@keyframes rwdcur240569 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyElEQVRYhe2Uu2sUURSHz33OYyeT2XWzL01YNOgqQVRUEA0siiJiYW+fgLUIVtOKYKfCpNRua7GwW6y0s1BERC1MVuMm+3B253Hv3GvhHyCEzdrs9wec83E4vx/AjBkzZsyYMeM/g6a90Pd9DFBw3ErVGf5438XTFuh0OrhUK5+xGb9x6MiZpakLbGxsSJGl3VhEn3Wc4akLAAAkPP2GsCF3QJ6g017u+z6WI9fc6m+edYvzixN5Qq01IPTvUXcfPq5w4uBeOLplWOZVjYGSSQgAgNNsNlW73VZBENirq7eMixev8WbzHLTb7QwA4N6DJw0p0WW7kF+KY1HNl8r2gULh3UQusLa2RqvVKgAAnp+vFWKNHUxwBTMyxIhjaVq2TLMVgeT2XH6hgik/Dlr9shn/PtEe+JtxoGb5qI1TKIbRcMVyPc7nckVFiEkI54hxyysUAWXKlYnY2Y8UyPt3bvfHvU9fHGf+balU7to5j3r5spNfqC1WD9ZPMm43AFNTaPRxX5vw6YvXnqXJDbDcK9x2ioQbNS3Sz1Eqwl6v/yYxeGVfYui3WryRy9cTwwmH42TVZuy8prwmhfwiNbIjAE8VvJXezi7si8BB4pRSxW4iDBe8hXIlA1RHGKlEgjMQgnfH40tJBuZ2GNOJCTxqtcxFANiO3UNCKC/RMm8Z2ZBq7aUa8ObWJleELv0chYdzTp5rQiFCbO8XCIKArq+vS9/3MRjFZfkrPPW7XN01crSOTMuOlaoQw/6agVrCzOwiw65pqnk2IjQSGoRIYSzE3gSCIKBKGaXnrZfebm8Qf+9sXrfAfJUpHFNGf+TmvMsqTRvA2alECCdNddiLxiolmP/OFGRRDBoAGKd7E9jaOgqLxwZAGSstlCuhGsfP+tvfhpqexrSuGomCqj3n4Yzy5SgamN1Bn0pAeGeUQmcYAbAUDrguMEI//AFW9CQ84EH6CAAAAABJRU5ErkJggg==) 16 16, auto;}
25%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhcWWP48bVRTFz7vvzfjNeOwdO7uWkyKQKEqBEBUVVJEQEhISokmBBFKQwJ8gIhQwcpdmC0p30LqlRYKCFBTQkIQIrcSyrFbLxmt7x+M3b/689yjCBvIBxnu+wPnp3HuuLvvwmx+/igPvZqdcZ04XqsWq7zkz333x8fuHAHD//qSb91CPRyOFBkSqyCkvdAgSljwhmaChB8RJMvUBII8qi6MmrP8FCMMIUdgeRt1ut3dpuw7Czo5z7EbQLwafTibiiudpxMpPkkQ2ASBgnXUWe4FopWSNtNw7I9lSZZ7Ky4A/ehb9sglzABDGOSp0UZuWp4g5WOdmtVLWME+PRx81Mvf/i1Kd+45h6JyTjNiSyM2sLdIAOc73oFGAaKtT1uTEWan7SmXdUqsZLVZPitppb2vR393dbWT2zwGeLhbyZHGmlDWqgJupop7duzdK/3xUL0mXZZpG1ChAO5DknH1jvkpfLW0l/Paz1Bdv9WxRROoHHJVNAoidqI2wG2YtY7qC2dc52W+TJHk4vn3bAtBNmgMAsaqiwPN/6XU7DwWRr7P1y4W82W3a+FyiH3UgOZvXuZobXWSSezq62hGbAiBfcMvqgnxnHnRa4eNARtc4i64nk0m4EYA4jNJACOu1xJth3BkQ59Lo/DVpomGSJI02AABEVVnNSPxsqhyrdPGSy1YhinIvrHqHn4/HtnGAv9LT7cjj25dE8FNgi5lsSx9krLanEkCjFQQA+v10GWXGfGCF91lu7HtZUanKlNpbUePxAwD5JCAYydD3Bv14q4za0aGx+Wzl5/VGALY8QYJzyvN8aapyLjgR+YGOjWn8CAEArZSidKXAOLck3G+2Xu/Z2J+NRqONJCD8oA0uODzOEDDqeb6sP3nnVuPLdy6KAklxHFspQ8EYv1I7vp1Mm/8DngO0PbJO5yerTD3Ja7ssq/r6wHQH0+l0Iy0Qr1weZEW6+Lo6/XviaRzn/lqW5VM82t8nAI0fIjK2/qMl5YPhEMd37tzS66N5SWmqxuPxZpZw//jomk94HJQ7FgDu3m3+EX0BYHm2QEtQHbQONun7H8DVfv9XwcXBl+++vbHqvQAwkPKAiC0BdhH+EIN2eFhzyi7EHYCAzg5qc3JhABeufwBoO45TH8Yw1AAAAABJRU5ErkJggg==) 16 16, auto;}
85%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur240569 1s linear infinite forwards;
}
