@keyframes rwdcur244290 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhbWX0WsUVxTGfzuZnQ0mTWm2hq6xSyk0DVlqEAJ9CJQRDCoI+lCiksqC0oIP0pf2j/CltKaYYjGQokhCH3wojUVL9qEtCgqJuEZSEtI1GnATxezG3cxudvpw58rszGR2dqMfDDvce+b7vrl7zz1nQgRHD3AQ+BToA3YDGmAAS8Ad4DZwHXhQB29NHAWmALOOa8p6bluINyDsZSTeiPggkNumuAmYIS2cs/gC44vXIQyY+uK02Tc5YYY7oqbF60LI483H63G7FfTF6Vf36/8uMD30JaWnq8eACXucYruPA5deh7gTLR99SO/YCCEtfAnHnmiy3V8DugJyGkAamAeeA+/YuexvL6HtjKKoqvb879t7gTE5LlfgKKAHEM4A3wIxoBfot35j1ngmOqCzWdzwfPj9r5K0Jrp1bCkqXY8AH9QQ/xX4DPgLKDjmCsA/wI+FhcXu/P3ZxLsH96OoalVQSFFoam1h5fqf72GtQghxwqUDiB8DKjXiQKzqeHRA//yTn793TVaMErf6D2FkVxLAAwVxvPohA5wIKI4Vd2L1RiqzNnPf7U4Ls/PQfqSugjjb/TAMlAOKS5SB4ce/eGf0W70JpK6CKCxbwQBG6xSXGH362x9G6cWa28CeBFJXQVS1rfAQeNaggWfmhjG38XjZNdG8OwawSxrQfEjyDYpLrJXXX7oGFU0DaJYGDB+C1m0aaFNbdrgGK4YBUJQGlnwIuoH2BsXbQxGtK9IZc00Ul5YBnkgDd3xINOBUgwZOdRw+oIXfbnNN5O6lkboKoo3yw1lArRHjhAqc7Uwe95zMzaSRugqih/NDHLhCdeX0gwJciQ7o8TaRblWoGCWykzeQugqigUzVIB0ErlJ7JVTgarveP9gzfM4zIDt5EyO7mrJ0X73VDzWIpYl54BvcG7PdGp+PDuiDiZ++o6k54iIwNzd5dHGsSs/eEU0RrCSDSN05YA1oC0W0ro7DB7TO5HG8ll0iMzLKwrnzKWCfl4E4oioGyv2+38cpr79EbdlBpDOG1263Iz87x90jQ3nTKCUQBQ6o/k8zwGkC9oStPR8HCQNETziTPINplE7bxcG9syeAk4GZAyA/Oycb0pM4GlIvAwCXEc3HtupApVzmvwuj3D0ylLe64ctecVul1QRwC9E26XUJGyWykzd5dHGMfPphCkjiWPYgBrAe2odoIL92GtksFFA0jYphUFxaJncvTW4mbeX5SgqRatdqGXZ+mPjB+XW8C1FSi4jC8sa+jt8o/geZs1Y4sGnmHAAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADE0lEQVRYhbWXz0sUYRzGPzuus1K6wZqCaUsnk12wCMNDlwkUE4Q8bYKKINRNCunSn+AlKA+Jh8hARIXwEFkouJcOgYFrbYah+DNB85C7lju7aoeZ19bdcWZ2Vx942WXe9/s8z/u+3+/7zjiwDx9wB6gFaoAKQAZUYA2YBj4B74FvGfBaohmYAg4zaFN6XE7wZiFsZMSbjXgAiOQoLlpE57ONtlMSTm1tdmd+FuKima6El9NbdrPtODEnMkm4GBACPuq/sQxip4zEm20GLwOPAU9KvEd/vmyTJ61E7cx+FHCetHw6nMBwpqvgsykuWYgLSPp4K06fCOi2GLhsY+apcGK9Hd3Cba0FWS+QyNBAQo8zw5HugonLGOkJZxcezKtjQQw0GxTKUlzgiwn3X9C2QDYhiOZoYMekrwC0ZFFNTBTmaMBd826YQt/VowfBK9fF3z3QVmDNhKCKHHLA4ZIrXeVlxx4qSzPcnHgD8FMYmDYhkYHOLA10ljY1yPkX3GkdkdkwQldCe40yQxfZnQNd5R0thp2RUBihK6G9w5nBCwyS2Uk4WFyveN3V/rTOAzXO1vgEQldCe4EMWpAGgCHs3QVDHuVWwNfbYzhga3wSdWs7qOsezeqZBTHF9UoA7fAwuw0XiuuVgL/vKXkFrjSOw/19VvsHjuk5kvqnAMVIXFmaAWAn9JX118Nsvv2gHsbUebQ6dztccmVpU4Nc3tGC0bILrLx4yWLP8yBw28iAFwiTUvtCPBnx3zvE1jdI7P7Bef4crvIyjLI9GdG5eT7fbY0eqnE/sGJkALS9HjYTzwa7PxaZab1PfHP7HjCS3Jea2SNAO0DN+AingejcvBBvTxUHyDOImQXmNkbHGiWnU3bfqMYh2a3A/zhIJFjpe8XcoyfR/Z1oO1oVpSF1C5LhBQYK/VXK5QcdlDTWIcn51sJqnK3xSVb7B4iGvweBDpL2PBMDAs3AQ7nkolLSWEfRNT9F1X4KKsqQZJkDVWVvbYPIbJhIKKzX+a8gWqmNWZHbMSCQ+nV8Ce1K3UO7WM7s6/hM8Q9OkLs6ig3kuAAAAABJRU5ErkJggg==) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur244290 2.1333333333333s linear infinite forwards;
}
