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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhElEQVRoge2YO2wcVRSGv7nz2PF4d7xZlsWKVtYqQiaKogSlIJJByIp4KCkoEEUqREVNSR2loIGaEgoaiAgSKEHCiawgHqKigJDaEhWWZWxrtLueOUuxw83djY3lmcGzxfzSaHfvnHPP/+89574sisUoo5+VNaDK6ngAspLPBafwHnc/pTUfsoiPh2KPmG32GSIE2IS41HHok/BQXc0dLvPQHQA9AufkLi08PBQxI4YIwggHCx8bD0WfhHV1JTePIlNIk3ioruJgpYQVATZ1HAIcPBQeCqeg0EUKAEPEurqCADEjJH2GCH0SIhKkoJIpWgAYItbUKpsM2GLIFkP9/d90KgLFF7FRC+flWzYZTtRAiIuHol5Q6KJHQJN/TdZxsOiTjEdgNCAiwcGiTY0OtUIC/i/rwNvyM89SZ4kAhYX8tQ32dfZ2d3XQELeQoEUJ0OTfkO85Q50uAXUcYgSeeXf8cuEdNoiISIhnqIg1k7Nyhx7zdKjhp2vAtnpzwjhSb6Ui4gJC5xegybfkNss0WMTHwWKHmM/Vimmrp51f1Ktss58z9FSnGaDJ9+QbTuPzPE2WaQDwnnrusDgH5U5mHlnnMk3iBfmOAJtFfJp49El4X537L3IWkyJyLQhZBOjgq3KfEJcmLu10WjyC/FHtx8ZxO5og38QjxKFNDQ/FB+pinr4z4ThFrMmvyBotPL27DLBLIQ+PU+ionNTvO/IVACo1GyLcVBdM2xMjP+bx5Kxw+O8/PqKP0Ed00yfqsml7ouTBTKEfbpjto6lP+PNjCAMi4vRJuKVeNH1OnDyYAsLgMBEw+Aw6IbQbxCNhg4g76mXTthTyYApwFHSfgp9uThj4coueu0DPDmm5ATDeDhgojTyYAmKBoAbdFvz+IQChfMlZGvQI6BGMt8D2ddO/VPJgLmTd1liAssD38OQLuszRSed4AR6pa6Zv6eTBGIHuQpu2Ow/hHChLH74F2COemZyfhh6BM9TZZAA2bJ0ar64Ki4iYH9Urps/MkAdjY/WS3GOPWN/bhDj6399hn1/V69N+MwGdQsKIEJfzhKzyNJc4xWn89D7HZkXWTL9SrhEPgiEAuszRY54LLLBMgyUCmrj42PjYXJMHpu9MiHhcxMwRp1cfj9jlN/5mg0jfbW4yYId9luTrMvk+genDRRb/UpHnTFw6+QoVKlSoUKFChQoVKuTCP3he9aFDRBnjAAAAAElFTkSuQmCC) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRoge2YQUsbQRTHf67bJWzjmoZFgywSRIJQkZyEevLkwYMfwc/g0Q/gwY/hWXr25MGLHjwJpepZrAgNIbVhSdPtbA/PzG6C1boZSQ77hyGZmd2Z/3vvP7NvZgKziDO+N5F1Qivri08gK/mhYJsf8ifl8nsqFXAcaLeh1YJuF1wXPA+KReh04PJyeP+9gQFTVCqKclkM8DzwfVAKbBsKBWkXA4afzaSEtI4vLy1sOyHsuuJ11xXyjiN9JmDSAEgZcXJioRREkXhfKZFRpwNhKHUTeAMJMcHjgj4+tlhZSZhGkXje981F4C0M0LvR8rKi0RDP99aA54mEikUzk5mWkCa/saGwbZFMswnNZkwYJhGYmTEzockIaPLb24piURbw7S0o9R2Ypd3+AUxhWRIJEzAVAU1+a0uxsABBIDKJIoDZx95pbm5kEUv78DBhgCa/tKSoVkUehYKQbLX6pwhDSxthAsMaoMmXy4paDSoV0fnDAxwe9g2vt9jzc4tWa8iZBwfNAE2+WlXMzUG9DrWatO3sPE2ep3OmzDyyLmJNYnVV4bri+VJJdp3d3X+S79XjZ/pfhSwG6MnX1xWeJ8R9X9peIP9S+6vx2oH6yJdKSbLmOLC//1/kjeI1i1iTX1uTbDOdrI2CPCQSekmTun9mRnIb65Fvtwt7e6MhDxKBwV3hmfoVnY4s1B4ODkZHHvokdJpujwd+gW+ARxiiy+fPoyXfQyzlSwyncVJPl18x/H78/RO7rhp8ZmRI7clXgAvcAZ/0A4WColKR/w8PklXC5OAYI0PqOxAhBgTAV+AjnieJWakkT9zfQ7M5PuShz4AAMcACCjiOIggkMXMcOZBcX4+H5tPQjIJgGt9/B3iApQ/fSsnVyNHR+JGHVAQWFqDRAJik2fyA78teH4Zwdjae5CFlgFLi8cXF5D6n5/16XXFxoY2IGSMj9C60tiZn2FoN5uak8+5OSi93H8dI9EUgCKBahaUl+dratkio9+Xd3FTptTAWkdAGBEFyb3N9LdJpNJK7zSgSWc3PK25uTF9mZMfg4SLL+yPFMK4cOfkcOXLkyJEjR44cOXIMhb+hcwvzty+l1wAAAABJRU5ErkJggg==) 16 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbElEQVRoge2YT2gUVxzHP/NnZyeTzSTZrmkIS1ikWBFR8dBCKhJEK/HgQTx4kp567rFn8eClnj3aQy8qKihpoVFCS1vx5KHanAOeGkI0YUg2s296+GVfZpdNY2afzB7mC0MyMzvz+3zf+703v/cszCrJ+JyVNaCd9cEeygrfl1zTL/yRdcLqMP4k2B7EG7C9BqoJTgClENwKtDZh7k3/7Ze563pI98DPxxReVQwkscAnCiwXHF+utzbh3KI2MBAppCHm3thYrgDbvrS8WwE3EHjbA9tQ35s0ACkT5xZtUNIDiZJDNaXlW5Gcm5BpA5AyMbtgs7UCzVU52v+308mEjA9iUmPhl+OK5krnGCiFkkJuxUww0z2g4Re/VliupExzFbZWE1qRmCjXoDxhJuBH+Q68uK6ofAbBNFg2rKl/uYbD+sa6jloKzQQ1ZUDD/35ZUTkMQV3SRMXwLZ8C8A2jRMs7gzg2E9iEAQ0/f1Qx3JD0sH2BvLLWGeJqZBMtQxwZiEz/BjT8o6pi5Aj4k5Ln8XuYudfxej07XXhps73WZ+Tul2aQhn/aUPhTMHYKRo7Itc+/6w1P75opM0fWaVRD/PqFwgmk5b0xmXWOfb8nfPs8+Z/7B1IWAzr481lFKYTSmEyNsC/8ftcPrIO+qAPeGwM3FHjbg5O3PgjeqA4yiDX8woxUm+3q0gnygYfdFNovJ/X9xxNShVk7vKoJJ27mAw/SA92zwp7nt/kHtQlqc/fml3fzg4dUCt3gj/T1pOsvd3hLQEgcyUeoFcFXD/KFh5SBgHAvE/zEFiETjFBDxQnRMpydzx8eUgZsXD6hzk3+6vjBA18x2igRNhyCagmQciCl3OAhZUARUyagSp0feA3Aw1AxchSChhzlCbiGk34+V3hIfciq1CkTYGHj4XPfUwzVdwozD1BwaWlwWr4tTVSrjzJcKzFEiIWtF98o2RoZlJzvlu6BymFZs4KDuzpOuSZzfRzB+T8HEx5ShdWzM4p4Y3ffxg3Rrb/9Hi6+GkwTmipRsswLj8OhWRg/Df6UrKqcQMqHlHLZRuyl3WZVMFSH4QaMnpC6PpiWStPx5fjt0uCZ0AaG6rIEtFxYX4J3fyNLv529za0VSaUn04Z2pAype3GR5flc1c+aOHf4QoUKFSpUqFChQoUK9aX/ALJm9aHIlVlSAAAAAElFTkSuQmCC) 16 16, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur56682 3s linear infinite forwards;
}
