@keyframes rwdcur171729 {
0%,3.1%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYklEQVRYha2Wa7LsIAiEP1J3X2Zn4s50Zdwfvs1jkjnTVVOZJAYaGlAAVDEzzMB4ANV5nSq2PnsFoxMwuzc2rq2OzSz/fxjA0WgxGGNsJOAYaUXL2IRO6GsSj57VDCy/SqoQ+F6OOxwi5+8ktq+YiBBEwLqfEMD7fC1keUJiIlD1Uz12hCrmPQRRUozsMWYiQQDDe0C+iGV9oKrmvScEQbW/N8gVkf2RUgTA7TtYj3whfepjxKUEXidDlp3k6FOKOLfjnCPouF4nG09lOKD2eLsfZkS/Wuv/tQDH3ysC1ch4P07JGGOeFWbtOg6vWjvLTLgl0CQwcpHNimmXworeBc7l/1UCKF2gOtl4JcOY5pYRMFVdIh4H4Dia9W8ytHF8qfl839aeOB33izsCW4u0aO/cDgIpxp7isfUMEAMTnHOXTRZCkYN7GSoBEUGEfB319lp1Ftzu6Kaus9pbWC/XTATO2I99v++xZQGMlFJfu/hohfgQjcDY92MENRNNCkrqryD5uxVXMpyM4tKO01qZ6sA5R0qp1IBcjuIjC9DF57YeIHr0AkhJt4EZIZTakG7jTII32LwvGw195o/IAycT8T4TqUU61kIjFOZ9ZEJ+PnnY6q52dvq5IgJGirFNw9XLmpU7yLrNXq+c39daqC8f1QDHLXpqw5qNU1Tn5dOakVdYnANsdfgISIx7e51SPLf/uZHOfeuxA+B4JBMBadW+RP0t7k5Gp5OwE9HDEeyXzm9fjDDDPhXpz8+EI2qNhPDJ3DvnjxZcGDeYp96YgafOAf59SaAaPxB54/xnGE49r4/g/wH+UUz3GWP0bQAAAABJRU5ErkJggg==) 17 17, auto;}
3.2%,8.7% {cursor:url(data:image/png;base64,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) 17 17, auto;}
8.8%,14.3% {cursor:url(data:image/png;base64,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) 17 17, auto;}
14.4%,19.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
20%,25.5% {cursor:url(data:image/png;base64,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) 17 17, auto;}
25.6%,31.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaElEQVRYha1XW5KtIAzsWGdfsDPCznBlmY8QQEBE703VlB6IdKfzKAYAwAwRgQggyCai74K6Z2u9MUOY53vb1gL0oMw8EGyBRcQIfCcxKNCSyO8pJemBq+E7CWYeJG5BWzIlXd2frb8m0UotGAGnzybqfybxBNyut7VQ9owIKnhTlI8kSAAVnrI7AWdKcN6DdFU7otsHgOQ9wEAIuhHj9XBmxVgROHpwCOCcQ+SqEAiI+TRbd87BZyIVnJ8CHq1KeZW+7et2TpjsRf5G+lka+CkNdzlvCQz72VJKl64o7YmhFtYKzCrdIq+VzV3R9cXH0vu/UEC6CC0K7ojJJA3XtBnwrgrTLuifkRneewBafADlL6n49R1gFkJ2v+mGwzYIICKQPfVQFTAwwzkP5xzO88yJ0wRad9xZjLVzlraafjb3a3psCnZd0I1rBh6H0mEvrUTnmWoEDAQGzvPM8tfobR9Qnxi5/I4RZRKt7Gh/WApS8iX/3qcyGVX+q4VQidogCkEJ7QymaWEws4TAN4UpjRrK2sS9K8R67oh5TJwUXKvikg4AV3DUFETSl93IbwmE8i0BIAWTWkPOeYBoTIflWz4QsEHBjMmtj1BUy0QiAylpTVTCaqs0ZI4XhDKIiJqhtLTqEKMSC+E5/x2JUgc/AgiUow87R9i3ku8Bl/Ne21ADl6JbnktPDoPNuuDXbBIACeyrylu3uj0Sd7ejo3MiAihGde1b8APuEnwg0BNJyd8DbV68n+6FUwI9kRiB+KHOdi6lv9VmSwQAEDXusNEtO+DbBAYiWBPZBX9NYIvIC/D/Zs2F4/U/pn/4Vg3cgKgT3QAAAABJRU5ErkJggg==) 17 17, auto;}
31.2%,36.7% {cursor:url(data:image/png;base64,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) 17 17, auto;}
36.8%,42.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhbVXaxKmIAxLvRjcjHCzcrLujwKC4udjdzvjiIptSFOsAAASZgYzzGc8NBJGPp9/smPwt4HNrAH4DuJpwGNgVTU3/D8Qq/Qcj5ZGEsZ/DeIYXFU97gHQFxDb3QRVdTkKkMl6L/oNh+YTBUgJyLm+SOAJCBkvSFhKQBaAgBjQg3dXAhTVAQiQkk/KmR559jnFONlYPo1SVTWSp9J06tGF1647/cP4dWnugZqoz4Fb/nfl25z3ftAMz7Sw9drvVAsggkx06kOMaM9DjAghrrgEACTWsU23rwG0IKXo9CClKrrxucFFJ/uiUg/gg1yvXYy8BSCqauMKl2dgl6vtD0opnY2u/oXV4lmKcRvpLKpT8H4tNbB50IYqhHDh9rltY8AGptEdYkSm0+qBBSGEOnZrlAOetvcAjqttokMFBg55tgo0nBwlXqehpmBZDdtK6R2Mvw7A2SmlVDc77w1cJpHSKMpnJmYwEffYxr0XGHe9GJHsvIicZd6CQaykfyXErQUHgDbOmad0JGDK/bWdgw8ATis4fYz8e0AUVZSiKKpdnKqxg2jnt5SfAAyNxORw3PG8Kqzfv6qC7uNFNWwiENLzTmLvBOs5hNgFmJLvBarxBGSyi71hlYatN6Dym05nwz3HqB3IylasXNkmgIhAMnn93ZLxLD01KVntBb5bJ2vZfDyy1ozcz1yV4l4FVsvv9YLc3101XO0DS7mQtPQrJQv7+jX8aWObdXeMHVFrcp78JzxCRcISf7uaGSAAPlr5K1pIGAishH9MwVPab/8LDk6FgOT82/WbnP9VP9O28PFr+Flw/wDIpx/TP8SmRkVIvbJAAAAAAElFTkSuQmCC) 17 17, auto;}
42.4%,47.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
48%,53.5% {cursor:url(data:image/png;base64,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) 17 17, auto;}
53.6%,59.1% {cursor:url(data:image/png;base64,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) 17 17, auto;}
59.2%,64.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYha1W2ZHsMAhsXJuXyEwoMzky3gdClyUfU4/aKe9gW90010AEis5UoQqo6ui/MxHofM5rm4EcXPF8oAOrqopA5cU7VwJdtA6cc75VoAduht9I9NH20e9UMODrx/2f0+FgIqKDAmiqXME96D0JvFViFfVO/goAf26Uv1fgLYkDCoCAM2eA7C/RGjxGIBHAOePMGSkRQARAESOQ0quYJwL2PgIzoICIaFTFNo9ilxACmDOSAABV8CgfGfR5B4xAXwPma9Jbh2jtlFZDrZa+pKEqwMxUCFBgLpFdLYQAENkViiTdg3bCJwFIFeq5n296GvrcGwlugREB2vI/10Lht6gqs2MHXl6vOY2DX0vxYRJYkNJYB4XANg1/u8ijAIiCVPhzzkV2lKhdgXZ8FDE1dmgLO2aHagF3WQWIBeA8T3g8/n9fK0lc/s55+fZg80DyjmhVr7UL/N48iHrfUzdcFCCAiEBe3T4fAnOhZ0/VdLRmrclsSjzbsRo4NvWkTsjzzPWeSa8AeUua3/P/1Y4Y9zeTeOSG2fofgFJ9xq8tarmcteuGY+4Bn/k23xVQRc7cqr0+b2etR+/SubRj5tQOpIrmRIyELaBVF/xiB6jtAxEsFrEROc+z9L5aagK3tnxpqzQM6/huk9n4NUWYMwBt9bGwt1uxrePANcd91V+NChkAWupkYUlsLzwTQAH04lLcRtYTudkxRmKeBVJfbAQIIGYmAiglGWb7EnPjfJJcpB9VD0eKiA6DZUVq8t1NvruVfBnFhUBRZAOOje8j+JZA9/KYGjwV6Dfwx5uLA+uqnm1OwRvwzwR6IsDYZl9+hvX29yOBrmlHIl/A/5t1Pzg+L+R/8NNABkyZpssAAAAASUVORK5CYII=) 17 17, auto;}
64.8%,67.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
68%,71.1% {cursor:url(data:image/png;base64,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) 17 17, auto;}
71.2%,74.3% {cursor:url(data:image/png;base64,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) 17 17, auto;}
74.4%,77.5% {cursor:url(data:image/png;base64,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) 17 17, auto;}
77.6%,80.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABcUlEQVRYhbWXUY7DIAwFx6u9V3IznJuRk7EfhKbZFLAhfVJVtVI7YwccAg9ElaRKGvnt7ywYIITEtglAAmTmP81gVdI1ry4MdcIFT+n+Kt9/VeKEn1XPSvyMiIgIInIwMmfbIIT8fshikTALqJJCABGIMRJjRESOxZcucE+GOgCwLAsxxuOTDMHNAv+rX5blJdH5HXQuw3AHKkhAC9iUrkCt+lpCCHa6RcATVUVELh3oXYbmKPZUr4qr9SWPdEBkDA6NG4e1+txyJS/Aeg7BG2+qAwUeQhveykcBS/XWyocE3kSIcWXfd/Z9v8E9W662G267oFRf5jtQDhtAZF1XN7yVxjYs0EQI5Y6X9/i65q70hpJb4Ky+L5ITXbBjVlyObY4zYUtkPC+Bz9XbRGbOoRNzQNzgT8PovQPljIVvgdskapPw/yI8++sW8cNvAt8QacGrAk+J9OBdgRkRC9ws4BWxwt0CFhEP/LG8PYq5nwn/ALlk+XNSdfsDAAAAAElFTkSuQmCC) 17 17, auto;}
80.8%,83.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
84%,87.1% {cursor:url(data:image/png;base64,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) 17 17, auto;}
87.2%,90.3% {cursor:url(data:image/png;base64,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) 17 17, auto;}
90.4%,93.5% {cursor:url(data:image/png;base64,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) 17 17, auto;}
93.6%,96.7% {cursor:url(data:image/png;base64,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) 17 17, auto;}
96.8%,99.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
}
div.testarea{
animation:rwdcur171729 2.0833333333333s linear infinite forwards;
}