@keyframes rwdcur162694 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhdVXW08bVxD+5ux6DcbxOkjYSgqqVH5BFCvFUYVUinKhjhKCRN/hOb8m7WP8A6LSGzQSVEUNUrGpQH3mgVYtbsFUFd4NJnhv04flLLu+YdOXdiRrtXPOzPfN5cxZU3VjjtFBspNL1GkNAKTtZfu6iQCAzNgUBpPXkdDqSGh1ZMamkBmbQjtyUlfdmONu+3oVFQDeHP+Ma9dvAbiFs72vgWxnAxmt/1y6Km4gAgDIqkSUtd1l1HaXI7pw5FJnbM2zsTV/5egBgKobc5zQ6lBPPADAwPhj1HaXYSWGutbWKM8y2Dn3okKf+PJKfSAAIJl9hIHxxzhzRAt4u8gPXj9lz7PBsRFwbASeZ+Pg9dMrZUI0K5ojj9YcOPhhlgEPpGWQzhUpnSsSaRkA3vlanwSyk0t0tL+Oo/31SyM3SgWOq28xODSMdK4YkEznijQ4NIy4+hZGqdAXiZ7rZpRmGOyAtdEIeFhq2wtMVsXvifyrnny3lEBKOPK/f/ykBby2vcDG5gM2NmeCfelckVgbBdjxbfolEAaVpbhwRBFwsirwPH+ptr0QIQEQVDruiURAQE62MIna9gKDDRAb0O+uRsBBKoR6DSAVdv0wQiKZLQAAVDqGUfq4K4mAgGzG5rMvSJwpwgsI+eAa9Pwr0ic+Jz3/DcVJQJz+HpBQxp8RRMJ3wDaM8pOOJLo2inQYmZSkQc+vkFyTZamvTbOtsYfkuyKdK5K795xPqqFpKhLQJ75qwWvbhGbpPhub91g6Z220Bdw+rED767eIncIc+ItkAYDnnDnmVuucENWNOeZfP2NZe2NnMdjk7j0PSITB2djHkOIi8fD7SETU5D458tEFkPDUdsGqmbEpAP6V3Hy7yRRGur9RgaIIJB5+F4DX16YZcOCk3kM6VyRj8x6zNgpl/FlrKZozcLS/DgCQTwBgVpxwFiIWBLjJd4LX+to0n9rCsofPwUOTsLa9wMr4MwIUAApS77deWG2b0PxpntmpwXEVNBwFNz9cCTLA1p+OgKLqd78NdDJLRqnAYOsikPPe6TQ5OxKQJOAasF0F6uAN6LdfEOD3iH8qYkjlVwJ7s/woAE/lV8ks3WdJQtq2k46TMHXnJUHREVNckFWB98unDAD67Rf+uIUNszzLZnmWzdIMgy2wNopUfrWv74KukzB15yWBYgCAN4crntQHJPjU/8GNRGpsPmDHE2i4Q12jjxBonoSSSGpihUAxELEIH1HfsQpARMF3FvmkEYfLgxj54ItLs9FzusxygcF215oaO4vcqFdBQusJHOjhOm7JhFWJDKswOBp/9AUO9JEBKWa5wMyuA+2mGk47GoenlhdP9APeE4HqxhxnJ5dIPiUJsAfWbvhOrAM03IG+Iu+ZQCcxy08YIu6/eA2k2tx0vUjHHmiW1p64ALwq+P9T/s0f0f+k/AOC5l16oWjFpAAAAABJRU5ErkJggg==) 0 0, auto;}
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52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRYhdVXW08bVxD+5ux6DcbxOkjYSgqqVH5BFCvFUYVUinKhjhKCRN/hmV+T5jH+AVHpDRoJqqIGqdhUoD7zQKMWt2CqCu8GE7ze3enDcpZd37Cdp45krXbOmfm+uZw5aypvzjHaSHpymdqtAYC0vWpfJxEAkBqbwmD8OmJaFTGtitTYFFJjU2hFTurKm3PcaV+3ogLA25PfcO36LQC3cL7/HZBubyCj9Z7L/eL6IgCArFJIWdlbQWVvJaQLRi51xvY8G9vzfUcPAFTenOOYVoV66gIABsYfo7K3Ais21LG2RnGWwfaFFxX6xDd99YEAgHj6EQbGH+PcFk3grSI/fP2UXbcOjoyAIyNw3ToOXz/tKxOiUdEYebjmwOHPswy4IC2FZCZPyUyeSEsBcC/WeiSQnlym44MNHB9sXBm5UchxVH2HwaFhJDN5n2Qyk6fBoWFE1XcwCrmeSHRdN6Mww2AbrI2GwINS2VlgskpeT2RfdeW7qQRSgpH/+8sXTeCVnQU2th6wsTXj70tm8sTaKMC2Z9MrgSCoLMWlIwqBk1WC63pLlZ2FEAmAoNJJVyR8AnKyBUlUdhYYbIDYgH53LQQOUiHUawCpqFePQiTi6RwAQKUTGIXPO5LwCchmbDz7gsS5IlyfkAeuQc++In3iK9Kz31OUBMTZnz4JZXyJIGKeA67DKD5pS6Jjo0iHoUlJGvTsKsk1WZbq+jTXNXYR/1AkM3ly9p/xaTkwTUUM+sS3TXgtm9As3Gdj6x5L56yNNoHXj0rQ/vkjZKcw+/5CWQDg2ue2ud08J0R5c475zXOWtTd2F/1Nzv4zn0QQnI0DDCkOYg9/CkVEDe7jI59dAglXbRWsmhqbAuBdyY23m0xhqPtrJSiKQOzhjz54dX2aARt24iMkM3kytu4xa6NQxpeaS9GYgeODDQCAfAIAs2IHsxCyIMCJf+C/Vten+awurPrwBXhgElZ2FlgZXyJAAaAg8XHzhdWyCc1f55ntCmxHQc1WcPPTVT8DbP1tCyiqfvcHXyezZBRyDLYuA7nonXaTsy0BSQKOgbqjQB28Af32CwK8HvFORQSJ7KpvbxYf+eCJ7BqZhfssSUjbVtJ2EibuvCQoOiKKA7JKcH//kgFAv/3CG7eowyzOslmcZbMww2ALrI0ikV3r6bug4yRM3HlJoAgA4O3Rqiv1Pgk+835wQpEaWw/YdgVqzlDH6EMEGiehJJKYWCVQBEQsgkfUc6wCEGHw3UU+rUXh8CBGPvn6ymx0nS6zmGNwvWNNjd1FrlXLIKF1BQ50cR03ZcIqhYZVEBy1v3oCB3rIgBSzmGNmx4Z2Uw2mHbWjM8uNxnoB74pAeXOO05PLJJ+SBNgFazc8J9Yhas5AT5F3TaCdmMUnDBH1XtwaEi1uum6kbQ80SnNPXAL2C/7/lGAm+M3z0FX+Pn9S+ybzvqD/AdgTc099rL9tAAAAAElFTkSuQmCC) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhdVXW08bVxD+5ux6DcbxOkjYSgqqVH5BFCvFUYVUinKhjhJiib7DM78myWP8A6LSNoVGgqqosVRsKlCfeaBRi1swVYXXwQSvd3f6sJxl1zdsIlXKSNZ655yZ75vLmWNTOZ9ldJDk5BJ1WgMAaXvRvm4iACAxNoXB6FVEtBoiWg2JsSkkxqbQjpzUlfNZ7ravV1EB4O3Rb7hy9QaAGzjdfQkkOxvIaN3n0mVxPREAQGYpoKzsLKOysxzQ+SOXOmNzjo3NuUtHDwBUzmc5otWgHjsAgIHxh6jsLMOMDHWtrVGcZbB15kWFPvHtpfpAAEA0+QAD4w9xaokW8HaR779+zI7TAIdGwKEROE4D+68fXyoTolnRHHmw5sD+z7MMOCAtgXgqR/FUjkhLAHDO1vokkJxcosO9dRzurV8YuVHIcFh9h8GhYcRTOY9kPJWjwaFhhNV3MAqZvkj0XDejMMNgC6yNBsD9UtmaZzJLbk+kX/Xku6UEUvyR//vLVy3gla15NjbusbEx4+2Lp3LE2ijAlmvTLwE/qCzFuSMKgJNZguO4S5Wt+QAJgKDSUU8kPAJysvlJVLbmGWyA2IB+ezUADlIh1CsAqWjUDgIkoskMAEClIxiFL7uS8AjIZmw++4LEqSIcj5ALrkFPvyJ94mvS099TmATEyZ8eCWV8kSAirgNuwCg+6kiia6NIh4FJSRr09ArJNVmW2to0NzR2EP1YxFM5snef8HHZN01FBPrEdy14bZuwWrjLxsYdls5ZG20BbxyUoP3zR8BOYfb8BbIAwLFOrepm65wQ5XyW+c0zlrU3the8TfbuE4+EH5yNPQwpNiL3fwpERE3uoyNfnAMJR20XrJoYmwLgXsnNt5tMYaD76yUoikDk/o8eeG1tmgELVuwTxFM5MjbuMGujUMYXW0vRnIHDvXUAgHwCALNi+bMQsCDAjn7kvdbWpvmkIczG8Bm4bxJWtuZZGV8kQAGgIPZp64XVtgmrv84xWxVYtoK6peD65yteBtj82xJQVP32D55OZskoZBhsngdy1judJmdHApIEbAMNW4E6eA36zecEuD3inooQYukVz75afOCBx9KrVC3cZUlC2raTjpMwdusFQdERUmyQWYLz+1MGAP3mc3fcooFqcZarxVmuFmYYbIK1UcTSq339Lug6CWO3XhAoBAB4e7DiSL1Hgk/cD+xApMbGPbYcgbo91DX6AIHmSSiJxCZWCBQCEQv/EXUdqwBEEHx7gY/rYdg8iJHPvrkwGz2nq1rMMLjRtabG9gLXa2WQ0HoCB3q4jlsyYZYCw8oPjvpffYEDfWRASrWYYWbbgnZd9acd9YMT0wlH+gHviUA5n+Xk5BLJpyQBdsDaNdeJuY+6PdBX5D0T6CTV4iOGCLsvTh2xNjddL9KxB5qltSfOAeX39/mL9uGIPxP85lngKv/fM1DOZ/l9Qf8D89R2TPusOlkAAAAASUVORK5CYII=) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur162694 6.6666666666667s linear infinite forwards;
}
