@keyframes rwdcur154460 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9UlEQVRYhc2Xb2iVVRzHP+fc597djeWfebvMWLJQwWo1G0KKK8gExZCCZrHqai3Ff1kmWcheXPZCzIog/61wSW7ZKAwUQXzVi2pkvlhRV4yi3NyosZbbbtv9t+ee04t7nu1xe3a3ZUg/ODzPc+855/s9v/9H4CFRHZOABCzXE/M+XVHmaZt3G1ANokK5J4lJwANAkWsEDPhMCSggAyRcI+MmcQOBqI5hwIqBEiBkRrGLxEwIZIAhoM+M6+Y70yAqgDHVusUCgkBJ446m/b1/xFfNANRTwvNnfbH92OZ95DSQMsSAiRqQ5FQeOlTXeLS/P7mu5b3jN4tP5JUtzJ1beP7lE9t3ktNEwjGDlwmKgDlA+Qe7Thzo6R54+GYJlJbN+XLr4bp9QAcwYAgwGQHHB+4AyoEF507H1rePLFz7wt1/NausSilbJbTmBm8GEAIpLVkkBMGWn0MbK63fLqyvqTgHXDPgvzPOB/JFQciQKG1oTZ59trznnexINmGns8Pp1EhCZ/VEAj4h36p+dFPDj23npSWLPumc/1q0tvBxoMeA9zEuCiZ4tfnTCZ0Bs4iRlD2YSdp/p4YzQ8l4eig55DHi6SGpsaP3rVxnp7ODZss+R+3jwcE7CmgQFSqqYxlyHptyfvdZwvIHrSAC0B4LBWgxIV84e0wAn5SAESeRAOAv8N0mfP5AEPCyvyO20MXO/Mn2mi4Bm5wp1OLhy02nOu99vWVlVZ7pOSnwwcV+ONU5/57Fw5ebYJljUttrfr7MNuoLz2xe9rn7j3J/ZtJxsX9snlmXcA7iBTIdDSSA60vSV5ojbWwEcDRR7h9NaHSMBACItLUDsCR9pRmqrrsIeGpgQhi6JapjFmN1oQwoP3c6Vts+snCtQ6Tcn6FjJDAKXOX/9cL6mopWcnHfjcn/DaLiXxFwckIxEAZKHSLAnQ2tyc0tK6uItLUTrS1sArpcwD1AL2OJZ8YmcMTx4BQQJxfXASaq9KoB7DPzUuTx/ukScDQQNEM2v//tY1dn378DILKo9wjwUmRR75GG1vB+gLsGfzi2cduDJ11rHAf0JDKpCVyFqRgo+fDwN1u6Q0v3ANTcfm0fgJBCCiGk1lpplUvNp/9ccACgrO/7d1/cteI4Yz3AaAGargYsXJ1Rd2jpnidLOvdms8pOJ5WtbG0LiXz6gaeOfvrdZzu1QklLWE/MvvqqFFhnReXbwCnG6r9nJOTLA6PqP3HkYgQgq5SdSdmJRDwdHx5MDQ0PpOMfffXxpuGB3Hcino4fXL5qgwJbaTDrguTppvIRcDQQ7JpXuXtDuKteIHLztUb6hPRZwnr+oedO+ixhSZ+Q6FyBeHP5I7U14e76rnmVu10EPLWdzwRONxwA8PlloZBCSkta/gIrJQRS+oQ889OZvbNCRSUqq5XWKCV0QIP0+WWh2ccB9zysJwFX/AeBWQAFRYGQObzSSmUAiRAgkGiUOb1yipEz36yPA4Gojskpy/G4tryEXPJhdXjNtjzaGpWgKUarw2uWnPylHbM+gYmEqI5N3pCY0LMY6wvDQNmK4o5LTqqdSpxiFGlrZ0VxxyVymTNs9isCLIMDTN2UHuzpHqieFnIeKS2b8/XWw3Vv4NGUjjeB080EDtU11vf3J6v/o7a8+lBdY71pyx2MKdvyssYdTQf+44tJNzNoy2/J1ez/dTkdR+KWXM//AbxdV2e5daktAAAAAElFTkSuQmCC) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur154460 1.3333333333333s linear infinite forwards;
}
