@keyframes rwdcur129917 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoUlEQVRYhe2WW0xcRRjH/zNn9pzDYXdhgd0VdrnYgshSmlZNAak0palFpdXYQrQ2tgnVxAdN0yejMQtNjA9N9ME0aRPaqFgbQ6KNvdESm4gpaYkaxYbSi4XQQmF3WS574ey5jS/6VihgNTHh9zqZ//wm3zcXYJll/q/kN9Xzh5FDljLJ17iJH2j90JGtTxoCgRayufDBgQOm00kwcOTMojKXJBDrek6ZlsqbLCJNxViWKpuJaFj0jV1ND0T3llfH/1UB3undpsF1EHJWkhkhBYzL0FkoTip+HZGfPD5oK7zxQuXO0YcuEKxr4S3vHT4Ggl3IYSI4ByQKaBwwuMXB4nzSNjyQ9sZBxs2T61tPT4e7eh6YLyxkcbPTW7TxmZ92wCFUwmuTLEKgEwGDdwToXIDsBOEMkiBq9gwSLkoYBSnvhtde7B6+xfXBkdZ/JDBxcWedZN7ppG7q5XZmm45R3PyDoe2oDMMkuHaDIU0BVJVYmTkQBUxmE2KfcVt0+vPeoT3q9aF5BehcA75X6/mly21FFpWqqENQIBKqm0DneQkdX0vYtFlHIGBi985Z5Ps8ocKCwoglvx2F8pSYKXa/DBstON66z/2gDc5Zo6PXerExcnpNYbL9EH1EX6cJAvvujIxolKCmRoc/10SG0wJIRiShbx4an9gwlhD0Kq9rMitTUZOInOs9kfb+bpMId5sDVXMKsLkGOLdE2ZzyEJvuAQFLaYCmAYEyE6XFOthfxdPZ9rGh8OrIV6e6n3Yq3LmitpM2rD1mN+EXn0jFinst1ygAa9ECnlTEShK7E7KoWNAxfJfBnWNhfXUKICIAGeAxg1pDWVdGjWSW64pdkAZZBRho/BzE9K3+hGlqJMXpkgSSQppo2DIVrgoazTZgGEBpqQLOKhFTH0e6UwGZPcsEWx7buiY7MCJN05FfFGSFHoXgLkFq9sdhxyTPC358Qcc8pb5vE/oaG/ms7EymgTPdtjKElGVVlBko8NswMlaLW/fKcHYggdvG6xZ42JPjrVFWeppZXd27cLmrwHId0PTpUFjM628JBuc9afcVGOnoIJZhYJx5v4nrRT2cOmeo4IZm24Ox2Qz0/taL2N2TUKPDMLAFRI9QR8ljSPPHYAvkgk+0h0jqRnRUyhsOtrSYixYAgOZANfqUkniCZbZHpyq/BB/XdMGPaXUCiu8kfPYx+KbaKbF5AA4g+glAzwKpE4il2OU+NHwrG6o20nF+3ttwTgEA2LuqxujKeakvxTO+jyervpBmT0RyywKoX5WLdSvyka43AJE+ILof3OmGZS/S1Ji9O6VnXBqS8i++9dGnqfnygQW8BfmvPM8JBU698+zm0szbu7l7+2qB0GIM9iuCk1lUmQHnP8AgjlEevj40QdYfOceaLgA80lxePWf3L1gAAFqCQV67rUwalf05dS5lh0vERh7tYoIgOFnicE6MV/dbhh75nTUcuikUh469uX+8p+fBD9GCBf6m7doVukaR5YH4jFKu9vkz9XsrRsWS26Kp0p/TKgZU3bD2ra1VF5O5JAoa6/lnV7upv6met/Vfpvm7tvG8xi0P5Yu2zDLL/Of8CYM46Y0rLMaoAAAAAElFTkSuQmCC) 15 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhe2WzW9UVRiHf+fcc++dub2dGdpOmWGGMiAUKKUwIGhaSjAQw0fCRgIxRN2YYELiTg0SCLXE6EZXxpCAERM/iAuNnzUQhJLS2ijWUkohFKgttJ0ZZ6bMzO39PMe/gPSLuLHP/jx58i7O+wLzzPN/h8zl8em+DkoopZIsu8wy8GbLu+Lh120zcs44IHZwj2g5ekwC58q23KWIhsmn0+oSNkH8vSH7Yb57QXPmZEurdf/cj9NyzzjgZuf7Id1NN8q81KTQUkSTR+tkcyThOnqfReLdWXX1b+2Ve9permuyn1hAfP9u0XrimBpwCos2eh1bIkrHS6p8rxHc1uAJCkoAw+Mw+JhrL+wbUXZ/7BC1vbb5RPaJBHzS30W3BvUtMZo6LE2c3ewqmxapdFyhziVkcw9QKgqEKzlUykFsbtiF+B3TjZ4N7vj2g6ncdDoBK+x7kWpmvkDLyp8f019J3MgElZ7BVTDIITAWR6FI8Pk5P9IFCdAlTQmONOhu55HpuKcM+LSvXYvyoTql0LOB/N0dKM8fRP/dD/Hn9QEM3RYIhJZhxTIXjAlc/FWFZRHAR0EVEhLnF66fU0D8wE5RzfOK5o43q2WsQdy6QWWboZQagxkchBkMw3EAWZHxzGYX+RxBz3UZpkOBEOMg5PDcJiArUJ3JurB6ZQeErdDwUvCxLWhMNCJZu4kviqQ4UzRAOKiJuVi71kP7ZRmOA0CjCjj2zyng+NtHpIR3U7fZYhtOh8JiJso2vI6Vqw+gripHq91TlNg/AAA0TUAv58iME6gKAC4gKKNO2/LaWQc4LkeKRe9z17OFLlN4X4IqJfhCCoKBsEvK9t4HWZoBqTQAcCKA+qSHbJ4CroCnBvIllmycdcDhhibeKzeYCv6BIMyG5AeccQg5jtwjhssDQ7iWfXGgJPYNgEYzVVUcsizg93FAAqjlIOVP5s/0d+mzCgAAiRDTEEuu8EL2IZTFgDEK694QHnR+xu7eao+f+qK7fmi0bgQI5C0bKNeBgC4g8i73+IKeAqvo9XPbmHUACLJDpPk7M8v7YWc4fFUgfT8jk0shbeRYjMQ0TSUhIZSAY1Ns22qBmB4Xlu9Oka28AqD41sn3vFkHvLrmWfd3tv52ylrTwc1HI4L6XBryY8XqBJLrFKzboVJWNllPaEWgdrmDMpVzbmljRWy+MFC+/UJPYH1m+KufHvvjSlNOAMC19Iizcfu+1ypt24BrQo3UhLVIkxSJ7aLLoxFaqQ6qML6hmHRNUWDZSWPl98Pacx/9EUj+9cbJ49y8PtjyOPe0t+GZ/i4krOGKEJ+oD3r57TVLt+11nUdUHWsNEDrsM/lTfRPmqqt5ER0clRZeS6vR2weSO6fciDNex6dvdPrC3oReoYc3JIrd1WlPyniWp+tONs/g9ja988t46vzVaXtndRHV7N8ljre0ECK4Uu4Wcehoq8W5gDdpo3ixa05X1jzzzPOf8y87f+NX2nZDRgAAAABJRU5ErkJggg==) 15 17, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur129917 0.66666666666667s linear infinite forwards;
}
