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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhdWXUUhbZxTHf1n7Ip1o1jHWVrh9sBLkLgsaFE0CRoQN8rLIoBtUIWu6soc0q5gyJgMtOGER7SWTPTQloA+DFnUvwtiLjMQNuiSE9DLE+dALtn0q9kXyMrh76L5v164l352+7EC498LJ+f/O+c537nfhiBbw6/ZR/v+a86Hb52sazCkY8Ot2MjF+JCAJ0O3z2e+f/LgpRDIxTsCv23//CIUjUvhlQEoA3T6fnUnN8s5nOs0gQuEIQiTY20PH+U5ZicKd25QrVXcAInOnvQoi4NdtwzAIhSME/DoXLyXIXE+RTIwTCkfYKhWp1U1XAB5xI6qQzU3x+/a2x+kkMixXqtTqpqyAEC1XqgR7e8gXloW/fK7VzUOxXrSTKpS1uunJF5btwp3bbJWK5AvLBPw6gBQXvSDAEpevNBWHF3ZBM4jE5SuUK1WSiXHS6TTlSlVet0pFQuEI5UpVWdwVgOj6YG8PFy8lMAyD7GKOrVKR7GKOcqVKx/lOgr09qiHVATRNs51ZZ66nyC7m2Hu4S7lSZe/hLoB8TibG0TRNaR4o9YBlWZ7srSVbrLcQMwyDdDqNYRjU6iZbpSIA2VtLWJZ1vEsAyAoAGIZBsLdHiopd4nYJlCoAz6vwwYcf2d62VgC53537vlY32Sz+qpy9KwBN0+w32t7i9dY2Tpx4k/TVGXS9CwDT3KF0f5PW1rfx0AIatiqEMoCwha8X0S6cOwx34RyxeBTrj0d8mvrEVTxXANeufoFp7mCaOzJ7Yaa5I32mv5k4XgBN0+yOM2fJr8yz/2wfgNOnO+jq9AGws7vN06d7AHjbvXScOQuoLYOrXQBw0GiQSc2yeu8u4b4oc3M3Wb13l4H+EQ4aDek3fWNBaRYoA+w/25fZZ3NTxEdj6HoX8dEYQ8ODzM3dPOSfX5lXiqs8iF6WjbMZN9Y3Adh78phTLS1K4uCiApZlecSaDvSPsL62wdDwIOtrG3jbvWRzU9L3268+55effjheAECuabgvSnw0BsDQ8CDJsUkG+kckaOLLOd6NvKc0kFw34fSNBWLxKACZ1CwAsXiUcF+UUy0taJpmO6t17ACiuZJjk5Tub0qI/Mo83nav23DuJyEgy7++tiHvAblL3JjrCjhFhoYHgX+qctBouHoRuQawLMtz0Giw9+QxybFJAHn9L9kDeMRpWNiD756/Xn/88/t/nY6FvWrCuc1eWrfPZ0/oM3ZhadWe0GdslU80AVJYWrV/+/mBrXoEawqhKu6EOLK4E+JYAv2f7C9ni7CbPg2vwwAAAABJRU5ErkJggg==) 3 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 15, auto;}
}
div.testarea{
animation:rwdcur229496 2s linear infinite forwards;
}
