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0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhb2XsW7CMBCGf1eZgsQCA6/BzANU9GW6dMtWCbp04WXIE8CzMGRCYmFxh/jis31OfID6S1UdO/D9/50dwACwSGWEOUlWca+oCgDsLyN/FYNhW8BshwAPGXlT3m8BWNtGk61f0xqo+IVLLyUZEgOA2fqxqwLsxa2tdBWpGFh6UQBOtBacKo3kFrNgnjaYX+Xnx1iqxDm4ZILAp2v/fzOXmbQHErDZuoUWYqnHdK5DeGQkaM0b3K6Wdra9eCO5EnOdrkHJA1EFTtfBjCUDgwiGNVSpz7VPzc0QdDMPr493f1/yHBhMwKeW0puV/8uBaUzlb7pgLwCgPcDSEpCPJTjvL4fEYBo3XRyVG4iU63Vc5ilRqZsO2C1lE6OPYkov9XgKTFBSzoRYAS4JzPtM1wQek1QBA8DGJT/XaV+54rWxHkupd5gByxsAmMAApS2F88S5HvO1HWZ+0hmoOLhUU6UWTXA4U7IHxtJrwQO0Q5+4S01MbsKnwAUyACz/xOLpc+C432KPJfEq8E0YPzJLEvMzLpV21IQ9AOYTAEzwIDrey8vddA6sgS/2yZSB+1jMHSFJmh6L4D49QMfw38CC6OuR+uv0C2S4AVLQjpcmZmVPXAjqK5LbYP0Ril5xUIGnDEwb+bkB9Xs//v5Qg0sNyEYWew4I0xeCtQZCI3mo+j2f+WnNT87D7/MHSCHw2A0RQzUAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYha2XPXLCMBCFnxiKlPgAKahoM5OCK3APH8AFqVOkSOfCB+AK1NzGBfTM5AJKYa21knaFhHkznpEl29/bHwtjAFikMsKcJFtxragVAGCw/igHWxytHy8yUC4O9lpgxACwc+SdoTkJjBncGwQmegNs3fk4315UmjUDSzeF4FhnYc4boZuyRrRFHcyj5Roz8xlWXcQaXDLhwIN7ZAfZyFoF9+66o5VTndEwAh2DR0aC0qxAXS119tZ6I1qKORiWpzwQZWCAJTOWDHgR7IyqqIdxOmIzBO1ggvMduy7dB3oWAUUtRT8afyhgGlP6L2yNNO0DvHG2LI0ZOK8vh0hzHQwubnxw48NkxKwhSak1pbkTV1NRqgl4ETZK2QDJRR/XtwQcQzUTeQNImwsI60znBM5JykDYAwwq1ZUUr3VKegGIUe8BNK4HAgO+xmVwHrFWY762Z3MNb8JnalyrvTKf9EAu+lowQe+waGBwr34LFoJLFBiIo5fA0usk1TiWloXZgNZckthONj+8RGTCtlfgNM0FvwW7Ajg3cXdHqTbtLZmbXkPIm4SmmhpLYHN6n4dFTfgqsCQq5NPf9QskfoIH5XhlxDztiQtBFtC7uxFus+21CvzIwEMjv/jG28cfAODn86saXGpANLJpbxwQRF8KrjUQGMlAq5+55K81r8vTz/kHzpT4pPosgqMAAAAASUVORK5CYII=) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhbWXvXECMRCF33quABpwBY7dg10BBVxKSOzAMSGpCqADd0ERJqcD1gH6WUm7OokzbwZGPyd9b1cSOggAoxYpbZp44FlVLwBwBeMKBs+/veMYAPN8jOVVBjbzBZv5MgpOjSuM0H3Ce+TkXkObBg4gkNtBmpB1cjs596ImAdYGZeAe8XwE3BkEF7LRNGJ1muAy+qwdswJwTdZQxBYc7hxhwUQAl/WSOVngsJbN9HuwJZmRe9mB0kal8FXtaqkQdRZ9AxyyILPhwdkR8WmgKRtspThoIWKpZAIRXpoA/O9AaaI0pG0wgosfDYwCDmFCairqERgnM+CyLdXDxktgK3LTQACPy5k9VSa2AE6WAbHOZaSroL5+2+bPTSW0R4zsXC9eAOyhN6Uvy4C+rlLO99VHSjNx2wJ00sGqARvuRF8NU9dYmHg51alvGtDAPWID0lL9O+DP7wh8CRyyEBnvqVxk4LkRS3BsA8Dyduh5pSmPU2uNJZj2AB9SGfIu6IHL4yRTasHLiPmQmwAWN2EOluqJuEcxcC36/1hj9bl9Kup3wZPA6tjAfHyKdWz1nbC1vsADEb8B9JmD1cqSEXmcqgGHuq0FXjKQGdEm//pJ5e+PcXCvAdOIzEJsHwCPGsiMtMyMzrnmr7Xylj2uP8I06ol2m+91AAAAAElFTkSuQmCC) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur123862 2.6666666666667s linear infinite forwards;
}