@keyframes rwdcur193161 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhcWXSWxbRRjHfzNv8RrHidMQO0uzlBBoDiEVIEFp2boFVSpIFaJSj0jmCAL1wqUSN8QBcbFUgXriABwqNSChIlW0gEpbRJWmgtLdXeykiRMrtuPleYaDHwJCSp8rCt/pvXkz//ebT98yA/+ziWYX6GTcBsKAAxREKqP+MwCdjEeAxIrhRSAHKEA1C2Q2MxnoctckgHWgnwBRAE4Bk4DSyXhZpDIlr4KePeC6fhAYB70XwXYMAVpDXRwC3gd+caeXvEJIz6SpTJXG7rchxHYCBrTZEPMBagKwgaA73e9V1zOAa7ccpUewJEgBBQdyFQo17cyWnDEXAkDqZNyTdlMA73w/v+lY1koUdQ+UnIY/IibhdjuYWfbt+zpd3Ooo/bump2A0PP5bAq8NDax/9/mde/sS7V3I8jkIWaA0VDW6e1vozI38hh+uz6iH2+wTvgPZ8r8J8Aawf+tQPE65SH/9Nn6VBVuAZUKuyrVFzWyxHD5z8/b44Sul2k8L+rgXYa9p+DlwcrP/Sn98Kf2qYbdNYCnQQECTd8JUFs5NjgXl8dlWczoeMtIfXyp6EvYKkAbSEwPBq5fzledbjGXqg7sR9Sry9nlmnRxrAouFvhbr2GiHfRmo7jnqDaDZLMjNL6vZ6VIX9Vgv8tohkBcY8s0R9clB4El3U1Wvgk0BiFSmdHKmcqmiJbK4AAEDbANpKkRDKwb6EcBzJWwKQCfjssWSptIC49Y5aLHAJ8AQGEIEQTs0mtR9K0QRUyL9sk71wY0wW4FMmaVlP47WBRBLIBQeawA00YzcXhAZ77TXj7Rm4ewHYEmo1jGFYlnpEugskBOp7H2JARv02NqI9QxCg1aNKmI9wK1qCzcLzhRwBsTVJjSbAvCDGAz4jBFiNoQtqGpqfZu5XA5ydq56AUSWJjKgWQAFxJSjCxTrgKbeuQWnvRelBSFL2kDZ7Zqe7R9jwO1oUqQyTgNA/6y0LpBXYWnXMdR3WKaNFBpTYgKe6v+fbVUP6GTc1Ml4O9AORN1nG8SNQlVdlALQAnQRLQRxq0zUJ1uAhE7GPafgqgDuriMrvkVdmHDJYTZbjTS6oNZY1w/TblYIWTJI47Da42bMvQHQONXIFe+2O9ZpSu2vaYmKjEPQBFtiCEXYklF3bjvQoZNxTwCrxcDKMdsd6wMGhBBmQDqABkdBPcpczaTFEEFgzF0TpnFSvmtMrAawsorJTNEZLtVUf9ASdqmmzaipkPkpMKHS9xw3fjxJl1P3W1IM+A3RKcCM+o0Td/v5nQCq/HG2A3BOz5R3z5TqLxvBHru7NcxoaA3V7nVUOtZSi8Qozimmz+td3Uvzu3r9eZUt1bueSgQOegH4WwyIVKbMX11XmugPHegOm58WtJ1LbHyJWO9DiMoSRrlAJRLj8Rd2MLRlN+mKP3cxX/vk0TW+1/GYkne8F7iRbLqQttJ63ZFrpRctX1syMrqjs/exTWjLphRqZfroEa5/81l6yD9/cHNP4MOAKRfd2nHvAKsAyZrS0dMz5V1TC/63E6PPjozufIXJycPkT30x9XTn8nubugNTQohfXS96sqYvpwBf7YgMH72pPnJ8HRtDzty3e4Z9+4bb7BzgiFTmYjNa9wTgmrl/zH7zrQ1tXwYt6ZZq0s3sHuA3sonY1HluQkMAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur193161 1.3333333333333s linear infinite forwards;
}
