@keyframes rwdcur137352 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 4 11, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFB0lEQVRYhe2XS2xUVRjHf/eeO4/OqzPTaSltbVHbxhS0iqQSX5CYgoKRyAJwgUqCEgM1gcDKDSsTZIGJaBRNDCbu8EFqUF5aIUGD0ICAlNICnT7stNPptDOd5324uK20cTo6NeKGL7mLe853/t/vPL7v3CvxL0zbs3QV6UQtvqpjouVIx1w0pDkH3/v06yC9j8uvEAunUOxbxI7jn90RAO3DNX5GQ9e5Z6Ef1zyID8HNc53Mr20Umw+lCtGS5wJANLQBT5kfbw1SQzN4KsBbWc9YZF2hUnMDyKbW4/ZDrB+j+wzEB8Hlg9jgM/85gLZveTU2TxNCAW8NUtVDICygWEDIDdpHawrSUwoFIJN5AXeZHYBYCGNAATUDsgCbdwnxiB+I/FO5glZAO/o2qNlmHG6zobgSXAHAMN8dPtB5tRDNGVmg7W1yoVl2oGlPgeZFtkFi6BQWkcCQoShQjbC8THmNOdTmAcUGE8OmgK5D8NIQNvt6sfN0W0EA2sGNMsGLrTzw/CoUIDYwKaqBmgVVBSGgyAXS5DD/fVDkhf72abNQYTioMxE+i54JIhSwOMxQqTGwB27g9OwTLUeGZgIcWFtGdCQkNb8J2TTGcDfoKoz3z44vC1NCV//aZ+gmjGFMAktmWyoBkf4wJfPqxJbD0dtnwFsZRVMvGxdbMbpPga8KvFUQqAe7LzeAp8qsATnXVgaLHQK1UORDenQ9VDaC2wdOb4DBaw/DtEMo1r2Xwe17kdCNINEQ3DwDwbNg94DdDfc+AbJAzU6bbbQHosGZgYUVZAWqHwNnAKnuSbC7MSK9EA+bPumEjqc0MgMAQGz7pguH834iPe8y0KmiZqDvnBlk8CrpRJK2Q98yMjSKYRjmo5sZ0Hmpm3AoApWPgLPUXO7kGMaFLyE2CL2/mId15HdQkwfE9tO/Qp67QHvn8SY0rZXyujKsZtobhkE4NIqvxIMBDPUPIUsy82vKudp+jZL5Acrml+QQy0IsCvFICjW5C4/vA9FyXM8LAKDtX72YROwnKuutfzY6ApAcBUND13UkSUKSZpFJTcBoCBLDx3CVfoHT/YnYclif7pK/EmZTCrKYtk0SOPyQHgdNQ5Ynu+YthHCnOdMpS4xDdOQCRc6XxM7vZ/1WyF8Jk7Ht+MpvQ9YtN8+DlpnpF+0zD950SydBj+0S21rzfqjMCqDtf7YKWVmL3WHme0UjBM+DmuO6T4/BgqVgKbrdZrGBIZrzBc8LQDy2FV+FFSQQNrA6checKbt1FsoXgSTMd7sD1EzDnAC0gxtltPQGnMUQqEdqWAm95yGbMCvbWBh6r44TuqWjTm2HYabe1FYoVlAsS7TPN7sKBmCkbxH24gV4KiCbxOhpN/ddzUD/tTijfS14iiuxWFfS13GL1IQJFwkiPbgaivymjsVZTv+V8nwAubNA11fgKEaqXmzeC50nIBmH0PXf8FdvFW981TbpeULbXdvIQPoolQuXIo9i9F0xeyQZbE5IZVcAXYWtgLWoi4koRsdJjOttMNwL4eAJHJ5l04IDIHZ3jVO9+DVCN4ZIJ2BiGGnRc1BSC1YbxAfypnpugJKqr5HYRMePF+g8fQzFvglfabPY/kM4l7t45dPLKPIyBjr6iIUwun+G0R7zKlec+eLP/b8gl2l7mmrRxUlc/mqQINrbgbeiWbR823dHAAC0j9dZifSsQEInm/1OvNWu//2ou3bX/kf7A9t976utcO+VAAAAAElFTkSuQmCC) 4 11, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 4 11, auto;}
}
div.testarea{
animation:rwdcur137352 0.66666666666667s linear infinite forwards;
}
