@keyframes rwdcur196774 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2Va2xTZRjH/+/pac+t13VRrBtR6thcwlCZk0CdFQMhlhCMyiVgyAiKGRDMIioqIfrVBE00MYYP4hcgQZm4yEg2oumyZcOwbGS3VlrX0a23retl57Tn0Isf+Kqc5gDRD/t9f//vL8/z5HmAZZb5j9E9qKAVjpoaQgilyHL+QWWqQgjBwcPvf9o9MBHr8o6KvX8Ecr8NBxd3vfV2O6XTURVl3I/AV2cudPOWKvfoyAhbKBSAMqCnaTStXZuPzU3/fLLj0B61DM0t2OJ5bWfLi5uP9ff1celkAslEDJn0IhRFRjyeoNc1t6xS5NyMf3Ls5r1yNFfgfJd3cmBwsCEcmsbiQhylUvFuICGw2R/FE6ucaKhfPfDuvu0b75VTUZ/+icdqah3J+XlkM0kwLAez1Q6LzQ5eMEEU04jHo2hseqZJLYfWKgBCUCzeAcebYGBYsCwHEAJFzkNR8tARgnQymVKL0VyBQe+1XudTdeAFE3jBCJPFBrO1CrzRBJ43wVlXXxgdvj6glqN5CGemg1MdJz7b75uc0Ov0DHjBCAPDolQsgmMZeLbvkD462rZjKZtJPxSBhfl47HYoMHWk44Qnk05RkrhElUoFrKytLWz1eKRP3jv4+uTYyLBazn3tAQCw2aur9x5oP7766TXNPMfz/d7ezu7LF89F58LhSt5XLGC1VVXtPXD4eH3jmhZeEIyDfb93dV06dzYWma3oo3+joha0btq67ZsfLnlTWemlaDThjCXmH3fUPuk+9sHJQ7d84zduh/4KaBVQrYCzrqHxuwu/Dl3+qdMoSSJy0hJK5RIYhoMgCHhj5y6p7c0tz4aCt/xaBFQrcPTDU6eDwVBzNBpBPDKDTDoJMZPGUjaFUrkMSZR06ze4HNeu/nJRi4DqHnC/8uq2SGQOiwsxSGIWFEVBb2BACEFqIY5A4E9q3Qsut5bPgQo3oZzPQVFkGM1WsCwPHU2jWChAUWTkJBEcL7APTSASmZ2zWsxWMZuB3sBAMJpB6w24o8iQ5Tyqq+3wjd+c0Cqg2oKz354+9fKmzRLD8mB5ARxvvHt0jCawHIvWVrf04/nvv9QqoDqE0wH/1HMtG5qfX79x5Ww4rKcoGhShUC4V4XK58gHfWOeZr7/4XKtARRBC0Nbe8XHPkC9xpX882zPkF3uu+xO7979zREfT2i+qFh5Z4XCYLVYrRVGaL+kyy/yv+BslgFl4ujsASAAAAABJRU5ErkJggg==) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe2TW2xTdRzHv+f0nPZc247imMtQNoZdquIlOI0aTFoZbNwKlkV844EXNTGgkUQcMTzgpS8aBPHNbF6IDhc20SXjOtGKOrYlduiu0cyy9bb29PS0Oz09xwdD4sMpuFReTD+Pv19+/+8n//x+QIUKFSrcBJIkyQ1t/sAnfYPhC0NTC+d/nlo49PbRrtVrmjz/VQZRskEQCH7Q1Ve9ou7p4dERRl1UYQBwOp3w+rzy4Vdf3D14vv+r2yaw5/n9r633bekIhUKMImegKDIIAJwgQhBEBHa1S8+0NNenFpLJcgQspRrB9z/68uzAgD0Zm0c8GkE2I0HJSpAzaRAgoes6saq+gfwpNHiuHAHKrFhdU1urFgqclE4hEbsOgiDBcDxIgoBW1JBOJxCJzFrdnvubywkvKZDPKYrNakM+p4CirWA5ATaGA2khoakqNE2DpqrgeF4oV4A0K8oZSTJgKDzPQxCd4HgRdkcVHE4XeLsDLC9gVUOj9sO3F/tuzDQ0upveCB7rOvvjROLC8Ez6s75L4ZbNOwK3EjDdAcMwjIK6mGvdHvDOTE9TDMOBE+3gBREwDNAUhY2bWpUjh/bvzcoZybtxq/+d453fTEzOrBsZGWHHxsK2ubnoHRva/FueeMr76MCZnpNLEgCAa+HRqw88tK7pyfXe1dFYlNY0DUZRw3LXMn3rdn/u9X17d/4aHh12LnMtP97Zc+lU9xdCMhFHKhlHRkohn8vheiRCr3E3raxyufTRoSuXzXJKnuENNm0LPBvYvWef+961npySzQ9duXzxxHtvHfx9enIcAF54uePNO+9qfGUs/AsVm/8TqroIQ9dhsVCwV7lQXV2Dnbvao62Pe1aYvW+6hP+kv7f7ZH9vd8kvdHvWNo9PTlHJRBS6roPjBBAkiaKmIZNKgqatIAhCqKmtq5uLzM4uWeBWcDwvFDUNlMUCm+gEw7IgSQsKBRX5XBYFdREMw5JKVpbN5ssWCA2e67nnvocfjMdjVoqyghdEUDT99wlTFGxWGwCoUjqVMps3PcOl8PXpzz99pPmxvMPhAMOyYHkBor0KDMuBtjHwtbTkT7x75GCp+ZJX8G+RM1J64rexqy8d6NiRiEUpRVGIolYEZSHh8/mUP6bHzxwNHj5gGIZRbtZNWXl3fUPwWOfp/tC1+e/DkdyHH/d+1+Zvf+62hlaoUOF/wV9uvmcL0FKj2AAAAABJRU5ErkJggg==) 16 16, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2US2wUdRzHvzv7mvnP7GzX0m3Z2iivFcyC1j6j0Gq1GFuhQsBHQ0ITDhpJjAfh5sWTj4MHuOihUeOrjSERCa4VtCpUVEwNhW270EgiXfbRnW33NTP/eXkwnNRps6UX7ef6m3znk//v//0Dq6zyf8ex1A+b27d3bGtsbSc8H7hyafzHse/OjKiqoqy4wJqa2rq33/3kSw8RwlOxGKvrBlNfH1LC92ymLx3a3335t4s/r5iAl+XYD06cGY9NToeTySSjqjJMw4TL7YYo+vHk7r7i8/29bTPxyVilAk67Yd/+AwPB+nX901OT7mwqgVw2g8KChGJ+HoahIydJrke7e8LRLz77sFIBxm74xO59h67Gp9iclIGUTYNSBZZlQdMo0jdvYObaNPNgZ1eXw7Hkq/Q3XHZDQgRBlWUU8/NgOR4sR+ByuWGYBqiqQJFllEolygs+sVjI52+7wFwmleQFEuGIAKfLBV4Q4fZ4YegaVEWGg2HgYBhTkeVyJT8HFlnBp++/80ZHR1fR62VBiACOCPBXVYP3+cERAZHIVn105NRJXdf0SgUWXd6xweGvvby4fezcDyxHfOCID6oqo8rPY8eOzuRzuzq25rJzc5UK2LYAAL46deKjeyP3NTzTP7CFcTrUKr+ftra16AaVzx89PNCXTiZmASBYFwo91PnY49U1waBcLpdluVxaisCSry/heaGlveNhy7LM2T+uX5+5OhUDgJrataE3j7/3eV2oITIZi4FlWT28eQsTPTk8eOyt146oimz7WlbeHwDVa4LB4ejY9Og334rpTIYxdA2AAy6XG+HwJmoaysgrLxzYZZex6ArsOPLq68cTqXTz7zMzzkwqAWkujfyCBI2qmF/IOyPb7r+zVFiI3zqtf8K2BYvRs+fpZ6/F465MKoGclAGlCqiiIJOaRU5K4/KlCbKzd+9Buwzbd8AOf1XgDlVRUCzkQakKUQzA7fEAAChVocoypGwGTc2N4RURkMvlosfrhcMywQs+sByBlyUALChyGZpGwREO6eTNhF1OxSugVKW//nTuwvqNYRDBB0J8EP0B+PwBEP4voaaWtvL3Z6NDdjnLasHdGzaFB4eivwwPfSyapgO8T4RlAaXCAtaGavUHGptu7N3ZusE0DPPfMpbVgvmclI1NjF84/PLRHp4Qh6Zpbpb1mq1trQUfz1958eCeR8qlYtEuY1kncAuPx+vp7n1qX8Nd6zeapoXzoyOnYxPjFy3Luh3xq6zyH+dPWsmKUNxrtvIAAAAASUVORK5CYII=) 16 16, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur196774 0.6s linear infinite forwards;
}