@keyframes rwdcur22354 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhcXUv2vUYBzH8XdKkdonm0pshz4idw5C0AM94Q6ho64igot/QCnduhbEQW5yONC/QHeFs1AKtj2KiIK6KOihxkE6dXrSpeXikjsuv9Pkknwhy/d58nxefBMeDLP+E1imwnKW2g27SoQjhaoU4UihKkWMAVUgZvwN7Ut/fqnd6JWFCADKRoQCykREAspCxALKQCQCikakAhSJSA0YI1qN3gVeb1QCANC+9ufPtp4/XuDj7rQQnptw9Cw2zWPAiXqMqyuOFGo1b7jmAryi67eP/u5/vgvsjXpSqCbwwff+L8C0bP0oKyDwCSLCzwAvQ96/DHSyhgcAYeFu3QdqEWesSKEu5QbEhANcSzjjXi5AQjjA94RzzmUGGGZ9kBAO8Ar4FrP+LitAS7NJCnUFeAI8iNn2D3gDdCxb/zMVgPv3d4A10l9aQ2AL6Fq2/jYzQAp1HtgEbqQMDqsd4KFl6wenAkihZoH3OcNHNQBuWbZ+GLYYNdanE+HDnIAa8CJqMTAB937v5gwNq5uWrX/yNz0TkELdKSgcYD2sOZ6AFGoO+A1cLAhwAhj+f2FyAssFhgPMAs/8zRnfhqLrURxgG/hRtEAK5Znyf0XGr5/79WhLAAAAAElFTkSuQmCC) 1 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhcXVMUvDQByG8cdSRLyMQsWhB8UuQsGC1qEoHXUVFxcnJxHBwc8gnRwcHJydxEVQQRxEERdBZy1oHMTJ6eKiNA6mpU2TJm16yR+y3B28P96EC5lC/gWokODY2XLRShJhS6ESRdhSqEQRTUASiJR7YejpdjRbLp7FhegAxI3wBMSJ8AXEhegKiAMRCNCNCAXQiQgN0IXoCaAL0XYTNp6JUuEHsP0e5y+qB+Bcxwteh6VQSKGWBxXe8Qrs6fnv97vHJeDGIzzFfwMnUqjjgQO6hTvTWvuKFGpzYICgcClUCci5lrelUKORASHCh4Ejj60cUI0EyBTytYDaAVaASZ+9DSnUVL+AoTCHpFCHwHrAsQ/gFKialvE2EIBTfRXYIvylVQcugX3TMs77BkihxoALYCZksNdcA6umZXz2BJBCpYH7iOGNqQFzpmV8eW361brbEl6PCJgEDvw2OxpwLpf9iKFeM2taxoN7sa0BKdSipnCAHa/FZgNSqBHgFRjXBPgFMu5vobWBisZwgDSw515MuQ7onrVugCvgWbdACtXW8h+bwrGnb5HCDgAAAABJRU5ErkJggg==) 1 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjElEQVRYhcXVP0vDQBjH8W9LEfGCk1Bx6C12s0NB61CQbjq7ubi4ipuvQTo5dPBFuAkqiIMoIoKD4Gb9l6Xo4nRxURqXtjRp0l6bXPLALc8d/D48XC7kS8UmUCPFcgvVspMmwpVCpYpwpVCpInqANBBZfyPzeDNTqJZPk0IMAJJGBAKSRIQCkkIMBSSBGAkwjdACmERoA0whxgKYQnhewu5aqJR+ATdsdf6iZgCd53gtroCxAEmHewA64VIopFCbsQM0w7N90zqODaA7dinUq+++7EYNz+RLxebXU3MHuB4RXgHufe0WsA682Y71MxFA55AUagm4BWaHHGsBJ0DddqyPWABSqCmgDuyh/2i1gQugYTvW2cQAKdQccA4sawYH1RWwZTvW51gAKVQOuIsY3q0XYNV2rO+gzbCxHvSFtyMCFoGjsM2BCXQ+rUbE0KBasR3rwd/0TEAKtWEoHGA/qNmbgBRqGngH5g0B/oC8/y70T6BmMBwgBxz6m1nfAdO1PQxwCTybFkihPFP+B15Kuu7swD7wAAAAAElFTkSuQmCC) 1 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVRYhcXWP0vDQBjH8W9LEemTUag49Jbq1qGgdShIR2c3FydHcRFfg3Ry6OD7EFQQQcHBxcFZBc0iTk5PJqVxSWuTJjX9c8kDtzwX+H14OO5Cpb76ArTJsfxqq+HlifCNaK4I34jmihgA8kAUo43C03252mpcZIUYAWSNiAVkiUgEZIUYC8gC8S/ANiIVwCYiNcAWYiKALUToJuyvlWb9G/CTVvCK2gEE1/HWvAImAmQdHgLkET4A5BUOf39EqcKNKEZ0Z27pwWlOG14cOi+3RrRpRGtGtDxtfiFl8BpwBOyTfHd8AOdAx/Wc97kAjOgC0AEOxwRHqwdcA13Xcy6nBhjRJeAKWE8ZHFd3wK7rOZ8TAYxoCXiYMbxfr8Cm6zlfcZtJYz0ZCu/NCKgBZ0mbIxMwogdAd8bQuNpwPecx2gxNwIhuWwoHOI5rDiZgRBeBN2DZEuAHqETPwvAE2hbDAUrAabRZjHxgu/bGAW6AZ9sCIxqa8i+TqqplaQYtwAAAAABJRU5ErkJggg==) 1 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur22354 1.3333333333333s linear infinite forwards;
}
