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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 12 17, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYhe2W30tTYRjHP4pQdFFgtkVWhLSteVxJdxVBlN4E3QQZRFHTrbbpLrIfFwZ1I11EP0ZtZ+n8gSURlUY/DAIloTQcBaX74bJuggjLP8DG7O1iuTrbzlmuICi/8HDOc97neb/f87zP+54D/wgW5fDnMY//APaqrSKfvMI/LeRvwvhX2fNdgl+F2uS/TarWA+Jni4auZTzTep5mmihQExCNyIyMjHLIepWOgJMv8Tg7qrdTVlqJp+kKsfAoAIH+YexVm1P3Y6EAbyIfGWh5DIA8MKTJpSrALx/E6erC76tDpy/DLC3HaLCkArxHOwlHXyuSAv3DJBLBlH/lWAcTobF0IQpetSUocLq6ANDp1lBRqVeQAzRcsiKZNyjIfb46RYz7Qi2GimSea8cWALpvnoA59I4IR9rEdDwoADEdD6Zs1ve4nQIQ8uX94vat0yKRCGZYJBIQPXfOZO2LIi1yf2sdJuP6H8Fp9SoqTFZigSWO83A7iUQQX2Mn4WgYySwRjoZ/VOPSAeSrtbgcHYo5NE/CkiUlWsMpLF28FICeu/cJRUIIIVLXWRtoeUlx8YqMXNUm9PpsbNu2CZPRwsTbMVVyw1oL47FRBgef425ox161NWucZJaodmxEkg4reFWXQK/XJxUWkNGAWvFzRc6P0XhM/e21xiWzpPCrHRuzxqlWYHJyEmZmMFcY4P47dQUmiIYmmJyaUpDXX7Tia+wEoP6iFYB7vY8y0tV6AEB45QM4lu/UCEnC/7EPd303HrcjRZaO2Phrng49w+m4puDVEgDf9+zJ/bs4u3tfxmBT7w3OdT8AQPZasR9xqJJHIu+p2ducwZlLgEJINvh9tQghKFm2ivLylaoTPBl8gdvdmreAlBBZtuFytRHwHKe4dCEApnWrcyZWWJTbbxZaJ6EqZNmG3XUeSFbgq4A9Nc3IXiu6ZaUAfPr8AVdDsglDY6350GRF8tyXbYpv/qvodc1/god9p1T/Dea6BLMifs5P93PFz0OBb7UbSivcuThIAAAAAElFTkSuQmCC) 12 17, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 12 17, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 12 17, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+UlEQVRYhe2Wy2sTQQDGf5EgxYNCbZtiVaTaaEyqxUMPSi9aL6IHH21BFE3b1GTbgO9DPQnFg/goJtm0TU2wFvGi4hMEi4IvLArWPLZN8SJKifoPKNH1ELJks9mNVqUo/WDYnZlv9vftzOwD/hPNm+kAs1LJ1dggz8L/GficPx1kJmWdUfrfXn+9i/82VG8PyLlFig1p2oza84qhTHoBpITIixdv2O/sIxzy8OXrVzZt3kh1VR293T4m4m8ACD14hqtxvXIejYVIJqYY6b8PgDjy1JClGyAo7sMjXCIYaKPCUo3NXom1plYx+A9FiEtjqkGhB89Ip0eVuu9ImMlYND+Iiqu3BCaPcAmAioplOOosKjhA13kndttaFTwQaFN5vGdbqXFkxgmbNgAwfPUY5CyN3gxkJccTgyxfsUbX0HckwkFfEPHCHsorq9m+Y6vGk0yOISXes3PXSQ3XKIAcHGjD1XoAgPR3MOfMV249FO7H03GRdHqUwOEIcSmO3WYnLsUVv/f8Xh4/eY7gDqu4hm/CsgVlAJjN9ZTMrVf1lcytx2zOtC2cvxCAazduEUvEkGVZOWbLSP8rSksXaRhmvbv3B9qxOazIMiSkiwAkJ6OKIdsmy2BzWPH522hp6sHV2KB7Q7X2pT8dAIvFAoDJhGYDGvl/VUU/RuMT0Wn12212VX2ze11Bn+4MpFIp+PYNm6MGbr3VT7ASpNgkqc+fVfDOc04ChyMAdJ5zAnDz+j3NcMOnwC/uxV25xcCSUXDqLt7OYXq9bgWWr4nxMR4/fYLHPaTiFn0PABzfs41TO3ZrOruvX+H08G0ARL8T1wG3LjyReEdzS4+GWSyAKkghBQOtyLJMWfkSVq9erHuBh49e4vUOTDuAEkQU2xGEQUK9RymtKgFg5Srt45UvR21HQZ7uJjSSKLbjEs4AmRn4LkNTcw+i30lFeRUAHz99QOjKbMJYdGA6mIKSycyC6pv/Wrps+E9w5+4J3X+DX12CbIjc8fn1Yv5ZqfQDHOorsKzR8uAAAAAASUVORK5CYII=) 12 17, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 12 17, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 17, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
}
div.testarea{
animation:rwdcur146212 5.6s linear infinite forwards;
}
