@keyframes rwdcur90757 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe3WPWwbZRjA8f/d2Ykd21GSliSFECohpUunDEhUURhAiLEDAulV5gqGLCAkJqp0Q4KpU6YUkMKEikCA+IZKoSKlBikgUZEGx05ff/ti+2yf7873MlzcD5qi0GAv9Jmee+7j+ene516dllwUcUAAq7PnVy36HPpe82Vgpd/Nu4BPdQOA5395TTzbd8Ds+dWdgSPBQSjBRXNNjPQVAODHYCAKTpEhu8KGkuJoXwGGDowFhfwlppwGV5QU030D6Bo4BsTGwLch+wPHgR+VFCf7BgBwYqAbUPkJrByTwJqSYr7nAGMP4GqQmAjyzBegfIaBL5UUp3sK0PVbhUYYIjGwb0DpN0WzaQ8AF5UUZ3oGcLxbBU9BbDzI5VcaVtWhVrcAlpUUSz0BtLw7i6YPIw8FA9ncSJArFNmt1QHeUFIsKyn0ux91CEB3CLvhKzBGQQ+BeVUj6hwlly9gVmsAZ4APlBQDPQMAVNowPhXk9fU4mtLIF4ps70iUUqeBr5UUw/8JILQPQCloD0IkAW2pESpMAtCyW2xnJI7rzhF8ppOHBuj3WFGzBROPBLm1HkW1wwDYbZtUeoea1ThJsGHNHAoQ+oeRMjswOgF+W8P+ONidVUfH931kNkeuUJpWSl1WUjzREwAoTD9980elXE7RNB08zwVgt1plOyPHHNf9Xknx3H0BjHsCFDvyun8ttRk3sykAhr55Gic5RqmSpFRO0WhWsZp1/tzORGSu8ImSYuFfA8L7AJTqUMz96mXy6/po+PE7znXSYFyZx+vkqVu/UyonKZV3sBq2Xrda7ykpXjkoIAR3L4FSLjfSP9vVxmYEIFxWAJjZFKPHjjMYTWBtNQlnn0nOvTn+JODv3eoDvvbw6kH7B4CwcVtzz2YrddmynWxcAxu4ALwEoBshlO8TGoyg6TpOqzl76dXsxlPvf3viwB3/FvrtgI7b4NofnzfbTtbW4Czw6MIKL3cv9jseDbMIQHQ4+I/z3PbMdy/OZ+8XELwBHVx719tKrW35qvE28O7CCjZAclEMdQcQwHVaNGsVQiPTmEdOsRmZ4vUlcexQgPxu7aN05uo7Hb/64cLKzfXsxhxAOJqgFZ0ml5jhevwxzi29sM/+2YNILopTZ9/6TPWl2YN4EP/L+As5Co2L1Su9AAAAAABJRU5ErkJggg==) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90757 2.9333333333333s linear infinite forwards;
}
