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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpklEQVRoge2ZPW/bRhzGfzL8EZJFE2/pB/BoT7rdgAGPFgxUXIqOGQwPbBZpyNQlQJMCoQvbij5Eh+NSei3qMQs5cQlgIEuAKBKvg3TUkaJI6qVBBeQBCN0bT8/D/xtP4tmzZ38DvwMH7Cn0/LplT0Xoo6OjvRahh8Ohvru721sRejQaaa21vr293UsRejQa6TRN9ZcvX/S7d+/2ToQejUZ6PB7rz58/60+fPuk3b97sjYgDgDRNmU6nTKdT0jTl/Pyc169fA1wCf/A/FnEIZORtEWdnZ3z9+pUXL15cztf+CKRNNw7p6OLYCUFrN7QXOATQWjOdTplMJtk1nU45PT1lPB5zfX29logy8sXxXYnJLDCZTHh6eqLf76f39/dlLnMJ/AP8WrWhTVJ0ZG4uCtTSum2FHMIsBp6enri6ukrDMJwAI5afdAqo4garUCTPexdxMWsWhWwjogXoly9f8vj4mIZhOPn48eMp8Ocmm5mnukTegk3exqYiWszSJc+fPx/vmnwUKERHLpEWHQku4C/WwWYiWoDeljzkBRhCq8h7gZ/1Bx0X2FxEC/gZeAT+2pb8OhDJewCUilDdCwYdlyhQaws4AH5jC/JVKMaC6Eh8otyYlAJ6Ll7gIzpy7YexdYXt4ZSmzTL3saFUZLV9BslDzrWaYmevCEXfL5vP9bseXMwIDwbvUSpC9gRiuDqDleFwQ74ZXETW9oly/bIx2RMIaZFUPllvPp4M+xrAUzPrxHG8Mi62soBxn6q8X4Vjr9pl6sjDDl2oyt99ooV73YBSs/bDwEUpNetLF6SLpwDpopC15GEHLrQplHEcKWeZiEVgKxUhpWA4DHW3e/LfWyAK1FJ6NDCFylhBdCTIQUbafJr2YODmxnq9fmVarRVgp8k63BC3bCGGtBFhILoewNx9yoWb+To0skAPR68jxI4Hnwgv8HEROStE7QuLaJRdNqSUSFmdIBqV7ZCOLrrIDXGrh6MNMRsuIqsLVa7lCWoJ1sVAoyA+IWiZEm8IVVnEJ2JgES1mqBOCFoGvCWYHjDIRTdwHGlrARlFImQXMeNmJzCfihnx6NIFaFFL39GEDAQb2S1eZC5kKbESsIr8tdrJZmVWAJfIuYue/TKy9meMsfL+sUprALiNvsEsRjSuxIT6QAvlDAMDxW0c/PMTZGq/t5O7xAj/LVkXr7AqNnoTjONomnuFy0TTkDcGiv5usZeZ3ZYXaQlZG3vvQx/vQL13vE5UGq+mvqgubotKFVpEHk/J+mQ3ewSCJAWi3660qkoDkDt2+zq/tg7ZfOtoNPKTWAtFNgH+9TF5KgVLhbGLuSnXkb4hbRiiXkCRkCSEMk0VhTJLZB9S+vqz8QsdxtBvHuTEXUMNwTj5qVGhs2IQNlAoRQhBFEVH3JPseg2PHqTwXNM5CZlPZPUENw7XJAxwfO+SyltfH/rXS5CdzTvMdp3bP9Q40SQLt9kbkDYwI5XWQc/ImxuwDZhPy8I1PZHEctxzH0crrACylZfcVHL91lu6p2rNyshgHLs0yQ92eDz/FS+PrEjfY+T8mdTAV3YiwiTclbeObC4D8+5TBJuS/4zu+A/4F+sOMDbfhUVAAAAAASUVORK5CYII=) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2ElEQVRoge2YP2/bRhiHHxn+CMmiibf0A2S0Jt1uIEDGGAFKLgW6ZQg80FnEuUuAJgVCFk4ofYgOx6XUWtRjl+PExYCBLAGiSLwO8lEk9Y+ynLQC/AMIiMfj+fndve97R/Po0aO/gN+AIw5U5va65EBNmCdPnhy0CRPHsfnw4cPBmjCj0cgYY8zl5eVBmjCj0cgURWG+fPli3r9/f3AmzGg0MpPJxHz+/Nl8+vTJvH379mBMHAEURcFsNmM2m1EUBc+ePePNmzcAL4Df+R+bOAZK+KqJp0+f8vXrV16+fPnitu+PQNF2YBfHeIil9h5J517Ib3UMYIxhNpsxnU7LazabcXp6ymQy4fz8fCcT6+ABUvrG/r4PM+UKTKdTbm5uGAwGxcePH1eFzAvgb+CXTQOughd9WbvXiQLmZvY1cQzzHLi5ueHVq1dFmqZTYMTyTBeA2hXeAou+hKEHz8PSkE7U3iY6gHn9+jVXV1dFmqbT6+vrU+CPuwy2zoDoS/CAkBK8agLuHk4d5uWSx48fT74FfFUhGoCg7wELeKu7mDiC/eGtmrHevAeQ8RCdKPwkXHpeTfC2OgZ+vr6+vgL+3PVlqzazL/oS6UmkFKg4QAL+2XMAtr27SUfAr+wBXwXcdF+VlAIpBUE+BtcjRG/sv0nfbYfViUKGCqV0rV2pEBkP8ZMQHQc7j7v3RuLimFVJ2awyVZUlFUCFZbtS875nUftkPt4debNCdBnTOlGEaILYW+5YAbeSUuIrcF1pouiilYnvEkJ2ZgFO/GXwaj+JQq0wt073vgJwuwp2s0pCVKSxm/g48EpDUsqaOdgtfOA7rECzRFaBq79FBMgA1x2YOE5b7wd3NuDiGBfHAPjJYsllPETGQ6B+ZID5jEstUZFGRKAiXV5VQ0II2prY2UAVfNG4SFKlFEqp8tigE0XQ90pIVuRzU1rr1ibutAIeonZJuZhlz/MIAo8gHy+Z8M8ayel6NfNepJBSIoQoTdyLARfHpPRNSt94CHokneoF9TCyaprwEKWJEI0XLXLA9rPwSim01ktj7mzAnnOawGvVm59v7I5rTVjAZlJ7kaqtgoWPoovO2Vlva0VqtQJtjrkyHpaguvscpRR+peZ7iNIEQETWqd7jeoTuvKxWQ3JvAxFZDd5xHJPnmDzHNBPaS8cAiHyIlJIg8PD9sJz1oD8/uNkxI7JO6C5g2+6+VbV+wXHmoONxBoDfdebQiNohTAhBNfe0hrB3UvYVfUk32R10nVrtxI7jmPFP2VK7DQsJtd2VSpyH4SKM7A6d9wfmvkxsHaQK7/8zIAguas+73fkYcZyaVUcEGxa1UNuwEgMw1a2iu4Vx48MmvIWTsleD30XWiIdA5EltnBp8nkO3u9XE2iR2HMd4WUZ4DuF5/ZnWOUqlu7IDi6Jg4W9ZTZrmBsp/XEC3SwicOE6Zf6u01pk10JRMc7TWtKnR65Tn1IC0zsv6L6JFiIaOU/7Osmzl31uZxKvg7dKGvS4Xe37Jdbt0rAnfH2DnPfjhglVfAuvgYQ1I00Dz/LUtsbZpXVWzCs/bzT7s8kFzm1T7wm/TyTsHnMX9JnhYk8RZlnWqMwDcK3yWZZ2Td85Se7NtGzx849ncpGoYrTLTBh7+QwPAyvLYFvxBD3rQg/4f+hefOrDDNeehZwAAAABJRU5ErkJggg==) 0 0, auto;}
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}
div.testarea{
animation:rwdcur129049 1.0666666666667s linear infinite forwards;
}
