@keyframes rwdcur214415 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhc1XS07DQAy1EUdgBxFXIOdopHYfjsECiSyDxAlyArJvpXKO9ApVYccdzCYzOB5PxknK522qOh6/5884LcAQBL8M5OREBIgo7UlQWQfCsa1MMS6mEFnJx+xnF7AUsRZozwdZYVuhJUvpJ1vjvlCvABARhBCU5EvBRSCwzIm+ObgQKuvxiK9Poe3+2STiMubAxYwRIyJAWwXifYyEED+EJkKFnIgGLQtsWnWEABSDZwJv2aBdTIwy1KoAiIlwSylYKomsAgh/Hs+8B6QILVM5zHKwtTgybTkIav2IiHbvbwAAsMkKL8If6oVtT3sAAFjfrKJ9lrdgtGHaLtCG19mcSH5WViB6DVPkfVbpc0IglTVNnoEgc3a3iQiaplE/NX8Zb9HLaOyaaQOo+pmIYu+B/nppIjx5ZBMmV7EJfXA108QK9kKsXD/1Npy9iHYvd6Zz0i+1iEzYnva+GuvHg4l8kxUq1+RbwMlvP69Hfflzfm62AB7EZXR4WKm+zs4z10RMaoELwIN2XRcdzjzPA3LZilkzwGEVEMPin+XHq49Jdolli0iQbbICY8MWw5//MVkkIJWtpRpnq4Cb7tjC+bf4AiVnEfqs3qPhAAAAAElFTkSuQmCC) 4 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABw0lEQVRYhc1XO1LDQAyVGI5AFxccwQ2XwEXccghq07F0uGbG50iKcAkacwOKpOMOovEuslbrle3weU0mslbv6bNyAjAGwS8DOTkRASJKexbUuEg4ts4U42IOkZV8yn52AWuRaoH2fJQVtg4tWUo/2Rr/hQYFgIgghKAkXwsuAoFlTvTNwYVQ46YjPj/Gtocnk4jLlAMXM0WMiACti8SHGBkhYQhNhAo5EY1aFtm06ggBKAbPBN6yUbuYGGWoVQGQEuGXUrRUMllFEP48nnkPSBFapnKY5WBrcWTachDU+hER7U+vAABQF1UQEQ4NwnbHAwAAbDe3yT7LWzDZMG0XaMPrbV4kPysrkLyGOfIhq/w5IZAaR7NnIMqc3W0igq7r1E/NX8Zb9TKaumbaAKp+JqLUe2C4XpqIQJ7YhNlVbMIQXM00s4KDECvXT70NFy+i/f2N6Zz0yy0iE3bHQ6jG9uXNRF4Xlco1+xZw8uvPzaQvf87PLRbAg/iM3u9q1dfbeeaaiFkt8AF40L7vk8NZlmVELluxaAY4rAJSWP2z/OPqNMsusW4RCbK6qDA1bCn8+R+TVQJy2VqqcbYK+OlOLZx/iy8iEhGPYJVcdQAAAABJRU5ErkJggg==) 19 12, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhc1XO1LDQAyVGBp6urigIL3PERfxJajMcbDPkRTJOUIdCoqko2UoRYF30Wq1XtkOnzeTyUTW6j19LDsAIQh+GcjJiQgQUdqzoGMTCcdla4pxNYbISj5kv7iAuUi1QLseZIXLFi1ZSj/ZGveDegWAiCCEoCSfCy4CgWVO9M3BhdCxGY54/xTbXh5NIq5TDlzMEPFXpdpIvI+REeKH0ESokBNR0LLIplVHCEAxeCbwlgXtYmKUoVYFQEqEW0rRUslkFUH483jmPSBFaJnKYZaDrcWRactBUOtHRLQ97wEAoC4qL8If6oVtTjsAAFgvVsk+ywqg+ITEx4bkPnADl7UpZx2hCcHhvqeW4fVC2O04egYi5SwYEUHXdeq35i/jzXoYDd1m2gCqfiai1HNgoBVa6QPi3Co2oQ+uZppZwV6IleunnoaTF9H2ZmU6J/1yi8iEzWnnq7H+2JvI66IyLaJR5Hdvi0Fffp2fmyyAB3EZPb8/qL7OzjPXRIxqgQvAgx4Oh+RwlmUZkctWTJoBDquAFGa/lr/enkfZJeYtIkFWFxWmhi2FP/9jMktALltLNS5WATfdqYXzb/EJ9uEZX8pFcfMAAAAASUVORK5CYII=) 19 12, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByUlEQVRYhc1XPVICUQxOHE8gdlBYeABKziCFzIjVeg2vwgmkEmewwDNQcgRnhE68Qmw2a/jI25dlUfkahmxevi8/LwtEuxD6Y7AlFxFiZrRnUcy2e8Kn404oxlkToih5nf3oAtoi1QLv+U5W03GHI1miH7ZGv0ipgJiZQAgjeVtYEUwmc5EfDiukmG1rAz7dXezZHl6+QiLOUw5WTB0xM9MU/LV6IpIVUg1hhNAjF5GdlqHNqw4KYBi8EGzLbLusGGeoXQGUEqFLCSc3lxUC/W288B5AEV6mOMw42F4cTBsHwa2fiMjr5o2IiEa9YSWiOlQKm68XRER0271J9hlvQW3DvF3gDa/aVKQ9ixVIXsMceZlV9hwKLGZbaTwDSG7vtojQZDJxPz1/jNfqZVR3zbwBdP0iRKn3gF4vT4SSpzZhdhVHoMG9THMrWBFegb/1Njx4Ed0PlqFz6JdbRCHM14uqGs/LQYh81Bu6XI1vgSW/+uzW+trn9tzBAmwQzejx+sP1VbvN3BPRqAUawAZdrVbJ4ez3+3vk2IqDZsAiKiCF1j/L3y83jeyIVosIyUa9IaeGLYV//2PSSkAu20g1jlYBne7UwjlZfAO1FBgzBCGywAAAAABJRU5ErkJggg==) 19 12, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhc1XvXHCUAyWchkhTQ6KjOA2K+AiXiA9lDkyBr50kDFIAXPABing0mQHpYjlk2XJT7bJz9dwyHr6Pj39GACaIPhloCQnIkBEbU9is6SW8EWJoRhXfYii5F32iwsYC68E1vNGVosSMZKl9tOl4S9UKQBEBCUENflYSBEIInMSHFLIZtnNPV+1ba/PMRHXngMFEp6vvoUuSmiJ5xgpIXUTRggtciJqlEzbrNvRAhBjI9uALJkslxRjNLUpADwRvJR056ay0tD+Ml54D2gRVqa6mXVjW3F02roRzPsjIno77wEAoJjmtYj6UMWxPe0AAOBhMnPrrKegs2DWLrCal20sUp7VN+COYYq8yip5TgvcLIl694Aml7NNRLBer81Py1/HG/Uy6hozqwFNvwiR9x7g8bJEMLm3CZOrOAIObmWaWsGM8Ar8qbfh4EV0+7T3XBvQfqlFFML2tKtv4+NlFiIvprnJ1XsKJPnd56TTVz6X5wYLkEE4o/vHo+nLdpm5JaJXCTiADHo4HNzmzLKsRa5LMagHJKICPIz+Wf5+c+5l1xi1iDRZMc3RazYPf/7HZJSAVLaR27jYDXB3ewvn3+ILkEwRMCTLYQ0AAAAASUVORK5CYII=) 19 12, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 19 12, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 19 12, auto;}
}
div.testarea{
animation:rwdcur214415 2s linear infinite forwards;
}