@keyframes rwdcur150713 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhe2Wy2tcdRTHP+d3H5PMJGkSY2Jsxt482kqb1LRQlS6kXXStuBF0Jy7ixo0i4gMUBMGdXY3gTuxfICJufEArLjRp8IkTOzRNE0ONJJPM6+b+jot7J0nTTCYpBQV74ML98Tv3fL/3+zuPH9yze/Z/N2nm8PKpAxpq/H5hcrmp/37NbbShEwG5X1b07EiWSIU1NcCM3m0SZpe9noznAHCkdR7vbqLukUBp68L+CwSMAB4WFct683S5I2uYA8DDCoQY0E2eL508oPX3RvmgE0EL0JYsS5IrlHbya0bA3xaWVgeeHhtGN9TIK8QydnjwzqkuD+gE0myq26YTwU3JFVb3S+CPyIIqIJaUKD0ph7RYjqTnmFzLAvD8ySG6TYgA3yz8FbY48OPfVZaq8MpYx2ASqxPYkcBuObD4e7HGqsaVIEDahW4nxKiLC6QMpCWi31/CiGIEBrq6OR08xPmjh/jievkqcHY3nB03kjMcONzhc78JcaxHp1mn03eIVFAsBlhXiHQzDVZqlpvW52h6LiYtGxiVRgRcnQgAAqAbWJRc4TrQA/hnej363DKiLv1OiScHO5mLYs4KPPPICCVVrEQUrcMDvQcp62bwK0sh5w+2fgbcbEggAQsAPs6vff/mowcABoGOa6sRPW0uKVPBdy1+CobLSyiG45nZTcWAwdb5uFrEokBFhRvlCMkVFhqB1+XxE/AvTx96kKeOD/P+9MpVoGW+bCmqhwqsaxVbrqJiQSF3JeLVS7VYasBYD6MOxnqIGlwg0oa4tyiwAPSoQqiG0cwsejTgo98Kl1KOQ0UNViIALBZE+fyq5cUTHojHW99WePfx9C1BBYMve+udRnIFK7nC9A9LNUpJwxnLzDIeBBTDiDBJOsWioiiwWAlBwKhhqN1BEtD4ianuVl7bFQDgg8llUfLK+AjjmWucyMzSNpxlqHU+lh3QZCI8d8zhtcsVDrc7vDDqgcZ7Rk0cUmJPdw/d+5ZGFLfWvLrjw5xIzzHSsgjqYGUTHOD1yzXeO+Nj1OWra5Zz2eS/xW4o0C4Rj/Vsa6Y72G1KXZhclk9/nuFGtZf6fUW2zII3EnABROFc1uHr6xEqcTlGEqJiKanhz0q0PwXq9vZ3yzLataDuQC99/hJbh3GHDxcm48D9aQjaXFKOiRXaOCooqku+2JxAw1PSiSD94a8ra08MZamow7Gk7m/7oK5OAj69liVCuDiV39MVrqlDffw+Oz4CgIcylp5Dt4D+VMpSS1ryxak8sPf7427TcFugePTel4K+0QGqaiiqiwKfTM1wpxfXpgRuJwIZx9GVMKISQdXGJbwf0Hv2n7J/AJiTjmOLpFngAAAAAElFTkSuQmCC) 9 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
}
div.testarea{
animation:rwdcur150713 1.3333333333333s linear infinite forwards;
}
