@keyframes rwdcur72455 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADD0lEQVRYhe2UT2zTZhjGf3ZsJ7GdiJa26382VUWbOBUEGxpjAk2cduEyDhMbgtO0wzgiBAIJhEBiRzYmgXbaaWj8mRCoXKYKDqCJFQl1nbaMOiGlbdLWaRzHTpN8u6Ug0iUN6Sak/m6v9djf871+3hdqsPBtSNhfm6KWrlHkWgJnGuzfYGZPt0j3n2i6kZoGuk960kSiwOi0jV9aJPXGDTGin2+aEake0Wz4czGiX8FVZd5WjxBQt5IvvcV2a7Cu91/ZAEC69bJ4SJquQJhkV4mpXAd50ce8L3E0+UHDRpR6hZPFMMHgx8RNnVzU58eFMn7BYygQbvRsYAUdADitnxJzoSDb1V380j3G3VQAUXAYULbxxHEYXdi54k7UDOHzHHOPS34ui10M0ZIusDlaYLYcYmbxTwq4FV04OVt3SFdkAOCCf0qaVNbhqEFaF3Mk0weke6l90qTXSY95RQDI42NEr92oy0RD4Xk/8kyYxi3S5hwTd3ZTysYwyzaaN03GmEDzbBQ02sMfkon8wHrZ4kGfVfWsukP4PJavossl/MESuT+m0P4aR9MFrpsENYWiQ9nNYKu/Yryzh0ToAkN3WkTvewV+juReMNLw+HTr34j1nRrW/hnyIR8zKjP/5YmXvtd296TQnQTtzlU6Ozx6B/J81yMquldeJLUwbu4Tyroo0fg8G6auEw2o9G8ucnFHYfXOHn5iiOv3WyohbB3eK3q+/6RSH7kXFudGENBgBqoSd8XQ/Lt8thgjkRA48aULymUfl9RSPVNGNVXO/iTEisdwOfqVj8hYguHbbYw+VHhqL+0F+80Y+cF4pT6z15eMvMGmfqU5HdAWekXOMojYG3nEfW4djr+Y9MzfaE6E9ssDInEoJgF4czBua80xUB4TZB/H8D0H59jvL4UrWtQx3BCKWaw8++qAveoDUGFLXBdbrrZU3YzNC+G/oGV9svHqm7lpIVyOg6OIvpTKBq3t/zHQ5cmYVpCbXySq/vNVNfBgolV0SEFkxVtWs6oG8q5HyZK49Kn/3yV+jTXWeO34B8n8LinNhVdNAAAAAElFTkSuQmCC) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADF0lEQVRYhe2UTWgUZxzGfzM7M/s1WZOQaGJsUILEWFQUjIKNGKr2YBHEgwcv8QNBBBG9lSCIXjzY3oqI4sehHipVLEVQkCoRbQtSP9A20SSbTfxIds3sZnYyM/vxehA2Eddms90VhDy3l//z/t+H533+f5gCvkSn0I2DYipesZCnZJjDYDxg7vBSsTnaWHIhUiEk7fcWobgJ2r+ElVqa8NMxzq61CrpbEgEtMb94c1smY8l8s6iSVo/KimCGtoXh/y2i4AZ7o9XCvg9qvQf/UD3zYklWzRFIcYe2rUNFC1EKJc56kWZrg5cFAZ3UnBDZmwlsx8W/3FPs28A0HADYcywg5ms+1rSr9F+fi+fPEcysS+tSBbPPZO1PiWk7MfUUTMKpTkuKjSWpzqRxa6O4S0L4RrP0RFJY9gSv2x8reFqmJQDgxFFHqnyt4DVVklUpOrqi0rYLI1JdzOZSuy4AuuUnnA9dLUhEUeF5ub9CXHOCvBnUWXzvBr2ZMRJ6lmHNpjceJK7ZeBVYV+vnfLwCe7FM+Ncv8r5VcAgnQx10yCRlMv8sZyT5L33aMyQtwCvLIo6KpAQwshYPDJVNwRYuhn1Ubbgh3KbVJE9WvCek6PH5cU1AaLPqiHTtJj4uIekhfhjd90G/fTVd4kXA5FaziT1vNuMLmhCHG3K8kmyz/8LXwd+ErlSSDA1wa9kr1JCH9MIVuEe+Kt/bwUd9ouruH7kQtlVfFxsbzubO/u/vCM7dFlBkBvIhhiXWre/h+Y4Uoj+CNDqQq7lyllFrgpsVw6geHXH6F1EyAa2NBmIoTM2VhxjNOpZ/ovVTYz6uoufOzqEtUuWlq8JubiyNA5qeEMFkmCbZ4K87kPj5wHv/O14Xxy+b1PrOiEj3rnc1M4r2yCiNgKz9hIj7mJRjM2h2fhCuQEWaoGYhT3LB6NhZ9gGYEPDtgKjacDnvZpz2Ki4GjjaGPT6Qt1ayEH4U3/0t1MQINV6NSJ5y2R2Q62283jCRi3vz/nlZBVT39wpvjYStfNzosgqwLQvJDeMc3/7pEj+DGczgs8NbYKwnMiYegDQAAAAASUVORK5CYII=) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACc0lEQVRYhe2WTUwTQRiG393uLtvtdl3aQlKbNoCS2PhzQJQD0SYejBjjyZtRTJAo8eCBgydvnjyY6MFoRDT+HIwmJhCTRj2g4EFt0hoJjYpCMa1FCukPbZdSOp4KNBRa6N/BPqeZ2W/me7/ZNzMDVKlS5b+Ht4UJf8JHKpWfZqQUmJ0JcJeGKiKCnh+UKWmfAGZbApobL4ku4CqrECrdMP3ykvDTIbBtEahMnzCzu5/aaGKxoNONpNYN+fh2qIwWiEIUuuttZdmJjCqbXDeJ6NdAaniHH5EokvxfMPIkWpkQXhkjJdkRZnVnSfMN0dkYGi3DiI4ZEEgIYGvqMJlM4tA9mgx3h4ougl7d8TTfpojZj4SSgEnlh6wKQBXSwDInonVOLnbu9Wl0m8nhO/XLHpjo0RN7J18ST9DZBiesv6nUwZW/E5lawriHy7pAmLMXJCyrAAAYafFRR+0SOefiSCouQmANa2J8lufEo3Wgj+vZsoh1BQDA62NhKjDOQQlyiHljGd++7H1LHMwfOLV9ULjprebPj6/68+SuviOjym7BQS5arhXsCyZ3CKBwtRAYBZhdGfMhhkRQLDR/bga6JPLZ3Lum0nbdk/LdGaMdLaR/V9OmE9qEsZxzNjRhGu33K7DKGoxYDXmL6FR/JMBozri8j1ancZBMs8+gDSmIqrRI0TwagnsQouqRFGjULR6AdyECJzsDd40HiwqDhwunc66/qbP9se4FOTN3igKAB7VnSXN8P+Y5NWIiBSVuwE9lClfjl0t3jd8X3hfdeHl5IA0b34ELwq2KvR+X6VV/qLyIk+wbckQeqKwQG+8g7dKjgkT8Awlu1D6xQw1VAAAAAElFTkSuQmCC) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur72455 0.13333333333333s linear infinite forwards;
}
