@keyframes rwdcur80031 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdElEQVRYhe2W3WscVRiHn3NmZndnd2d3s2l2k9AY3aQQmzTamyjSFoti04uiKIoXoogg6IVX/RdEsCCIvdPSK1ERRUXshViLF7ZQexGr1o9+0aR1Q9Ikzc7sx3yc8WJ2yTZN0zXUetMfDAxzznl/z7znvO8M3NVddaYn/g/TDPAWsB+4ALx3p80/BS4D00ANmL1TEC3zOQzhAY3sC9sCLMP7LyC0NcwPAY/qpVyu7+1JXTy5XaSf3y2trSaVYxcSuKoEDAJHbjfAdeb9Byb14ME9uPq48Gv7iA0lhTXmUjl6PoF3+yD0tvtDwC6RT+T6D0zq3pZnsf98iMrhGKRDeH0Yc1tJylRMKceXwEhzvb9G3Dyw0AlAewZMYBc1P66GerRwYlRce2cYFpNQ0/DmDGJ7q8iFK7gnZ0Rz/kXgzKqY48BnwB5gL/BlpwCLwNNARjh1PfPMgBTDJRpn4ojeOtkXBeHXH5PsmhON3y9rajmMAbuAS20Q48Bh4F5gM7AFGF0Poh2gAjwMlBAkMvdnpTFURI5lSDz2HeGRDxA/fER9apq+57JCNw2terbRDmE0zUuxft0KqsqUaWGGLpvXg2gHCIGvgNHQdgecE9OxzLa6NEbmsd//QsV/+14UJzdhPeUQn3BIF/MirMkWxA5gHzBobTfTpf19eteEJXMTabl82omrWnhTiNVleANEMHVOuUd+DgdeKkjtgavIzQ0QQNnCnQlD+3RNATZQsLab6Xte69EZm0Xrc9EHPKze7nUhVgPcAOGdXUTVQqWlpJYcTAkKDkhgwSSY1cJrJx0BIBJY973Rp8uhZeh3wPIg66L7KaRvYP9SSwCbiKpjqmUm19oXQAEvA98A84ByztYVlTjUm8wixLeD1lwVNsBd9GE6B+XkSpRAoBoKVsrVbje6GUA7xDygvKWAsAr4zSWj8+R2J2RuZ0oHcoRQmaoqAP7ogaoGvgAnhm+rVjyXVf1hPQCAMaK0yVheR6RC0CMPqhq4GkFFqdbkpVO2CmwFw1chGUAsBMvFyGstrxjQ226w1hlo1yzR13CnW/aTUpMymc8LihWIh5CpkR0sSiOnk5tIi02PZzUjr0HBhrQPZ7pxfhRq5tC8D8wBHwLvthvoa5iuVm9znm7kdUh4K6u6XBgr05XslsQC0Ovga1CoRePxgFjBlCKBDOvoRM1JEm1HRxkAOAlsBcZduy6TxbTQTQPy9WjUDKBoQ68DPTUoOFGZXknh/ZTl4sGyHyypJeAY8CrQaA/eCUCiubCoVGj4dkPG4xbXQbSfpGUDFky8E11cPFj23b/9JeAo8AqrKqBTAB84BewI62S8itKvg1iOQU2Ha3G4lIW/8njn4h2ZQ5SsTjVC1OtHZI50etTQux/Jo5ka8X4D72pA5deqWjxeUUFN4ZWDW5pvRCPAcWARAw+iS8tLTyTxiP4dF4lO/CdA+lYB/00G2iEOA0mg0Hyms9JoysB5OnzzjQBAVE4zwJtAfxPqCvAt8HnTuLrB2BvSLVN9VzfTP/W6s7vEzi7kAAAAAElFTkSuQmCC) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEx0lEQVRYhe2XW2wUZRTHf/PNZWcvs93dbkuxpYAIwUIgCLQ0ROSi8VIvmOCDBiXxSYUH9cH44oPxwSeNCcH4ZiAx0Uii0aBRjDFgCmJQFIJAaqEFWqDt0u5ldmZ35xsfZgumWegF9Il/spnk28z5/74z55xvBu5oenqwel0KpP9P463AfqAP+Bo4C7z9X5vGgFeAX4BBIFf9XQWKVYhbzoJ6A+NXgQ+BR4EWc9ksK7W93SgPO2rs6TZTDatKuX9MAgWg+1YAlBprKeBXoMlcPstIblshQp3LRDnegpt20ceiKPv3yYHt+xygB+gAnJkC1MpAEVgJzDPXtJrmji2qrb9IvnsxuY/bMFYuJtJ4XnH/6FUqAzkVyABHZwogaqwtBdYBRrG7jxIFsnuyFPZayAsJiodKlBJprK6FguBxPT9T8xsBnAAOALLumSXCdHTM1WFQfVB93BMGpRSM7D4ugQrQAmycKUCtRwCQBbrKfWPR1OZWIRd0UMnkCW/KYz3hIU4fQmcM58gFBzgCvHu7Ac4C62Sh3KKmTT20tKyoS44hfv+Mys638A53o5RtxT2T15BYwEFg4HYCALjAQ+X+sYjs6ZOjO/bKZNOgqO8II5I2sUU+mmJi97heNc63E+6PA0kgP1OAU0CXzLoN7skhv/HJOj3dFVW0lSOYnQ76bB/Tr1eGf8iqQDPwDTBCUBM7gJ1AO7Ac+HEmAONaA6jlUc9Ir08I7skEpZsJI+wYdo/jl4YrHmABDwDvVa9poBG4l2CaXqgVXJvE3CCo9Eiy0xIICbYOsRKMmRT/dmX+L0cCJeBxgraMJTpiQjoS+5ybqox5eYJWPTwTgDlAXI0JLTI/BJEyWCWQwEiEzM+Z8VY0gXj9hrio32AJY4GPHNKRZSlPvXE+hs9jQBtwcqJBrTnwbx0HbC8vpdGgCeaNBqsKUF8gPDckqgBCT6nMfjYljE0ZuG8AseoK2t2OqN8YHx9Y22oZTAbwFBBBIJyLJcklK1h1VBi0ZGm4Iqu7j6UfrhP4QN6oAhahOUv9+msAW4DW6QJ8ARh6QsVaHhE0VjvK9KCxIHzPvxYj92dRAjAQv373xTqkK9FT6jjE1ukCvAYYWkIRhTM25Izr/zRnaXikTsx/vUlEF5ok2qMC1YemPHhKUKwFHbvXpZzxJME8kBM9J2vDELAW3zfVKCLWkoA52SDFIQ+hq4rRoCnJ1XXCbA4ppIuwaCSwyIfgYpz+j6540vFtglP2A6B/OgAngeekQ0KEEKF0SNHTStAJCpBwIGXD7BwoCrSOgibhXBLvtySXv7paqbZpgaAN359oMBlAGYgC7b4kpMYQ0eZ4MAcML4BQfdB8SBVBl0ERXrIonvLkwCcjZeAy8D2wCzg/XQCAXuAFafsR6UphpsK+mksoSj4cPOeiDoNxUCX0pqgcrWPoy4Ic/Dwj/Qrjqd8FfFcreK1Xslp6B3gJiOkpVdPiKsm1lkjdb4nsMVuG5xrIos/IgazM/JQbLzib4AzYzU3OgqnqLmAzcJogpTmgqCdVFygajZpLsNMhglf3ncCqqQSeagbG9SawguCU0wjqvQRECHb9KcGOz0w14HQBRNW4DXiZ4GOlkyAre4BL04x3WzTZMLujm+ofqvSsG2Cf1pcAAAAASUVORK5CYII=) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur80031 0.53333333333333s linear infinite forwards;
}
