@keyframes rwdcur215251 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 1 8, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACn0lEQVRYhe2WT0iTYRzHP7OBl2wuUJxzbTCprYsoDDKCIlcdokMWeFFow0t6isAOOwTFDtIxGJ0m5CGErKOu9U8KK8RkEM2M5XxzzZKUWlf9dXh5t3du2qwZQfuenvd5fs/7fJ7f9/c87wsV/e8ylBKkREVST9V2e9BQ0pyy6O2QSNgi0k9UjnBRrrMo5V7DqH/QdhoPQyqdIugbYoGp7PgScb7MiNS3li8LRoAXAZF4GAZPPCTGvU2DG3BTbaasEFUAGQXC6b4tF7fjAWC0HarNKnQ5AIwATceB4a0DF5iiFhtWrJx29AHQT1RceAFo6oCGQ2rsdgrVADA3IhLpghH6sgMtdLJCko+8Lphkx8M6awDsxQGQl71TBACwWqy4/WBqhoO+4lDZzgc9IteG8wG2smQ7UHY8uDiZBwVgPaY7BRttWCGpgznLCgtFs6FJf1q0OA2qFhtLxFWgNBBU4y6/DOUyMD0oMnlFtcFGW/ZlVexinTUO08syCb7y4Zcwm0nLhIlG3vGIS6Pe/Jtwow0ANwIhPj2HHwp8n1f7/hQEwG8J4U8bDHkXUc0+sNGWl0KtopdjIso4LD4GIk7qcAIwS/S3QNx+IFjkW3ATEe00aJT6cT2IEtH1k+A9T0oCaaGTqzNe6ls3ZACg8SjYJzx0WHwFiwPUtah935Iin19BJgk1DkhNOHGOOQtsinG/AKA74CVxV20XALgvwHmjjwPdgG/zXZgcObjUM5E9dvDehrk7oIwB8zmb9BZ1EcLUDLubKG6Btjv9AqVqOSayOgtmFyjj8OaWWrj6ovX19JJR4NyE+v4d+bZr9phdMDkA05EEAA6LkzPjsDoL+7t2EECv6UERtUbU57aBfPv+yt+NdnJqHLmdV1RRRRX9M/oJleYbo/jPz34AAAAASUVORK5CYII=) 1 8, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2VwWvTYBTAfx94k1Fo6WFtbeY2p9SDoAg6NjplQTwr7DRhUv0nosceBVEQBGEHhTFwzJNTh8NSWQVRiMgYtVuzaalSOlHvex5C02S0aafdLb9TXt6X7/3e40sCAQEBLn5ZIu64YIgUDO+9XqPcQWnBLrb5DN4+LvGFN6S4zG0SqvXjPRQoGCL3so88ya98BOASBpNGnPNZ1XMRZ8P7iKzSFAijYbLoxBpnOccMsTTExiA0DKmZ/xdSYHf/JLsMQIRBAKIMsc6yI3GE04TRANhhizAaJ9CJpaEvCYmLEL8AoYH9SSmAminy+SFsL8HvcjNZY4MV7niK72WHLed6lAyH+yExaUulbnQW8iQreZHiHHx6sEsd26TOZleduEXcQsen/WVa2rUS6UamlUSDY0wQZdgRik9AUlf+46nkRZ6O71LkNREGiXC0q8n4iTQYJcM1Cw75LYqPK1XJi7y7pdOXhJM34fvqEN9W4MNL71q3UBitK4nQQIcJ+FGcF/ljgXkXrOpGW5l2IlfTGa7klPKdgB8jU035tVmRH++hvGjLNF5lN3tFYmNArs0h7AU1U+TnOixN2WfIzZl+netVu4F/nkAnoqeU843ZfqFjPQczV6JOmdAIUD2oyj6UFkReTYuszR7sHzYgICAgYF/8BTI1vDy/UkYuAAAAAElFTkSuQmCC) 1 8, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACO0lEQVRYhe2WP2gTURzHP68WQYoWAimGWBu4orQIxbRTQBRsFFcrdIqgxMVCwSlDZodMYgvRoVRoBimYvSa2NVgUh0QqDiGmeiaNQavFbC76czhyRvOvvZ5IId/lfvd+793vc9973O9BR/tNhaTIfymaCIhMkZR5l70A3e0mJAIic/48b3lKkQxHy0NUdJFej1L/FKCQFMkuwIPYXF3OruIA5oPycZH1GVhJPWEbvW5ikQwXCTOtu20F6AaInxW5M9G4cK1Onbe3uAnwMUXb4v142VyGeZfI0HVjzOmFwYm9ASmAF2GRmdv133on8hEEoMcFVsDMSbOIPMcaRCuwsXBrKHNgLy7sFqrq1vCNGgCw34VGKpIBYITL3IqP01WbHAuDg4E/FnRxAAceHAzU5ayoH68ZHzzylwNguJAlyTYfAJgOB3Gfg+wClNdg4/0GX3ln5q3KR5CreoM/4ckAZGNGXCSDdgX6ThubZ2tdpLCk8ea+ZgtIr0epOoALMaVq90K1OIBzxIgrukh+UWNzRSP92BpIjwsoN+kFvgh8C13C7wqyVr7XkLwapyMig5Man15CKQWrUQMIaAl1bByINQEYDSn1+ZXI9y+Av/WbjIaUIvT7PrcoUkppvI7+JMdyU4jDx41r025Ya/1udGLSWFd6JpJ76OdRNAk0d6PtecCq3GcMkNWbIlU3qiAOPDi9LZfbq611kXRE5C4/ZIqEzCJS0Y2Tla2tdScghSU41AfD1+xt6x111NH+1S/iVelZvfL0SgAAAABJRU5ErkJggg==) 1 8, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe2UP2gTURjAfyeCQ6mhlUJMqgm2QlqEoBhwkSBGM1sFJ4dAXQp2EMHhLO3SoYMuSgYpCG4OtXQRAtIYBR0kldukSfRC8A8GlUt16fI5XO6Sy138l1Qc7rc87n3v3f3e977vwMfH53/hhSry6ZVIt3h5pXusFxSAzQci8xeXGSZKkAnHgpQadjwHxmEyoyj9EtgNsKXDMBG+oKPx0LEgt+jckEblNiKhJJwv9C6yC0B/BPs4xGFOEeecHTzAMc9Nx1VI3ABDFzH03q5GAVhJimiFij35mTdorNoSNTaIkGCMk1R4RpWXxJkiyARHTocJnoCxC7BnCALRP8uKAlBcElm7XnEESuSpsQFAhATTMxnCSfO6GlXIZ8u2DOASmrxsvudXQnYwPyOSz7YkSuSZVae5s3iPq0sZBqPuze0y69xyxNKoBAgRu6Rw9BqMxL1FXJNraZFirsI6N4kzxYKWAmC74X2C7+/dc+8K8HYVih8eu4o6QoIYZ5ljVPEUqGsiT2fB2ITUfTh4xjS3im3bcMt4SUArQ3ezy/Z1WqRRmWP079rI0EU6RbwktnRzbFShUYFirkyJJ3ZRX5nPuDPQi0ynhCVg0ag2x6ZMdP947wI/E+kmYLE30vwT9oP2dqtrItb1dEq0Mxjto0A7VssZushACD4+d58eYCi2QwIWVlbqmsjX162uADP9I3FF2VEBi/aMfKuZNTIQ+hdf9vHx8fkNfgDkfuq9sB2PZAAAAABJRU5ErkJggg==) 1 8, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 1 8, auto;}
}
div.testarea{
animation:rwdcur215251 3.3333333333333s linear infinite forwards;
}
