@keyframes rwdcur78246 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRYhaWXzW8bVRTFf3fssV1P4kyiOKkqaKZp3UVBxaF2KvEhqFSkqkXdgZBggVDFkooNQkLiD4Adf0BXSEis2LBFSAgJbCsB2kWFKI0Ri6hUydTypGkn8WXhmen4Yxy7edJo7Jn37jlzzn33vYci2n8BKHJKkc8VmQ/+zynytiLzirwZvJtjgtaLgypoGuCEs4RpmliWhWmaaL2hwCLwN7ADIOgW8G0Q6E8gB7QmARcU27YxTZPn83l+aDa7L4rFojqOo6VSSRXRarUaKfG0TZEFRa4pUg5i6TAsA8D3fTzPw/d9AGr1BqvVCockMdW9dF1QFAGIVLYsC1CIs+u/DquEgr4WeJ0U2xBUFEHQaNgJZ4nTpVP4vv/USnQ9h8uWxS+WxXvHn+1SAlarFWr1BoKKAdBPIrTD8zwu7+xMTCJMuAuWxVY2y/ezs7QzGQA+eHGFWr0BkAIwwkFPSPTmRMbzuN5qjU0inu1X0mnOZrPMptOY+Ty/njzJjbU1gGlgoYdAnITruhGJr1X5Zn8/ZgeJJPqn2j8zM+xmMhj5PPl0mvN37gAyLWhb0M0u5hiB4plrmmbk3zhjruZyXPB9rty+DYgp6F58XI8Co5SI3/vtGEV40zRD8O+Agco5VIFJlAgID+3zhghfrK8Dcl7QWizuFDAl6OZQBcZVImxJBAPw68CCIvlY6EvA+wcqMEqJuxvN6Mu33QfRenL6yBHuZbPU6nVAzgFt4D7QAdygKhpARtDdsQj0k9h2HwzIfnejyUr5hbg1i8DjANgA9gRtj4uXSCIso7ZtR2W1VCppuVzuWc6D/suKoEg6KebIHEhqvu/jOE4E81kqxdFUaljXgqD0T714m8iC1WoF3/dZ/+13VqsV3vU8XvI8LOBMs8msbeO6LkFZ768TeWAZaAu6ET4fS4E4uOd5nHCWqNUb3Mzl2E6nOdNs8tWxY5imiW3bBInWXzGPA/OAo0gufJjoTRJ4eJ+1Z9heWweUH5eXedTpYGUyvNpq8a9lIZ4XJm6oxBbd+r8D7AZbvamRBJLAfd/nmutG/f6wLNZFMB8+5KdCAc/zsE0T6dqhgoqg9xTZEnQvmIaXgHSiBaPAXdflSwDkY5DFj27e4q9sdqAQPbEDVSQfJqOgHaAA7CUuRqPAFZC+BE4ac3Znh4uex6ddwtNhLVDkdeDWAIGDwQczfNRYWi3cTidxrNEf4OXKOeYeP54YPJBWavVGjw0UCiNnR0QgZP9zo8FMuz0xeD+JFcPgk1SKV1KpJ+eNYNsXJ2HEwbs1XKjt7w94DrylyIeKvDMOiRtraxwFnsvlYttwBknEt8hDjmjhb0ORQlDbnzmIQBA3raAXK5WRsVFEy+WylkoldRwnOrdFHQ7Zej8QdRxHi8VitJgZ0LsN70pIoueKXJ3kUBrmxGq1AkhvghKU4njChceoEQnXmUiCgITWG7parWAFWJZlwX/3kWEyj5PtT9OGYf0Pg/s0yJFV7VwAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78246 2.6666666666667s linear infinite forwards;
}
