@keyframes rwdcur52148 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG20lEQVRYhe2X3W8U5xXGf/POu8N6PTveXa/txTGOY0hKXEOBBQs2pAZSJCtJ1Zu4Uqu2Uq/6D/Q+5S/oTW9y2apqK0irKqUtUpICVbDAxoYEA66x18bYYHaX9Xp3WK/n6+0FYMyHsVHUqhc9d6PRM+c5533OeZ+B//lQ/1msttaLftUvsmTDBcwgie0Na8Pey+ROq7QsYMoktuiks3ZCOxFsmECf6jNs9DYdZS3j2RJRCijXBrQBeyPJMypjCqywRxAzEGaAXjbxZ09pp5x1CaTV+xGD+/slRqeFJWyqIkDN+ARjAr34hfbX0ouSH1TvxTzcpAbbdUR7Aw1emXLgo00sIwaHtZPVNQlsU31GlNrBEPLwXnZ3ddIeu81de4hLYwp1JcAf9NDmB7VT5ecl71F9lk7QqvB7FNqOA+x74xU2W7PcKYzw1TUfddoiGFjdCbmCVsgqtzs2Ub99H7u6P+C7mSzTiZ180wHCgwwLHVHVcGu9qtc5q52trU7eq3rDNpXYfdROiZ7+Nge63uVoZoZZYx97CgAjXL5lo8/0q/7pR5oQD5NDgXCFxYSPMlpobp5kOlFkQQ4xEnmHt4/sZ1+3ht6tYaTyNEtUv3hMvl/M48oFau3A7gP0dPfxzqEhRiJFFuQE2WQbm5MWlhD4VpZs+BH0wUd+geBfUMmVajn3bmScG04brZ6Li4PLJNPyMG/t7GBLHIRpUAnDicflnzkhbnHDXGQx1kpL8iiHuieYkg4uLi7ttDlz3CkvsigdAruAGTwa0QdHcIyAVgLqa6WiXpz/LH5mOhBB5Cf8YG+WaWFS7xkYQZlKVRAEdfiPqwfIE1RvVwy9OSTm5B1HIIJ66j1AbuM17y+cGhhkZFwgZiSilMT2bj5Un77ykZP49IZDGJ6zZDnmnJiXNVG7n2F/KE6D/Wv+cO4Wc5MS/ZrH4twssz7HHtbRhY7vKSchGl3Da5/Sp9QReq0o0erf+XzoHBeuhtAvg7gEldKgNriiH31VHYo/ui5HJaCVl+uX/XlZ8CdEduocgxfvMH8DgmGBfqNErpbX8o8X01kC3kayjFuLu/qiYYshfWRynImJq4zdCFCDYcIjklDunPaPJyboeYvI4M91SdpEgtdEW8yKGaaMOnESuQbMGZ0l++kJWNHTL7H4xqYEu8Md0WS9achI0EBDKU54Ridaet74rrWKJcfjEV71JK1eJNLW5L1JU3mJJe+adu2ZbfYEiV8R4RUkPWEr0hp1tvC6nSLkrUF6nfgIyWkkCoFCrA94GB8iOY54gO3fOO7/8UyofrHS/pc5gtWYdY5gTT/Qq3rDeZqlQSVchy8UlXKZcrCOCOlSXYaFJTSi1hJ64BCtNZFbU4TPJdCj+qwQXkzDSIFvCXRPg5JPMPuCMaRX9YZ96kwd0aYgFiAEBLbCmXeRGxvDg+q9mI+bAtUNYsdWXo0tUbPz3LvnoUYEwWiRmfLTnehSXUaCdmuZ2k6d0J4ULXGLaGSaWwsKf9QnGBXI3NN+Qq5+yKiM6WEnXbQeHfGtDHu7j3KoexOG91s+HsgyjYYoWVhjKAQaD2yWQtRRJxex2w3k3tfpSP+UH2YcHHGac1+dZygq0CMe7vmMynirndWKQNIqLW1UpMhSt4u/O82eXUc5dGSS6dYZ5lI/4oNME42NCmIaUevpzl0nby1QbDYxW37M9w/eYi41yXTrYd76Tg/pnRrajhDyDYEVTqv0SuHyYQXcJSR97iUiRDt7SG//Hn2ZYS5LBxfAWMaRdYTNAF8uoT9pMM8gqtvy0kgpI5BBrIYjKtiyyAIVKrKPIweB2jCXppYJxguYNgoPbVUHZgvnpe3aCQE0EovNMCtDhDAIsZUO71POjE5yswR62SFag/7HBMaB27JaKpec69547Th/ynbSERiECBFihlljM82WiRkYCDOJLR6pT6xIMUmtcrdq5/y8HGPcbqO1FKPBS7OrdpJP/znAhVEIriic+SZyHqtt9s/wuCk9poLZwv3c9b95n2V/w+8v7mFXLU7c66SjeJPZYplyEKCXO+l8znV8jICfxyvLTiWVDxXNnJ53dURhmCtj5xm6qqFd1pGXPPT8gPb5/ac1wImaz7tSgLa83OBsuitzlLWKLQnNX+Di2DBfXgX3koUY/UT7ZOUqf3YP5BtNlPt+QyzWngw1eQ9Y6tkEdaMSs7COLTf4OJxiq5Zii9GdsBKp5lBLVUdzQhjjOtGBF9rylZjbHCFY2hZtiZhmyCw20Vg00aob/DEx+F19jDe9CK3hWLQ5Fo7SUAwRn7n5UleyQpLHbFP7nxibDYbgIyJ8gUkeE8XL4ldIfL2f0w8RXwv/34h/A/k/BsIuXNspAAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur52148 0.66666666666667s linear infinite forwards;
}
