@keyframes rwdcur151793 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 4 12, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 4 12, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 4 12, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 12, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 4 12, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 4 12, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 4 12, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 12, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 4 12, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 4 12, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 4 12, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 12, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2VQUhTcRzHP3u+OV3CRAKZ5JScgiUExipKuihDEeq5HXbw6iHKbsI8+czTO3gRSgjMSxJBTFkRYh6iW8xTGCyqRTa8rFZzeghEfx2cYup08rZF4Bfe5f35ve/n//9/f78HJzpCuq6LwDld10XXdSmquYjg7ei4kbCrcqep6YGIKPn2sGRbmJWQAnQmlr6/tDvsLL3/xvm25vtdFv/dWQmVdVn8vwsGMCuhOaAVOH3A8ufM+9oui3/NLMC+I83sPJs5gBuonBycigMVeQUQEYDOQ8x3dFW7VGmz2aKGYeQHIJNwFQjmUth4sYHLnZ5XwWDQVDB3ioeHh62CVAFncikssZbQcqFlDbDnC2DdguUn8DyXwtVfa4QeznhXVlZMBXHv8W2ydQ1HSjaEslO2hMPhMOOftQ0/sZX2g803hf7WAb68+6oDI2YADmrDMg7pAtkULIqFa74rAPcAX14BMhOudnJwKvXh7Uc21jeArTtP/1ilv3WAJyPPeKw/3S4JmYXIpgqbzRa/frPt0e2hW2PV1dXRurOuN8AQILsfq9UqBYEwDAMRUUSkIpVKbQ8qMmYCiMfjkYmJCWlsbBSXy3VsiKw/oxzka25uDnm9XtxuN8vLy4yPj5NOp/3AdK4fMTPFptvb2/1VVVUoikIikaCvrw+n03msTJSYACASiUS7u7sXRSSgqip1dXVomkYkEgmk0+lFIFpQAID5+fmopmmL5eXlgZqaGhRFobS0lIWFhQBwJISZDPwlwzB8qqqG4vE4Y2Nju5eOlQlT6u3t3emOPU9B5kQ27YMIh8MSi8X+DcTr0VFJJpNSX18vgFZUiPDMjCR7eqTB6dw+jRfFBCAWi/kyOxdgrqjmu6RR7J2f6L/SH2H2/Gtov+0UAAAAAElFTkSuQmCC) 4 12, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMElEQVRYhe2VT2gcVRzHP+/NzE6SBhLjYtjQbiLdBCKtSCFKj5K6VgJluznkkItgEEpRUEuDFyeKh0VaSkTjJYJ/QPCwLVE81IB/rhvQ0rTuwSxFtlHYZnV3EiVtsvPzMLtpbF3aMJsVoV/mwcCbN7/P+/H9vgcPdA85jiMCjzmOI47jSFOLiwjxI0eOFQxbTg4MvC8iutE1VL2JpdNX9Y2HrKPXy79+devhTn5aWaJ38Mn3Xnw++tIr6d9azo1G1ncN4JfXrly8aalDq3vMcLlN82dI49oGK60Gf4T0UtEywmVT7fvkWPdaUIC7Wnr95ctaVeSQaMIAWnxOUWD4DohVFJ0/fPx2HmhvKICIYG3IUe1JuKL85mgBT/kAWgQlsKkUjxx+rtO27WwqlWoMQNXhpq4wKVpheP52K9sKV6ogpgihgSfY/9Tw15OTk4GMubV4amrKwqML2Lv9A1EAPoCo24vENDl44OAa0NYogA00v4viCyWCp/1qhgeiFJ4G0/NBbgGGW+K79EfxcrkcyIh3ts9TYApA9cipvSsBQVF98KSC1dJW6OjoCFK/TgxfvfLzekjF1vaY1GK4ahvc8GPIiqn49NQzlK9ddYC3ggD8WwxbtCdh0bdTICi8agzFEza15tHDIwBvAsmGAux99/H1myG179w3Z0s/Ll/C29xAFKz+VWbdLfLB689y+fOzXPrsndqSdFCIemq3bTv/9FD8wxMvnJru7u7ORqN93wNv4Ftja1iWJbsCkUqlEBEtIu2lUgmRrcswWSs+NDQks7Oz0t/fL9FodMcQdS+j+1BycHAwHY/HicViLC8vMzMzg+u6o8D5+/1JkFPs/PDw8GhXVxdaawqFAhMTE0QikR15wggAQCaTyY6MjCyKyJhpmvT29pJIJMhkMmOu6y4C2V0FAJifn88mEonF1tbWsZ6eHrTWhEIhFhYWxoB7QgTxwD+USqWSpmmm8/k809PT26d25IlAGh8f30rHHWNXzol6ugtibm5OcrncfwPx7ZkzUiwWpa+vT4BEUyHmLlyQ4vHjsj8SqXXjy2YCkMvlktWdC3CxqcW3KUGzd/5A/yv9DaDlScxW3RNvAAAAAElFTkSuQmCC) 4 12, auto;}
}
div.testarea{
animation:rwdcur151793 2.3333333333333s linear infinite forwards;
}