@keyframes rwdcur194453 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 23 25, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 25, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 23 25, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 23 25, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 23 25, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 23 25, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 23 25, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 23 25, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 23 25, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 23 25, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 23 25, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 23 25, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 23 25, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 23 25, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYhbWWTWxUVRTHf/e9N+2baWdaSmM7sQUy9GMKoxCbUFIbg6ZpWNiiIVXLwkYWJoILSIxdmdqNbtmpCxI27tgJMRE1pExJtCyKGMaAQEM/ph8z7Uxbpo95H9fFewNjjaG0w0lubm7uu/f/O+eec++DzZvyHN9u2lSvrwXeA97WNM1wHCcNWN5cAHgf+BD46UVAaKFQ6IOOjo7fent7lxsaGq4AbxXNt/h8vl+A+RchrgC7FEUZ3L9//6GTJ09WHz9+/IgQ4gvcqODz+Y4MDAwc3Lt370tAd6kBVGDZMIye5ubm3QcOHNDb29uVpaWlhvX1dS2bzfqbmpo+GhgYaAuHwyIej68AP5YaAGAyk8lUA9FYLKZFIhHFNM09t27d6u7s7HxlcHBQi0QinD9/vh449yIA5lZXV6cWFxdbFUWJ9PT00NLSEpycnAyePn3a19raSn19PZcvX65aWFi4AkyVGgAgmc1mp+7du9cVi8VqotEo3d3dSltbGz6fD1VVmZ+fJx6Pp4GfSwVQXNuHgWOpVKrm2rVrGIZBXV0diqI8ab29vQB9pRIv2CHgZiAQsPv7++XFixflgwcP5PT0tJybm5PpdFpms1mZy+VkPp+Xzc3NEnitVOIKcAf4Rkr5UNf1vG3bGIaB4zgoioIQ4kkvhKCvrw/gWKkAVMAAbluWdSmRSKwmEomymZmZel3XCYVCIhgMomkaqqqiqip+v58LFy5UAd+VCqLYQsDhQCDweVtb261Tp06ZY2NjMp1OS9M0peM4UkopGxsbJRAthaC6YfwYmDZNczyVSo1OTEw8Gh0dDZum6VdVVamqqhLl5eXcv3+f8fHxKWCseLEcCfPlm0Ft5Oqas1kA8Yz5Gk3TYqqqHuvq6uru6OjYd+LECS2RSNDf338deF2OhGuAJpD9IN4BJoHvgUtiOJnaLgC4iaoDB0Oh0LsVFRWfDg0NaUNDQ1r6s6pzFe2VZygXUK5CyoR1CQ+NDIizwFVgBVjDfV01b09HDCetzQIUWy2wT9f1wcGo3fnt141Rjta62zgO3DVg3oRJAyYf3wE+AWY94ZQHUjAHMDbmwLMsB8ycbRfXvzq6o7dst38XO1XwayAk+CSoCvgAKXeSseIgVnCTOwCkAentJQD1eQEAnLGP63aUqcoZ/KKavA1BBfyqm9I5yy3snAOLVgQYxz3GGpAWCMcTtwCx1d8sA/iDjAUpC7ImPDLBJ2CHCooFjoSgiIFsBxqAShCVLgiVXlO2CrAE/MCy6XpuOWBJQLq9poAf0ATAq55YCjeZdaAMNy/0LQGI4aQD/InN7xg2zJmwbELysVsJeQFlCjxy8MQMd6UsVJTiAWwtAnIkrICsBVHGku2m5pIFqxLWHcjZsJAHWwJyFmQYqPWOQC+IA/ntRMABVshasG5DRsKKBYs2zBqQtcGWayAK3ld7aywvKmtAXvsfjc3YNMg4K84eFs1doLgRWLVcccMBxA0POeAKyxQICzdmFmBtA0D8BdwEdGatN5g1K1GJoihgSgPE3yBvAFlPLOfde3kPwBHDSWPLAGI4mZcj4V89r+4CL2PjYMsat7xlEki5F5G0vKPIAwtFEGznCPC8mgBug9CBJtxzxhtrgAFiDcjglm/hOrZKAeDgelPw6A5ulsPTml/xviskIIDlJfK2Af71wnkQGk88Zw233BRvbAF5MZzMFzZ43tfwPyZHwoVQ4wkFcMuMIlEL1+vcxvXbBvAgCldr4V7ReBpu2OB1sf0DoP0Jdcc11ScAAAAASUVORK5CYII=) 23 25, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 25, auto;}
}
div.testarea{
animation:rwdcur194453 2.6666666666667s linear infinite forwards;
}
