@keyframes rwdcur253267 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACp0lEQVRYhcWXr08jQRTHP1NBKk6gCUGQnIEqQjq2BIMEwoE5/oVBIPo3rLhcmH/hMFcIIDGEtdsQFNTdiYaiERUNoouYmeuvmWW3bXLPtNv3+r6f2Tf75q0gr9WTNWAHkMAmsAwsAO/AC/AAJMAtkWzlTSs+EQXYBU4greWGRcTAGXBDJDMjSyGH1noFuIf0upg4mPj0GrinnqwUBtBaHwLPxYV9IDxTTw5DERMl0Fp/B365a9WpzsYwkDkmkueZAHblv8eDJiFED3gCusAXoAJpOQfEEZFseAFszZ9tQg+A6AOXwE+gSST7/wLqSQmoAqfAPqSBvSW6wDqRbI8AaK0B7oFaAP9RdeQ3Ivk3a40WZhW4gHQjABEDW+7pcKS7WeLAdi5xwMZtg3j0B6Q1qzcCcJIlrpR6yyU+gHjLhhjoCa31Gqb249YHviql8q3cZ6YcfyD1OMU6kWyVMO3VZ1cziYMrx2XAuwOmBKFe+WMm8c/zSAew6XH2gOacAJq2b4zbpgNY9jiflFJ9z+/FzfSLJ49nyQEseJzduYhn5ys7gHePc6Ibzmi+fD0H8OJxVrTWwaO6kJk2XfF4Xh3Ag8dZxvT2eVg1cFA9OIAk8MfTOQGE8iQO4DYQsK+1Xp1J2nTCg4D3FqCklGoBsSegBFxorRenFF/EnIoep4jd4Oo22lkgzQZwVxjCiN+Fj+SBngO4wX8XhiHylcPc9gxxEVs9c+W+ZE1E1vrAFaa3N0c65ehEdOC/7RCciIYgvDOhx0ZmQtWRU8+EI81GKdUAjnMAlDGHSc185hI/HhefALAQ58ARczsPRBez8omR3AtgIRrAOuGNmVc8xtR8YuWZABaiDWwBe8VBRAxiDzP9tjMj86a0s+Pw2/ESZi/0gFfVkVO9Hf93+wCqsd4FGWC+LwAAAABJRU5ErkJggg==) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqElEQVRYhcWXPU8bQRCGn3OBKCioMaJASgOukMW1RjSUgBJoYuUfDAXF/QYXUcT+gyg0MQhRukG5di1EhelIgYCawoVF4Uuxt8b27drnDylv6Znd99mb89xsQE4ppTaAPSAEysAqsAC8A8/ALaCBhog85N03GGMKsA+cAJW8mwIxcAZci8h0AEqpNeDnhMYukG8i8uRLKDh/jfSRvIStGc1J17eUUke+hOwTiPRX4BckAKhic0aGnqoicj4aINJHwG9rbuWA6AD3QBtYAkrAYg6IYxGpuwEivQa0IFkaXpUCdIFL4AfQFJFuL65UAdgGToFDfKU1wJv970SQmgP8gaTiXhfcqaL+IiJ/R57PwKwDF8CWJyUGduy/w5LujzIHdvOYA6R5u8CdJ6Vi/BgAOBllTi18y2PeB/E2BqLnFxDpDUhaDvMu8IlamOvkLqXlePSEN0XkoYBpry5dzWIOvXJcesJ7YEoQehK+z2KeY5/QApSzsaADzKsDNTF9Y1hlC7DqCN5TC7uO3ydW2i/uHaEVC7DgCLbnYT5mv0UL8O4IZrrhjHLt17EAz45giUj72ulEStt0yRF6tQC32ViyiOnt89A27g/VrQXQnoWncwLw7aMtQMOTcEik12dxTjvhZ0+4YQBq4QMEcTaeFIALIr08pfky5qvoUmwHV/uinbnzki3gZlKI1PwG/ye552cBrt1PYQAiVznSxz7KPDZ+RrkmojS1C1xhenuzv1MOTUS+moN3IvqAcM6EDpiBmVAV9dQz4WCzqYV1oDrmvoLpE0nZTFFJOad5ddg8C2AgzoFjCOb1PWhjTp4Zyd0ABqIObPpfzNyKMTXPnHw0gIF4AnYgOBgHIi+Zrh0DB5jp13stg/HF/lCkh2/HK5jad4BXVdRT3Y7/u/4BCUfioP3s7AEAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur253267 2.1333333333333s linear infinite forwards;
}
