@keyframes rwdcur66983 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7ElEQVRoge2Yf2xVZxnHv/ec+/teuNDQUu7KuKlcgwTUzEhrsyxxQTYrKiFI5loNVljq6H5oiKJx0jpjQ8Zi0IBug5YxqkVhGbbJNqHyR3eJ0AKhDVbCry7dRoXb9ba9t+fec8/7fP2jvbXtYJLSrn94P8lJ3nPeJ8/7fc553/d53gNkyfL/je1eHVik1yZqqa7bOyj0Kpt8VhOYsNGpqJmasuYqpZJOj+cf0yF4MvZ7dWATtcLsi/4JwKcE/Lx1/d1W27E3NFtfH9S8+bA98siwvbCw0RKx7JrWPg2apxcl6tNmMvm2pdS8xNWrtQNVW6kAfuBy8ZzLS0vXOVz+OFP/7r1kiaxW5PLZ1jwBwzDsDQ0NVT/d/uPIzm0/4mMOF7s9Hp50evhVl4cxp4sKGlPFq2gcPUJLWU1KpGS2dSORSPg7OjrWGYbhPVB/oD68eDF/6PJxmd3JFp+fQy43q1weRpxuCkABqOw6jVdeoTkQu2wptXpWAzh+/PjGEydOPAQAaWWueu/ll2g4XIzOz6Hp91PpGs+7PGx0uqmgUWWC0HUOP7WVqZs3u4TWBkusTRblwanqmPIu1NjYWHX27Nlv5ebmHp03d4576ZnTO6WhEZquwa7Z4EmZsDnsiIgNyynwgghTwwLTgOg6Uvv2QfvKmqiIuqJ5PTmOOYHd0G3vaZr+V03T7lrHlHcht9v9r+bm5pLLl7oeEgAiGnQIoGmg2AAQzzmc6LHZ8LPkMNKahi87nGi2O6CJAHYtCp/nbw63F3aXc1BEvmgNx+9z+Ob8HUB8qrruGqUk/8NotOXML6sZmTuXrS4nT7lcPG938arDwR6Hk11uL6+6fYzlzGef08U/e+fQ0nQqgIm334qkTXNjKhEfEpGXZlzwBPFi5qfN1O8HrlxRg+fP0ThQl07ff/9/F6umUWngGbeXH/r9bPF6qTSNlq6P9ANMvFr37tn29qORU5FbSqzKT1C8yksm4vXDN97vH+rs+I2ZiDcMt7ep+NZKKl1jH8DfAnwD4HaAjQBDAH8OsMvpYb/LRdNu50DF9/jwFx5gbm4u29+JzPwXoNApwu8asdhrZjzer4TPjjxXDyS7/jnU+7VH+bLPRwBj19rSUn4mHCYA5uTkcMVo/0mPj401OzjH56dd13nk9dcvJJNJ/4yJF9IvSralk2ZbOmVuF+G6TJ8S5r/15psNn1uxIv1gcTGbm5u5ZMkS7tmzhyQpIuzt7WVTU9NYYIcB/vGZp7nrhV2Jp6ueSj1Z+YP+rq6umUluFPpFyZ50Ov2CEtl4G5MNPp+PNTU1anBwkCRZUVFBAOzu7mY0GqWIkCTXrl07FkR72xl164MbZ2N9fbVGrL9LCZ+cCfFeUfKqlbaevYNJqKCgwKipqVHpdJok2dbWNmEaAeB3ystZWlpKAGxpaWF1dTWDwSABsLCwkPv37b9lpszHplW8ElmgTOtFZanHP8asEwAvXrxIkjx06BAB8Jvf+Lrxh02bCIB7tjzRX/nElhu+0fkvIhwcHGRJSYlatWpVW21t7WvLli0bGBqIvTitAaRSqTwlslwsteEOJnkAxt5k5iorK/udZZkFRl9fTUd7uzF05C8XLJH8X1VWXgTAtrY2kmRTUxMDgYACkLdjx46jg7HYujuMM3WEtKeT5sN36C4HwOvXr3Pv3r0MhUIMBoM3Mp1p4QKl1PPD585fAIDhq5fWbN/8faO8vFxlFjYAVlRUbDt48GBVKpVyjneeig+utcz0L6Y9qHHsDIfDSkQYjUYzX2DTeANLWavjkVOdI23J21X761oAPH36NK9du0YAXLly5W7LsoKTnYswX4RL/5eIezmR+cPhsNhsNi0eHytduscbaDYtqS2+TwDArms3MbJmUFRUNGbT2dlZbFlWbLJzsdLFml3/EoCffJyIuy/7Pkr88uXLGkn4/WM5KDRJhjap3nUCwLFjx9Da2pp59o7b7R6e7Jw2bUEyFpvR01s5APb09LC1tZUAGAgEbow3sITFqXj8YuY+GAxGysrKJqyBUT8QqlLLNBtExA4AIuK3xCqcyQDyMG73WbhwYab9fMZAREpMw2gbva3HHXahEVuuSSUSLUrU/pkUPYFAINCZk5PDkydPTsgDixYtigCora+r3xxpjby/uaKiBwB9k/IAgMMZXxS6RSSPouZ9YgHgbjPxwoVqy2h79+7drK6uVsFg0MBH1szssH5yLVRXV8dQKMRugNHRMwIBPjcxsPWzK3si6wsKCoyioiKVqTq/PSpaAPYCbJooftvsyr09oUAgcBjjhD4KpMOAAsAcQAVG5nxoOge953+jtyEPwDMA3AC8AGIYSWAnANycgfGyZMmSJUuWLFmyZMkyNf4D2f1PkzzetfEAAAAASUVORK5CYII=) 24 20, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 24 20, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 24 20, auto;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 24 20, auto;}
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}
div.testarea{
animation:rwdcur66983 1.05s linear infinite forwards;
}
