@keyframes rwdcur214437 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2WXWxTZRjHf+ejPf3Yuk8ZTXTKtmyiMBpinGahiYbogoIKDBK5cGKMxiVeQUy4cBRNNF5gFEy80REjGBPQiFyAkWRByYyEhU2MOA3t2Ffd5qCs7dqe0/N4MS+Y7cC0U272T87Vec7z/73/87zvObCk2yylmIcl5FeBZYCldI1P/a8AEvLfORwzN43FrGmA74dSI7u+TcUXKLeBgXw39EIBgPsm4tm3Tvya9DlL4HzMJLA6f+GlQUilWbMQRMFaU0ndUw3q6OH9qsi4LjKhicyQcwVWI0AgX49iEqB/msv90/a62sP6WZ+oy5/cBjhtyCqQUcGwwWHftEdRABLyu4DmyYT13odfxd6oX67rK1c5oTIzV5BVoOw/AJCQH2AVSCVIy8VoJui7Q9EbfQbcfQ1mNbBU0OWWvQpNwAU4Qbbg1F6NqzYvfpBGc5igCbizYNlzr+AWUgtxV7rGUyDVf8TtzZMxkw1bdDy/lMOoGywFc6CUyNdeSGkQdfNCnYsmX/5ehc+Arpyq8RtYzTNoK5OQ1sDIko646T6YwYopVt2fmr4hYFBbmuW5teLZ05POaVNQAkB373ASZk30Cy6IOUC3MX9z83u3gRlTjj9S794+dFqbunA+S/9Umj096WTedfxbRwn5PbbIMm1vtOuJIB1rX8mAJz036bMamUmdra9f537TcfTNx6o6NVWJlxrq7qvh7IHY1VTJQn3zJdAIhIG6fyC8piqE921ydHy514dhMDftNSlmy1Ls3D1L512+M2/3mu16KDoBJGvLHX26quxIWzIC5E0gnwIuA1EUhm+EOPJMyakru6rFOl4h0lMm8k2FyMkKSUSRYCsCdOdJTZWQf4HxuwlAYDXy0buKHHjcPXl2Z/l6oDvYiiRHFZGIIRJDZMwhyYi2oHnBeqhGCTz7sCoy6pAf3ymRjzd6zGArEo/OP98TUeTIDu/imgMcay9t29fmFLniFBlySri7NK/5Yq08Zxc4dVSvroAFVGW4Z2tm3v3UiMFP77sJ9107BDxfLEDOLjg6kJx4oMYFYwao88/yRAJe6jTpi6RPDM8Wb76QAp9s84icLs/5rl/61CsKpIGGxTLLSaDJB16HCsbfq09pIEDES9OjGT7frzsPtrl7z3SUBRcDIGcG1jfoThHAm4VzZfCDF+ozsC4G4y7aH1Q5Z2WrL35nHgNagMvFAOT7KW3e3Kj2e6tBU+DpFR4yWahyqzRVOjn083UsGwbCFl8M2hFgxWIDADQD6vZ7Nf3llpJaXUWdSthxXUPd+NnM2A11SWCwGIAlLem26y8Uw6/jWu3J2wAAAABJRU5ErkJggg==) 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,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) 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,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe2WTWxUVRiGn3PvnTvTmWmpCHaKbYHSDEVTmKAgWplEUkzDgi5E20g0qYq6E6ILRU0zMSZqUhtJTENiUiWhiULiik0lUSG1JRAD1QoUQ/+g00LB2ulte9uZ+VxMpX93QZhhYey7/s73vPec95zvwpL+71Jprg8CXoBPd7j9xctd3g9axm5cHl1UlwQ6Mm4gz6R7ZQ5r1hcratb50DTQADshfNJpkW8q1vo0unqTnOyVTU4mjHQMXHhr5Rd/DNmRxMapnIrtGriT0LIMHjSpPtwDlgEJReQ1HSXTxg99sqhHWgby/EbzVEJGfz0r9RfjKnfDnji8EoUJAzQBJYAiKULfiCSdemjpGFB10RuFy1zfPf6w+73VMQ9dbQaYScidShX44+CLc/rmNA65SN/AjImx6uZbT/4yOEFwwA9TC1pOa+wucLN/i8u8Lwa2PqS+eXqz/nL4zTisikOPb37BbZOiHBeVwayA0/q0MvDSo/rR0hL9xXfqDMxhEyw/WNOMW9B/0sf6KgtW2Fy6rdPRnRhIh+WkpgOVukxcNkV6TZGrHpGfcmXiikvC5YgCu7EBkRgSKkOAUEbh4XLEGkAkaogMGSIxZGwQCZcjQBNQohT9jQ0ZMiCRfE+8LhCoKdWPhstTMIkh8pcSuakvhP+r4oNPmdGm3V7Zv8W19W5ZQaAbKJ4Dz5VI4F2pL5ATtdmz8Bgiv/vEbvfLGzu1hXAAxt7POyyRgLS9mlvpBHO6BV6PmzVK8fOsCXmhc8je++GPQzzzkYVvTtBtFefYoSR/XpIjQO3CZj5Ti4Cq3laU1XK3OxAKlSHH6w3Z+4h+HSj5vMLz/ZfPe2T8qjH75YvPPGMKvb5dF/l2hZz5zCc1pbp9aI87lfZrpshY6tzHr2n3BQ4QCocQueIRueiVc8dMmezIEukzRYY1kRhit/nlRG12RuDzHiKJ5K9q7RkPftUVg8AkTOg8tk0HEpAzDZpgWbDvoIVEtWYczvyeDUgkXwMChqa01X4dSEJWIjXVdLkD3/UcnGqVryGRNhzm3AJVF00CIwDDk3MmpzsJRmqOt5+F061MAR9nAu6oqnXa5lDZTNI7ffNSLzGksQFRin7mvBOZVuiOgRgif7PIxPF6Q45U+W6d2/fAs+nCnP4JN3rcXCgNQnWhSUWRl7fbRxhNzBYcKPWyo9DL9dH4yBOFWRtUXXTwXg04jeOOSZtN539D25WNx86TolPn6ZpXUayWG5raWZBjRJnJzZKW9J/VPwaCvVFW7SYmAAAAAElFTkSuQmCC) 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:rwdcur214437 2.6666666666667s linear infinite forwards;
}
