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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2WP2hTQRzHP3e5vDxSG6KotMGWWjLUKv4HJQiVIoIWHErprKBOOjsJgiDo4ChChXYU6dpJ8c9S3MRFlw6iiwRJYxtqrJffObx7TRpIQrVO5gvHeznuft/P/e737gJddfW/S/3RrEc3CpjEFUorefI5gLeIe8f0vWf/FuDxzRm0nkKrLFqB1lBahcE9YAyARas5Lt25tr0AD68XSKcW0Nobe/P4WSzDcH80ViuAMrY2weTdxb8HiMzfAKZu2gSgFYiDbI+H0CBi0XqMi7fbQuiOAGGwQBgYhvsgt6thZhN7adXD6BjCoNVCp/DtM/D6wQynR66SCtAoNAqDovrlK7x+vzkLX0swMlAHEwdhAOKeMH6rZU20z0Dh4GWMgZoguCgujnCgDybPbB4bBh4mETVjYO0naDXVzqI1QGl+GmsNEhnjHBZBYoieHjier6e8b1dkGteI0fC5CJDl5f3C1gECcwRxILUoneLAOQS3AWEODEVjyxXIpBsKVEFg4PD+GObK1gHWbQERsFKHiI1RSDz523cYHYxW3AhQ+eEdNIjLt7IxLQGalEmm2Ee48VtwaBQfhvuh5DOwVoVKFfI5CFMgUa4wiZZxWwOILCHqLAi7Uxl2k8T6QqzLYS6cwn78FJlJxj/9lsX1IbWWZ0G7LZiN057FYHEbLVo9CHCUXh+p6WAyut4P71vZtD8Hik+XyfZmh5K9G12CI/DngfUFWcFS/LjkBwjYmn93IM5y8mZy6xmINJ9OBlhkU2uUAAGa0QOjsDfro/qwIwPkThyaa2fQ8S7IuVfLAtnGvpAEgc9AvCXxe+jXtIKlipTX1fmd7eJ3vAssbsLibGMNVKltOg/qDSrUKPMLi7PARKf4HQGKanxRw5hAuQ4grDd8Ef5j88CCQHnN2bF1dX4bruMGZdyLGcFdBoxGkSaBBp8ZsEgZmF9R57b5D0mT0u75tMAx4PQOEggsGZgtqvGOK+6qq66a9RsDICgWF3IoBAAAAABJRU5ErkJggg==) 16 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9ElEQVRYhe2WvWsUQRiHn3l3PDfhPC9RFCSNYGEhiFZyTSysDFhoCJax0Mp/QRDEwsJCC5sUsRbBQtJoEEQJYuNHISLxkCOEM5pkjbnLeTc7Y7G7txf17jgTK++FYWB29/0978fMLPStb/+7qb/5KOdmCz5yYamydohqDeAF8Ip95+/9U4Ccm53SyLhAXqPQKMrUMcsBiIAoA9wlf+7itgLk3GzB4mY0ktcoBIgABEHxyVVgrRq9LAogwNgxhsfntgyQcY8KGdRTQelIMBFXSDxrFB82VsC6VghDrTHaDUK6AQhqBtAZBB1/EA0Vj4R0B2iJhigQpckOzHTz73V6mHWPp7J4hV3sYAAPH2EAD1A4wEOh4vmraoCSuBfi4YnP/qERZl4+/KsMDOJNahQWh8E1130UflyOJBMoBV4cvSfRMBZgvJNGW4Ccm52woC1gY3EDGByW1jK0OlOIkrg3BF5/BMhz53KhZwCNHE3ELWCwTZBkTiDesd7cEWmDAm+LSUNe6BmgTliIUp9C5NBUCSmygcExiMcHqmRadkdSkvqDZ9GuEAE41D7QNtaa+gweCxvfKJe+gLUAzNfqUF6FrA9HDqKHctQrFXhXgvclMGESfTr3AmBw8wInARa+lOHrWlMcgMVlyA3C6yIsrmCSZyZMI7dhDCBtz4K2JfCRaQPsJRNFmji2DorlSBxgeFciks7aSyOPon/TM8CaOjVncUGx8T2K3IQxhIXqjxTmwB5YClLx1rRHUIZLt9peUh3PAYO7T7nliIVob2f9SCCBODwCwTrxzZhCLAVg7N1OGt0vo5e3V4H8prXSZ9i7OwWwcXlMCOs1qNVhcCeIChi/PtTJfde7AC1jGGOwNi6FSTPSKp6sZX3IZ0F7BpGxbu67Axy/PAeMYsIAE3f1gT1Qb/z5fWPB2gAY5ey1rV/Hm+z5zSlMOIkoTa0eiWlJRMG6ALjPmavb+0Pymz25MQEcw7oTVGugvXlgmtNXukbct7717Vf7CRHkLYkyQABHAAAAAElFTkSuQmCC) 16 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur244489 1.2s linear infinite forwards;
}
