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7.7702702702703%,10.372972972973% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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13.175675675676%,15.778378378378% {cursor:url(data:image/png;base64,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) 14 13, auto;}
15.878378378378%,18.481081081081% {cursor:url(data:image/png;base64,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) 14 13, auto;}
18.581081081081%,21.183783783784% {cursor:url(data:image/png;base64,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) 14 13, auto;}
21.283783783784%,23.886486486486% {cursor:url(data:image/png;base64,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) 14 13, auto;}
23.986486486486%,28.954054054054% {cursor:url(data:image/png;base64,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) 14 13, auto;}
29.054054054054%,34.021621621622% {cursor:url(data:image/png;base64,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) 14 13, auto;}
34.121621621622%,39.089189189189% {cursor:url(data:image/png;base64,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) 14 13, auto;}
39.189189189189%,44.156756756757% {cursor:url(data:image/png;base64,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) 14 13, auto;}
44.256756756757%,49.224324324324% {cursor:url(data:image/png;base64,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) 14 13, auto;}
49.324324324324%,54.291891891892% {cursor:url(data:image/png;base64,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) 14 13, auto;}
54.391891891892%,59.359459459459% {cursor:url(data:image/png;base64,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) 14 13, auto;}
59.459459459459%,64.427027027027% {cursor:url(data:image/png;base64,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) 14 13, auto;}
64.527027027027%,69.494594594595% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2VX2gcVRTGf7uJYQyhhhjSGEup1cZQm4kPWkQFi4I++FBoQx/qg3+CCCJiQYiiIlpFi4S2RIRWBQsVY7WxNQgtCBZJSdoU0dvdTSgxRo19iGvYlmW92dmd48M9+6dJtq1NjS89cJmZM3fO951zvnsGrtk1u0IbQWQEkf8NnDG3lpzECCKMhqW1lCSKmccCGXg+L8fvW8JKFMFHQznZIkIiL4yGsiTtKIIk8vL2Z0ERkHiuBPxfkSgPPtxe6v87nwbzga82iUoA/d1514KxC1sw+MBVFOY88EReSOTko105IZ6T1w5m5UiXAzu2MRQSc9pR0MclLHrRtyIQhsjygiOCuT0EhO3tIZlGF3/2RiBaBSL8/Yi47/I5fu8OF1UEDr7ssiaeE6wVTs8K41Y2D84Kxj0P3SnFsr84kBViTqR7enOCsQ9eObqxELfywjdZB3Dayq6PAyGWFYyV545k5fC2fLFNvXsD4U9H6sQaEYxdhbE1iyHQzK9WMPaLogbiOXlvX+CyjwdFXXy7NXTViWWl55PgX4kvcgkS3wFJoOeNsaqh1+9w7rcMvNoRBYSdw8K29cDyvNsZ0Ac8CdQCDfje+GIIrAPuAmaAx1+aiG56t7UKgP2HhGgetm4CRHj2D+GDm8I3gZXAzjISz+B7FyFg7L3AGXwvqaAr9MMZXbVAHfAK8HD3L9HWHbdGIMy7CFXVHPg8wpbOYDNwSgln9GqBvfje+UoEokAN0IKxUYxtBjYAjwFtQLOCW6Aa2L3jlvDrnlNAJALRKAN7ImzpDLo01jqgHzDAWWAQqMfYisc9grHrdXMaaAJ2A1lgu/qfAmIK0KZkYn1fXXf0+nOw8YmgG+gAcsDPwPfAJBDqN1l872xlAq7sy3C9awMeBUaAL3GyqgGy1JOnCThDEjgJ7NNKrdZM49TRS5rfgA+B95VUBtfG1cB5fG9ybgvQjBuAaeColrAe3yuMspAUY6QAGNZgNcAQMK4g+0nztJK+AViL76U1xkqNP282VAPgexZjJ7QFSfW3YCzKPgt0ME0UWKFrEtfzNcA54DbgEHC33ifLcJJAo1YgO5+AsxRQr9l4uF7XaqbL1H8/TpQH1F+Na1sb0I/vJTG2F0jhe1PFyL43jbHJsoouSKBBnzM48aUUeIP6LNCu11Z8bxhjfwQO43o9oWCxuSDqX/DPVE5gRgFDoHBum4GH1NekxI4DCYxtBLqAE8AxfC+DsbUaM4fvZRYkMsdK59P30jhBJXBHMlRCU5TU/BPQp++rgb9w+mjVAVZDYbYYW55cRSuNYjeEPA1cEFAj0IorewtOfOO4k5DWPZ04XUzjZkCBfLpS2edXwE2qwsAuCK9O73/QNQ3crJVoUBCUXCFWSp8vCxwurECDgqJZ3KP3KWAMWIvThAcM4nuTekzrgFXAFL6XuhzQcvsHefOgNw3iQWAAAAAASUVORK5CYII=) 14 13, auto;}
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74.662162162162%,79.62972972973% {cursor:url(data:image/png;base64,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) 14 13, auto;}
79.72972972973%,84.697297297297% {cursor:url(data:image/png;base64,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) 14 13, auto;}
84.797297297297%,89.764864864865% {cursor:url(data:image/png;base64,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) 14 13, auto;}
89.864864864865%,94.832432432432% {cursor:url(data:image/png;base64,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) 14 13, auto;}
94.932432432432%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur89562 4.9333333333333s linear infinite forwards;
}
