@keyframes rwdcur42326 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 19 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 19 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 19 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 19 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 19 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 19 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 19 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 19 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 19 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 19 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe3WwW9UVRQG8F+nAwxTaCcNtLSQgk0qrU3FUoIbA0GT6oZodMnCuHQt8wdo4qomLnEliYZFjRGNujBNlIUxLGxaiLQ1AoGibQQc21rKME6nLu4dWgs1+qob0y95uXnvnnvP9879zjm3RgIMkENGGFOYxwJm8pSjTQbbVi29P19FKoHzFNKRQHV9Jo6bow1ko91KbF693z8msAKtOIJGVOK3ykBwugNNaI9Eqiitm0A+OKvH61s4hbN4VAhtUQh7K3ZFco/HpfOrw5+IQEQaTfG3i2hDOR/e24QIELQxj2I+2D10oyS4icHfmcOoMDYNBCG+jB8wEW1LwveHoiYhAUd7e5c67t61WFNja7msnEoppVIeKRSUamvdyOVsqVRcy2QMjY6u6ScxgQFSYyxuwnnh0LuxGOdHhBx9ii5M5NfYJ+kRQLYWHbzWwTvC2afj076by59ywXLaPiDA9RJojYunhCxIR2dzuLbC4UPVX8V66sDkZBjTwglsE9RfEgRYnESeyb/aJDGBPMVjbL/I+ziEg8ie7+m5guznXLn2NzRWm5QA9LOnmalJ3mzg14nOzjeeGBs7eoaxl+juZ2s/S0Pc+68IbEJbA9/d5NW9t29/WGDgST4TtDCLun5mh5YT5E9YjwZEJ+dwthDet+XCeAT7hZKd8mBX/NcIVOt/tfYejoW/HuOWU3BurQ0SFaJ4H2iMBPZh188MtqCAHG9hSKgNHwj9oNq+iyvTMsl9YLOQdhk8huPTDNbs3avCR3UNDb7hZLSpF9pyTmjLWeQGVvhNcgTVy0ca+wqczO3cqen69fK9xsYXN83OvvJLb6/3OC3o42Zcsw+d2GPFHSEJgTkhhOmLnJru6rL11q0vF+vq0lsKhYXfWlpOHx8ZObH7wAFvMywUph2CEFNCNO6LMsmFBC7j6g10j48f+6m9/enaO3c+nm1tzW6fnv72+87OM89cuNDdHGxLq/yULd+gkmVBnkqemXP45ODBr3ZfvdrydU/PCw1TU88vNDcf2j8x8e6lrq5LVdtIeEaI3u34YB3tOGLpWXyBw/gRzwkqrRaIqegjCi8rNKf7SEygr69vaa259NKScs3y1sPDw+v90Q1sYAP/Y/wBr87oL1x1kGAAAAAASUVORK5CYII=) 19 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 19 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 19 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 19 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe3WzWtcZRQG8N+Mk69SmjAmaVNiRidptAmVarS0IC4iBgRBV8VdNynqQlfeheB/cHHjxopd6MKNUBDcCEWzKRiVQERrC5HWBE1CotMkxBgnk4yL96ahmEnkTt3l2dyPeeec577nOc95M+pEzGGUI8oxfWhMflqKmN3v/5k6EsPjyGMLC8gl95LrPFainXf/wgNpCYzQjkLymMEhPITuhMjLeBT5EWauUtktTi4tAfd+VRbPJ8lXsIpjQnkaMYlfdwuSrYNAD9YTImfwIs4mMfswjOPJc6lWkFQEErHFGEAzBtEmfP2KUPtxfI/LEWu1YqUSYcyZb0+d+qaKTbRsbWnZ3FTNZFQyGc2bmzayWdPNzZazWRMTEzXzpCVQRM8YY7NCgfPoQq9Qky1hK67tk6OeNmx7nzuv04psxFLyfkCij08Ym9wnR2oRRiz9EW7P43y801FruIDuyf8Qp54u2G7sJfwSUYmDEC+iH+cK7hpWTaQugRA8d4WNcTJJ8vjvfH60qVR6dYYPekJ3zAu2vKsb1rUDEZVxMq1UMbza1TXaVCpd+jIkPyrYc1Zo1V1RF4FtvMPT81w5PDf39k1ee46XBBfcN0/qWbCNmCO41E5vhaeaaW6kATexmCxbvVqjBKlnQczDgt8f6mfkQfxEWyLMWZwWLGI9qjGIUhOIQ02fxQvI3hb2eJnJeU5304kyOiN+3itWWg2sC1Muh5UZYTvQWMQSr/TzVhtTcRhI95dAFC4f4d05RucGB33Btb86OgbKfNWSzzuHlrCuL945Jd0fAgmJymd8XTp50pPXr1+cLRafaVlcLP3e0zPcVCpVOtw9AByzR6lTE4jpfAyDN268t1AofHj81q0Lt0+cyLfPzIwj9yk2wtIj9hBhPT6wvozfisU3O6enL/8wMPDxI1NTrdN9fWfxxneFgoWw7scoCHJX1GXFT1DtFRwnh8+FZl/Dn4L6Zv+vcTw0NFSFTLXqaKVivqEBFMpl0433am6vA8kBDnCAA/wDt3HVLVZTwPMAAAAASUVORK5CYII=) 19 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 19 15, auto;}
}
div.testarea{
animation:rwdcur42326 2.6666666666667s linear infinite forwards;
}
