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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 13 13, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRoge3XT0gjZwAF8PdNTJ30YJNYqkZRoyKG5p+ag4coOe1pbQ8iFOypl5YFQT2VBC8WLRWrB12KYF3KtoWFpqXiSWGpEGEpobIetCyxh1XJGrem/iFkJsm8XtqlpUtbnclayvzuyXuPJN98AUwmk8lkMplMl0LyJkn7dfcAAOmKr3sJwBckG4ws88KQdJJ8SHKTpPe6+1wJyclisVjK5XIPSfZcd59LIxk6PT09isfjzOVy+yT7SF53rX+PpKRp2jeJRIKxWIwXFxc/k3zjRfe46o8YQghNCPFZMBgs5nI5DA8POw8PD++RfE/P+16W3qAHlZWVO5FIBIVCAdFoVN7d3f2YZJSkbEjDf6B3wJOKiop7Pp8Pbrcb6XQa4+PjLyeTyZimaR+RrDKk5d/QNUAIAQBfNTU1XdTU1CAQCGBvbw+xWExOJBK3isXi7XI/8Iz4rj6WJOl+KBSCLMvo6urC9vY2RkZGKtbW1t4uFAp3Sb5mQM5z6R4ghMgD+KStrQ1WqxVOpxOhUAhbW1sYGBhAPB6/qSjKtyRrDej7F4acFlVVVferq6sPgsEgFEVBY2MjQqEQ8vk8hoaGsLi42HN2drZBMmhE3h8ZMuD8/FwF8LnX69UsFgtKpRI8Hg/q6+uhaRqmpqawsLDQnslk4iRvGJH5OyPP6zsul+uX1tZWqKoKi8WCQCAASZJwdHSEmZkZzM7Otuzv798h+ZZRoUYOSMmy/H1PTw9UVYWqqnA4HIhEInC5XMhms5ifn8fk5KQrlUotknyHpO58wwYIITQAd91ud76hoQGqqkJRFHg8HkxMTMDv9yOXy2FpaQmjo6NV2Wz2NoAWvblGP/LX7Hb7T52dnc8GHBwcwO/3Y25uDt3d3SiVSlhdXcXx8bGM/9oAIcRTi8XydV9fH6xWKwqFAhRFQTKZRDgcxvLyMgYHByFJEiwWCwA06s0sx6UrbrfbM+FwGIqiQFEUrK+vI51Ow+fzPZqeni6OjY2hrq4OAJ7oDSvHgB9lWX7Q29uLQqEAVVWRyWSwubmJUql00Nzc/EE0Gr2QZVkDkNEbZvgAIUReCPFpR0dHsb29/dmJtLGxgZOTEz+A7xwOx7uSJKUAPNabV657e9Jmsz3q7+9HsVgESezs7CCVSr0KoF8I8SWANwE81RskdFd9jt/+Wn6YzWbfX1lZgc1mg9PphNfrRW1t7RMArwshTsqRbRiSLSRP+WfnJDdINhuVU5ZPAABIVgC4AcAP4BUAaQA/ANgWQpyVK7csjLgymEwmk8n0v/Qr9cq6+Xdivg0AAAAASUVORK5CYII=) 13 13, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 13 13, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 13 13, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 13 13, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 13 13, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 13 13, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 13 13, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 13 13, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 13 13, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7UlEQVRoge2XX2jU2RXHP3ccNBMncUxMMphxCJk6I6JGJTMoaIn7sMJSlhLEpfiwqw+1D1HB1hYhoE/T4PoSK8J2t8HFhV0RF2HXN8u2ZXUWdHAh+7DtZtqJdYpkGkEzTX7/5vftQ0chlbImGTYLnc/jj9+553zvPefcc6FBgwYNGjRo0KDBgpD0C0mvBYPBlcsdS2CRdu3AFdd135G0TdJi11keJL0u6V+SqpL+LOm4pNaWlpblDu3lkNQj6RvLsjQ1NSXf921JNyX9UFLTcsf3rUgKSvqkXC7r7NmzyuVysm1bkqYljUra9L1PK0m/tCxLY2NjymQyOnfunCYnJ1WtVquSCrW0Ci93nP8TSa/6vj9z+/ZtDQ0Nqb29XQMDA7p69aqmp6dVq4+8pFeB4HLH+wKSYpLGC4WCzpw5o4MHDyoSiSiRSGhoaEi5XE6O40jSjKTf1bpV3YUsJU+ngL+sW7eOcDhMKpVi586dPHz4kMuXL3Py5EkuXLhAqVQK+77/FnANGJK0vi6R11i0AGOMA+Sam5uJxWKsWLGCvr4+kskklUqFXC7H8PAwJ06c4ObNm4HHjx8nJf0auCLpR5LqcgkutVPcCQQCs93d3VSrVcLhMOl0mmg0CoBlWVy/fp1jx46RzWa5d+9ek23brwAfAqOSepfarZYq4EEgEHjQ3d2Nbds4jkNbWxvbt2+f99Pk5CSjo6McPXqUixcvUiqVwsDPgN8DP11Kt1qSgLt37z4CvohGowSDQRzHwfM8EokE/f398/71PI/79+8zPDzM4OAgN27c4MmTJz2SfgN8JunHLKJbLUlAJpPxgHwoFCIej+M4Do7j4Ps+yWSS9etfrFfLssjn85w6dYpsNks+nw/att0PvC/piqTkdyagxhfGGGvLli14nofruriuS1NTE319faxateoFg2q1ysTEBJcuXeL06dOMjY0xPT3dChwEfr6QAq9HX54Aih0dHZuCwSCVSgVJSCISibBv3z7K5TLj4+M4jjPPsFKpcOvWLebm5ti1axft7e0A4/l83ntZ5/U4gVngXjQaZfXq1c/T6Fk9DAwMMDIywuHDh9mwYcMLxs3Nzezdu5fe3l6AfwCf9vf3+9+ZgNp98MeWlhZisdg8Aa7rUiqVSKfTZLNZzp8/TzqdnmefyWQYHBxkzZo1HvAB8GAh/us1Md4xxnibN2/G9/15IorFIuVymba2Ng4cOMC1a9cYGRmhq6uLeDzOkSNH2Lp1K8BXwDvGmJfefajfkDUBPOjp6ekNhUJUKhWA57VQLBZJJBJeIBC4E4/HNx0/frxz9+7dFAoF9u/fT1NT0z+Bt40xxYU6rssJ1NLoT2vXrqWzs/P57j+73IrFIq7rBoA/GGN+EgqFPt2zZ4916NAhOjo6KsDbwMeL8V3PR0eutbXV6+3tnVcDtm1TKBSwLCsAbAM+B94MBAK/Wrly5ZfGmN8C7xljrMU4red4+3kwGKykUqmIJFzXRRIAhUKBp0+f0tramgQixpgp4IKkj4CKMWZ2sU7rKeAh8Gjjxo2RHTt2MDMzQ1dXF7FYjFQqRTgcBugEfsB/RnFqQr4/SHrX933Nzs5qbm5Onuc9e5nZkv4u6epCR4Vvw9RzMUnbgDeASO3TLPA34Gvgr8AjwDKmfm7rKgDgv+f7hfb1Bg0aNGjQ4P+KfwOx851UUAr1CwAAAABJRU5ErkJggg==) 13 13, auto;}
}
div.testarea{
animation:rwdcur197176 0.6s linear infinite forwards;
}