@keyframes rwdcur145085 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 22, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVR4nO2cMW/TQBTH/w5RRasqQ2EBVRUDY8XAWKl8CAoLn6GwAAtfAabSzwASkH4HqJSRAXViQgiVDiyNKFWrpscQXxo7Z/su9ju/s99PshQn9t01f//fO7+cCwiCIAiCIAiCIAgCQ5YBrM1xXrfqgQjlWAHQqXsQghAMPQQWxq557m9pdXX1xuLi4vWTk5N/Hvo7A3CJcRhTHvoTBEEQBEEQBKGYyOKYvPm7zfmCA0VfqAKA4XBo/LDX69m0IThQWIjLEmPqsywHBVWy4ELpymiOKEtl224jlZSqDaJ0AGRbS8iEQ1ipoujXmDxGJUgXwLnFcbmTBhviiYVCQ0Sp89e10mKkzm9Eeb1IkCi+AnOZY/pbiRiaJoli45BcUeoWQ9MUUWxDllGUecU4Pj6GUmqyVUUTRHFNhOk/dPr8VQC/4tddABemc4fDYUKEKKo+F4dcQXBN6lFq06wBOCo62RSmqnRIummqhimpatr7M7WfdkddBDcddnHInSo6JHTEhMFggMFgQN4PBS4O+TFH+4lv32YK7ULVMzUOUN4YBhnD68bFIaaZk2YByVKJAoCzi0unwbza27c67v3+NwBXjmuSU1wckpeoZ8QQ5oOs2vv8w2eqpsuQ9YjDEcZLTvVWGxzK7z5JT8/ZQSqIbU4QrpCHW5gRZMhyvP22nWSwuKMPUhBb9N36xsYGgMLlTCwINmRlXfYHBwdex1E17Bwy/o0EUFDoRJGxPM8ithBBJoi+mxbcCDZkNRUKh0QAcPj2KXkJxbWGFUJ+EYcwgzKpT+de1aSKLCVUDrlL1G7joRKkcMGDYIYqZP0lajeTEBK2DZLUmSGCMEMEYYYIwoxWCNLB9bqHYE07BCFY0E1FKwS5UKdVNOPFZq0QpCQdAAvA4oqvzoR8ugB6wOmhj85EkGLOAfzx1ZkIks/N1L5y3JzxJkigtSZvztCwW+TAFAUALz5+AQC8frRpPOjlp+RKzTePH+Q9k2mEyiHLRO1WTrxmi82NileH6LC1vr7us9tMLMQw5oG0E7K4/Ww3sX+4s63by+yztUmdmzM0rcwhOWIYHaGv9HfxWrMnm/fKDiEzt7TOIVydoWmVQ4qc0e/3AQBbvx8CAPq39sb7W1sAZp0yOTnjUW+9DPZwZ3v8xq5Kthv3g+1oklvaJAhbV0xDNchlJBc6qKwH+cvOuGxuOB3CVPJST1/RsVOcyXaGPmLygrVDTM9tVLTg7j6A76hhdUwRrAWJSayArKjNrxZ9TWL7xBcZV7r1/qzDZlxbuyCmkKOfeDKhXRPq/zIponZBcjDFfP2er39OkO+YGIf92mpZwpxwdghHyKfO4hBmiCDMoBKE3fw+FMQhzBBBmOGtltXtdtHp5Os/Go0wGo1sxqYAwLHNIIqLVCwQtOll5WCTKf2zWgoKkQVBEARBEARBEASBF/8BAgw1wgiSx54AAAAASUVORK5CYII=) 8 22, auto;}
}
div.testarea{
animation:rwdcur145085 1.3333333333333s linear infinite forwards;
}
