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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2WPYtfRRSHnzMv92X/uzFBbMTIRqOIja1fIIggolgFbSy0EEQrXa1EiZBCERu/gygStrDwM4gQLYIoriSuJK5hl83unXtn5hwLsd67yYLN/6lnfvOcgTlnYMmSJf8zcq8B7778grWLjhAdbReQLvHOpS9n596VwJsXLtpikfB9pDnVEvoG3zriikJV9nf3+eDzr2Zlh+McvPHsqxbaHgmKixE6Ax+Q3tM8oHgP5Y7D6erszNkCH7+4YdkVzAmTH1ERhITrA7Iu6ONCewvKzx7XzC/KzVl06fn3bCWc5rRf54x7jBU5S3GOKkL1YOeUuoCUPToqljNvXXzO5mTPugGNChJZa57CNevU6XsGvUUh4bzgrgGnQLegHihuVGKdVdvRAm8884oNjERG1iQgfgW1ERFoDPyhwo6HG4qNGT8VdCyEoicjEGPAOWVij93xB3K5ymR/4/wujSX84HFZEDMoCkWJ1bCpnIxArRkpiSITe/xIzZVAoe0PCQZ+Utqpw6nhrONQ99FitOJPRiCKEjhAzGE0OLdH2/xbsatCQ8vZfI71/jxb4w229TqpTHy4Oa8ZHX0DOuCDR8TwIXFmoQQPd5KQs9EXz6PteR6Kj4BG/ky3qTrrAcwTWPQZaRytFx68X3n6CeH6tnJt29DqKGRu5psUFX6vf6HWkTWfnIBS8K7FReHJh2GtF7pVR66KKSQ38kv9iV/1D7IFBvW8f+WT2S3+SIFsheCMflXYSoFhp3L1t0qpYGYojgMOMGspamx8/cWx5susxZ++9pLFtUgfjGlQ0qFRkqKTIt5TMqRJ+Wjzm2MPt1mdcK8r3OcC4+1KTZWsRi3GkDKGcXnz27se67M3vv36Bet3IkPNfHblu3v+RyxZsmTJf/wDPhU6yqSprR8AAAAASUVORK5CYII=) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2XSYgdVRSGv1vDffPYaV5s3SSaDmnpjqQRE7J5EsGNEGcQxGETDC1kpbhxZXa6FAwqZpGFBHVhgroxInEVtCEoGVCcMnR6eG2/1+/VXLeu6+Dr16kKWZmzrvOfr/5zz61T8H8PcTvJjx2e0SqniH3ND8cuZtIyshZ//LVHtGMKloOIMJG0X9yrs+hYWZL2vTqjl7SHWwFt5ul3FdpVWaSyAaz7EX5dwoEmRl0SfPcPYhBkAsjUgkQZUDAIHwzwp7qoXEKsFTsP7krdhkwOSNPGdm0ir4RGYa30MBODi19eSH0QUwPsfnZG14sVSqrI4GQHS5pMJTUWC+tppYBbHMMnp5/XtiHxci7dexcpbrcZq0jiRgdT21irdW70BiwsrHHp80upXBjpwCuzL2jLquMrME1N3RqjKiyc5lUaLQNhl9CxRTcJoB8zGRS5lKY6IxyY2/uSxiiTJGUSQJYStsgqheI6b37x3k15h95u6+JVjVxWuGGMG4VoLTh+dn5TNzacgoIxzrg5xZTxBDuMNjVaVGxBycv/59kP3/lePNC7n1alRaOSZ8zO0bBsDrdnN52KoQBv7J/T0igwIXdyT3ma++yHaaitjGubua+PDn0rO26CsBjHZJtpUUsMGvkch9q7R0IMPQOxTrDQmDqHZeQxhcbQmqa5saNNs0XQW2GPbTFRkVzQLvP9CCvcMqr+cABPBRi5kIXgT+xgK45YxhV/0dcbA5SMKjm/zK5anlKjxnpwnfOuIm+NjwQY2oJj5z4RjulwJTnPvDrJ7/pbQrNDNwo3FFqJr6ALN1hTIYOBQ18pQgyEKUcCbDiGnu9jI+gmS0ghkEmewYib22WJsNjhJw8aA4/fwhhXCNa8zkiATcfk4PRzumAVyJsmtW0+cnaZd986c1Pe0Zef0dVVj57dw3MSEgWBsIhykve/OjOyxi3fWk8/ul+3Jn2aOwqsl00GeUUlsamGAeHlCPWrII4EUaxBC7wEjp89t6l+qmvzyJE9uiKLDMY8esWAibhGVRlcu9an+0fCidM/39mPUaBiipbH5PYeFEKiv3OsdWyCWHHi9C93fiULdYSc6PFQ22ffAUVc6bLmOThutmUEUjpgCChWIkplgRYCbSc4bkToZ99tUwEU8ja+I1m9rhBK0FsBjeCzTy9nJkgFIIWkuwTfnPJACZzFHIZnZq2dHiCOwfdN+oFNLrGRruSjj3+8rX+L1MlPvT6llaUhgFMfpNt+7sbdGBb/AoszegbNoszWAAAAAElFTkSuQmCC) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur75789 0.8s linear infinite forwards;
}