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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8UlEQVRYhe3VvWsbZxzA8a/kkyzrYp3Qi+VD1Mjg+EW2WzXUQ4IQTsCmGDqEFDIUEtJAuyRj6V/QqUPHDiVzhg6dOmUwHQKBUhVXlGIiOZGUQbItnU53OvX8nPV0SSEE0kRuFC/+js8dv/vwPDwcnHXWKTf2ivUrwARwcFqAieVU6s9xRVnvuq4F7ALyXQIOopq2fmV6ej0o5XU7ELgdCoUCrus+BnrvAoA7GFhCyutbCwtEjo4ibdveUJPJW5ZlPQTqIwcIIXYVTbstDSPy6eXLvKeqmI1GWEkmbxqmWQFKIwUAUlXVQEeIjUkhKKytMZ9Oc7y/7/cnk9cah4cKsD1KALZtP47p+q1WvR7WNY2tzU3yFy9yUKnQCgYL7Xb7J6A5MgDQMwzjYXx+/qZVqfhXlpb4YGODSc/j13KZaqMRAH7mf9yQ1wEA6v6xsYqi69dqpRKKbeMbDCjWahAOX5iamvpaCLHiuu420B8FANu2S2IwUKxz5wq/P31KcW+PA5+PWq32rNPp7GUymU0p5bLjOPeHBQzb+8APc3NzMhaL1YELz9cfLC4uSiA27ED/kO//AXzp8/n+dl23ARSBKSD0/Pk3wMwwA9/oCF5Kuq67Mjs7u9nr9fJCiM9yuVx+WlVJp1IfaYnEXc/zgv1+/42u6EkACCG2Pc9b1nX940QiMaOFw3yVz7OVy+FUq35XVQsoypNut7tzkvnDFAO+X1tdlT/euSOPd3Zk+d49eeP8ebmazQpN0wqvG3CiHXihPlBSQqG7R62WPz0+zuTEBAPXZbdY9Hvx+FXDMO4D5qgAAKZpmsFBJFLYffSIXqeDnkyiAH9Vq6FQPH5sWdaDUQIAtvdbrSduNPpJrVz2e47DUiaDYxhUhcjatv0dcDxKAMCOYZq/eNHo1XKzGeo2myyk0xy22yERDj9zHOe3t/it/2xGVdVvAWMtFpOfZ7NyLpV6K7/uYQsCX+iqWvpQ1yVw6TQQ/3YJuHGagLPOemX/AE4hL/IUht7vAAAAAElFTkSuQmCC) 16 16, auto;}
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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/klEQVRYhe3VQWhbdRzA8W/SJHvNm0mW5iV7VEqiWdem24xjRVZK6AatXgTnDhOEzTHQywbixYtXTx48epBdvOzoSVCmFMHCkFmoQWdd0q1JD0nT5uXlvbzs7f+av5cJIswtdVkv/R7/7/F7H/5//jzYb789bugx62eBYaCxV4Dh1Fup3wKxwJy74VrAKiCfJ6AR1aNzhz85PCcT8kLwTvCKoihB13XvAp3nAaDX6FlySF44+tFRHr76MGIb9rzmaJcty1oCqgMHCCFWo5vRK0bGiJx55wzqjErthVpY29IumXWzDBQHCgCkqqpB0RDzIi+Yzk0zemKUzfFNv9bWzm/9uRUAFgcJwLbtuzr65WqgGo5ORVmIL3D6pdOUXywTWgoVms3m10B9YACgYxjG0vjO+KVyquyfzE4yH5zH0zxKpRK127Ug8A3/44Y8CQBQHfKGynpHP1+MFLGTNj21R+WnCuHN8MlkMvmxEOKY67qLQHcQAGzbLva2eoGDtw8W7q/eZ+3nNXw/+KhUKhutVmstnU4vSCmnHMe50S+g304AX2azWRmPx6vAyUfrNycmJiQQ73egv8/3fwU+8Pl8D1zXrQHLQBJQHj3/FBjrZ+BTHcG/kq7rHstkMgudTmdWCPFuPp+fVV9TSeVTpxI7iWue54W63e5TXdHdABBCLHqeN6Xr+huJRGIsnAkz+9Us+dfzrL+y7ldNtRBoBe612+2V3czvpzjwxfG3j8urjatyRa7I6951eeS7IzJXyIloNFp40oBd7cA/6gJFpaNc257c9h94+QDDwWHchMuytewf+X3knGEYNwBzUAAA0zTNUMSKFG6Fb9HSWmiHNEjCenFdGWmP7FiWdXOQAIDF7dL2vVgp9mbJKfmdQw7pbBojZCC+FTnbsj8HdgYJAFgxa+aPsT9i5+p36krdV2f01ChNu6mE18IbjuP88gy/9Z+Nqar6GSpG/MO4zH2fk6mzqWfy6+63EPC+Oq0W9fd0CczsBeLvZoCLewnYb7/H9hcDEC6nKq/jqgAAAABJRU5ErkJggg==) 16 16, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur21005 5s linear infinite forwards;
}