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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1ElEQVRYhe2WW2wU1xnH/+cyl51dr9f2rr0QioNr3AVbESVuRNKk5MHKpaJKE1TUPNAoQjRN89ZcaBVFFUJt8lCqoD60SG0TRYrkFqQkglRUVOIBLKIYSKxunJVjr4gTgrG9F7K7cz1nTh/wLBDs2qh5K5/016zO7Jz/73zn+2YOcCv+34PczJ8b99xzh9XT8yP4/qASIkcSCah6XRDG8iDkJCYnh8m5c1987QCl++7b3Nbdvb/mOFvmZmePTuj66GmgxdW0NW2c1wd0nQ8oN9uRyQwlG+JtTE+/SE6enP5aAPzt238emuaBYrH4+l5NG62Y5k7G2L2MMZimCcuykEwm0dbWNt9h0GNbZyd5X2A8ZM19+Sw5fPiv/xOAs2PHC4LS35woFp/5nWn+IAzDbQBACAFjDIZhNAHS6TQymQxWr17tdtbnh78z/vFQe8UeJm+++fx/82BL3agNDX2fdXW9dmJiYvdvKX0qCIL7gyCAEAJSSkgpEYYhlFJgjEHTNFiWhXg8zlPr1m/yBgbety5+uuXl3lxs79jYyFI+dLFBlcvpVi538NOJiT/tU+rhIAgGfd9HEATwfR+e58HzPDiOA9u20Wg0YNs2fN+/MimliGfXDNV2PF6wsx3Pq0ce+d5SAHyxwaC392eO46R+2WicEMDfolVHKwaubIOUEgCgaRpc14XneQjDEJqmIRaLoWPtpm2Xx/OHLUUPqlyunxQK4YoyQPv6dpc+KQx/RsiTUbqvlRACQggEQQDP8+C6LlzXhRACSinouo54PI5YLIbsT3ZvKgUNoTZv/vGKtkDmcp1UiIExPTgehuFQtPJI1wJE8n2/CRAVqGVZIISAENKLrd89j7Vrn14RAGltHfQ5xV9KAVdKcaUUIl0LsFhBep4HSik456D06tStD25P2ModVBs3di6/Ba2taUcqzDB2nXkkKSWyrive4lyMr1uHg5yjzfMgpQQhBGEYgjEGQq52ODfNQY/JM2r9+nuXB+Ac4UJxfTWiLLxCCO7ctYvH9u3D/Y89hl8spF9KCW8BRghxNauEJGiqvYp0Orc8QK0mDCuGmFLuwsM3aA3nHLEYkEgAiQQ6AYRhCCEEXNdttmXUMQAQxlPzSKVu6Lobi7BSmYwzjgdSukspvc6YUgrGGI42GggOHQIOHID37rt4x3GglILjOKjVaqhUKqhWqwjDq11nfTlvwvNuTPhXB1whPoxL6e7UzN53aDBJKe29tgY0TcPBVArnCwX0f/SR+MAw3NFVqxIxoNkNpVIJ5XIZmUwGyWQSlFLXd1xuzM5Wl81AS6Hgh3Nz/2q9/ZuPE0Jeo5QiEmMMjDHAMPDPzk68etttfCSbTSh+ZR1SSti2jcuXL6NaraJcLqNer0NK+R5zwk24cOHDZQEAQObzf0y2dQy+tDqe55xXI+NInPOmIrBou3zfb76iS6USKpUKZo8dy1uezKpS6b0VARijo/9Ql+bObF3Vs1en9FnO+XXmi10Zu/JdizqlXq+jVquhVqt9Hj9yJI1KZZgVCv6KAACgcfbsMy2J9oFDPas2cM5f1zQNmqaBc968Roru6boOzjmklAiCALZtgx0//oc4pT/E+PjLi/ksCdA6Nva+c/r0nq7O7ufeEOLfuq7/Wdd16LreNDMMA4ZhwDRNxGIxGIbRfAkFQQAyP//it/L5J+n09D569mzxpgAAID4y8nv73LlXe+6+e//fv5F2WxjbZRjGTGQcmUe/IzhK6UzmwoWnHj516lFaLucxNfXKUh4rOhPW7rrrp1Z//wFbeueLX8z+eg+QBeePMsa2aJpmLhxGRDweP9NhmkeenpoSnS0tv2Ll8lFVLD5BF/kM3xQAAFzq7+9LdnfvN9rbt9lUfe7PXDrqON4H4/39LnNdvrFYNJOJxLe1ZHIbDQJ4MzN7rJGRN5ab96aO5QAwtWHDHelUaifr6hriSvVqSiXCMERAyDxT6pR/8eJbFxuN4b5FKv5W3IrF4j/viwbrq3lXnwAAAABJRU5ErkJggg==) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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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,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) 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:rwdcur3885 0.6s linear infinite forwards;
}
