@keyframes rwdcur79559 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFvUlEQVRYhb2XXUxUZxrHf+/xMIIwsw5R0VUbC1tAMTaOlNJ06UB6YdpqTdxgMPF71Bvd1pps72g26oWJ3RpRdxpamtobmybtTT/cmKZoaa0tiHwsCyvhQ5hdQGScOQyMw8yZpxfzIRilNoL/q3PmPO/5//K8z/s8ZyAuEVktnedFahGpRXhC0gCkFuHHV1rxNyQfPCkIlTC63jn1wdpn4gFlqNkE0CabO/ajHPtjhonfZjsTWuIiYTz5+klAaBBLd2N1zEREbCJSuHafLJ0t08lSImLh6o4QygLPf2g9fvz46IIFC4hEIpw4cYLu7u5k7GwAaMAyij8pQLcBLPP7/bBgIWM2G90bNsIbbyZiZ2UbdCADmM+6914A/njnzh0ae3pYumEDR54rAuAdgKpTCYgZzYQOLAIygcVAzq5du/jf2BjReWl0jAd5x2qDvfti0bMAoQODQCB+P99isaDGx7Eo7V7UwoWwdx9bs7J4yvBz5coVqaurmxEIJSKrALh2uA3NyqFzflJSUmhJTePPO3YAUG21kQ78LRxGb75Of1MTlZWVEM+EiGiADQgopSK/B0AHPEAmE4MwcZFTp9oU8YK7aBicOXSII6G7NKSns+4PNlKdTtr6+hPrRUTmAtkk2rpIHxABVgDzgGVAr1Kq5UEAmlLKUEr1EjoP0pboBwqg+Jef6fr6azSlKBofp+32bRp8Pp7ftIm3/+kGYMuWLSEmNTRi9VQEFAK7gVTgTyIPPkTJfbx/Jjj2o0pKSqSwsBCyc3j29deJiDBP07CnpABw4sxp9Pp6CgoKki80DAOn08n20sWgWcDXAgV/XamU6pgWIAkx/++g22ht+pY1279RLpdLbDYb0aefZsVrG5ivz+FFux2A2hEvP332GXNu/JeysjJCoRC6rtPa2sqSJUs4XDoMwX9D+KuHDjVtyl2p2EldCrqVufa1NFYjNTU16vLly/zr7FnSm5vJTkuja2ycm+NB5moapRUVWApWs23bNlwuF6Zp4nA48Hg8dPSHaO2JTMnw9ADgI3+vk/y9G3Ptbax9Jrbw2ntjlJaWsiIjHfr7WZ6WSoY+J7m46C+byX7rMABut5tIJGb67pcGkeC1KUNNapGH1cMDJSKZIrJKRBxdXV0iInKjt1fa/X6pHbolH9/sE3dPrzAwJLzxpgBSVVUlp0+fFuKnqbEaaayOm1/ZKuK/KSKy6EEZuN8cYp0SYCI7O/tTr9eLCodp+OEHTBECpsntcBh+vgrA5s2bWblyJXl5eTidTuDed8b1Tmi+4YHRHvjxtSGI9YGHSimFiEQACxAFLns8nopIJEJoYICrFy7wfnMznmg0uSYrKwulFMuXL+fAgQNcunRpkVLqVgKksbpO6CxNxk8LENctYnNCA744evSou6KiAqvVyrkzZ/DU1U0J/i4vj/Xr1xMMBjEMg8rKyiGmmR2/CaCUMgBDRDSlVBSguLgYgPLyco4dO0Z7eztKKUzTRETweDyEw2F8Ph+BQIC8vDzp6OhYCExc/2ARMHzv/Y+QgfuVLOGTJ0+Sm5tLIBDANE3sdjsigs/n4+7du+zZswe3241pmnR1dbHfCZHgIKsXn4+Zl6EeZ6IJQElJCYWFhaSmppKTk4OmaQwPDxMKhcjJycHhcFBfX8/AwABvvzwIYqKeq0r6PvZIjU/CXGLbmQ88VVNT84+0tDRGR0fp7u4mMzOTTflD5C8Dwl7UC+eSvtMew0dRvC76AAPoBnpdLtdGr9dLRkYGuq7z6tLviU74YWIQQg0waRsfGyAOMa6U6gOagP/QdOTLgwcP7hwZGWF7URA1J52Q7yMSE3eyZgRgEkiUupfaO/8fZez2zXOb1qXHTHRr7J+WymZ7zbapa2YSAOJDR1sDmTthYggkDMFWiHzLF97PMQyD3bt3J70fpRH9LqkylNS2CCNnQc8H0wPRFlQZlJd/it/vn2nLx9OvhVyB2TQw3zMAAAAASUVORK5CYII=) 4 6, auto;}
}
div.testarea{
animation:rwdcur79559 2.6666666666667s linear infinite forwards;
}
