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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhe3Wv2tTURjG8Y+XUpNbrVHR+CsBRSTFgojtKkJBcPAPcBAEQRxKFrs46OToYKHg4CwubuI/4FpHsRChi6aDSJViO4nH4Zw01w7SBNKA5IGHw+Ec7vN93xfuvfAJ1wxRAZvDhAjDhgiGDBEMGWInQCjvMcRf4bOE64QTewSRFTcXUcUZ3CSv83bQENsA51DDURzESdwmPz9giAyOJYAjmEwAEwniPnljgBAZNMTKKyk8Rzn5NB6QTw8IIiPOvYIDKbzjUnINj8gvdSGaVdozhCptNPsF2IdwF4d125+LI+h0oZTW77jH73WyBUxhBU8xxvsNZnsFGINDutV3wkrYX/A4fmCd7APOFh5yB9PMYB5LPQNM6La9jJ94wq9WOu/oOBYK4Rv4FqHcwhsefu0RICsClFL4Elst5sQRbbsuth1auIyXYofmUONUL+GkCjst38Rztj5yA+92Xv7M2koKuSDOfzydvcYX1noFgPCCsEiYigxX/3G3mRNWCaHgVUIeX+XzfQE82104mGQ5JzwmvEprTqiw3E84hMYuwwtqVmlfiR+ttj4rB/X4T9hL+EgjjTTSSP+X/gD61nr2g0inNwAAAABJRU5ErkJggg==) 0 0, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe3WzWpTQRjG8V8PRdOj1qpo/EpAEUyxqGC7FUEQXHgJgiBIFyUb3VZxKy5aEBS8AK/AG3BbFy7EYoVuNFm4qCI2uBDHxcxp0i4kCaQByQMvwxyG8/yfd4Y5Bz7hmiEqYHOYEGHYEMGQIYIhQ+wECBO7DLHNfI5wg3B8lyCyzskFlHEat8irvB40xBbAWVRwBAdwArfJzw0YIoOjCeAwJhPAvgQxT14bIEQGNTH5VDLPMZHqFO6TzwwIIiPu+xT2J/OiSqkqWCS/1Iaol2nMEso0UO8XYAzhLg5ptz8Xt6DoQimN33CPPxtkDzCNVTzFOG9/MNcrwDgc1E5fmJWwt6P24Ds2yN7jTMdL7mCGWSzgWS8AYwiLYvICooUlfq8lwELHMI/Haf4rgWV4hBc0v8Zj07UyYruL9D9jhNYa1xPgVlXFtsNHXMZFPEnPKpzsxZyUsGj5Jp7T+sBNvNm5+DPN1WRyHu9s78AXmr0CQHhJWCZMR4ar/1hbzwnrhNBR64Q8XuULfQEsdWcOJlnJCQ8Jr9KYE6ZY6cccQq1L8w7VyzSuxI9WQ5/JQTX+E/ZiPtJII4000v+lv1dSepWfUeeBAAAAAElFTkSuQmCC) 0 0, auto;}
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29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur179180 2.4s linear infinite forwards;
}