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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 8, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgUlEQVRYhe2VW2xUVRiFvzkHTstNCxWFQ0UauRSRq4XYQMtFhaBGqQRjBUESiDE88GCISuJDYwj2waCphhhCeJAGm6YSMlEfENMCpWmhINTaFqgwM+1MBwTKTKeXmTn/70MLEkCmxcITK9nJzr921lp7n7P/7aIfKKdpcjuhD4cw9OWnsCdHifq76LjYScexwVh7skk/3x+9fuErijZ4n5bwtXzRWEBUHFHp7plf/VQ6L46QU7s48M4DMf+cb7cGlktnxC2qqhptFO2u7xkSEw0XiYb3idMyV+o38tG7A2q+lk0b/NlyPfSdaFuBqD9bLjRPky8Dy+T5lrkyyzdJdvjnS93Vz0SvbRe9OEJOL2L5WwNinsXilBMEmzrLRS9vFPVNkgP/tdb3rBS1vil66T1x8iksyWJxyv8OsIr1a31TJBzME/WMlZpE6z2j5WDLXNFqAk1ZLH6jLx7GvcgJTFyYspWh8fMQCzj7Eol1X46VxhrgMq1PCjKjLwEG3YscyRMTjq6rNUK0MYa0HxOJ+fH+fDT8K9f4OxkY3acAZkp6ML0tOfc89cduJztob2/gjIRoM2o5EU0k5uaH+BUu4cJAkXue7g0YqAJsn8bsBbeTLXgvjmZM11pzE4OxliQSSyJ5QQYzGEtaOxDsWwBRzhyqyxFk+xyycm4l/XgrXBiXTjgVJJGc24STaFe5w3mMoQxvFeRMXwJgDh8fdK6LRn4RncncikUsX3qDm0d2yha2/eRJFacCj7qpKbybRhMOO/i+oIQjemGIOCtZt28e2X27huaw8QEnLBq/LBo5IDqHrMoVrH71Br+M3Lfd1JzyTRWtI6y7cbt3Uvr+btwTdlI6/huK1+ykdH8Z59Q3RfQ3GmuyeaXvjcgckhZwOkXj10RjLaLtpaLLyK2ZQ9bNb/4BW9ZU4qsKrpJY82zRCjxagUf3clDLOKfeZ0SDKyVWia9qPZv714rNpHEB6RZ1wqLxK6Ixj2h7segKVp+aysyb/0Q+hUtLOFLc8oL4gnnS2VYgeuVj0eBKifgmiaeY8uJ8Cpfey+tucJmWHYhFmsdoHIiCRkFC0H0U8tbl/X6WPzafpe4wwBfsegzIMTBmAOmCADQBfwJln7Ax1N8AmJYdEKfnVXM6e0/B1/PShXaJLuG14xlMz0msdH8wAFyGq2cmvRUDXAZYmbB/pzszmaEFmcxP2AfuOwD0mgPEb5kD1gwo/7ryxRBt+ROZekezGpAAGlc0/q+5xkGlN4jA4AyoLqhd4BDfNtABBgGGg4PjcnAGOTS3+UkdnUpsWIy0zMwyXC4wDHABj7vg+gAnMC070NXVpZFIRBsbz6lp2ZG9RSXa4vermTTukDkk7fUBtrwzwK3mpmXPMy271uv1alXVcTWTxtU+SH8DoLnZz3PTF3YAi52ovxrwnjxZy6hRKaDqNS37wZ2CadmHbuz8lto807LrGxoatKzssJqWffpB+Q9yov6Xbi86UX+1adl/tbZeykhNHQk99+PhwrRs27TsetOy95iWPeuhB3iER3hY+AdTnlcTerGcSgAAAABJRU5ErkJggg==) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur201188 0.6s linear infinite forwards;
}
