@keyframes rwdcur138395 {
0%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 13, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERklEQVRYhe2WW2gUVxjHfzM7OzN7MZc13ZiYq0Zr1djiDS8VBWtJiT5JoUJLFemFVpuXtuKTCEJRn6wUWqFqiS1CIU9KC1VqsTVt0NgSq5hL1ahs3GwTk93N7uzOzOlDFslsxtXY1/yehu/yP/85c77hQGEqgR+AXU+oc2NXrreyUJFSKFem+kokSWoC7g0aYypgA+YTFlYA+TnN/yLQJIQoiWVS0afoczAHSG3YGhTH2qvFgeP1AhBA61P0tgLiwPF6cay9WmzYGhRAKqc5CdklpgNheZWue8ottKphtAoLea2OvEZXgCDuO6cAQXmNrshrdbSK8V5PuYW8SteBcE7bgeQi1AM0+K5XIwWd/uzrGdJNEYAdwMm8vu3ACf3HCuSFqiMhEjaphXcBeoF5+a7zCc3SajEDm0kEnGmh9gJnXVom1izFDjSwh3rqKaWVG/wl4hRrZxgw7oTy610PYZE3RLp0HbEZzjchVPtEA0ZoI4TqaGYFK6iig/P0eGPo3ksMGHcm1bsaMKwA2f65yAHNuf5QJYF3zpD+5eKHD7oPrgd251JHy+fvWayvX0dyqIyh234oC4yflvvVZB8WI1kBV8OuBtK2n+zPi5B1nyP+EHi4EtSr/cuB5cD+XGp7vKiWf1c2Qx/IfcBGxg10zMe4n8K2/U9tYJMtEi/bBw8d8ZeWoy15m/xhCcS2oAQ3EE1/ehMgrB/CjM0gecF4VNMWgcszbf5u+wb75gNskWgBfs1fzDEFVVpnUakareuKN40CN/yeN/Ri9QgCFTvPqyRMKpQ9AETMgwjJmZcxkcgwkmlhzDqdBl4Abj/WQGOw49WI8fwXljD2D5vhU7lwA9CzO3iE1Vqzy2Y9nnbjLEcTLTA+dr0A9b6bgx6kliKl73Rn/DUbQGn0/+4fs2ftixjhj2NZn9zov9U4nPfT9IgRPFZ0SgY8YmRyjGL1QSb0bVZo22Zrf+64b7wUU5J22eG76eoPsrnvLElWTX6jYlxDM93+WY9Hsa5NiplCJm55iVs1mytU/2/Lir7fokhS9JNKXYqYYubeAaPYP2o5TmsUOBnRhhZf8XYvr9GhTskWXPi26aU/DZHs0GVMruU0AMjaHnTZZrYa647byZ1XRl/vfvRay2b8VDVkNhwOq/G6P0aWrM7TfRf46rPqBtaooqCBSxmJvXd7Ad4Djk3MVaqRW+Xq4Hc++c6+S6NbTJgwhlfim+4B2xYETpS46J4GEhfGUus6DeX9j2pU5vicZ+KfVJjP+zOMWuaXwEXgTL6IV7636GpixdjE2NQ+LLwJtJ5bWs883yiaMj73hqnRkyrilc5bAG8BpwpoOJiqAQXQG32Bvlm+YPjrjRYAO897GEglol2p5FwgzRQuH4VuRG6YQKIrlWzzqIGl/cNiJcCgJTq6UslOIDFFvf/FAsZvSSL3/ExMdQcmEgXaJjxPM80000zzTPwHhOiC0F+/fSsAAAAASUVORK5CYII=) 15 13, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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}
div.testarea{
animation:rwdcur138395 0.4s linear infinite forwards;
}
