@keyframes rwdcur209939 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2WT2gcdRTHP7OGmJQSSw17kLJCu6DHpogKhZyFGY9zEERCLx70Ojsielp7yFz04B61PSnMKCidgxc9JESbIG5aETXNyjJUKNmpDU1Jd5PJ73mYP85OdtP8sxd9sLC89/u97/t93/v+5gf/23/BJLFBsZHHAe7VjNvATRERTdO0fLz0GMA/As4Ar3g1481hTPwr4K6lf+5autxSIreUiGvp266lG/kitL2SHAXcqxlzwLT51tXMv1qZpGkbEXDRdPxFTdO0Y29BAv5bETxnXWAhXXusDCTga0DZnH0/dgbnsrjXmFH0z913x1ZAAv4AOJmB58yz62pq1u9jvGkbx6OCBBzg5NSszyovFcGjInhqRy4gB66mZv3Mnxbh2fUICIftP9JFlIInlJdWC3HPrm8RH7Kc+qpByGplkmoQ0uQIDBTA4+QsZv+btrEFhKbjjwClahBSDcKsCK8xEwFrhyogAx8gsyqLNG1DAeum4z+zR5oR0/HLByog/aj0gedkBuDZdYAt0/HLxf1UWvGaxkwIKDjADORlVioV1Bucw2vMbAInTMcHGMsKytrUyhcxmazbP3hyj6ckyBe2IdLuiLQ74lp6Lx9L1t9NvwOirme/dF2a+5EXUXJyBWA6/Vr+8p1XUUoi4n5m/pwsS/DPcHp2HdPxyX+S92xBTuOR6fijxbhSooBSCu7VjLiYeD4yWXp2fRM4MQhjaAE58HXT8U8V40VWvJrxB3C2OB9N2wAYPUzPZZi5li6upffSXia+nfx8uJb+cMBc7Hqa7ZJhJrMhFSesbJqOP1p4XmW5lBIozAWQ5Rz6KtrnyTvFBCkDSTxjImz/0mj/NP+7iEgURW+kuYMbC8211s0rWZ4iRXuAtwZVP2zPwqcfyN1gRcL2r3Lt8iW5dvmS3Flpyp2VZVn67EMRERlJKN8lpQG0L5mO/2LxVQswyCciwr0NnljpMPrCcxjvfgLAw/t/sX2jBeF63LdkmkuPAP9qGPheFvV6jD9/lvGnns584xOnGas+y3a3C8Qy3DIdf6y42asZ94EJ4GPT8d8+KDhA+eWLqIknCZbnqJyfBuD2zz9w+kyVUxcuAPHkqgHg3QTcPiw4wEbnTzbnl2hd/wYRQakd2j9+y4P57+lu3IsXuZa+XRi2XjJwrw+Vyz5NROTr914TERGllKidWCCpD0BzLV2IWUh1rNLb7bAnLxYRLM/1+Srnp7PcfwP7ORqACrFoTgAAAABJRU5ErkJggg==) 0 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe2WT2gcdRTHP7OGmJQSSw17kLJCu6DHpogKhZyFGY9zEERCLx70Ojsielp7yFz04B61PSnMKCidgxc9JESbIG5aETXNyjJUKNmpDU1Jd5PJ73mYP85OdtP8sxd9sLC89/u97/t93/v+5gf/23/BJLFBsZHHAe7VjNvATRERTdO0fLz0GMA/As4Ar3g1481hTPwr4K6lf+5autxSIreUiGvp266lG/kitL2SHAXcqxlzwLT51tXMv1qZpGkbEXDRdPxFTdO0Y29BAv5bETxnXWAhXXusDCTga0DZnH0/dgbnsrjXmFH0z913x1ZAAv4AOJmB58yz62pq1u9jvGkbx6OCBBzg5NSszyovFcGjInhqRy4gB66mZv3Mnxbh2fUICIftP9JFlIInlJdWC3HPrm8RH7Kc+qpByGplkmoQ0uQIDBTA4+QsZv+btrEFhKbjjwClahBSDcKsCK8xEwFrhyogAx8gsyqLNG1DAeum4z+zR5oR0/HLByog/aj0gedkBuDZdYAt0/HLxf1UWvGaxkwIKDjADORlVioV1Bucw2vMbAInTMcHGMsKytrUyhcxmazbP3hyj6ckyBe2IdLuiLQ74lp6Lx9L1t9NvwOirme/dF2a+5EXUXJyBWA6/Vr+8p1XUUoi4n5m/pwsS/DPcHp2HdPxyX+S92xBTuOR6fijxbhSooBSCu7VjLiYeD4yWXp2fRM4MQhjaAE58HXT8U8V40VWvJrxB3C2OB9N2wAYPUzPZZi5li6upffSXia+nfx8uJb+cMBc7Hqa7ZJhJrMhFSesbJqOP1p4XmW5lBIozAWQ5Rz6KtrnyTvFBCkDSTxjImz/0mj/NP+7iEgURW+kuYMbC8211s0rWZ4iRXuAtwZVP2zPwqcfyN1gRcL2r3Lt8iW5dvmS3Flpyp2VZVn67EMRERlJKN8lpQG0L5mO/2LxVQswyCciwr0NnljpMPrCcxjvfgLAw/t/sX2jBeF63LdkmkuPAP9qGPheFvV6jD9/lvGnns584xOnGas+y3a3C8Qy3DIdf6y42asZ94EJ4GPT8d8+KDhA+eWLqIknCZbnqJyfBuD2zz9w+kyVUxcuAPHkqgHg3QTcPiw4wEbnTzbnl2hd/wYRQakd2j9+y4P57+lu3IsXuZa+XRi2XjJwrw+Vyz5NROTr914TERGllKidWCCpD0BzLV2IWUh1rNLb7bAnLxYRLM/1+Srnp7PcfwP7ORqACrFoTgAAAABJRU5ErkJggg==) 0 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur209939 1.3333333333333s linear infinite forwards;
}
