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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 13 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 13 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 13 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRYhe2WX2wUVRjFfzPbhQXqVmFLSC0l8U81CCqGsIkibVJEiRQJoUQJ0bUPJbGJD0RlDcgL6ZsmlBchFWggxggVY6QpNQ02SrQmzSpBEApECqXSsrRrt9t7Z3d2Ph+mW4yUdlfig0lPcl/mm5lz7rnfPffCFKYwhf8LBgYG/ADxeLymt7d33e7du+8HzP+cWET8sVhsk1JalFKilJIb31iiRrRo7Y7W1ta1QP6/+b8xUTEWi63z+XxfJvpgsNPgQr2HwoeFwYMe5niFueXCfeUO0ysE4ymHoqKi+YODg1FA37MAETG11umzx026DnvoO26Q7xiUBB1mpMCJmMwBHgD85Q7elhQAbW1ttZWVlYeAEcDJVsgdUEqJ1lren5+Wd3Hk0klLLh6xpP+Ma3v8ipb+xqT0hVIS9adFL0iL1WSJ1lqCweCzgD8bHs94D+Px+PJrp/OqG97M49YVg5JlQsV2B3+p4JvjmubJh+mLBN8aQbWaGGdMvEkDWeHALBLNzc1ngD8ByXn2Wms5uispr+LIvurUWLPV1tbuB94CXt+wYcN7jY2Nn2ZqI22WKDMt1jFLtNKyZMmSVdm6cAeUUrKzwpYqHGk/lBSttezZs+crIAQsB0qBR4BF9fX172itJX7EkgEcSa6wRSklwHqgOGdyEclPDGt5xZOW9TjSd9Wd4erVq+uAciDA7f0/DQgopSRxWkt0mS3x6pQopaShoeEg8DiTZMUdxaGhoZVnTxlYaYMFSx0K5rrPW1paLgNRIMbt7k4CA4Zh4HkMtA3WAQ9yyqSnp2cY8I2KzF5AKpUqWlzmUPFGGvKg9+JYycbd3/bf34/H46UA9g0YiJgor2A8J+zdu/e3iYjvKiAQCBwAuHbZ4FyHyfULBiJCOBx+YrxvbNteBRBrNxkB7HLBMKGvr28ENwuS2QgZQyQSma2Ulm+PWvKCkZaf262xXXDixImPmpqaljFqayKRWJmpRUIpOYkj3XVu0wKbgYdyIs+gs7Pz7T+6tWyvtGUVjmwrs8dEZEbmXNBay9fP23LMn5Yfy2y52WFJKBT6GFgHFE3GNW4QBQKB6y+9XLbV6xPOdZhEuw2ivxukEgYFhcL0WXDzosHVDhM7ahDZlcfMebCiI8W0eUJVVdV+4BJwjUmW4G5nQV57e3t1MBjcB/DBi17Of2fixfX+0aUOMzzQ/5PJbEN4cq2weHOaB9c4FBQUbEsmk+eBCNAzmQMTwe/3+59RSsmvP1jy2a6k7KywZaMnLa/hyCehlHy43JbIF5bc6naXJRwOHwY2AQtxt+A9wcSN0oU7duwIZ9Y9Mazll1ZrrAeU0lJXV/d5cXHxVmAj8DQ53A0mvA+MwoebfsXAvJKSksCWLVsWFxYWzq6pqfm+tLQ0r6ur6wbQD/TihtUwWR7F2QgA142ZuI5k0i1jsR4lHMqFOFcB4wnKRKzNP9JxClPIBX8BiSxwxDBCW9MAAAAASUVORK5CYII=) 13 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 13 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 13 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 13 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 13 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 13 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 13 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 13 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe2WT2hcVRTGf3eSDo8404yhtlYKFRNCDLWULCJ10QYJUrXELkQTF4EolC5CqkGMCzGF2kXJUjS4EDeloRhGa2KxDjItIdXSmIqh/7SMEkPMNKbJ5GXm3Td57x4Xb0b7R/JPxE0+eNzFve9+37nnnO9eWMc61vE/Q61kkYiglMK27Rrf9/en0+nvysrKyowx89u3bx8BvP9UpW3bx7XWkp3XMjMRfFprmU0H46FDh3YAZWvZe8kTyGQyz1iWddZzhNSJEGOfh7h1G375WVH9vGHkyxBN7/js6/BRSmFZ1lZgDtArFRBaajIcDp+dH4Fr75Vwsb0UyUD5Vli0FZkphbYVJ7pKeXv3Bi4NKhzH+b2/v78ViCy397LQWstU3JWvMRLf4Et/tS/j37iitZZfLwfj0ElXXq/15AWM7MPI2LArrusKsKsgYm0QkZjjOHKjzpMkRq4fzYvWQb4dx7lr1FrLqWN5aQr70tu5KJnbWpLJ5OloNFoFlK45+tmevNzAyOUa/y+itra23oqKig6gtb6+vn1oaChZnDtY7UsjRuLv58VxHAEagNiqybPZbJ0zrWW23JcURv44EUSfSCQuAa8Ce4Bq4DFgx5EjRzq01vJD0pX2ek86n/ZkYV5LS0tLJ/Docnz3FUoul4upKJQ8Z4juNUReNIgIXV1dA8A4cB24CaSAn4aHh+MiQs1u4cGHYGEWshloamp6kqAOwksJuC9HuVwuF12MEj4TIptReFcVpbUwOjo6CdwiaDNTWJ5PJBKTSikmrsHoGUUoAihIJBIpwCpw5FcsIBKJ7EGDqhIe2CyU1goAW7ZsMel0euHezURkk9aabY8rnmgQopuF8k0Qi8WsglBzL8eduC8F4+PjX7ERSiqgZBq84cCrmpubKwuC7/onm80eVUpxMa64mgwxciZENgNzc3M5AoteUsA/Iew4juQ/zEsWI1NVf3fBlStXTvf09OwAwpOTk5Zt208V596o9eQARj49HhQtQcHWstpW7O7uJpVK9eo5Lbk3FyW9wZfpZXzgs2N5eRkjnbs8cRxHKisr3wUOANtWG30RMa215L51ZQYjNzHyY40vE4WWTBec8EbSle4qX14L+9KCkQv9bjH6g0Ada7ygAEoHBgZaHccRO+7Kb3WefI+Rsxg5v9eTT5QvXzzryUf1nnRg5FTnoly/4BYN6C1gP/DwWsmLiAC7isc90ZOXc+W+XGxelL5yX07VeXKy0ZNzH+Rl/naQisOHD38MvEKQe+vfCggVRNTu3LmzWWstC9OBmMyklrkJLVk7II7H4+eBDuAlVnkRreRFZBF4+iPt7e0NlmVtnZmZ0Y2NjTV9fX1jg4ODE6FQKGeMmSJwyltAjhW234qeZHcI2QRsJGitYnvlgQUCh1xglc+z1QgoomhGxc9jCatdxzqWw58887yrN0mtZAAAAABJRU5ErkJggg==) 13 16, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 13 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 13 16, auto;}
}
div.testarea{
animation:rwdcur158634 3s linear infinite forwards;
}
