@keyframes rwdcur24013 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2V72sbdRzHX3e5u1zTS4hzSh0D69aUVUap6ahjoNUh0qc6oc+2KcgYwwf+AT6QIUXGHozhE9EHRXyworDVTueTSWVomVIkyBLXuo1SQohpSNP8uF4udz743jXpuh9JZt2TfeBLLrnv3b3yfn8+74Mn9aQec0kADCwAKN5yvGWTjP1vAArhusFawAB0wAJKQAWwSMac7QeAnbxbOM9KIMdPoVnWAlkgC+SAImBuB8hmgD7rEGOlrwCZJTXBvP4dy2oCWPZgighV/jN7fAAZiAB9jJZP8dL6cQBcIBO4QzJ4hUHlL/LSDb4PLAIFhEX2o6oibRwNLGhADxBnfPUMz9X7Ns4ZEnQFSqzI83wW+pJ1eQnIAHmEKh33STMAQAjYw1P1NxgvTqC7OirwdMBBRcYFso5JSrnG9a5LZJQUwpo8QhWTNu2RNn0TVkSBfcSrJ3i1epRnZChoWYKU0OoGVTtK1dVwcMgF5vkzeImEfr0JxO8TqxUQacsvoiF7gCGOFD9hxBmkKplMhT9nr/sPP0pphs1hnq+NsLO+HwWdknSL29o0s6HL2FLOU6MZ5L72bAUQEDrQS7dziGOrZ+khyoo6xznjDLDk7YqgulEOVF/mhdpBdtTjuFhklBl+7bpAWl3yIPw8sUnG7FYB/KnoZ7x6kmHrOJZrMhE5SVmeQ8gtA4a3zyDgGhysxumtvUK0Hqcs/05Km2QulGiCMBEh5/j23BtAQIhsGHIO8Fr5NGptiKR6hZnwBHAD4TeAhmhew/vUAY3R8hC9tVFUN0Q+8APT4RlsaQvE/QEaVuxGc+IcXT1Hl7uDC5EPyCo/A3dIxsy7VNM8AN071gAYK73Is3Y/dSnNTe0qv3Xl8TLkYQB4Eu9h3/oYb5ZPk1F+YSryEZACcvdsMAGjNEHI3hmbd4q7kMkzFcmSjDnKAwGSMRhYKAFpUsFr9FkX2Vt7m/71QW4GszS8vfs6ByGz5cE01jeRRRpv3IdY0PhHGrALye3nvcJ5bKnIZPRDYBHItpWCQlX8JpQfsLW5LCCHKy0z2/0pEWc/I9URRGiFWn64/+CmgGoNQFxQATIsan9wS/2CIfN9D8DwJqajalUB39cSkOFy+GvqFBgrHUaMn74h7bYBiLIQMZvhavfH9NbG0Rx//jtSoT0AYYUJ5LmtLZJWJnlr7Qj+3HegQrsK+FZUgDzT4Yt0uz3srhlsnvdtBBAQNqIfCsyGznK4PObdq20bOgMQZQMV/tYylOUEr5ejAO3a0DlAI+0qfBuZo8c2OrnNoyjgQ9iASTKY8o4fU3WYA/8CMF+Anxkk0nMAAAAASUVORK5CYII=) 3 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhe2VTWgjZRjHfzNJppNpEqvWWuuiYWmqlbXWHhZZ0OKi0IuCH2wRQVZh9bAX9+Iie/IgyyI97UVQKEU9WBWW2qIXu0REC0qVCE3ZplpitxtCNmTTfEwnkxkP7zubdD+brHUv+8BL3pB3Zn75/5/nP3Cn7tRtLgWAwRUAv1yOXDbJ2P8G4CdcD7HpCwE6YAEloAJYJGPO7gNAN28WTnPRl+OsEWfTlwWyQA4oAuZugGwH6LcOMFb6DFBJBxIs6t+yHkgA6xKmiFDlP7PHA1CBCNDPaPkoT24dBsAFMr41kh3fk9DPSpAMUEBYZN+qKsrl3eCKBvQCI4xf+ogH6v3bThbVHKuBeRaCc2ypaQmSR6jSdp80AwAYwF7urj/HePEkuqsDYOPgRwXAosL5wM/cpy1i+v7kc39CghQAkxbtUbZ9E1Z0AY8yUn2HZ6pvAPCDkUIlwyNWDz12lG5Fw1AdtpQ0Of8808GvuKA0K+JNT4sAAsKPsGKYl4sf8pA9RFEtMXnXx7jKKppj8Xb1Be6tDxN0+lAVjX+cNZa0M8SNOWwlJ9VoBrmuPVcDCAgdiNLpHOD1SxMYbhe/d8wS75wE0vJUhCO1YQLWExTsKPfUR3CxyPhn+SX4JRuBtITw8sQmGbN3CuBNxQCPm6/xfOVdIqrJeeMkn2jTiJFUgZA8F8LnhniqOkK09jRd9RHK6m8sa1MsGIkmCBMRco5nz7UBBITIBhjivc0Jup19XFQXORU+Biwh/AbQEM0bkp86oDFaHiZaGyXgGuR93zETnsVWroK4PkDDij0ctQ7xsHkcXIOfgieY0WaANZIx8wrVNAmgy70GwFjpMXrsAerKBue0eX4N5pEZcjMApMR7OVE5TqR2iCVlganI+8AykLtmgwkYfxOEKn+xebXYh0qe6UiWZMzx3xAgGYPBlRKwwY/6JA/Wde6vvcjA1hDnOrI0vL3yOgchsyVhGuvrSIrGG/cmFjT+kQb0obgDvFU4ja0Umeo6BqSAbEspKFTFa0L1BkebywJyuMo68c5TRJx97K/uR4SWseOHew9uCqidAYgLKkCGlPYHfwU+Zdg8IgFCcmLaqp0q4PlaAjLMhb+gToGx0kHE+OmXpd01AFEWImYzzHd+QLQ2juZ489+WCq0BCCtMIM/fWooN/xQvbb6CN/dtqNCqAp4VFSDPTPgMnW4ve2ohts/7LgIICBvRDwXixgQHy2PyXi3b0B6AKBuosKplKKsJni13AbRqQ/sAjbSr8E1kgV471M5tbkUBD8IGTJIdy3J/m6rNHPgXzWZ7p5IoDZoAAAAASUVORK5CYII=) 3 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVRYhe2WXWhbZRzGf+fk5OQkzdKsrrWOWutM6ipzaLep9GLikFG96MUQhgjTeuOFbHjj5a5EvJBdSBAEkcG82lBYp4Vd6EbGGKXOFoMspR+ulFBiiCFJT75OTs7x4j1Z0n0mmXU3+8MLb5L3PeeX5/m/zznwuB7XIy4JgJElAMUZljNM4uH/DUBhW83PhssPaIAB6EARMIiHra0HgB1MZiP840pz2Rdlw5UCUkAayAPlrQDZDBAyxhjXvwdk1twx5rSfSLhjQMKBySNU+c/sqQPIQAAI8XrhY16ufACADSRdq8Q9F4lplx2QJJBFWGQ+rCrSrdnIkgr0A6MczX3JU7XQppV5Oc2K+xIz3mkq8poDkkGo0nGfNAMA+IBdbK+9ydH8F2i2BoCJhYIMgEGRhPsas94pksoCwpoMQpUybdojbfokrAgCuxktfcTB0jEAfvUtI5PkeaOPPnMIBRULi7Rrjj89U8S02SaQep8YrYBId3wjGrIfeIkj+c8ZNPeSl3VOd3+DLa2gWgb7yvt4pvoKO2p7UNDQpb+4qV4g6pvGlNKOGs0g97TnTgABoQFDdFljvJc7hc8OMu/5mWjXaWDNWRXAbQfZX3qVZ6uv0VMbpUsyCSqLGMpFpj1TzMppGnliEg+brQLUT8UwL5bf5VDxEwx0zgSPU5BnEHLLgN9Z58dl+zlZnOQJa4yq1cM6c1x1R5jxxZogyoiQs+r2uO4KkI7Y9J4wgSopZYMnzafptYbprmkseuYR4ZQBco7cOWwpz6B8gx4SGEqU36U/GKwe5kDpbYaqMkvqTSzJRhxui94TNunIPRTYbMUAqjXKsdxXeO0ezgaOk1KuAKvEw+XbVFMRUa45cxWAcf0F+sxhatI6i+olfvNmHEusBwHgSLyL3ZVxDhc+I6lc41zgJLAApO/aYAJGaYKQnV9M3snvRCbDuUCKeNhS7gsQD8PIkg6ss+C5Ssg4z3PVIwxX9rLoSdHw9vZ9FsJrw4FpjB8CyzSeuA+woPGPVGAnkj3Mh9kIsqRzPfAp8/ININVWCgpVqTehfJ+lzWUAaWwpwbrva0LSHiZKk4jQ8rV88/qNmwKqNQCxoQgkKbivo8u/IJkHeas2APid8OqoWlWg7qvOFXmVv7Xv8GJxoPQ+Igu0W9JuGYAoA8hSlJapuM+gm/tRLT/Cho5UaK0Jm0t0tR/oY2JjAq+1nbPd3yLCqdjui0q7CtStKAIZLmw7T5fdz0DVz+bzvoUAAsJEZECWqO8UhwrjzrXatqEzAFEmUGRFTVKQY7xRCAK024ydAzTSrsiPgRn6TX8nl3kYBeoQJlAm7llw5o+oOsyBfwEyRYw1OoMroQAAAABJRU5ErkJggg==) 3 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur24013 0.5s linear infinite forwards;
}
