@keyframes rwdcur55675 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 23 9, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 23 9, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhe2WW2gcVRjHfzuZXfea2MRdl3RZt00waWirjZdeqBfoxZrGC3moYEHEvNk8FMmTtIhWESlIxYeiFUzUkBcthIpVVLAgqGAokdi0gbRdm2AIMW43m012d3aOD+dMMtnMbhTrk/nDx5k9e+b8v8v/fGegPLqA88CDgAdoBr4GjgFeQKvw7r+GFygCAugFIsB76vefwN2A/1YQVZWZN4AGoAaYAHYB84p0APgVmAUWboUT5RAEvkJGLZAZ6VPONOKQgQy0zcFgFubSMDQCh25ARxYu5mAuC0OjcAiZ4VXxtI3csgJygwglGshA+zwIyxaU5UDkQRSUGSC+gxdUgBWF9IjDnA7co8ZlcMFpNa5qD8CbKgivkwObgTPA7WUciyBPQwe2VGoQswg022g92+d9cAfSHB1oA55HCs0s+S8FjAFxoBaotrLhArOUzO6IPQNC7uUFPCtSCbwNfK7I64CXkH1gBjgJfA9sB/LYSmjCaBU0WyQAmhDgclGKcRhW+5tOGTCB60AUqfRhFflVoElFPg1MqXkDYBY+tUepCRWnNdpwXPaUrApiBeIsP35OJ2EAeRQXM/gDbDZBmJJSmhBLz8r+gCSwF0jgIOZm4HeLrLOzUySTSZFMJkV/f3+pI2PAVmR5APQUnCslLLXj8DKyvdeWkutI4ZWL3MkuANGREZ7r7WXgCPTlYbYceVoGt19lz2ORWuiovzPcsm3LJmL1EeqjYaLhOgI+Hy7NhVk0yRcNUqk0v01MMnRplJ8Gh3Zv2Vo4EIlwet8+vJ06mZ0GHxyGo0617Ya3kLqZQdV/0YFTJ7r3tO99mHBdLR63znwuz+XRq7Q0NWAYRa7fmGBT40b8Pi8gKFR/TJX/Z03T+NDao1AgCBydGWMy1EjUbSO/CF++D78gxZuxpx2AZ558LFETCjGTuknf2fPkcnke3Xkft3ncuHWdzNw8p8704XbrPNvRRlg8Af6zSE0twTQxD3fx0TG4dzvs14FJuNwK7yryxehh6cjy4xefnGzaGO/O5QtMTk2jV1VhChPTBJdLEAwE8Pu85HI5/H4foUCAYt3rBELnljmQTDKVSPAOMHwJnsqBZ5u80qeBceVAaYODuppAy+N7dhce2tEqwutCKwRXHfSJ+PqoWB+NiIa7YuK1V5uFEDhZ8eBB3gBaX4RouxRcAtl6nRrfInSkSP7WCbh2DVEoIAxjObkQiCtXGAHuV3vqSMU7Xnx2jwzgBLJHd5V7QSG9YQPfIK/UzPg4uwAtFqMHuIlMdV7tX/GjpTQlWeAV4FvgCLADeeFYmETeBZ+pZxPQenoYTKVYB4wo8nFkzY1K5GAToQ0a8g6oVRa3IgXSKqI08jxnlRNBtdZQjmVYEtpKwa3igAUdWQ4vSzU0kKldUGZtrqn1plpjla8i+T/Ff/oZvoY1rOH/i78Aaty/r/OLDy4AAAAASUVORK5CYII=) 23 9, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 23 9, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhe2WW2hcVRSGvzk5mUymoRMnYYyxKbW3xDrEqLFYhWJUIrQiRaT2pQ/aBx9aFcWHVowgwQaLlEqhaoMlYouIl1qkWi8UhSKhWCXBXpJJiGnuiU6TuZ65ne3D3mdyZjoTxdQn88Nic/Y5e6+1/vXvvQ4Uxx7ga2Aj4AQagO+AVwEXoC2wdtFwARlAAB8APuA99XwNWA+4b4SjkiLzaWAN4AHGgPuBuHJ6CrgIhAHjRgRRDBXAN8isBZKREyqYtRRgIAJbonAhBtEw9FyG7SPwRAx+TUA0Bj39sB3J8N9im825ZSnkBj7yNBCFx+IgDJsllCVBpECklf0Az6gEFxRSy/79cOBAzpwO3KnGHDjgHYccc0wrMHcvdKgkCjLhB953ufh4aAgxOorw+3NY6ERq4En7BobKNFkg4wwIM9cyyNNVac9EB9yBACdra1kL4HCAEHD+vPxgYIB0YyODwA7ACyxHCjatgelQjFqZUmAEMOXgApz2EuiAt6OD9kwG06FWaJoMxDTh4EHeBX4CNgFnsZUwA/35lGtC5ARjYRR+U3GY9gDSAMeOEZyeZtzuXNMgGMTo6sKLrN20sllrXRg+tZxrgEMIuas12tAm75QYkMx/V7NzJy+Fw4h4HGEYiGRy3vbuzZ6EU8ijmC1hN/iFdDdvQoj8uT9hGHgEWEWemHXgoe5uEtGoDCCRQKRSiGSyTiQSK8XAQI4YB4FG5DUNoM/Bl9cFkWdt8ApSgN787N1An82BCATId5pvPwI1wArg7efhwzSEizkPwQTQqthzQq4+dtT4qj9q8tdzi6+KKu9N1NfreDzLiM5V4xCCtBCE5sIMj03Qe6mf7gs9ZtxIPQ28ANwNhE7DoS3w2nWFB56FF49KEQ8AQYt2AA61v9yy9eHN+Kq9lGgOQtEofYGrNN2xHlMIfr86RsO623C7y0EIUuk0g8Oj2r43Du/+4szZJqQY922Fzy+Dt0F20yx+gTNHoRcp3og1nz0FTz3+6Kpba3yEI1GOdH1C5/GTODQHLpcTd3kZ0VicQ50neOtIF2OTM5SWltKwbjUtDzT71T4h4CvAuB1eH4Xj1t6TcOUeOKycB7GpP8vA8NhUb/3qslZd12l9cBOlegkZUxAYGgEEdStuZteabRiJJE6nTjKZIjg7x8+9l6wtYkhhRYDZOnguALE5qGiWLX1axjKffY4GqjzLNmxsvqsnEo3pV/oCzFwL59RveUU5lR4PmYyJq8xJlbeSiakZRsanrE++B9qAfpWltgtq+8B7TrbtILZ7oxB04E2KK34hu4jskhtQXU5BQ54uN0Uan/0iSAPtyDt6T7EFCiHgW7V+HDiNpPcPcn9STGRpiiL/mtaQDWYzsBu4Tz1bmATOAZ8pxxGkoAwkvQtS/E8CsIJwIwXlBVYiaY0gMzfUOKvm0shMk2Qb3eICsKAjy+FC3lqacmZlbPwbh4vBf/obvoQlLOH/i78AHMnsDm4c554AAAAASUVORK5CYII=) 23 9, auto;}
}
div.testarea{
animation:rwdcur55675 0.83333333333333s linear infinite forwards;
}
