@keyframes rwdcur117752 {
0%,65.872222222222%,100% {cursor:url(data:image/png;base64,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) 3 13, auto;}
65.972222222222%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 13, auto;}
83.333333333333%,84.622222222222% {cursor:url(data:image/png;base64,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) 3 13, auto;}
84.722222222222%,86.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHElEQVRYhcVWMU7DMBR9RV26IHGG9ghdQJygV6BSqsAWFCGxIYQQQycGFBGx0MqRwhUquqNODMwovQQL42dI7NpOHdspUp9k2f7++e/5+zsJsGd0fJwZy8m0NpmMvWJxdH3Jg+DM5CLEtRXjJMIFTZnamXwvInRSxnLRdLuvCOcayLI3MZbrwGSX5tRUE04CJpMxAIBWUUWqrnNiLqahUFsJIE7eOUkrU6rNVWTZm7MIl+sizjEMQwDA7KInFs9ffwEA8/kcAMBYrjz8H1eSAFAYhlQkoOtROaZVVLNxX5/gBzaHIin72UUPL++b8fozrdlkf1c43wIAeLyNnGw+0DNQS98gru9q/ZkqPUeRlP5tBZDWK+AV3zlJMf0qi3H6FSr2XUBbmlgrEtDyRl3Xio6WN6WfaQMmdCwPiPUiAfrD6rwf1huPuz6A8jik9DtfPd2RDA/XRUhoS+4jQBGhoy25giIRZ+jkS6vI2b8JXR6Qp7ZI0sagH4c58DMWc8ZyOpXmHIPYLRu1F9G2M1YEfG98+sNImcsokpRcRNQE6C8XhfwwRxCcKZ9jPudZsG3ACFsN2H7FGMuJVpF3bYgMVOnyL6qny7I/OgYgrqTzbbB+DY2EHFfPYuhL7i9AJ9dE+JIDnp/jrEozpB/R/4alBu4JoKrp43awZmA0Gongi4Wr36L1K1nZSRV0a4vj2Lgmi9lJgInAJmBLHCP+AI33zFsxQMWvAAAAAElFTkSuQmCC) 3 13, auto;}
86.111111111111%,87.4% {cursor:url(data:image/png;base64,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) 3 13, auto;}
87.5%,88.788888888889% {cursor:url(data:image/png;base64,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) 3 13, auto;}
88.888888888889%,90.177777777778% {cursor:url(data:image/png;base64,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) 3 13, auto;}
90.277777777778%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 13, auto;}
91.666666666667%,92.955555555556% {cursor:url(data:image/png;base64,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) 3 13, auto;}
93.055555555556%,99.9% {cursor:url(data:image/png;base64,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) 3 13, auto;}
}
div.testarea{
animation:rwdcur117752 4.8s linear infinite forwards;
}