@keyframes rwdcur194942 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIp0lEQVRYheWWa1DTVxrGn/9JyI3cuQckXAIIWgQEUVSKIBqiTm3rUGu7re22ajt162y1W9rpbned7mi7rW3R2WldtTraTlWKrpcqXlYrFlGqtIaLkXsgEDAhISGXf5Lz30/OdHYRt5fdL/t8POed9/nNc8478wKTqLBUry5aWKGerObninevi6jYePWI7U4VpDFvKhSyxGiV3Gmz2Qb/ZwAymeyByk1b9xhyMzUe7czilCLDWhdlHlGBVRY/WDZ0q73V/l8FUMTGl+c/tGq50tHbfrlm17YEMbyGVWvnezPmLextPLN6dm5Oho8NjDgdo+ZfAuTfpYys/rjN6s9KSV696ZWqYwBQYVj27L6de/07d+/nao+e5o6dOMs9vvLJL4pLyop+qs2ECTz0yGP8rjDJq489vExjGxiuajh3Yp5cLsu8eu3qh92DlnqVTFWk1WojGEIwa87cabMKCn/t9Xo05XpD89Ur34z9GAAy0aFULJbS6ASlTqEQDN5uVbqC3NaRoqfW5i1cntTcdPXCXz/+qLyl5WaXVCqDY3QUDGFQ9fof1qQkpVzMypxm+NkA6qgoqXrApNEpFSQyQj6vt9PU7GZx/Hr+rw7oDUuJy+no2779gwWdnSZThEoFn8+P5ubryEjPTPnbpwdOrF23vvo3GzaKfjLAkdrD0odzsqX8UBCpKenJACA6veNdYX7p7K/HBJUAYBkw9+3atfNNY2sbNBoNVSpUaGxsoKb2W1j3wvqXxpzOmgWLKiT3A5jwD7B+dvpfPqh+ThouRSAUDNQcPrgn4PeOqnk8BTd1RtVsnvtAb1+vq9/c2xIula8QicQxU7OyIJXJmSsNl+FwOPC7195Is1utFSzDu9DX3WH7UQBKpSqnsnLlSpFYguiY2OgbLcYPzT1d7PwktVFivLheoVRGdXR2HAcAn3dcmJyUphcJhZCIJTQiIoKJiYmhMpmMqTAsjgt4PAscIabG3Gkan8hrwicQCkUiwuOBZYOgFKKstPSnAOD08aOWcKl885at1WuSUlKzAWDpiicP91v6hweHrJDIJCRNlw6BUEhGRkYw6nDhxRfXTF80M7dmfrk+9j9OQCaXT19qWLZCqVbCbrMhXhP3QEJy2pGG+ouOFY+vbrlw/vSS/Lz8EvNAv9U37tanJCUXjbnGJPHxCTQhMZFhWR91OJwMDVEaKVcxqRnpiX/afywvIz3tS2tPB/tDL/5EABzHUa8/AD4vDIFQCFMSkxP95/+xDcDD7215a0ylUu89WHP8vYJZc0uiIiMAQtDT04X6+kuE4zhotVoSYgMIjdrIgbpevDrCh2PDvlLHE9FVAN64bwJhPH5MyYKyp1PT0sD6fCAMD5lZ06YKBQJ18/Um+7PPvbAjIz0jfM6cQgRCFMFQgGoTk5jExCn01MmvmGiVkrKhILPhzGX6SUQe44lKounNh5lV01LDE+aUHWy7Wu+bNIFRh91ut9tYsUAoEIlEkMvl8Hg8eObZNS8pVRGVuXn50cXz5uKjnbuwff8XCIYoSYiOxMbnV5PFZaV4/1AtacwshmNJFcHVk1ja+BlZV16KpKTFeRtff3UNgHcmTeDTfZ+TpmtNT1UsMUjd7nEolArK54cxZrOZkUgkUoNeT9/c+i6zecduGmIYxscGqXloiDl49CTNTdcyCYWL6Fc8LVNwrppuimCZ8uxsGiI8JsRxyErWznWIFAc7b163A/eYgiHrsMdqtd4JsQH4/X6IRAISDIYgEAhBeAROp4McOnMB0XFxRCwSIYzPJ1KJBGESMXl330HkCLxkY88RrH0gmSSn6GB3u0nI6wbndmKEJ5Xc+M648q7XxACjo2PDlv6er07XobW1FSwbpAzDQSQWUQIGN41G6vJ4AY6jlKNguBClXAg8hkeHurpxpK6OVjxYAqPRSIWgGHY66ZcjBKtuAuv6ojHSNxQ+KcAHf36LZs0suGixmBEMBuFyuQhAQEMhIpVIMDwwQFTScHDgCMcBHMOQUJACQS/Z/NoG3O7qJmzAD48qnr4SSsLr4jxyksYi29OJ96Wt7kULZx+aFAAALJaBeq/bi5GRYQxa+mkYKCRBlrYPj+CmyURzdVqMe7x03O2B2zNOfWwAyZo4umD+fPRarNTr8SI+XgOd+Tv80dlAv0gYxNtl2QgLBREUhnvu+kw4BQBQd7z2SqZOZweouqutjQy5vNh84zZpzl+M5I47ZFU0hys8SspLC0GDQXLq8jU43B5Sve8zjI6NEaFIAOqy8ZcUL8a5a9+Tz87fgllg9zj3vG3KzEwauutzz5UMAJQSSYEgXJq1xxqkuxQzmIH8Uhp26RhTAScN3rEwM2fk0hvtHcxUXSoVIMi0dPbQ75tbmOmZOlTq9XTN7r0tJ0bZaLPJDPPlM0Ok6eiijJwZH7Veqhu968FMBiBURi73V26pheEJSNvPonS4EY9m6pCWloFr334Ly0AfOIEIuw/X4o7TC1AO8Ljx3pY/Qchw1zf89uU5cWrldGG4ONsXDDn6zeYj/+oxKYD+mfWxp44ePz1Vvyx7fXEO0uKnULvbTcL5hHpkKvJO7d9pymAHiY3RgJHKYRmyIl6jgb68HC+/9NzTpo6OfZP1vy8AABQaHpUXJUTZ0mcU8FMz0nHH3I0Wmwfv6BajZNyEtTwX3jhbH4xpbTqsiU9QUg6kq7vT4eGLn29t/Pq+++GkfwAABm63+TnKaSLjNPnTkhJxrMeJbaICOvdWHbNJSekO+XTGNNgPd/2Z5Q2NDdtbWo377aM2vtdpL/P5fJd/NgAAaGeXNthuGyvOcXExh8JyUDF4jnkmjmCbycVcah9G1Oeba8zW4U/u1mfPWdDVbWqtAHD2fr3v+wR3pZ6im2WXJm4t0kWnlKZpEr8hcTjf1m+U11UbAwxvr5cNnPphff68EkFT/QX2Xv1+sgoXLY1VypS/B0RHIxK16b+4wf+d/gnuYdEw15DGowAAAABJRU5ErkJggg==) 7 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
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}
div.testarea{
animation:rwdcur194942 1s linear infinite forwards;
}
