@keyframes rwdcur137954 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhcWXX2hbVRzHPyd/7mo6a9zmZeCowQepe4ogJWxpKKLgg4PhQ+iTliJhL2Zhc9C92O1BFpSEEUHiwLLHUhAqFtmeLJkLl+5hfQp50tgHmZGVrk1Se7vc48O9N7m5aYsNXfODQ+4599zz/ZzfH84J9Wzshz9m3higT+YRMPXa0PCDtfT54b4AmBTi3WN+7+PNr6Pv9wUAQAhOeHye+7Xs2PRRAohGNibdgwZy4d9n25+eurm88aIBPLsPiosvDQ082kjHRvoCACAEb3n98lE9M/ZxXwBMCHFcCPFjPRv95tcZfEcO0ALB88XoUOz+xlfRU30BABCC93wD4nE9MzbaFwCL4gxCPKhlop/1B8C0v4SQT44cQEp0w2DmqdTfGbzycNH5ymo92Z6ZLQZPgFcBvY6xtbm4oxuXg9d/+93NNTusADC1qktAHAqAJ/g6IngGvH7kdg3W/vw+ePUntzgAIxE4N68fVLet5R4QHh8EXgWv3+wfO44YeOXb1UzEfWTLRkLh7pJOMa7QSCjQDsf/DkkHgISKYTy/IJvNXzomyWboJP7r7o/n7pm/4SAE7ug0sjFKSZVSUrVhXMt3w3mgI8HeHrxSWNyu/f25sfVMp6kja/8g62uAmF6/FX3TXqwYV5j4ECbHFVILpvicViavVdG6a0QW4woJFRJqCwYAUc/Eft4tweq5D256fMqX6FtI4zkW6OLg1cIFQCZUU/zukk5qQkV7AiuVKuGQytR8FdoJKYtxc97kuEI4CCvrrbwRPmvBLnu6s3nr5I7/EyFEyEIuGEYzY7+/PR0jlS6QmlAJhUbIawUAIqe713KKpxY6E3bfsqlnz38E3mtGsznz8rWHS/aOSklT1GmVShmAs7mO3eP21uS40oK6Uz143UqARjZm9i7dIxAItPvA9FyB3HLb/U7x2xeV1jw7DAc+Yq0MN8XGA8zG233bCziSzCnudL/tiQN7YDauEjlNRwgcwh12NlclOQrpsCnu9EBqobcQgLU7G8S2vFblUsT0hhsur1VJhxVW1tsJaVdBLwAdILbZoXEnpxMitwzFuEJZg6lVE6CX49g2YTUaa991iVcq5Y7Q5JbNb87N6y1x6O0+0GVlTbPLDzArIXTjBnmtutv0FvhhmEyOIktJVQKykY21nu1WSqrS+u+x6wF1KB6ws71SKbfOgaR1c8xr1T2rBA7HFdIpaMd6n/EXZnu5ed/7wX877pC8GozwywAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur137954 0.66666666666667s linear infinite forwards;
}
