@keyframes rwdcur38710 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe3WTUocQRjG8d8MkoiLIBISEecQARc5QXTnRdzMIsucYTZeJDv1BFkEXLgPooGJEkRciIYw7aJqkkrbHzWtJgTmhabpj+r/089bT3cxr3n94+o94bOLuH8e9xP8LN/Ufyr43i57u+AWr/ACi39DQFGcDm1uD/FLxCnWsFwWkduCLDuncCjORuDgU7iwtQPe4BsucUOeA7l2/gHvb9Df4N3bcDGOP8SqxIk2Abl2FlWDa2odL7GEhaYW5No5jsJs7dAy5j3OcYwvOK9zINfOcdmh3iCAe6+HZfiHKtCDUpCKTMVNRWxuD1P4D1zhIm7XmNS14Blum+wsOwSTz/csT+GXQstOJElocmDQYGduNcKp/w4sCFFbw9H0bXuDkRkmXCu8SQAhYstCbg/5Ddz/OLonIj2XC28TkIoY58yH2LJseI4AKiJJtwlX9fDH/BnNDCfPgdZIdoWT70BTJDvDyXOgNpIPhecKoCKSwo+F8HntBJ9FQFnEOlbi+Qt87QIn2JtbNxFAWA1dJQK+d4HTbVW8KCwmluLxddxmhncVQHBumqC69eG8/o+6A8tcGodKkOZRAAAAAElFTkSuQmCC) 15 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhe3Wz0ocQRAG8N8ui1k8hBCCEdFHyM1DniB680W87CFHn8GLL5KbyRPkEPDgPYRskERCkD2IhrCTQ/eEsR1nemYVCewHTe+f7v6+qq6qLpZY4pExeMCzizg/ifMcf9JFw4ciPz7i+AhcYw1PMV5EQBHHShyju9YV04mdvQn+iZhiA89SEbkCci0qimkgLn4cevNaVcQp1lMROQJyLbpBPtxmuC0VcZKKaBOQa1FRu7sem3iBVYyasuCWRTD/xIeP4fPu/g1Bdvep7uHW2rc4xxd8xvnCWZBez2ArEA9eTlLyg7r9TR5YwXWTRTn/RUEH+I0LnAkeOMOsTcAapuVh798d1pI3XU9C/h1f43yBq6YrmOMSr0q37uxNqgfnoJGc9lI8FqJ8XUihLgHXSk57Gl5VDugacK3kOR4oUfQMuEbyXAHZ9aArOff7GnYmJ88DrfWgLzn5Hti6j4CrQ44HRsLTu4HTRQKurwBq6oHwsMCsL3kXAamITTyPv//Ctz7k3N1W1aEsSoTmclYR8LMPOf264rHQTKzG75dxdCbvK4DguTKDatvtJf4b/AVOmBq3Y8gL8QAAAABJRU5ErkJggg==) 15 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe3XsWoUQRwG8N+FI4YUIiIaQu4RUggWPoHa+SI2V1jmGa7Ji9gleYIUgRTpRTyJMYjIFZKIZCxmLm5yt3czc4da5A/DLsPufN988+18s9zVP67OAu+GdL2Xrlf4VTrISi343i57u+ASj3Efa3+DQAjDvpev+7gmMcQmHjRIhNRWU+sug0AIwwgcvgy8eK5J4gQbiUS2QiUeuAG+8ix2Xh1xcBjvX71JD6bn9t8Nmv3b+IrvuBgPWuuBdpZ5Cl0rUaLAKi6bANycfaZCT3EmKVGqQK/Ti8CdJ/0J6TNrC4+wjm6JAl3RSJs4Gc+20xuMJZ5QgYnZv8U5PuA9zks3ojVxDTdwzHTDtZhwRzTfQgSaJD7n+CEt2Q5+iut+mgicYlS7FWd/krfAz/DRAibkTwbk1ExwysMoFBhuLngpgVBouLngJQRCpeFmgucSWJrhpg2+zCwoBidPgbkZUAtOvgKzMqAanDwFWjNgUfBcAkzJADFYYFQLXkLgNoktPEz93/CpBpyWg2JLXSQA4vF71CAwcdTKrdo0XE8NfqRWDF5LgKjc+Auq+iG5q/+mfgNd8SSURXza0QAAAABJRU5ErkJggg==) 15 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhe3XwWoTURTG8V9CqKELEREtpXkEF0IWPoF11xdxk4XLPkM3fRF31SfoouCiexEjJRYRyUJakYyLexMn6Uwy904VQS9cJnMzOd//nnPmnBv+9dFp+fsiXu/E6ww/Ugx024ifHHNyDK7xEHfR/xMARTEe2T8YYQExxi7upUDkABTFOAgXn448e6oMcY6dCFHEuRVnr8pYag4siXeHYXF2xpvT8Pn5iyWg+f0A3+K8KhtskwP1lAnhSfXAFq7LXmB59+u+wxNM8FX0RI4HBp1BMN55NKoV7w7pDq3myFu/cqSfAzAT4vh4DrF/MFrEveHYwwNso5dTiPrCDnaEHS0l3IYQvMQl3uMdLnNCcCXEcMLNhKsLDw6rjLUpxUWTZIxAh/gewS8ED1xgmgvQuB6siE/wQelNyKqECc+uFSejEiYk3EbxVICF21+/OroBUV5rKp4CkJtwa8WbAtxawlUZv81mlCxOMw9sbEC54jT3QG0DaiNOMw/0hLPeLs7bJFwuABUNSGgsMM0VTwFYhdjD/bj+BR9zxKk5KNaMeRcknP2nJYDPOeLkdcO+cJjYjveVh83fCUDw3PwNSv439H/8VeMn+Pcd4PSh9rYAAAAASUVORK5CYII=) 15 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
}
div.testarea{
animation:rwdcur38710 1s linear infinite forwards;
}
