@keyframes rwdcur183669 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhcWVu1XDQBBFLz7UABmZ3cC4C2hCyboMHypwzCZE7sAJMfEkhKYCVTEEsyuthBDgjzTHtqxjed/dN58FMGaMBRyYGaI2ONhcEAu/rJjRidqqnRkc53KiNvZmbOeB8BQ84FlgydTpcID7BLGdHsIBlgliNT3EonOXUzEtRG0czXi31A2Mva8E0IgfrPrIHTFZJ9RW7S23H9XO3BHepoJoRnF7b+azYRqAwzeRGVzox3Qu3Pz0Q7Uze30E9sDzzeizZVgIhioACiD+Za06+P+RRWvD7uATWP0OYEHM1UBduhOJiU0P5JddHQ2OwNPosxZCk6YsHjXjQABU3BFBWMfYrHU7DrD6k+156Sy+jr5LC2Koi0PORted7ig+IXz3QtQB8SIEt0AU7KV17GwAX5WOeJZEISbrm4IEYmxdOB9AaSssRdkJzud5l5bhggC9FUvrY7qWRdePC6Qg5VbK3LaO9NsO6RKfDaBFXatqAxR74tmZqBfugqxepBwdFJemXkPhwh/7fDyCiOUC6+xP0hDqDcZyLF8EoITo6mvzWUJt4hUAcryIDJ6eESW9/nMWnBahgMjp3sTh03D2+ALpXwOPC3SmmQAAAABJRU5ErkJggg==) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhcWUv3GrQBCHPzSuwc6cWQ2su3huguQow/MqUMwmjtSBHLzY8SYO7QqoYl9wHBwgI3kGwc4wcMfBfvvbPwDOhraDExtDNA4n3wpiF297NlSi8fLgDl9bKdE4R3det4GIKXgkZoEn1k5HBHhoIV7Xh4gATy3Efn2I3WCVUrEuRON8ufPhbTcwd90IoHN+8vIzdcRqndB4efTUfpQHj4rwby2IbhT3a/c4G9YBOE2cbKDC2NZTofjpRXlwf/sDHIG/xezZ3DyIY2DEC0BEeFY9+/3MTxvH7+Eb2F8GcBFH4rMa8VFkcOYcxG680dtDQfEN+/c5v711zqRdChKk2xbA6zBJ5wwAxNBfCi5FH9ofi6CmBJHoUWMSzDRJMvn2AsCVJgwdZNKrGiHU3Tuv64EKywAYYAamDKLMAzZFVSefLgPQ1XsKPltPj9wC4LypGhJCXKSCHJXB3RKOLIuu7/3RIRFMbVKGCxWhIG3lW48wJLTW+SgViyiA2SDrEUYISX7abqjDbQDG9VWpUgfp4Do1DIqqGsyUq+b7NVaLeA4TRLJxHHeL6lej+HdWmRW5Emqp5+Ou6vk+XEyB3IKIJ8eCUJndxM8i9h811OYHM5+IUAAAAABJRU5ErkJggg==) 0 0, auto;}
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67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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80%,82.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183669 4s linear infinite forwards;
}