@keyframes rwdcur214431 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACI0lEQVRYhcXXz2sTQRTA8e+McRO2aRNjG7qxFpEqasUq1IOi0pv0UBGPvSleBD158CIs+2949+LFm9JDb1UUpf44hFKx4A+yMSRtTNvs5sfueDB6d1am7/7e+/AeM8yAZqTTLN69RS+dZlG3RqK4fU0sq5WcenMv/ylJHamb+KOn+ky3EKgk/fUBtgSCFK8aYS0JIKWTpDzHflsPjlKJOF+Qo9DRBvzzBJTnFIHZ142gxmSbF/Ug0QR0VjAOnJ4r2iW+2Vwes8eV52ivUicxBK4ey1klBKxvd5vC9WOTgCqw1OxEOwz3eFZvb+o21wII12+Bemmn9ll8GOLB1IEpo4ABY63ZjdpcaPHc360oz8kYBQjXDx+WGx/pSg5lUhZwxChAec6puUJ6hJ5ECCSwYwwwGHdxv5BgRZwcsfLC9b8bAwjXD4FqEMUxQrC6FdaV5+SNAQaItZVmZ4cIMlJKoGQUALAZqZhMTDdWMVAxDpAAGzZP60FLuH7TKODv3T/zU7evPkB5jg1cejQzNktHcnYoZRkFAHlALld3N/ic5XopO6E8R+tdoQuoAdVK2A+ZbPN+K6wL1+/rArRjYZ4ltY1amGcpSR3tUwDAu1yi9OSAc3twCv53JAPEgis5y1aeYxagPCc7X0hnKQ9z/0ThIjBhFACcuXF4+DjlDE++tFb5/U40ClhfqQVfGe3zuNre3JN7YPogi3du7uHveBDau/8TvwB31b0EVI7iqQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhdWXPW/TUBSGX9uJmxo3SdOS4iaKqn4LUBhYKQOFIQIWWJFQxQ5bB5bIQ4VYujD1D5StU1UJCSniY0KVKBMgdYiqKGmTtPmQ6zg3ub4MuD+AY2Sr737ueXSOznnPBQgSppEuPU+8qbye5Hcy0jPKGxeSiXF6VWL3My8s+fptrIUBUHmUGVuGAGoDMQwDQBtRJBWnKjYWx+f9AJC1/kQpiYYiHhfwwc87EWrgzx5niPlJ/VfUFvw3XU4AYRrTL3Nj09jK4t3NiXzgAAAWJ0aUGJiLhsMtYRqBA5R/dVkba3V8rJ9XpWItOABhGiqAGVfABZOxevXKNXJ2CoBUrDEAloAAuIy5uJoOFMCD2N/v9C2U4jiyWFOYBnkjUKdgZiU1mkShhYN2/0wq1pxAAQDkl+JqCttp5BNqKowp2CtbgzZu2DiyedfPFFC9INcacIaFIXZO+k1ydtDGUAMwn9OiOjSONhd+8pNaYAN4uDKlLYP5txLKHgCAe/KSLkMfBA/g6W3le6uOz+OhARx8OumVccvCZETy1QeyGVncdaEP8Wo2ORsGgL06pWWxm8KXhn0sTINcBaoXuL+7rImOioKh5wCQL2OyFxw7QwdPm/jasKsAylSAf96EF/dAMqqoOBe4mx7NehZNEvUeOJvTo3F0Ivh22qt6UMEAeDqs97kDF0hEFRVAcBXw5HBL2nm/zdwfh2zLjxuSJUxD3nwQ8/0v/AMsvsiha9wUDgAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 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:rwdcur214431 2.6666666666667s linear infinite forwards;
}
