@keyframes rwdcur196852 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 17, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 17, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRoge2Yf0iUdxzHX3pPeneoiAUNM5GQJSKjlW37Q2Ks0V+iVMOgO6nOwGtIEP3RigpMlv0bIxiM8A9bgxatqD9CB6bUYNbK2vI8xWR65OZxCJ7d7vZ4z2d/PD5y6Xm/0m5s94IH7u557vN9v5/P5/v9fp4HMmTIkCFDhgwZMmTI8H/FtOh7HlAOZAGv3r6cN6MI+AHwAU+Aj9OqJgVqgb8KCgrEbDYLMApUp1lTXLIjPucA2Xa7nebmZsxm8yagE/ggPdKSZw8QOn/+vHi9Xjl27Jjk5OQIMAJsTbO2ZcmO9uO6des4c+YMTqcTs9lcDnwHfPR2pSXPHiB04sQJUVVVRES8Xq8cPXpU1qxZI4Cbf3EmYN5AS0uLBINBMZiampKDBw+KoihGOa3knNgEtACXgYvAZ+irYUpENSAiMjExIQcOHBCTySSAC9iyAuI/B7yALDqekuJNWtaAiMjLly/F4XAYmXgKVLyB+AYgXFRUJK2trdLT0yN37twRh8MhFotFgAn07KycARERj8cTWU4PgcoUxJsBl6Iocv36dQmHwwvx/X6/nDx50sjExRU3YJhoamqKzMS7SY6zFXhls9nE7/cviT80NGQYGEkkWNRlNBYbNmzg3Llz2O12FEV5D/iW5DJRDFgrKirIy8tbcrK0tBSr1QpQCijxgiVtAKC4uJi2tjZsNhvo7UYniWfiDyA4MjLC7OzskpMej4dAIAAwDswloyuhEopkbGxM6uvrJTs7W4BfSCwTZsCtKIrcvHnztTkwOzsrp0+fNkroq2TEp2RARMTtdkt9fb0x6M9AWQJj7Qdk7dq10t7eLvfv35e7d+9Kc3OzWK1WASbR2/rVNyAi8uLFC9m7d6+RiV70+o1FDvrcCbN0H/DPa0malA2IiAwPD8vu3bsNE91AyTLjWIFvABWQ/Px8qayslI0bN0aa+B2oe6sGDBN1dXWGiMtRxshBn/BSU1MjN27cEJ/PJ6FQSILBoDx//lxOnTplbGZ+oGZVDWiaJsFgUKampuTRo0dy7do1aWhoMAz0zAuOxA6Et2/fLoODg1FjBoNBuXTpktG2PAEKV8XA6OiodHR0iNPplJ07d0pJSYlRPmH0HufwovhWYMRisUh3d3fM2DMzM9LU1GTEcq6KgWfPnsnmzZsjJ95D9LI5DFSxdI+pBdRDhw5JIBCIG7+vr8+I/TBKrAXi7nSapjE2NobJZKKsrGzh9/Lycnbt2oXb7Qb4GmgDZmKE+hBQduzYgcViiTcs27ZtIzc3l1AotAV97whEu25ZZyKCz+fj6tWr1NbWcuXKFVRVXThvsVioq6szxHwaK9Y8Bcb/EiE3NxeTyQT6TV42dtQTqqrS39/P8ePHOXLkCENDQ9y6dYvJycnXrquurqaqqgr0kklqxVgpIkvob0DzeDxcuHCBzs5OxsfHNWAQyH78+HHlvXv3aGxsJCsrC4DCwkIcDgcDAwOKqqo2oGs+TjS8AL29vfj9/rjCNE1jbm4O9LJMqCfagv5Sy5g800A7eve4Hwjt27dPpqenF5Y7l8slZ8+eNd4j/cx8mSxDBfqDyuKdN9ahAl/GEh2Zgd+AVqARGEZvpvoBDfgRGH7w4EFVX18f+fn53L59m66uLlwuF5qmBYDviT2Jh4D3gU+Ad2KJimAA+CnBa+PSCoTXr19v3PEw8CfQgT6J465o6aYEvVHzAb8CX6B3jCk9U6QLM3q7bE6zjv8O/wAisXIaeFStmQAAAABJRU5ErkJggg==) 3 17, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRklEQVRoge2YXUhbZxjHfybHcMLUWitWrEwpMruSjTpESunKRoc3E4V2bUNVLKmghSKUjikDhVaS9bpjdBcdMuzqxS42KbuRfXSFYmtZ2+m2mAyTobbFOskWWWNyTJ5dnJ0SazSJ2nqx/CCgeU+e9/98vec5BzJkyJAhQ4YMGTJkyPB/xfzM/zlABZAF/PPi5ayPAuArYA64B7y1qWrWQB0QysvLE1VVBZgAqjdZU1JMcX9bAFNTUxNtbW2oqroT6AdqNkda+hwCwi6XS2ZnZ+XMmTNisVgE+B14Y5O1rYgp0ZeFhYV0d3fT3t6OqqoVwACw98VKS59DQLizs1M0TRMRkdnZWeno6JDs7GwBPDy/TJhYIZjpcAgInz59WhYWFsTg8ePHcuLECVEUxSinjeoJC1APfIkenJ+AT1hHkBI6ICIyNTUlLS0tYjabBXADezZA/OeABsgznwDQuqEOiIg8fPhQHA6HkYmfgV3rcOBDQPbt2yeDg4Pi9XplbGxMLl68KGVlZQLMs4ZMr+qAiMj09HR8Od0Bdq9BfAEwVVxcLLdu3VpiX9M0uXTpkpGJgQ13wHDi5MmT8Zl4Jc199gPhjo6OhPs8ePDAODQepWIs7c7fsWMH58+fp6mpCUVRXge+IL1M5AGWbdu2YbFYli1u2bIFRVEA8gElmbE1HV0lJSX09vbS2NgI+rjRT+qZ+AMIDg8PEwgEli263W5CoRDAOLCYjq6USigev98vDQ0NYjKZBP0YTCUTCvADIC6XS4LBoIiIxGIx8fv9cuTIEaMH3k9H/JocEBHxeDzS0NBgbHobKE9hr71ACBC73S5Op1O6u7vlwIEDhp176M3+/B0QEfH5fHL48GEjEz8CLyfZqwj4huX3AAHCwHFSLO/4B5pXgfdqamrMtbW1RiOlxNatW6mqqmJqagqv11smIq+hl0kwweW7gK+BN81mM3a7nZaWFqqrq5mfn2dmZsYMvAu8BHyXsgjWkQEDr9cr9fX1RiQ/S7BHIXBPURRpa2sTt9stmqZJNBqVxcVFCQaDMjAwIJWVlQJEAUcy0amHOQEiQiQSIRgMMjk5ic/nQ1VVY3kn+sgQiftJJ7DHbrfjcrkoKFha5rm5uRw9epScnBxaW1tNMzMzvcD36CdXUtLKwMTEhPT19Ul7e7scPHhQSktLjR6IArMsn2eKgbmioiIZHR1d1XYkEpGenh4jk85UA5qWA6Ojo0aqjdnlDnrZtAI2ljfhcSDa1dUlkUgkqf2xsTHDtjuBrackLaFYLIbf78dsNlNeXv70+4qKCmpra/F4PACfAr0kblqDKsBks9nIzs5Oti2VlZVYrVZCodArgAo8SXTdip6JCHNzc1y9epW6ujquXLmCpmlP161WK/X19VitVoB3VrP1HxYg5dPNZDKRlZVlaFzRdsIFTdMYGRnh7NmznDp1ivHxcQYHB3n0aOl8VV1djc1mA71k9ifTZAjbSOLDEQFi09PTXLhwgf7+fiYnJ2PAb4Dp7t27u69fv05zc7MRGfLz83E4HNy/f1/RNK0RGGLpqRPPrwBOp5PLly8nFSYihMNhgL9WsbmEPegvteKfjD4CStAbMHzs2DEJBAIiIrKwsCBut1t6enqM90i30SfNlSgEhtFPqUR34ESfv4EPVhMdn4FfgHNAM+AFPgZGgBjwLeC9efOm7caNG+Tm5nLt2jWGhoZwu93EYrEn6M+2qzXxn8DbQCn6qJwKPvQMbAjngOj27duNiEeBGaAPvYnXdVN8EZSiD2pzwBjQhf4ieGO78jmjoo/LapLrMqTKv/jz+gG3+H4XAAAAAElFTkSuQmCC) 3 17, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
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}
div.testarea{
animation:rwdcur196852 0.4s linear infinite forwards;
}
