@keyframes rwdcur66848 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHW0lEQVRYhc2Xe1BU5xnGf3s4LMu63BaJSFEpo0IcBcRLWuu0VCQRjQ4xmqQlk6EZ05hp04mmY53USScTo2PGeokzJiaDeEmDIwxGDYpOYmKRCQIVNAgIRGHlJpeFZXdhz+7hfP1jV4cgF9NpZ/r+deZ873mf532+23N0jBMCFgNJwCxABlxAJGAFkgQUAo06qAEsOnCPV2+0kMcBDwVm+wD1QALQJ2DA912ngAhA0sAkIFiFbhks/xUCgAlvxxpgBiQgWaxfP6BLTw8WDodMcLCqtbR0u7dt2ytBrAwxbjD6w+1HVUM31sAwBZKAVDF//kyyshJsdrtcX1ODvbUVU3Q0kxMSiE1Lc9vKyz+WX321RIZOGawy1PwnUzKSRKQGL2qwX5w+7bm5dq24BuIaiFIQJ0BcAtGYlCTcx46JgQULCh3wshvWDkGyAONEGNIE490CVHHhwkrLmTNya0HBgzmRgR6gH4isqqI7J4eA9PRlGkSpIA95a0+eiMB4awAdqC5o0gcFxVTm5/9gvuyADRgEWoG5X3+NOTXV4IEAN7iNj9Adj5LTCo26iAi52WajffFietLSaAoJ4S5efU3p6airVlEN9E6dirJ9e2w/9LuBXuieqP5DCggvKRNgVEFyw3Tu3WPaa6/xzLZtUFcHs2aRl53NqsxMjIGBoGnUnT6NEhaGU5La7kCHCi0Z3l306AR84JGAATBJIAlQtbg4tyshQY/HAxERYLcTEBqKMTwcXC7w90eZMYOImBiuJCYW3oUBHagTgcPDU2DCe+joAUkHcw3wS+327dtqdzeXDhzAcusW186dY5KiULh7Ny3FxdTm5VGel0dQUFCfHVyzQV4DpnZvnR9FYLgiBnyr2L5/f/a6lSvR5eXRsn49alMTqU89Rdzs2TS88ALGrVt55umnacrPL4gGeRKoBtDCwCAmWOgjCdyfM9X37AY0/Wef9Qmr9Z/Rq1cTCFjPnmVfSgr1H3xALBBlNBIEVr8tW2p/AWlLYbn/6E09FD8Y1MGAgD4gWAO38u67Hf4ZGZv8PB7HgNPZMWAyEfDOO8QnJTFLryekvp7elSu5ev06SVOm9LlTU4Pk9PSfuSsqnL0nTsj+oInx0BnjKK4GaRD0s61W++WjR2VDcDBpCxZQnp9P/fbtTPZJFIz35pm6cycpa9aoyuCgbHE4+Mnjj9NjsbzeumhRwR3ofnGcI3msu0ByuVzZt2pqslqTk/EHYt56i5mLFtHX3Y1bVWkeHGTK9OlMslgIz8gAf3+2LltGR0MDUa+8wl/fe6/i9GOP/cYD3VngYIxdMepB1NnZubSlpSWrfM8engCWA562NrSgIFUrLi4z1NbemBoQ8MWQ3Z5vVZQjip9fR3ltLcUNDVQA93p6cDU1LXwiN/d3y2FhPyTZvIJNHO1gUB2OklP794ujIBQQAkQfiBuLFws1M1OoO3bYO5KT/+H86qvvndXV4sM33xS/AqHT6cQSEB+D+OLZZ4VSWnq3BzYPwgY3LBGjkBh5EBmtYLCWl+9dtHDhksr58+lpbkYEBTHU3MzcsjJ0ZWVo8+aZpmRm/rb98GHqPv+cEqcTBUiMj2dNbS1LASU8HK29XZMgBJAlmDsELXjvrwehGwYuAya7N2NyyOHDuwKnTXtS+vZbAy0tktLVJRlOnQKgd/NmLhQUEN7UhAf40GzmpY8+Yv2KFbRVVmKsryeks1NtO3v2sKm0tMMAThn6dHBF8vqEUQnoAaMCOMEcCM959uz5tRwZGTt06FC/KTExyRMWJlnOnOFoZSXFgB+wdtcusjZsIFDTtMvvv78jRFEMMy5dmhNaXZ3sgi/9vSC1EjT6wRUdtI2rgALYP/00PnxgoKTRbpccXV3ER0fTVFGB48gRbMAfgXnr1nHgwAGuFxVR98YbRK1YwfJNmwgwm1G6ujAGBlqGkpO/0YNZBzUCjvtckjbmAhRg6odQd19fYem+faIAxCcgLoNoB5EH4k9xcaK4uFioqqo0NjaK7atXi7+DOAjib76FGAei6Nw54Swp+ZcVXrbCQsbYcSNfOuygCiGkn373HVHANeB7oCokhOSNG9lbWamFhYUdk2X55729vbv/UlDgmFtYyNX4eI4DfxCClwBXTg7qnDnal1Bmhroxux6NVGluboJ2/Lin9O23RQSILSDuHDwo3NnZvedgLTAHiAWmA7E2m6385MmTYqtPiZPPPy+c9fXi4sWLf/blmJjgThipisHa0PBJQW6u0Ol0IiUlRfT39oo9kJLodcpReF1zMBB64/r131sqKsTrZrPYCeLqvn3iRmHhIR/RSLzm6VEc2oOQgWBVVW1CCKGqqnL+/PktQLyv4H3fIAP6FRDcf/Pm2fb2dlFVVSVUt1vZuHHjk0CMj6j+xxKQ8PoBM14JZ+KVPNLXtTysoOQDCC0qKsq4l5OT5yMag9dPGMYDH/PHZFjh+51qeG81t+9ZG5Er+8DudzvcU4xpz8YjcL/wcPYjgUfLlYflquPk/89iJOn/7/g37K0pAik+NNEAAAAASUVORK5CYII=) 14 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQ0lEQVRYhc2XbUxUZxbHf3Nn5s4wkAFGmNBZlhpcYVB244JLandFha6upDbVuCtt0tUihrrtlnY/6MbyaUNijH1x27p2JW59axt822pqBDWIUpWyiC5qi2BBEC2vIyoM83LvffbDHZToDGo2m+xJbnLn3DPn/z/nOfeccw1MIAISgJhxqgEDDAuwAbI/pLSAAzABgZDKY4A7E/keE2kCcNsD4KjgOAqSAXyN4BvQQd0qzFDBpd735xD6s0eKYQICDsA+DpwASMEbN35lczpXaYqC9P339qDH06Ll5v7TCIoEfUCXrP+lzwDe/4ZADPoRoAIjn36aHLNgwZG2traYmkOHSD5/nkyrlcHCQrKzsgJ3jx3bzdtvH1ahORoUGW4a7h/Jk4vQryQVMv3wrOjpGT2yapX4G4jTIE6A2A/iXRAXcnJEYNs2MZKTs78P5vZA0uPiTHROVvQ6SDGdP7+hetcua19FBTagBzgJBIGFgLmhgRHA/uqrv9EaGi5tgkb0etAeRSBsEYYK0KqBUwUfdnta0/r19AIycBvIAn4KeEKE+hoa8AthG4ZbV3SziAU+IQGh6+Sx3ypIktEoR3s8TMnKIn7ePBJiY5FD4bnmzME0ezZtwHW3m2vV1abdemZNj0Mi3BHc0wk9uFSEILOoiLw1a+D6dQgGaTp0iGklJVjNZhCCxqYmVIuFUdC2QMzTECh4jCIMx1AZdzM0BK2a1RpQ09PBbIY7d6C8nKDTqYMbjRAdTZTNhtNuR8nLa82D1FmQ5oPkJyZg0DN7j/ko+BS//5JndJTqrVsZ6O6m85lnsPj9nNm6lc6WFs6dOkX9wYPYLZY7dpCNoEmAUW9I1ifNAKEG4gO0H0GWd+3avS/OmkX9gQMcLi0l2NvLjKwspgvBzcWLOVlayoI33uBCXd1WEyhW0Iz3nU/YEScqEsUETiNkRlVWRvHDD80Fy5bRDVyvq6O2qAixbx9JgDsri/jk5PYdK1futYMpAfKjYJFB76YTdsOw7ASYFEhS3nknR3a5/mhuabGJ6mrJN20a8z/4gOnt7WiyjNzVBcC0mzfRuro0bfXquJilS/OVDRswHz2aoEGHBm7g20gEwrZiPzgCEGc8fbrt6pdfSsnd3cSPjnIhPZ22DRv47ViKgO8Af1kZP3/zzYBXluWulhZ+MjiI9PnnFwyffXYK+GYI9iSOK+5HZkAFWe7o2NjZ3i6d2LiRnwEzFy1iRnY2T+/ahe/ECYbMZhKbm5makYF1zhywWOQ/5+SQfeUKwwUF5NjtbgW6BFxPjBQ+EWrAd/FiVu/g4JKjO3YQi/4uRTU3I/x+zX/2bI2xo2MoWpK+NYyM+EzNzR712jVvfWMjM65cwQHc9noJZGZa1WXLJrfB8RBOWKxwSsmekbH2bH09gzt34gTMgLGzE157TYrJzc0zvPQSSl3dNbKzMeTnOy4eP27bnZ9PIvqZemtrOd3YiFRSktAKgVZweSBOhMF7SHEGTLdqajY/O3MmCzIzmeRycTsjgwHANzJCS2EhgxAXv317weVJk6ytH3+Mv7KSKUBg8mTsIaexTz2Fqqq+SRAnQYwZ4hRwPoj3UA3MhMnq/PnErVzZmmy1ppGSAvX19JaXc66qiinFxXgsFnYXFlJw9SpBYCA2lnnr1jHj5ZfxfP01aBpxLpfv0vr1FTYwSaGpaACrAHn8nvAQASPYjbBY2rYtbUynTJ3qcYI9qqzMdGDTJq5WVXELuAWkLFmCe8UKzDExWn9JSa03Pr7H29XVbaqrS3FBtF/312PUfY9hRiYgoI/nnpMYGMCfmIjl2DFMbW0OysqoCdWDDJgXL2b666/jqa5m/yuvkOt2S85Zs/ImaRre558npq4OAYEhWG4Ak1EH1dA7bGSpAElpajrbVVoqzoPQQAgQ/SBqQGxPTRXN+/cLJRj0t1++LD5ZuFDUgPCAuA3iIogmEEPLlwvlrbcG78KaHnD7IFmMG/Nj8lARrgLU1NShzrQ0LgM7gRrAD6QWF/P7LVs0e3T0V7PN5l8Oer3vFm/e7E1+7z1aXS7+Bfwb6AB6OzvR0tOVejj+F+i2PsGOKFVVVblVVR39R0WFMBgMYimIji1bhH/PnsFe2LwP8oBUIOUM5I2cO/fd6Y8+EutBLAdRXlQkhm/cEKcOHlwHpKAvuI+1po9lxdrf3//XvZWVwmAwiLlz54q7/f3iG1hxEHIBFxAH2H8NcW21tX/quHRJlDsc4gsQZz78UDQfPvx3YBr6gmoLl+2JxLQHktTW1hEhhFAUxX/kyJE16IMlKRSRHIpKBuye/v4vhnfuFAPvvy/UmprgyRde+AMwOUQ04o4YKS3a72CItLQfjwPT0EfrvV0hdEmArzAxcXVlcXHAmpDg9uTl1ShwARgO2SpE2JAjfphwfzkdi3RsUxp7nbQHbE17wPELcLdAz0L9K8kXsg87CR9FYMzx+NQ9CBzO1jTONmLk/0uJOPn+L+U/ISTzCVsGLVMAAAAASUVORK5CYII=) 14 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur66848 2.6666666666667s linear infinite forwards;
}
