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24.074074074074%,25.825925925926% {cursor:url(data:image/png;base64,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) 1 14, auto;}
25.925925925926%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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33.333333333333%,35.085185185185% {cursor:url(data:image/png;base64,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) 1 14, auto;}
35.185185185185%,36.937037037037% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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38.888888888889%,40.640740740741% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhb2XbUyVZRjHf885z3kFDsTbGGUdXqQiQsecGWVRFCSrdLo123I6x1hbczQjN0fMRbRedmJgqz6IuWwtC5db0LQSZSgvy2FGxoE443COgMEJM+LtvHH34YEBIsqRA/9vz/Y81/93X9d9XfdzSwQgi80ed83jXXdp+L+d8Xrd76v0+toDDyRfDCTGjZJuY6gf9flTBz2eTABZkjyVp899TGm5liQzWz9972hmZMSBUZ8/1CdEqCxJIyGy2laUnDCxFKjZAOb0M+cvkJEjWPOMMNb85CD7JQFRAvXdguoa174/OrdQXeMi/w3B8dqBEmtXViAe8gLG+lGfP9U+Nv5E2w91GVxsBdSMnW26hx3bRvhrMJTUFHYlmasG3Z6NFJVG4+iGM42xV7+r2gDULwlg1OdPLe2w1fgrDsUzOQl3xUC4CdPTjznzzatK/Mc+M6ol6Xq4LLf3u915REeC4wrERKFTqUaWnAH35GS8/5Mj8dSfBdTw+cGRHWseqjIbDd+Ea+RLs2v8dodNm32w7FRdW3tWdnrq6VittikQgJuqxNqVQ1GpH80qQdKjIq+l9YTFZo9Y6H2LzR5nsdnNFps9LlCvm3aBxWY3XxmfyPnS2bf/8ejIljWmsMp3HlzdEmjwOwaYgtADeoCi5ITriwlmsdnj/vX60gc9nrVRGk17pFZzuSg5oSc4qItQibUrh3cr/ZjXCwpLxN7LHa/c7htVMAGueb0pHP5aRU8XHDlGx8jothUFCJflHjbnThIeA7lPsTrEePJ2PhLlzgGav9pJ9f4mYAzw3SmAxWY390+419tGxzYnGA11MTrt+bdSkv5EafcF4pY7XBQ3/MraF3YB0SwwG5ZP5Y4hNAZB4QkrDz9XsPIQ5Q4XSAKNQbDneCfpm2YgNIaVAHAOgSTmQuS9CsQyNQeWG8AFiDkQr33bRVpuwRRE6HIDDCkAN0DsOd5FWk4+EA8Ylw+gotc1D0BSCXQhgsITnaTlTkMEUg4Vi54xcwCYAZDUAl2o4PXvrVMQcSyuO7SLN58HMMtcUgvUGoHeJNhbayUtdzcQeYvgAaz6pgDT6Z9lrtYKZJ3AGCEoOmklPW83sOB/wZ2potc1p/aSWqCSZ8w1eoHWKAiNErz5oxXIIIibcqamkgRIoDOCd0J5LviiB2lWVj1jWpTW7Ec5N4IEMNu8rM3Hh8/K/NMLQsApSwPdvzQDI8AEMMwSDqz5quh1IakF+jCBxe4lJvEw++sH0BiUtBc3DAAvAmnAvShjWhsseyW/0yv/IPsoru4LjA/3Y4oGrxsGu4dJ37QRJQP9wN+AJ1gA8H5HM+VONzGJh4B8IJNHtm+n7Lc+9GECU6yg+FwfsAEwBc94RrFAFrAFWIfS6xGUNDZiihUYwgX7fr4KbEWZiEGXFqWucSjtpQJk7n8yg7K2Pl7+qJWo+yqB56dgg6pb3Y6NKJsuEZgEegAnQWq/af0PbrW1Rz+aEXIAAAAASUVORK5CYII=) 1 14, auto;}
40.740740740741%,42.492592592593% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdklEQVRYhe2Xe2xTdRTHP7e97e7arV3GaBB5uKXOZSkTQeNE5eGYMDOJGRqHmECWKiKJYhiK4GKQGRHrHCH8QQgxiJiokfAKyEOdk/EYAccj21Iv6zLHeHQZbFmhW9v9/ONSKLrWbvRPvskvucn93XM+5/zOOb9ciTjkUj1p4WdfMDSmKxCY8pfvRlFOivmn0UrSkXJ7Zms8doalSveFbGfD+TX8uMc758Tp7QtPn/uMuU6B5WHBOx+JlY3u4nuxL8V66VI9Soe/7+WqinXb2H0A8nLJ+HRFS2fpW1n0dEJmNkt2ff1epil5Z3cgmO0LhdLMev1Vq0FuKLdnXo8HQI7muDsQzD9xrXuB2uvL4fQ5CN2E1r+xJRmvd5bNgz2HwPla0CrLaoe/75mq7Tu2cvB3HW++7q+Yml8E1AwbwBcM2dc0ur9nyUoboRDML4FmFYpn9hfaMjYWvzG/y1dWOibdYHBbDbJ77yXvJjZs0dF7Ddb7la6nJjvuCQAwcuxUBpcvAQIsqQPvflGx2CLLZ60GubXcnnk5Mlv2VNNvNZMffZ7jp2BqPlZZbo3HeVQAvU7qzS2acb7xSH0eSUamF047PDZZOThYtZfbM/2rm9W9zvWfmOu7rs+eMXLE5nSj4Xy8AIMWoUv1KL5gKLcrEJiol6R+qyw3fJxjj2nUpXqUSKh4Ae7rviSq269w9NsF/LDiKHADCA7H0Opm1dEdDOaGhEhJNxgazLK+MaIYdcDA4F9WtXmpqPuTiS8uBNKJPhuiyqV6HiqoO7mf6XMF+cUi+3DtmUr3heyILVFt6kDA2oKJPLfoAybMLgEsQ4XwDwwYf6k9PpOaI3C8Hve+Xx2hAZFyt5+oABIE/LDhlRwKFi8nr6gESANkDMlxASg6Xf+DjzlUxo2FUQ/A0090Av0RW6KkPzLSgB82lmbz9nfLEALO/byTwM1eIJ6hcrls/JjF6o4trwaFUHJSzFvNsl69E2Ssuqpu9wICJG0ZkgVLdzXhmOUEMoCU6B/fLZfqUSInYnyqarsFELEMimDp7iYmzHYCowDT0IwORbczELkkgdEkWLavCcesMmA0MJTIdMQovP8BuHUUkl6QZBaU7w9DjCK+7jDG7/w/AGHnOg1AJwsUSyREegzjQ4h6UIBBnOsNAjlJYErTIPJeKENr0QSqut0b07lB0TojZYRg+YEmYBIJLMo7ZypJgARJJm0mSDpYtK31rt39N4yADehAuzcSBBDpvPJskHWFMtfaYSAEB76qpaX+GBAeSj0M88IaXNXtXiS9QEkVuDwBRmZt4cOaK7fTvqr2CjAHcADj0IaTMVHutaoNR/55wTd4W05ys6cDSwYE+uBqSw95Rc+iZaAD+Pecv0etbT5GVVsfI7M2A05gCk+WllJ55iJKqsBiE6z64yKQj3ZTJlw2YDrwEvA4Wq+nUVFXh8UmSLYK3j90CShBm4gJlxHtXMMzXwfIPDJtEpVnLzLvy1OMGL8eKL4Fm1DF+jk1oRVdFtp93gq0kaD2C+sfoL7Ds7/CJHIAAAAASUVORK5CYII=) 1 14, auto;}
42.592592592593%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 14, auto;}
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}
div.testarea{
animation:rwdcur155423 3.6s linear infinite forwards;
}
