@keyframes rwdcur95858 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIzklEQVRYhc2XW4xeV3mGn7XP/2HGM/+MZ3zK2J7YTmxMiRKHmMoE3IqilqpQ1FIaIYVDLpCQiJAqIaRWnATcoKoXoPamVVoakICqQRZRhUprxwmFQrGTmPhQ24w95/nPe//7tNZea3HhgwyxkxBxwXuzpaW1vvfR+31ra2/BNb0X+CywD7gIfAH4OnfQBx/50w/u37f7wf17dvUePPLWpJ0knbnt2y4fO/b0xle++k8LCwtXzfpGr7jT+V/Ve3fv3m2PHz9ui6KwJ06csPPz8xZ4/62bDu7ddf/f/fXH/vHyj57qXnnxmfXVhXPDfLhh4/5a3u+ttwe99fVksPJ8Z/3M95/8ly9+4BMff5/3WswF8OKJEycOPvzwwzcXn3vuOY4cOXIO2P/Ohx8Y/+hfvOvDc62Jj0xNTMzXpmcif8u842yaxViBYywWAIsAHKTJkoWVteWLn/rARz7z9JmXLvdeCcAB9hw6dOiXFh966CGAPQB//JY3ve/+7Zsf3RH5B+tS1slLx8iMKouxZYzBAAaBxVhJVcWOZ9SOGuLxtx0++EevloALPHL06NHN8/PzNxefffZZnnjiiQs/e+rLLx6Ynf64l+aHhTYIHFzhYvMC019DmBIcixUujutgraTqLqBXLtEQojU5WXu758r/uLzYHZVSqTsBdE6ePPnn9913H3Nzc5w8eZJHH32UAzunv/2u++79UlBW9wRG4AoXB4HNCky/j4n7qGEXmQ7RWYxoNnApKJcuQrcHUnmD3qAWNeub2sP09JWldvd2AOL68/3Ap7l2Cy7MTDaf/NrfPPaHu2qbDtUhCMMQ1/cBQVkqVKnQWlGhUVh0c4z6ti00Nk9C3MUrMnqdPqvdHrpRv3Dq6tIn/urzX3v6TgkAnAG+Cnxuz87Zb/ztJx954/Zo7EN1K7woDPB8F8dxqSqNlBIpS2RZkhcFozSh32nTW12lGCVgDMIYVpfX6PX61Jq1qVotOLdvfuu9ruu4C0vt5VsBXnZV/vI9vzfaO7fzreFGjCcEXJ9xMFgMxmq0NUhTUVaSLMtIy4JcVQxGMc2xMRr1iHg4RClF0u7SqAWPH56IBtlYcPy/4X9fEeDSpcVWMr+lqHmRYx3QViOsg2MBBwyGSiu0rpBSUpbl9VQk+SghTUb4UYBwBI4QVMMEYRrTxZWV6aO7Z6b/uRF9upMWKzf8nF8F2DbuFVbLex0sYDHWUOkKpSRFkV+L/7phpRRVpbHaYKxFCEEhJUlaIMS1lrnCRRUSJTVJLw4Oz8/+ya1+LwPYvXNrvTneRFmNMRprDFprlLrWe6UkSpVUlcIYgzYaz/XwwgjtBaynOYvdAcsbfaTSIKAehIxNtsjTIvr9N9/9+O2G8KZak+PbH/yd3XdVWfGAZ8R1CEtVVVRVhVSKUkq0sRhrcV2XoF5jPS04fWWJhXaXSlswAlNJxht1xlsT1OsNpDUi2jPb+en5pWODOB/eNoF/PfaDc8M0XZNKUShJUZbkRU5RFuRlQaU1ruvheC5+4FOL6hSVYLE9pB9nNPwaLh6DeMgoy5BVRVEUDGVB1gyKpdX1n8zONG76viwBgB2bx1t3zWzajjJzVmuqSoMj8D0fawWO6yGEQBuNlBVnr65wtd1DWkFqXaKoxtR4g7F6SD0KaTZqWEeA719dHMSPfeO7z1++4wwA/PvxF54pPXFspOVIGYNAUFaGRFmEG9AdjkjSjLKQxKMRlZY4wtAaa3Jw3x5mpiZpOA4NzwelKfISqQ3NqdbCqfPtX/K6bQKdQZp974fn/++e7VO7ZibH95aVDZYHMacuX+VHZ84yylKyrACjcRxBnGV04gFjQcS4A/WqJPIFgS+oKolSConBCYP2ai85fvrc1Zsvo9smAPCm3VsOHNq7YyaXxejnyZAzS2v04pTCChaTlOVuTCkrNk9Nsn12hrmZGSbqATVhaEYezcjHFVBpTZrmGFmRJqM97zi8v/WqCQCMskL/2QPzH3Iqs18HAb51MdbBjE8RRE3qjmDb5BjTrUmiKLrWJlngmIpGGOC7LtoaCqUwFrwgQDhODcvZUlb/f3GpPXpFgKxU6ZsPzL20ubVpphHWZl1toigI2DwxxWQUUbMlM60mrYlxxuo1ylKRyoI0GyGLAtf1sAiMFRgh0AYqratilHUDYf/tf84vyVcEAOiMsqV6Izi3pTXRnJ6avH8sCpkIHXTSoeELZqYnscbgez5BEKARZIUky+W1ryUvAMdBWYsyhkJpJ0uLc08+c+Y7cV6+OsByJ+G/Tl9ee/uD+y6F9aBWc5y7XS3Duu8ysWkM1/HI8xJVaVzHYxCPWFheJSskQVij1BotBJWFQmsyqUiz4nvrw9GJ9WFWvirADZ1fbLc7SfyTsO4sN3x3b+h6U2EQIqVicXGZqNagPRhyZWWNrChx/YBcKfKipDIGbUFqQyZVnGb5f55a2Ph+Wir7mgG6w5QXL64m3/3B2R+/83f3bY0c/42B40VZloNwEJ5PqQ1WuATCx1aGeJSiK03o+VTWMpKSUqlwuTP4++cXOz+7Ufs1AdwqxxEr26aaM8I6b3CF41jhMiolMlOYUYXj+gxlSZykjIcRYRiSVZJYStKi+OlLS91v9tJy8XUDrHaTwfml9g/v2Tm1tx7W7s2UYqPTJY9zltY7VK7PuF+jFTaQpqJyLIlSrCSxMXDBsfYfFruj7HUDFLIya/1Rctds86zr09DGbBXGNiLXY99du6i5Ie1en8VeG4lFeS5XhkN6WS4C4Tx16uedk4WqXj/ADf34/Or6ls21yyIUXYs4ItzAC/yAtMjp5BmZAybw6eY5q3GMUupCPy6/fKUTv3RrndcNAHD64sb6+iB9YWrH7GBjGE9d6Q7GnXoYKCHwvQCprdno94dJkpzO8uqLG0lxMi1VeWsNcafiv47u3jnrbZ+d+AOkORo6zmNbNo1JK5XTG6VrlzZ6Ty334m+NyuqF2539jQDc0ExrU3Pr1NiBUPDulfbwuaV+ctt/gd8q/QJKEu1bve6buQAAAABJRU5ErkJggg==) 3 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur95858 0.33333333333333s linear infinite forwards;
}
