@keyframes rwdcur192697 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe2WP0gjaRjGfxMOJ/8TY1LEBNQpBAVBkpDSbWSJkHBg4WV7EbSIaa0FW6OQQGBAu0RQQeVQdxdB4UAGkkK4bSPBysgVV0Zy7xVrhjuTXeMuaOMDHwzfxzPPb975+N4P4HfgD8DPK0kexp+vBSG8MoTwyhCPAV4cohvAi0J0hAeDwReDsDyeiMfjxGIxxsfHAcaB824QIuIVEU1EvD8DoPD1SwGYnJwkHA7j9/txOp0YhoFhGABfgHci8k+5XN6p1WrTjUaDaDRKpVIhEAgwMjLyOZ1O/6Yoyl8/BDA2NsbQ0BCBQACPx4Pb7UZVVc7Ozjg/P2d1dfXG5/OFVVVlfn4egGKxSCgUIplMous6zWaTWCz2IR6Pl3sF+KX9EAqF8Hq9OJ1OnE4ndrsdh8PB3NwciUSCer0e3traIplMmuZWq0UwGATg6uqK/f19UqlUyTAMeoUwAfr7+/F4PGa43W7HZrMxMDAAwNHRETc3N2xubprmaDSKoigA5vzp6SkTExMlEfnYy+8wN2E73OFwYLfbsVqtWK1WWq0WqqoyOzvbYR4dHe2YS6VS9PX1US6XS8+qgMvlMsNtNpsJUKvVWFlZ6TAuLCzg9XrNCrS1sbEBwNra2vteAMwKPA5XVRWXy8Xt7W1X4/T0NEAHQFt3d3eIiLtngHa4qqooisLh4SEHBwdEo1FyuVyHcXBwEID7+/uOtVwuRyQSgR4OMROgXXKLxcLu7i47OzvU63UqlQrZbLbDeHFxQbPZJJ/Pd6xls1mq1SrA3VMA5h6w2WxYLBb29vY4Pj4G+HJycvJuamqq0c24vr6Oy+Vie3u764v9fj+Kovz9FAA8nP/FYlFmZmY6ekCpVPqk67pkMplvNa3/jUwmI7quS6lUOu0l3ARIJBJdG5CI+PL5vGia1hOApmlSKBTkOT3iyRZsGEZ6cXFRNE37ZiWWl5dF0zRZWloSwzDSvYb/F+C7rdcwjHShUBBd183QXC5nPuu6LoVCQS4vL58VrvD1VuwFfuWJXSsivnK5XLq+vn7faDSIRCJUq1UCgQDDw8Mf0+n0h+d2wx+WiLgf7gNPHjZvetOb3vQ9/Qug7mJWylZfigAAAABJRU5ErkJggg==) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2WP0hjSRzHPy8svuTln8akEAST1ykokoS014RFQTmwuaw2ClrEIgY7IWghpH4IxsInWGkECagskrAIKQ7kQVIId20kWJlwiKWQmyvWPFyNmuyCwuEXBoYZZr6f+ff7DcBX4E/AyztJ3Je/3gtC8M4QgneGeAzw5hCtAN4U4ol5X1/fm0FYHjdEIhHC4TBDQ0MAQ0CxFYQQolsIoQohun8FQOL7SgEYHR2lv78fr9eLw+HAMAwMwwD4G/hNCPFvNps9qFQq0VqtRigUolQq4fP5CAQC32Kx2B+SJP3zUwCDg4MMDAzg8/lwu924XC5kWebs7Ixiscj6+vqVx+Ppl2WZ+fl5ADRNI5lMAqDrOnd3d4TD4S+RSCTbMUA0GsXr9dLT04Pb7cbhcGC32+nq6uL29pZqtUo+n2diYoKNjY0nEyUSCXK5HJOTk8zNzbUN8alZeWisKAqKomCz2ejt7QXg5OSEq6urluaA2Z7P5xkeHt4XQhTaOQ7zEj5ctaIoWK1WrFYrjUYDWZaZmpp6caJgMMju7i6FQgFFUchms/sd7YDT6TTNbTabCVCpVFhZWXl2gng8zvT0NOFwmJubG1KpFDs7O6TT6c8dATw2l2UZp9PJ9fV1y4Gzs7Osra3h9/sBKJfLLCwsUC6XAajX6wghXJIk3b4EYB5B01yWZSRJ4vj4mKOjI0KhEJqmPRm4urqK3++n0Wiwt7dHKBQyzTVNIxgMQhtBzARobrnFYuHw8JCDgwOq1SqlUsl8ak0tLy9Tr9cpFoukUilmZmZ+6E8mk02Y+msAcB9+t7a2xPb2thgfH/8hDKfT6edyxYvlftyrMu+AxWIhl8txenoK95EPqAcCgW+6rkcvLi6efYIPlUgkGBkZwW63F9oBoEk8NjbWMgEJITybm5tCVdW2Vq6qqshkMqKTHPFqCjYMIxaPx4WqqiKRSLQ0XlpaEqqqisXFRWEYRqxd84cAL6ZewzBimUxG6LpummqaZtZ1XReZTEacn593ZC7x/VfcDfzOK7dWCOHJZrP7l5eXn2u1GsFgkHK5jM/nw+/3F2Kx2JdOs+FPSwjhuv8PuN7E8EMf+tD/Vv8BY4V5vfy2w+IAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe2WPUhjWRiGn4QlN//xJ1cQAprbKSiShIAgrIUMFoYFm82AIIKNFjGFjT+dYGEVBVOlsDMBDahsNDIIggtyISmUnU4iwSqRLSxF99tizMXRMMYZ0MYXLlzOud95n3Pud853AP4C/ga8vJPk4fnnvSCEd4YQ3hniKcCbQ9QDeFOIZ+bt7e1vBmF+2hAOhwmFQnR3dwN0A8f1IESkSUQ0EWn6FQAT32YKQF9fHz6fD6/Xi9PpRNd1dF0H+Ar8LiL/pdPpTKlUGqpWqwSDQQqFAqqq4vf7v0Sj0T9NJtO/PwXQ1dVFR0cHqqri8Xhwu90oisLR0RHHx8csLS1dtbS0+BRFYXJyEoBEIkE8HgcglUpxe3tLKBT6HA6H068GGBoawuv10tzcjMfjwel04nA4sFgs3NzcUC6XyefzjIyMsLa29mygWCxGNpslEokwMTHRMMRvtZfHxna7Hbvdjs1mo7W1FYC9vT2urq7qmgNGez6fp6enZ1NEDhv5HUYSPp613W7HarVitVq5v79HURRGR0cbmRCRSASLxUI6nd5s5HtjBVwul2Fus9kMgFKpxNzcXN3gwcFBwuEwKysrRtvq6ioAy8vLnxoBMFbgqbmiKLhcLiqVSt3AsbExMpkMAwMDdfuvr68REXfDADVzRVEwmUzs7u6ys7NDMBgkkUg8C1xYWKCtrQ23+7lHIpEgEAhAA4eYAVBbcrPZzNbWFplMhnK5TKFQMLZaTT6fD7/fD8DJycmzQePxOMViEeC6YQCbzYbZbGZ7e5tcLgfw9eDgQFVV9VnQ+Pg4iqJwfn7O4uJi3YG9Xi8mk+nmJQAjCc1mM9lslv39fXg4+YBrv9//JZVKDZ2dnRlbrb+/n7u7u++Sr6ZYLEZvby8Oh+PwJfOaBJDh4eG6BUhEWtbX10XTNKNYXVxcSC6Xq1tFNU2TZDIpr6kRL5ZgXdejU1NTommazM7OSqVSkUAg8J3xzMyMaJom09PTout6tFHzxwA/LL26rkeTyaRsbGzI/Py8AJJIJAyAVColyWRSTk9PX2Vu4tutuAn4gxeyVkRa0un05uXl5adqtUogEKBYLKKqKp2dnYfRaPTza6vhT0tE3A/3gRcPmw996EMf+pH+B+XpXQYsc99uAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2WPUhjWRiGn4QlN//x56YQBM3tFBWJkkaIjQwihgWbzQgWgo0W0VgI2opCQCUKBoQ0VmYLUyirRgZBcFEuaLdjGZFUiWwRG39wvy10gjoZE2dAG184cDj33O99znfPPd8B+Av4G1B5J8lD++e9IIR3hhDeGeI5wJtDFAN4U4jvzGtqat4Mwvh8wOfz0d7eTmNjI0AjsF8MQkQqREQTkYpfATBwv1IAWltbqa2tRVVV7HY7uq6j6zrAV6BTRP5LJBJ/ptPprlwuR1tbG8fHx7jdbjwez5dgMPiHwWD496cAGhoaqKurw+1243K5cDqdKIrC3t4e+/v7TE9PZ6qqqmoVRWFoaAiAaDTK2NgYAPF4nJubG9rb2z/7fL7EqwG6urpQVZXKykpcLhd2ux2bzYbJZCKfz3N+fk4qlaK3t5elpaXvAoVCIZLJJIFAgMHBwbIhfvvWeWxstVqxWq1YLBaqq6sB2NzcJJPJFDUHCuOpVIrm5uY1Edkt53MUNuHjVVutVsxmM2azmbu7OxRFoa+vr5wFEQgEMJlMJBKJtXLmFzLgcDgK5haLpQCQTqeZnJwsyxxgcXERgNnZ2U+vAnhurigKDoeDbDZb9MWZmRk6Ojq4vLzk4OCASCTy5PnFxQUi4jQYDPmyAL6ZK4qCwWBgY2MDl8uF3+9/stsHBgaYmJigqakJgGw2y/z8/JOg0WgUVVXh/vx4EQAeTr+FhQVZWVmReDwuPT09Akh3d7eEw2EBxOv1ytbWltze3oqIyNXVlZyenkp/f3/Ro3x8fFxExFnKvJABi8WC0WhkfX2d7e1tgK87Ozudfr8/NzU1RTgcJp/Pk0qlODw8ZHV1lUwm88PAqqpSKv1PAIxGI8lksmAOdAIXHo/ny/X1dVckEmFubq5UPEKhEC0tLdhstt2Skx9USDdFCpCIVC0vL4umaT+qmk+apmkSi8XkNTWiZAnWdT04PDwsmqZJKBQqajw6OiqapsnIyIjouh4s1/wxwIulV9f1YCwWk3g8XjCNRqOFfjwel1gsJkdHR68yN3B/K64AfgcuXiQVqUokEmtnZ2efcrkcXq+Xk5MT3G439fX1u8Fg8PNrq+FPS0ScD/eBkr/ahz70oQ+9pP8BHuqC1M2uAQUAAAAASUVORK5CYII=) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192697 2.4s linear infinite forwards;
}
