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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhe2Xz2tcVRTHP/fOvJn8miRNY0IwCpX6H0gqDWhX0vqr6EKLUMxCFAQhUBChaCmNuLQouFJQcKlIaaDZaVzGRcBdioKmTMtMxpnOdNLJvHn3HBd32mRm3kx+WBGkBy73vfvOO9/vPee8c8+Dh/IfiznIS6pigQlgCKgCeWOsPEhicaCjKrV5qS87cWWV6KZKY83PrqxSX3YqW/OqMvqggZPqCh+Ly6vUvlEpnVTJZ1RKJ1VV/P3GsErplH/u8qqucElVknux3zMEqjKhjZUcWgX7CFTfg/Bn/zDxKKROQ3gFXNavpZ6Boc9BCmAGMcHMpDE23wvD9gSPfs8RLkLlVXA3gNS2gstC7YttcM8A3DpUXoFwEY1+y6nKxL49oCpJbaw0CBdhc6HX+71l8ENIvSAmmEkbY6M4lXgPSPECWoXaZwcHB7h7GbRqkeKFbiodHvDZXight7w7yy8dnMDIVUg8DnYKY8cPGWNvt6t0ZqrW5wivwdZXtMQ8lr4B1db7nVL7FDSE/rch/doccLnDRPuC1Jcddz+xhEu9wePIwDahnWRSp6D/fbHpE4meBFTFqtxx/DUNeqc7kKqf+94B2YDwGlBr9cZOfTMMY+sYm0m0V8z2EEygmxDMgvsV3M1OYIDBj6DvTUziSJN5hGrRf/+SB7kFsg7RdYh+ATsJuglkxoHudUFVjkpjzVe4yrsqObZH3vh566qqyt6HhN5e47qqytF2zHYPVDEZtPwiNFbjd195GR04D31zmMQTMR7IgWTB/QluDaIVsNOQ+Rag0hGhNg/4HCg+BrJDtz3b70n/W80cWAKtd/UsdhjGbsTmQEshMsYK0aqQPN5qIA4coPYl1K/0BgdIzkK0KnFHdkclNMGxc/S9AcFxSJ3obXg3CWYheAr6zmCCp8/FqexSCf+A8uk944mA3bmlke/BHoHEdNdK2OkBY28b7AJSgMqZPYG2z/cGlddBC4BZiAOPJeBXxy5iBmEg1mstgO3XLTLwAZiMGHv4Yjc7sQSMsZEJZiZJn/VHqknDyA8+pnTuWtUPm57BHvoOm7DYzHlIn8UEx6a6HcUQdxhtk8iryqTq8zmCZ8EcBrbug9rkyP2OyDXKTSahj/nIEpghMcknp3briHYVVUmK27jU2hMOqRRnfYUrzqrkB1RKz6nUvlZxeZV99IT7ITKqsjUv9R+bXXG22RVnm13xTwfqiv/Jf8E4MIwvr4V//b/gofxv5W++uUxdgHnIHAAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnUlEQVRYhe2XTWhcVRTHf/fOezPNJJNJ0mlCtC0I0Z0blVQ6oF2V1g+KLrQIhW7sTghURBApJVGXFgVxoWjBpR9UA3ancdlN1xUD0pLKTMdJZzrJzLyZd46LGzNfbyaTWBGkBy7vvXvPvf///d/DuefBA/uPzexlkqpYYBoYAypA3hgr95NYFOiESnVB6iuhhCWV5m2Vxg33DEsq9ZVQpbagKhP3G9jTsPCehHmV6mWV9RMq+ZTK+glVFfd9Z1xl/aQbD/OqYWFRVbxh1h94BKoyrY1rObQC9gBU3oDgFzcYexjipyC4AuGa64s/A2MfgxTAjGL8+RljbH4Qhh0I3lzNESxD+WUIbwHxlkO4BtVPWuCOAYQ3ofwSBMto87ecqkzvWgFV8bRxrUGwDBtLg+YPttF3If68GH8+YYxtRrlEKyDFC2gFqh/tHRxg8xJoxSLFC/1cehRw0V5YR/5wcpZe3DuB9A8QOwx2FmMzk8bYu90uvZGq9bMEP0LtczrOPJK+AdXO73arfggawMg5SLxyFrjUs0R3h9RXQjY/sARXB4NHkYEWoXYy8ZMw8pbYxLHYQAKqYlXuhfx5EPTeAKCkW9RmoPppq79djXZ/Mw5TNzE2FevOmN1HMI1ugJ8FyYH/JMTmwB4G+5DLBTaDMZNg3FRNvgm1y7Cx2IfwAfAeB90AUhmgf15QlTlp3FBVUZXAPYdsUvteJUdvK7/uxhu/qqrMdWN2K1DBpNDSCxDeBu8J8B4DewjsLNiZXgWaq1D7Ajbfj95V/Vs0XIXUVwDlHoG6FHAxUDwE0ubbE+0jED/ujqT6WV9Ft82Ow9StyBjoSETGWKF5XfCOdi7QHVxahfqV4cABvCw0r0vUld2TCY1/5Dz7XgP/KMSPDQfQz/ws+E/BvtMY/+nzUS47ZMLfoXRqaDwRsO1bSn8D9hGIHeybCXsVMPauwS4hBSifHgq0+/l3o/wqaAEwS1HgkQRc79RFzCgkI1XrAOx+77Dk22BSYuz+i/3WiSRgjG0af36GxBl3pZoEpL9zZ0rvrlVds4l57OTX2JjFpt6BxBmMf2S231UMUZdRi0ReVWZUn8vhPwtmP1DbBrVeersiChulLSaBO/P0VTBjYrxHZ3eqiHY0VfEkvLPYWROOqRSzLsMVsyr5pMr6cZXqlyphXmUXNeFuiEyo1Bak/tNWVby2VRWvbVXFP++pKv4n/wUZYByXXgv/+n/BA/vf2l9rlinU5BrTugAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur155433 2s linear infinite forwards;
}
