEAppl6jfRNWx8U7w8nrm8CmbwmGknwUhBSjUAPxfWzNxwQhDDqQADIO4ogVkQpKDVgBzADX41oar0bfBAA2To4XIvE8IwZCVYMYnk3DSOzlJzzYlgHDBuBL4AhQA24CAeADJcnPLuVc1i3oQibQcME6iRyRWtVIzTXf4ApkHEgInKuCMg9MAieAK8DFmEQJuOcWLGsSwtLHxbu+UH/PCh9HqmsTnq2k0q5xrVwQkR3AKWAe2AxU4t9f0P4+dPwAUOuo0E8LLIAx5nSp2qpUm2Gp4etFVf1MRP4CLEmzB1hLu+9ngJNx8aX4+/d9eQBgdTZx89Zic9WNxWYplXI+TSacIrCWrE0y5sKgs5u2+eaAa49Is1S3Hw9oHBi8tGXs1fhZFhgHChQDuBNCK1oATtNuxcJ98Q+gHwJ+/L4fL492nxu0zfU5rWgNcBk4G59VuooHXbmW9ss2IUA8wZK0lRiK9+uBDXExn3bPb8YEC9y99x0FAsnPLv2n7ItATALuTrRO0g20+16Ll6GtSuW+cF/ys91K9E+gB6kskKYtb0Xys5Xu8+7h87/C35YO5dsUNKTTAAAAAElFTkSuQmCC) 8 8, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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}
div.testarea{
animation:rwdcur53128 2.0833333333333s linear infinite forwards;
}
