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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhbWXy4scVRTGf6dudVd1iA8IyUrI6B+QXtkERyLqEKZtjZJGogs1Di4ksxLNNtPtVtwE2sSNCOpCMCPEtG3UMCo+oiAYtwoyLkRx4yLqzFTVPS4qNVNdj56OdB0ous69p+733fO457asdEUFBUAVRBiT3gUyI7MVV1Dayx/mJkaDh2YO3uve2Ck7G3OLDKsCP/PitdRIU3sXkByBKsFffrW5PRaTaeoYgSrAIXF3vOOEUDLnVA0+TqJoooumGZXJyvHZ2PS6qP362g7mtOBXrwx1EsA0NjnwaSRZOHmKAKaxSZNI64VlWCZqLfXGrfRPBKpRiGoUTzguYbiFMTUke5JlCWRywSkzhHhn7eVhDK6K1ZDD3bPU73iS5mKfxtwzzD9xjsbBp9j45zqqShQGtJeHpfkwlQfSH48GHRISruux9/YD1OoetT37qPu/Ya2H7/nccts+oihEHMPv6z/l1umvIr0uuvLSj8Ch7ZKc6K+V4+idrdP88t0rLJ66hI1CrCo2igiCALfmEgYRrnFwjItxXRzH4aPXHqa9PGQ06NBfHcfoddF0GEoJpN0PYKOQz956lmDzOgvPvYeq8snrj3L/0rv4jb2MBh0Ajj5/ERHhj19/5ofhCzsLKvTfz+NNDEGyKMDiqQ+Igg2sDRERPj5/DIC1N06QJioiXD73CAD1/cfY+vNizgtpmdoDWVHVbcBEV9VYV2Vra5NvP79MGARsrr9ZSmJiFUwSERkruTH9xnvNa4AI/txSaVUUEtht91MRdAzN1jyevwdxKD2Zbuog2hU0FQ5jDODRuvdBrA0xD7QRHtdsKGZKIEvEGIMVQQS+unKp0PZ/58C0YqOI779cw1otzIVKCYgIqopjHEQc1IY5m8oIJGFwjOHQ3fPUPR/HSO7aXXkIXNelVvdoHVng8H1HcwQqScJEkhDEFWFAPbDjBVm5B7YPKFUcUyN7IhQS6K8i6T4wEyJO3DGzUrkHIG5qG3//VdieSwnMygujQQd/bomra6PC+YkeKCKR6GW/yXvyNO46SWv+CP+uv13YEXetgvijTmEvKSPnH3watRvcs/AY36x9yhfvnCxtxzf9Tyh7zyvVFVRigEkXkv8A6PWKh4RHKAsAAAAASUVORK5CYII=) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur214031 1.3333333333333s linear infinite forwards;
}
