@keyframes rwdcur156400 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpklEQVRYhe2WbWjbRRzHP3f/5J82adMkZumjXdquVcdaOxgdzLZYKE5HnQqKY6/Et/rCDR8QRGFD6hRRhojCQIpTYcp0WAplDhXEYbvWzjpXix3OzD7ZhzRL2n/+Se58US0o3bqSVgX7hYPjftz3Pnzvd3Cwof+ixmBvGrrT0PyvAJyFxp9A25BRcESB+Y8CdAL9JfeOXAwG9TxoBd9q2LoeZ8nlFtsARms7cD3HQEEBM1AP9Gl4Qq8HxXLqgvAV3/uZR2vrdFdhob4MOgNaw2kNJWt1zrIJAOyBn1NR46tmVc+LxcV8Hg4zDNjQCgxq2LeuAAC/MdTRGGsh6TA46vfzYU0Ngx4PMQgAH2h4T4Nv3QDGOf+Rd6xgvkVVIQ2DU3l5vFVRQV8wyCigYT9wXvu4c10A9nIyZqXVJ22JRoQAISUDLhftpaV8XVbGCJCCcmzO6Ft5Ve9e/XO9LgDADJMdtVPbCAg3QgiEEMw6nRwJhejcsoWLLhfxeSQRDjJLn36IujUFGCPyWWZaju637kYA/AGBlBz3ejlWVcX3Ph/jCdAX2MYEvfoRntQH1wjgHtqVRer4rrkGECxeBYtDSsnZ3FxeKi+nv7iYSwlI9WFymVdY4LR6lqKsAQDizHWUjJbQqOrRGjQsJSGk5Fenk8NFRXxZUcGwZZDoAYZoFQkG9SFaswa4jQd/sFLJc/fFdyPEX2t/JpExDN70+zlRXc2IzGe6F7hAkCin9AtUZgUAkEG9Uze1Fa9wL13B0kQIhBQYhqTL4+G1cJgf3ZuY+gYYwE3k2imIaxX+riG6A2VsHuvd0WNOOCI4lcJIKZyONCYZzEAaV8jGDKZwBRO4kwbJQ+9S6bGvqGq25wwwlRUAwCRvfGzve/l+Vf4LBCS222DBlCwIQVwJrtqC2FVBflQRuuQh9+SUFYKmUjiXdQIA/XS3+W5OfvqM6yl65yawjBxM08QwDLRSBJI2T89ME7JtiiEWg6ad8N31PG+4BwDGiXYlI3njzeMPELUhk8mgtUZKielykfDmE/HfRCWSCsirgaGVPFcFsIeHlYXr2E67gcOpAzSmtpNMJkmn0yilQAh6TC+z3IKFMekEeyVPx2oAAEzc7Q67JHyH7av3a1/nF6L3cSFEntaLXxW3VYjFZqK4HwvTt6LfqnpgOfl8vobbRc3bOdJRX6OKaLHCbFpIv97E0QM3sj9rAIAzdMgcxF1p4jscLAwLEid28fxaWG9oQ/8D/Q4cFEf5J4ktEgAAAABJRU5ErkJggg==) 5 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2UXUybZRSAn+/7WkpboPRrkbGBIxmTgbjFRHBCgmMqW5jZXDb/ojEm/s0LYqIJ82dxWRyJmCVGJJnbsgs1W8TpBQNJ2MaGIg7NGAWXIjqBRilt+Vn5b2n7vV4gd0zAFIwJz9X7nrw550nOeQ+schuCN9GtRB15vmCggWJ5nN5QN4/+JwJDXkbCQ6yVAlSHu7bkLbfEvPQcTz8eakSE24omZz5oennFBbr2fJ//R1WhCF1GTLYUivYnq6uDjCasmMA1XPLXTx/yek+bRfgK4s/LCeLzB8p7fTE3tkazzrwzAHAf6zW7xV73cU0SIbdCim6MvHfK04+lHWtuN9WWTRBYXgGAFENGjWdGx/mmZDQ3ZCRMsb/8K93r5sMVTfGnG6a4cUdULG7Ht7hMJ196Zjonc6NwvGkT4S8QkWZEw4l4YVNt4kPLawOu2LqHl1Wi/u3S2k2ZmWLXlg3C+55JhL+clTjzvkXYVFW8Yi2JtJorK8Zp/1eLS1noweHnHzK3/ubcfdMvMzlooMA+jqwX5GSHMcbF8InDLbUqHQXJ+kDxydALjRWi1r8UgX+cAYDAcFbdI3kmTQLOeWI535KM1gfSQIQDJZO8ulejR/JzQP/Z1vo4Y3OESExUBTaXPedJXZv4E5IEQnC0Ow7ndRWtD/SDIQ4+Ncn+BwUAHUp/agipJKoCAHdl+WqMBkCSCCLxbruVkQ4TWh+Y/DOUvzhF4WZoli8wpkSKoi6QoDrrd24LgwBJkvhFKFS12Ql3ymi9YJ0O8FHpNFKqA4/BvT3qAp5hOnOyZzxIs3cJqNZi+ebHZOgE0QvrmOLUG0G8ie5sTdbsURXI3wXpdwYuSHMBafZ0RDPT1WJFdILogU3mCe451CY7bI63Fiuw4Dec4+CzZTrTd/ue0Kb1eKUeJCAiSThFLMW9QQzGEBghbn0j/alpuRddv5/z+/1DUROoOtPkPOo5Zc+/VZSxLbTXmClySZCT+FnpZyysUeAaRTEBsRFsG67KvhHjwA9do80L5V1UC+a4H7U0Hp0tbUy91zqqu7bDt4NK91myAp/SfffjcAXCbeC5DqoSHFlMziWvz2wsAA6L3rJPUZT2JH2yulPewy33Rqwu0F+CmDwN62ikbqm5l0xiYuJ2m80WSlmzRuSmpIgOg0FMgPCtQ/yaz2PLLvC3xG5VVbttqjp8wmwe9EHECUcaltjeqFAJqVeheMULr7LK/5q/AIArYUnb7cArAAAAAElFTkSuQmCC) 5 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2VXUzVZRjAfy9wjudwgANqCEgm6BbYwaQxwVmpAzJkoXXhMmiVK11Juj4u7KI1XY2pbS3LC6URljOnbi6dY8qazqwZHCTFIL2QwCQgFM4ncP4fTxdETYeeswTWhb/L9+N5fnvf53lfuM+duIl1MtJEjTlaQwwGzQh5kyExNr/Rk+J5eRjDtRnzDqITSfIFjlsufSBPHGiRx4eLTiGkT6rAkjq25Pss4li4R97b1i4ru1fdQHhu0gSeraVsox/JqkwQx6IaqX6hRyoaXpEYM6Yak9gJF1i3j7Tt15A1++PE6XTKtGX7ZO/Sfin/4m2ZGpjahsljEy6x+xeub2+2izPRKU6nUzKe+kY+zPNK6etbZFbHrGGEdwlMoEDNOY6dHLBKYtKIgNOZIOklByXfFZDcxTsl+7tsiTVi6zFI+a857tpe3m4aM+JCLFkloAAUvh9foy2jDn/3eqa8s5nsT7KLZvhmtGBSNu4CFgO3xQ/Llpi3jKsza8l0ncDurSD01ftkVGZMz7yc+S3CLgxs4yYQb8E95IHceeboAYwqcO70i6Q+Wo+6WYavuYqUV1PJOZLzRoKR0ITJ/EgFVLgFTS1cm5lqTc+aa0fk1jlBkbP0EG1JhayNb6fj7A9cXXGIPzY1Bbse6HoLxZ5w8cM+sUE/7uRpIQqLBXWbrkKY3rqTS0P7ybWAq/15Ej87jG31idjkn3btJvTkp/csEPDQqGtQXGSOOb9pSh4phzppO7Ce6vhiLjs+xtfaTmjFUqwX1lVi3v1XjQknYAzh9nogx2UC0SjFP1dRlFrM4oFkLjo7OJzwO4kxMfj81VhFQ1VpBHL7W4kidE8CtmjOe27CnDkGYLmlDjZaFxPVa2VXehMOhwOlFIZpcqOqj96y3ivAynDxw15B4TP0BQboTE7WKCj4N/vytBIW9c3mbEI3ZyydGIaBUgq7zYajzUG0Gb0BxdV7FgDo78YNJiUlf7cjwpu2p9H6bWybcgTDMNA0DV3XUUrh2OcgqTWpNJLYEQmYQRqHAjA/Z6QQS9NXUfDnw9TFN9Ei19H1keS6rmMYBqZpkqbJvHETQKfBd2OkDgRhQ+xKPJ4gH9lqycsPIRJC00IMDw8TDAaxzvSzfE7QP34CBg3eHvS0VJ3y/NUs7JnLQedJtn7ez5e1HlavGUTTBgkEAmD1sr7KwwLH4LGIYkdK81EuiIG0bz0qna7j4m5IEl3Hd60DCQxGy/fnYuVofZxc7LLJrwZ1pwfDdxhE0IajDPbxtbeHHXEvNWCv6ODB2f1XUJT+7CY97SGjfMEjwUS7g5ChOBUUarLsjP1y3UbYv2CU83uJik6iMruQXIuNLhQ7VBQDke6/z33+t/wFdHKxqSrwgEIAAAAASUVORK5CYII=) 5 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur156400 1.3333333333333s linear infinite forwards;
}
