@keyframes rwdcur194119 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2Wv3XbMBDGf0zSg6riVKQnEDkBlQnMlKkiTyBrAksTyJkgHsGZQMwEgiYgUKYirnR1KajEsmyLiqQ4jb738MB3AO4+3j8ATjhhAxPQ17T3ZlOgQNXv6+yViTzCDLQuCv0GOgO9+odkoueEQ9AMKAcDFtYSQiAAAZi+cOaoBACuQVNj+JjnuKahXi4RWlcI0ABfj0DmRQUlaAH0jGGQ5wRVamsJIo+ITA4ksfXwFWiyIlHkORFg65rGe6RdP9gDb7ctvodJD+D+np8hkJyd8aHXA1U+ixwlFzqVjEB7QAwkcUyWZURAWlXR3Z1R50BVGI/388a7rg1uZVwBHwJRXVN6Hy0WRi8vBWsXQAqItnXSAD+AyU6EnjSiTXyHKMCfxCu9j1SNWgvWOiBbUVwffeB6p97RSQBaLwRgvBayEAASAIyBODaAod0SrYgMOkl0hgBaL2zKzs8BBGMMWQ4oWCuIKA+NM+7UvROBTXgPWQagCIJ3BlUQ+d0vZTV3R2GnEGwiTSVKkgGzWQrS4JzDe0ubgGFtDp269q5la40ClKXg3JyHv24AD9S01RC22tjLAwBZ9glVuLkxtGn6dKRptq/63TAcovO50dtbo0WBwhdtMz/VJOlrVZnOJDi4nZYlenFhEAHnhLoG70tGoznOCdPpdhtHu9uHQ9SY9lsEmgZE+lTV8qjvh04kSaxFkf6/59wJJ5zwt/gFs1fmrA0CzlgAAAAASUVORK5CYII=) 4 4, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhe2VwY3aQBSGPycFjDllc9qhAuwKIBXga06QCpZUgKkAUcFuKgipIHTAUIHtY04eH/f052AjsRsWr4LZKBK/NLL1xjPv1//+9wxXXPEMKegt8717HhCwGQy0fGMiT7AEZcOh7kFL0OyCZIJjwSkoApLRiK1zeO/xgAcWL5zplADAHGSN4VMck5cl2W5HRS1FBZTAqgMyL16QNCpYYxjFMV4icw5fVU+IpGeSOHl4BroFesYwjGMCwGUZZVFQ1ftnK/D+1OYHSEMgeHzkl/fc3tzwsdcDic9V1YkX/mjDQ/yAYG8+7z3OOQT0+/0ucrcTAMip6y2g8J5dlmE3m8A5I2MQbAWlIBc4wU9B2m3bTkFpMxP2MclovTYCNcs3JLaC74L5q0i0KgB1y3ng64HpdjsYj2E+DzAGwtAAhvqTAAiB0SWnaa48N5JCTSZoOJSMOVRgKUhaCbxKgePwWJtTFGKxMIRhQFXtLVs1z3YBziIABXd3FWUJaWpIkqiJ74vm//76dtw3jt9oNELrdW3KyQTBTDAWhK0SnDFMpoKI2nhg7Rdms/rduYqHhwHW9sjzzckcZ06ziWq3B9T19kyn3zAG8hyshdWq27/nEVhB1CwrAGtRFKEwREnSXoaLYT6P/l3yK6644r/Bb6bu4IWxORxJAAAAAElFTkSuQmCC) 4 4, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2WMXKbUBCGP5Im3Xuq4lSCExg6d1JuQJsqukGkE1g+gSYnsHUCjctUUjp3QicASlcsXVz9KZA9smMjzwg7jb4ZCnZ5b3+W3X3AkSNPmILeM96HpwYBq9NTzd5ZyCNmoHww0CVoBhq/oZjgOeMIFAPpcMg6yyjNEGDAxQtrOhUAcA4KneNrklBUFflmQ02TihqogJ8diHlxgxQ0AHrOMUwSzIw8z7G6fiRkeqCI1sVjUH8rYpAkBECW51RlSd34D87AxzbnZ5h6ILi749aM/skJX3o9kPhW153Uwj9tuMs1BEZTfGZGlmUIiKKoi9j7BQAUNN9bQGnGJs8JV6ugqpxGIwRrQSUoBJlgKZh227Y/QNPtTLi35bmT5LRYOIEEthWxFiwE568SsTcD0GTBgMlO0UXRiqKANO2xXHq8d4CjeSQAPDB8y2laCEzrtZOUarl0cm43AzNBulfAqzLwPAaIZFhyfb0kjj3z+enWXj/431hACXVFmmbM54b3cHWV0szJ+/5p54BevhSEO/c143FKHDuqCiaTIfAbsNYYrYOond600f+H5k1vubk5Q/qF95+Iog1mZ5gVF227HDjNvqup9gAezsuSMFwRhlBVsNl0e3o+QyiIt1cogDhO1e97ee80GsX/78fmyJEjR17DX18x31NjkRJgAAAAAElFTkSuQmCC) 4 4, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2WsXHbQBBFH2znC0aWI0AVkKgAcAWSQkeyKhA7IFQBRxVYqsBSBaQrIFABjqEjLkJF3wHJGYkWSY8Jywn/zCZ3c7cPe3sfB0cdtaES9Jb53m0OCJj2+xq/McgLjUFNnusbaAwa/kOY6LXBS1AGnBcFs6rC3XHAgZstazoFABiBUjM+ZxlhsaCpa1qWpWiBBXDbAczWDc5BOdAzo8gyXKKpKrxtX4CUB0LsXDwEJSuIPMuIgKppWMzntMv5gyvwftfkRyhjIHp64qc7yckJn3o9kPjStp30wm/X8LkeIVo3n7tTVRUCTk9Pu8i9HwAgsDxvAXN36qYhnU6j2cxUVabFwiQlcjdNJiaYCMpur+1XULnyBICyNCUJGgxMZmg0QtOpScrVNCb4Lhh1B3G2YUZFgWAmkEAyk+JYGg7RZGKazUxlaYJiL8QBjdQIepgZgwwQVNWcKEoZj404hsfHlru73Tn29sB2Ld2gpWUeIARoW8d9wtXVLXXd0u/b3l0OqMBUEAPrJP4sAhC4vr7FHe7vt+f58PcADZCuEq590Vma9BwI1DXYniIccAQ/gHoFEl6NEArcIU3jrc14oJtdro4hYlkFZ/31SWJcXNQ8PEAI3f5BN5QKBqtIBTAYnGs0QnmOyvLs/z1sjjrqqKP+RL8AOdTw+A4rBBQAAAAASUVORK5CYII=) 4 4, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur194119 0.66666666666667s linear infinite forwards;
}