@keyframes rwdcur98588 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhe2XQWvUQBTHf9EWqSKkePKkIL1mXRZhCQuJ9KaHfoTFW08pQdiL9BCql8ISNqfeQj/CfoBCVtZQWKTLHnoRxW/Q9FAEhYyHbcYGt83sJrUg/UNg5s2b9/9P5k1eBm5RAqLTEqLTEmViaGXIc4F2hwvFWmjSZateVMTCqGILCjEKu6UIiubfuU4RKvOUBCzX1+cWMQq7Yrm+Xui3pBqw0XYZgVhKPs4c75/WZfv1k4c02i6TyaQ6ATB9E7V4At+/Stv48SMG2kt0fdpPkoRPp3dpKMZU2oIMtdjPkc+CruskSaIccy4BGfng1ftCEdcj4OmzXPcyIbZtVyMgy2TDMNBME7EZ/iViFnnmbxhG4QlSSkLNNBFxTBAEQJ2t4z9Cnt/T0Uxb+kZRRBRFOHGMZpqwt3dlbCUBGbnjOAD0ggCALcsCy6IG9Ho9AOkTBAFOHEPBUZwvB86Rkajar4Lyd8BxnPMtmCJLNNd18X0f27Zz46piCstnlkCNtpuz/9jZAeDdyQkfVlcBWNnezvl83vcBePHmbbkyPQq7YjweyydNU5GmqTjzPPHz6Js48zxpS9NU+qnUD2VlWbCLBWat35ftLxsbsv3r6ABQW7mSgAgEgNVsAjA4PATA6rSkz2B3KMcv+tgFHEqn4EHYzfWtZlOSefeHyvNuUTlu7F5Q5W/5jV9MSuGf3Av+e/wGaaPwDT+FEs4AAAAASUVORK5CYII=) 16 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2XP2vbQBjGf2oTSlMKCp06tVCyyjWmYIRBKtnaIR/BdMukIApeSgaRdjEYYU3ZTD+CP0BBLo4ImBLjoUtpyTeIMoRCC7oOjq5Ra0sXyyVQ/IDg/rz3PM/p3tPpYIUSEK2GEK2GKMOhlRHPELWHC3EtNGjerBc1kYtRrzP3FassQd54gFtlTGjtoZY36yJxZQPr1W0lsj/F16vbhXFrqoS1pssIxFr8cWZ//7wqyy8f3afWdJlMJsszANM3UYkmcPpVto0fPmCgPUfXp/U4jjk6v01NkVNpCVJUIj8jPgu6rhPHsTLntQyk4oMXbwtN/BsDj59kqvOM2La9HANpJhuGgWaaiN3eXyZmiafxhmEU7iClJNRMExFFBEEAVNn7/NvI0zs6mmnL2DAMCcMQJ4rQTBMOD3O5lQyk4o7jANANAgD2LAssiwrQ7XYBZEwQBDhRBAVb8Xo5cIlURLU9D8rfAcdxLpdgijTRXNfF931s2870q5opPL3SBKo13Uz794MDAN6cnfFucxOAu/v7mZhP730Anr16Xe6UHPU6YjweyydJEpEkibjwPPHj5Ju48DzZliSJjFM5P5SdpWRXD5itfl+Wv+zsyPLPkw+A2syVDIQgAKx6HYDB8TEAVqshYwbtoey/GmMXaCjtgnu9TqZu1etSzNsYKo9b4f/Djd0LlvlbfuMXk1JYxhKs8As62fKtOx3eRAAAAABJRU5ErkJggg==) 16 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEUlEQVRYhe2XQYvTQBTHf9FdREXI4smTgnhNLUUooZDI3vSwH6F485QlCL3IHsLqZaGE5rS34EfoBxBSqWGhyJYevIjiN9jsYREUZjx0M26wu5k2LSvqHwIzb977v/9k3mQy8B8VIDstKTstWYXDqJK8QLQ3XIhroaDzZr2oiIWxjCX48zGKu5VmWBZ/ZZUidOK0BKzXN+cWMYq7cr2+Weq3pkvYaPuMQK5l72aO94/rqv307i0abZ/JZLI8ATB9E7V0Al8/K9v4zm0GxmNMc9rPsoz3x1dpaHJqLUGOWhoWks+CaZpkWabNOZeAPPngyatSEasRcO9+oXueENd1lyMgr2TLsjBsG/k8/k3ErOS5v2VZpTtIqwgN20amKVEUAXW2P/4S8vCaiWG7yjdJEpIkwUtTDNuG/f0LubUE5Mk9zwOgF0UAbDsOOA41oNfrASifKIrw0hRKtuJ8NXCKPImu/SJofwc8zztdginyQvN9nzAMcV23MK4rpvT8zguo0fYL9m+7uwC8PDri9cYGANd3dgo+H96EADx69qLaf8Io7srxeKweIYQUQsiTIJDfD7/IkyBQNiGE8tM5P7SV5WRnD5gH/b5qf9raUu0fh28BvZlrCUhAAjjNJgCDgwMAnE5L+Qz2hmr8rI9bkkNrF9yMu4W+02yqZMGNoXbc34dLuxcs87f80i8mlfBv3AtWjZ9VIfANkri/jQAAAABJRU5ErkJggg==) 16 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur98588 0.66666666666667s linear infinite forwards;
}
