@keyframes rwdcur4912 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGhElEQVRYhcWXXUxU2xXHfzPAma8zDM7MwQnMgMCMiqgJiRJiCLQvkNbcNjYVX0oNbar40YjUJtZo1Ify0Mb23qTetiatMSExam4UatWKJCagoJdSMCABL4bBIYwwzACH+eAjs/sgGL1iRCTtP1nJPmfvvdYvK+vsvQ78n5XwgfnEBdMsPIvVBtC8b0Kv1ztjsVhRTk5OriRJc729vS7gCBBbTYDEpV5u3Lhx/djY2NclJSVxRVFSACRJmu/q6voBkLWaEO8A5ObmuoHezz77TKvX6zGbzQghFtc6urq6vEDmakG8BaAoSnY8Hu8rLCzU2u12tFote/bsQVVVbt68CYBGo0nt7Oz08ioTkdUEME5PT/+moKBAa7fb0Wg0VFRUsGbNGpxOJ4mJidy4cWNx7SJE5qdCvPkVKMXFxYfS0tJcsixTUVGB1WpFq9USCoWw2WykpaXh8/kwGo0kJCQY/X7/fuA8MLdSAO3iwOVy6efm5oxWqxW3243D4SAhIYGJiQmEEITDYZxOJ7t27cLhcJCXl0d+fr4d8ALGT87A1NSUMj8//8OcnJz0cDhMJBLB4/EQjUYXi5C5uTmsVitOp/PbmTgAfAnMrhgAmFNVdYfX693idrsJhUJMTU2xdetWYrHYOxDr1q1jaGgIo9EIYHj58mXVSiDeAgD+E4lEsgYHBze43W4mJyeXhJAkCZvNRkpKCrdu3cJsNiNJkiEQCBzkVU0sG0L7xjguy/KUxWLRB4PBzmvXrqGqKt3d3dy+fRubzYZWq8VkMqHT6ZidneXixYtkZmbS2NiI3W4nNzc3BXgBJK8kA5jN5h8lJib+PB6P/05V1eTnz59nejweJicnmZiYYPv27QDMzs5y6tQpBgcHOXbsGKOjozQ1NbFhwwZkWdYHAoEDwJ+BmY/JAOPj43VCiLOyLJ/T6/WXg8Hg/atXr6KqKk+fPqWhoYGZmRlOnz5NOBzmypUrVFZWsmPHDq5fv86DBw+wWq1s2rRp2ZlY8jJSFOUg8Pvp6elfxWKxPVar9Tvl5eXIskxfXx9ut5vOzk5GRkaorKyktbUVVVXZvXs3hw8fpqioiOTkZOrr66cAFzD1PoAlr+NIJPK1yWSakCTpD/F4/JyqqvLAwMA6h8PBwMAABoOB2dlZIpEIW7ZsoampCYvFQn5+Pj6fj/3795OVlYXH49G1tbUdAv7CSu4ORVGqFEWJGgyGKo1G05ScnCzKysqEoiiioKBADA8Pi9TUVHHkyBHR2Ngo3G63uHz5sqivrxeAuHDhgjh69KgAJoGUjwYASE1NXYQ4qNFommRZFmVlZSI9PV3Y7XZx9+5dUVxcLLKzs0VdXZ1obW0VPT09oq6uTgDi0qVLoqamRgAqYP22/w91RITD4XZZlsckSfpjPB7/PBqNGvx+f9a2bdsIBAJ4vV7GxsY4ceIE4XCY9evXA9Dc3MzY2BjV1dVkZGRgs9mk1tbWQ8BfgeiyARYg/i3L8ktJkj5fgNCNjIxkFxQU8OzZM44fP057eztnzpxhbm6OwsJC8vLyKC8vB8BoNJKeno6iKNLDhw9/yauaiC4bYAGiw2w2jyQlJX0Rj8e/iEajOr/fn3327FlGRkY4f/489+/fJxwO4/F4Xu8bHh5GkiR27txJTU0Na9eu1bS1taUDN4H4cuO/lt1u/5miKDMGg+GwRqP5l8vlEv39/aKjo0P09PS8ZR0dHUKn0wlZlkVtba0IBoOiurpaZGRk/JaFXkT7gXjvKBAI/F0IcWDhsPqHz+e7W1paislkQqt95a6iooLx8XF0Oh337t3j5MmTVFVV0dLSgs/nIxQKsWKARQjgF4sQXq/3TmlpKVqtlnPnzvHixQtsNhsAHo+Hffv20dLSwqNHj1BV9RtVVXuA+ZXEfkuKovxUUZQZk8l0WKPR3M7IyBB9fX2ipKREFBUVCb/fL0KhkGhoaBC1tbVi7969wuVy/dNisbw+E5ZdhEspEol0mUymoaSkpD8BX46Pj4v6+nrPtWvXsNvtbN68mebmZp48eUJ/fz+PHz+OG43G7w0NDY0s+njvj8nHKDU19SdCiL9FIpFfRyKRMqfT+f07d+7Q3t5OS0sLwWDQ393drddqtdt7e3u/eXPvqgC8AXFxenr6aCwW+67NZnM4HA7j/Pz8hNfr/cpsNl8dHR0dXa14S0pRlB/bbLbWpKSkTcBGwLFgK25aP1oWiyXFZrPJ/7OAn6r/Aspw2k+4yLLvAAAAAElFTkSuQmCC) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur4912 1.3333333333333s linear infinite forwards;
}
