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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABc0lEQVRYhe2UTUsCURSG35lMHZjJGRlNWyQTQX+kFm2iTSBpGxdFq7JVuDDoA0qwSCsQojCKWrTrP7RsFwStshLpAxPTnEnnthbSxuZCEPPs3/M+XM65gIWFxX8ifHpOIrEE6SRjo1U+E50jHOr45DvqB0tLILO1zTgrRbi6CCZGRwxbUBMAAGgqBEkCJ8mGI1QFKvkCBJsNvCj9jUB6dZ15e7jHgDJoOMPQKk9tzBOPuw+61g3C8Li8ucVeKvHjfGpX0C/YAaKioTNAowrxo2woR02g8PQIThdwly8jvn9C7WUtvmV3bZZklkOdfXktaHuG0c0kmVpabCrK7sSJ3+OBX+rFUSxoWqLlEobTB0T1uaDIXqwcZwlbeUc1l4OTkwFdg1ZT8aKarW8jULq6Buuow8HbwYs9EN1ueJUhgNTBNlgUX2tYSJ6Z3vaWAheHyabhofEx4g0o8PsCkMHguVQ12/17poMRMjk8TGUJLSwsLL4A009upBaVDqMAAAAASUVORK5CYII=) 16 17, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 16 17, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 16 17, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcUlEQVRYhe2UTS8DQRjH/zPd3b4NysHbiYhTfQBfxEl6IZE4OLhxUA2aNiScioOQ9ODkm7gJ0hCH0hDVNrW0utPdHTcH0WR0N23I/u7z/H+Z5wXw8PDw+A8sr8ZFu2+J0/D1zIEYCoUgGhaoHUD+7gbp3YR0XcWpAIUOxSdgEgucNxGNTuJo/1Q0DA5KdHBSg3/0Foszxz9KUacCQVaHFqiB81dcXp0jNj9LCg/XoIoB2jsClU3huTTd8r3jH/D5K1BDFJFBgr5hAwCQSG11rgUmf0PhqQaYBorFe6fl/gBLe3Ni7STW9tp9R6oFm5lDwRiFpulQg1XYdtWtfLktCFoUDBR+k4IhDMIdj84XUpXsRhOmqqJS1hGOmIBW77CAYUFh/Si9vOMilwPVyq4JSJM9OhPxlfZvfiukL2G+8IjxsQm38+UFBP8AUbXuCZikClvrQXon6WobpAU2kimiN3VQa8DN/N+xnV1wfQg9PLrOJ8yBd55IjmYyAAAAAElFTkSuQmCC) 16 17, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 16 17, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 16 17, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhe2UvS8DcRjHv3dtr3raGpQuBjGRplar1X9g0wgGkxiEgUSUgUi8pV6CeElIxCASaSw12yUSIpK+0eJcI9XrXft7zAZ6Ta8duM/8y+/7yZPn+wAmJiYmf5VgYJEOJ86o1Du+WgKdPh/cdY3YH478KlGRQP/YCM2FVmh9c+NbyM7MLpGzAJuTgyQ+INA18KOEtRKBVr8fgkDQigq2jkIkWmwgRrAzK1ixgPR7FE+3Mexdb3NVEfioz4G3cJBfX6B+KPAITni8TUBRQ0pKIh5PYP5i9sfwigXSqoQsn4cspfD0mMBVKPxrmCH0To9Qz9RQye3Wi+4JDI6PUmt7BzQnQRIyCBskoLsFXrEBbjuPOqZAUD8Nii9jAnbwsDENWkZGTHo0TED3BCanJjkt+wmXIILe8oYJlNUCK8fB7ajHyeKxYdte1iVkjMFhERBcnq59C86WzolZFRRYAUpOMyq/tMBG3yk1t7kBmwoOInLpDKKxaO0EVEsWvNwCxfUGxBnukvc42D8wbAd0fbTafUnvvhukb5+xFlmo/rk1MflXfAHKKZumTHfDpgAAAABJRU5ErkJggg==) 16 17, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 16 17, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2UP2gTYRiHn7vcNZdrveZPW6pY0Ul3NxcdBB0cBMHVaiv+oVhwULGDiDoq1A6loEiHDioiOATUUl2cRR2kxWq0SRpB09iQ7665Xj43Eaxcgl9wuWf/3t/D73t5ISIi4j+jqRw2eXCv3Lx7F8nVCvsm7jc1W5nAw+HzMt1Zw0tamLqOXChzYGY6dL6uIvzq4IiUmV6E00OwBrnvNd4ve5zZuUeGvTVUCNhWD7rpUAoE775W+FAskp173lS7ShrI2z6u00HF9cktLZF92ly4MoHxWze0qtlATyd5MjvX0l4pEQBYET9I9Kc4PXIy9N9/R8kOXBi/J+ObOli3ITOwtaW3ShqQ3Q5eVwLXkGipbo4cO9p0C0oayC+XqPbFaRQXqXsej6YfKD1wG3J49LLcf/ZSS/+9EaEN3D1+UcbsFCvpOKtScOX6mDZ67aZMbdvOt8Bntp0Cj4cGJelOgoSBGTNwnF4mJ6ak79is2RJ33f/H+BABq0unYVcpNASfP5YQpkVmxxYsK0PM1gjKxfYJvBo6JN2EAUJQqNZ5/SVH9sVLDWD43Cnp9PdRrtXaJzDv1RlAJx8YfFqY/xUOcOf2lLIt/+sdODHzTCu/XcR/U0Dmhaq8iIiIiD/4Ce2gpfk9PaKtAAAAAElFTkSuQmCC) 16 17, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 16 17, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe2UP2sUURRHz3szO391M2shuE0WUbDye4iV2FkYQQtJrEREC7USERuLILpoKyhIugjih7BSQRCJYdU1S3Q3s5lh5s31G7gTZjaFzqkv93e4790LDQ0N/yJvHl+UsrW67vAn95YkandYf7hcSqJ2gdw4xFaHifhcOnNqpkTtAlkrIrEX2Mk0T9deq1n1dpWw5cvXZLF3FOUUXL96RQG0u4sY7fIzbZXqUUngWO8kOnQp3IL+85ei7RxtC+MiZ2ualepR6QmGccBYfEZxwsZwRIpFmgufB2M+fNku1aPSBIZTQ/B7yvbWJj++f+Pti0cz37wyF87fktNnb5fe81mUnsDKyg053jtBnIW0Ew9e7bNAcMBHhQ5KFJ4X15POHj7hg/t3lGrlZGbCYOPj/gsAGEmIOh6uV1v+3rbA8TVeqOgeieYv0L+7JN3DASIBiW6Te4cwgUMqBZLszF8gNBMW7AhjB1iWz64IafyLzZHw/t2n2gT+ejj6N8/JQdvia+oy2NXkYlhdfTb/Y9PQ0PBf8Qcrx4mgZFg0vQAAAABJRU5ErkJggg==) 16 17, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
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}
div.testarea{
animation:rwdcur72849 0.8s linear infinite forwards;
}
