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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRoge2Y30rDMBSHv5Yyikzwzht378AnCijsyQYO+j4+g3i12yllzMaLJktW/9Wa0008H4SmW5vsl/xOThZQFEVRFEX5v2Qj9JFH9UaycQlya3gFJkAh0Z+0gMJdzwgiRDqQwrdfuusudQeSM5Bbw7OrlwgNlqSAAuCuWoCQfUB4BqL6RKov0SB2o+/7+XsCxmAsCzUffHZUclpfl7Rr/LtiDRa4Aq6j+kXnuZJfxseQrYTPrnsir+9ZsZzF97csHn393izDD6i4BLau7FzpveUYJIB21M6A0hqe/BexkBXLObABaidg3W0oFgKQVZwThPQSMVRAQbCQt1G81jfW8JBVzIDaGtauPuXQMg1h9GtXXty9mIBYhBfiy0Hgett07NQN7oZgndhKvQQMzY7dkfM7zW7y8kxp7bRx73zWphfTOwZSpHcv5iv87GxpLZIMyXW5gX2gxp5PyskkllOktAbrktgNbSIrv3nnx0j/oSGrmBPiJLmFxAUQViu/PCZlDAE1QUDyGZA8VokTXDwLSZGcgV10bRCwD8gfbIkeaimKoiiKcmzeAAWtc5M4mZn0AAAAAElFTkSuQmCC) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur154422 1.25s linear infinite forwards;
}
