@keyframes rwdcur98846 {
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,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhcWXf0zUdRjHX5/ne1zXcTF3At0MSBMQiCEU4qVEbLK2rBz+IbpkxgiIjf5obeafbW794Vxbm3PUWH9WK9vcrM2s2S+VyQ+DEQoJgVhU4HbB8eNOvD6f/pBRHodwJ16vP7+f7/N+3p/vnufZ84V7Z98qaMRMjjwvY0DO/5O+lGbbp7YAabwfq4TcQ3qHFImXXMZJowRwxNdAMlVSLRla6Qm8ZOCiKp4GklSVarJtsfmYQsjEx5M0AUnxMlBgVVjZQBAQLIKSK9lAQXwMlLJfvDK9EH8TYT3TbGR/PAzk2PbZdolH/AA8hEZAJ2s/xewiypaM3kAKXsqwhwg59ah28znrZULcGJxkY8eFN2rNKLDLGzJgO28L0EQbZTQDFWTTTDltHCTADgYA+/1I7gQaqOAsa6lhcd87cFFDDmeBhvn3V4UCEqnlZToopG1FEY/Txh46SKSWZTrDtsRzB7ANL3vZwQuSJU4El/5B16/IwDTNUiotbOEdPaRnaeULevgEaOV26y6gwkILSKRYVapX1FaVTy5BHsVHAqIP6mk+Y3u4ALAO+H3RBXZyQQ6JiyCaX3Hrq9rBT/TyHR8QoBPoAbCANdjxSrkcUvXqLVWjKq1qy26KzDiJzKDRtLLWNJu35wP/JYOj7OUoI6Qzy9f/OQkxxpzKUi+SyhROZtQmNak2qxSVqSrNRlOFIos/mbGRToM8JUfUToUpMUPANT2ihdB8iz6Aph87PrrDbpkhu6Va6sQZuhGq5iTHgOsLp3669Yi2kw4E57UMfimQCTbjUhtUIxaNFn76zLD5yvSbgPnF5Koh9TAJGG4RxIdhEriBw3SbXubuMDFprpl1+rrO4FtOEODEHfZcPEsxO3AywxwGMMySZDqNhwvAN3xEH2+G10AhiTzBdurJI08ekyCp+FCIPqb9nOfpCDWQBvy2qAa8nONVktBoxnAzjIOfuUIHLQT4ERZ90TABqCCfFhoY4whT8p4YMqm9W9ACmdTyLobDTFHDGLm0ABXEuDMU4qGO17nMNi6tKMLLJV7jMh7qgMJYkkbCATSSw2nsHCDSJLRxAA+ngcYI5xEJr4HlTTxHl5RJqj6nrzBMN32c5BF2k0Ihm8ijj3F6KGJxrUTEitJACB8zqko9o/YoS5WofJNiqslnA8UkEMLiew4zFzYv7sJSo3hpfFxkACgnRDJ+SZIJ3aWFB7ld19NcjEYuloWkX3+pTzGKGxBuYkMh/MUaujkF9N9vA9DBh3TixEITAiw0Q7gY5ONopWJdSnt1qx7kFg7+RqNxcJVBlhkuq2lggjMcpx03TjRDuOniOOCPUS8mHLxEl5yRYbbSRdz/jCBIH+0M4GGUdlbY96tNHuX8AeTFKvAPhaJKLe+hlPAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhcWXb0zUdRzHX9/Pndd1d111ouIlaCAIaIiEeiU4NlxLLEdrgZtMmQqx+azNfNiTetBYj9xiztp6ok2smdl6IDNaCRNBupkBpYKSEsh2Azzuzuv6fnsgg+TP5E6k98Pf9/d5f96f3+/z/ny/X3h87JoHjoSRJTtkEMj6f9IXUm9tsIZZwdFEKeQx0ttlg/jI5i4r2ATYF1ZAEuVSKala6WF8pOKifCEFuFW5OmjdaA1wD2E1AV7mIOBeKAG5lm2WTCACCBYiki2ZQO7CCChkt/gkOBF/H2EVQdLZvRACsqy7rDslWUYBeAaNgE7SoxSwkzgtGb+AJfjYii1GzKHvaA9nWSXD4sHgIBMbLnxxc8YBm7wn16wXrGEO0spW6oFtZFJPMa0cIkwJ1wDbk0juAGrYxnkWU8V039txUUUW54Ga8ffnBbk42cde2sijdU4Ra2nlHdpwso9HOMM6y3M78Co+KijhDckQB4JL/6Sr5yQgSL0UyjE28onu0SFa+I4rnARaeGDdCagpobk4KVBlar/arNaRTYSVBFiE6EM6yFdsmUoAeIH+aQWU0iyHxUUEzZ949B/azq9c5Uc+J0w7cAXAAjyHDZ8Uy2FVrT5QVarMUmmxmQ3mLk7G0GhaWGzqzUfjgZNIpY4K6rhFCiEa/7MSY5CoylBvspR7OBhTa9SIWq+WqNWqzKSbchQZDDBmJYUaeUU+VqUKs8n0ADf1LS3Exi36FJpubATwT6kyVd6SSjkgjthQrJLTHAH6JlZH8etb2kYKEBnnMoxKrgyzHpd6UdViodbCKF2m15wz3SZsbphs1aOWsQjD30QIYBgBhrAbv7lK9CERI+am8eo+nUoTpwhz6iF5Ll6jgBIcjBHFAIYQbtNukmkGfuAEXbw/tQfycJLPFqrJIUfSJMIyAgiiP9WjNFE0Qw+sAG5P64EifmY/bv5BM4iHXuz8TidtHCNMBzwoZqqASQIoZB0VFFAqL4gDCw79mX6Xfr6YJWYSXqrYy1FihLhNCD/f08VJ4MIMBTwSeTg5wA4ukznHOZBOK69zGScHgLx4E84GB1BLEY08zx5mmoRPs4c1NAK1zHESzvYLZoOdan6T7eLVZ7SfLjq4xNdk8DZe8sknDz/9NLGWOX7qeAWAhyo5IXW8RJA72PUZ7cJGkKVE6MPFEQ4RnEOfjCP+7TjARVqJASGWE5DtcpNnCQAhrhMlyMV46BI5kHTrs/obenFznxgBIEqMIdx08C3Q/aQFQDvH6cfLSjwsx0MaHsbwcoPj8VIleii9opt1JzGSSMZDDkkM0Mn4BhMPLAkKuM8vjKmo2myumy6+xMppPiTGpXiJEr+YRGnQLXrAWI2bywwQpiERmse5mkUI4JeQpBHGTwIjdj6QQzF/ATmJEvwLaiBZ0abO1nsAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhcXXW2xUVRTG8d/ZM47jdKxaULFCvSDlpqUiSFUwJBCjeAnGCEaJNnKRhDcT9NEnHwzxyWhj0MQXMd7iNSZKFOOFWEBoFC0KclPwgplALe0IZR8faEALjZ0K9f949lnf/tY5a62zD/+de06BxqAZF+aEnzHu/9l+upbsK9luIz07WInwH7bPh6tDk/F+M9K1yA+tgeHmhQWhLiZxvyZ1iuYNpYHqZF6yLDs1W/KH4Aol11iG6qEy0JCZnalHGUFGOYwP9WgYGgPT3ReaQuex+D8Fl+o02n1DYWBc9p7sHWFE6ABniwJxeOwwxR0qbMnKDZyvyY1yPXoKcU+s8Y5Lw/5QI1VQL6eoqWLNCsiFh8PW7GfZbsu0ulELZqvXYqZWy3WbZStyp2PzApaY7UPDNDux7/OKmo3zIZb03n9KaFDlQQ9Yr1HrgCImanW39ao86F86I9vP9Tyu12S+WW4LY0JBUIyfxMUDMtCpJUwPK031ZNweu6z1rq+8jLWOtu4xkj6hDapMSeYmC5NpyZXGK7tEyRlCXB47veaGvgKoxd4TEpjj8/BoKCqLflQTv495X9vsY8/rtgFfQQbnymkKM8OjyeLksaQ5mZtZkMmlV6e/qXJQFK01LG1JH+8NPE6dFeZbYZdRuqz+20qPXx1KxiS3u8AfCg4mY5MDyaTk/OSKZG46Op0nMcYvDmaNsiRcF55I5iTSa9Pt2Bl3xaCnt0XPFG2RU9LWJ8u6cGdYEBaFQs++ngXe8BR2H1vt0BZ3xZxRKPdqpTpCQ9hvkmJyWbJUxtKMDu3pjvSDdEvanf6Qjk+2Jxc6Q+qwspLUAeyTT9vSzQ79w8SBdGdaG3fHOmu8qtur/7BXdJMpZik46JAUqS7V6YZ0hM/xkVXaPdK3BhpVmewGi00wIVweyi5UEoT4TOywxoyT1MBI/HRCDczwqYWqHRH9qsYOed/51norddvI0WT6GjguwHRXmm+KOeHiUJBRiM/Fh+z1Qj8xx6nV7AHP6tHlJ13avKfdy/jsJAn8K42qLHKrL9UPcA6M1upmX6qyCI2VbtgfBSw1w2rnud/JJuFZ7jfWaiw1wEnY3yvoj7zFvgm3hNr4VmzTbqN1XjfGXWpNNlmjNnutMdEAH3WlBqjRHFaFFa7SaY98fCsW5XS6QNluRU9ZrnMAddJL5Z/jki+06kGXi5TCLWGnc5TQZZtDOn1RidxgDiRb4jvxTbtVO4wDgiP4XbWN3saW022ADV60QVFWFJEV7VT0g5cqlRrsoXRzXBu3OSzviCjK+942ThjXp83Afu972jo1CqLtamzyNDoGqTco8u61KbwfdphmkyH/M6Ks3TpbjbDHOoMYsaeCCWb6GRMGK/AX/xxRgbH9o3YAAAAASUVORK5CYII=) 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:rwdcur98846 1.0666666666667s linear infinite forwards;
}
