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1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2WT28TRxiHnxnP2uvNksQYqIGoFEQKyiGqTFWhnhAluVUql36KSj21n6RfAfXAoVJVLoFWLQir5WCUNpeKQFuoKkIcJ9jx2t7dmbeHCGgU/0msSL34kfay76t5fnpnNbMwZsyY/xm1n6Ygj3x6HTpdSCOobUBhShFta+p1x/sXDMtPLJUVt+81X2GGNUyEyBefQa0OLgUvUBxzilJR08oLl2ZzvHdWs9WACu5A8qEB/iuvLkPlFxQIO4/jyrwRKUGj6fj6x+TAchgwrt7yN3x82ZPiZIZwAr76pjOSHPpMYD/yU0WNZ+Db+/Go7t4BhsmPBkirI1wrZ7n5Q8JcyfDB20aeb6YcCzQ2VdQaKTOTWZzVaAs42Oo6bv/T2jOpXQGC/GA5QD1CbTWd3FjqopTi6KSGLhQmMsxMZ0g7GicaP6tJY00UO0KjOeEboNV/AkEe+fLzwfJXVB87VX28/9EvngqlXMj1rJk98l8Hy0eh1k5ZN7ZnTQMsXgWbKJ4+g8rPhysHSBKFSO9lNcCLGhRChSeK8kXksAMcNx6zQb5nzcDOyEPfyeJlQ9IFxEn194Ofav3Yto7VRqd/AICln1AkyMKlDHdjBVZLdTXtG+Ji0UjoaQJjaLQdq5sdtt3O9mmUlKfz+KLZTkLeyhZo2/XBAQCWKqkiRRbKHneTFM4ZqT7ZG6J80pdP3g1YWYvxtcGfhLlpn1LOiHWKtcgyrTXdVBEnFqihyQwPALD0IFWSKFmYz3HvtwTOaKn+Fe8KUcgpUqvJqAy3/miy0bYjb5fu9fL2w0TdqcZ8eN7n9FSG8kx214f5/Z9ttfI8JtSaK6VwVDcw5O6+NufLR+fz3H/U5dmGZflFd1f/9XempJjzeNmy3Px783Bvw9chZgO5eiag8rRDFDnqbcd6O+F0kMNDUcpnmQsDHtabfLfWONz/AYA7jyJFiswf93npWc4egVbscyJriGLwUJz0PR5YxRGtpOn6nDhjxozpw78HVklpV6F/OQAAAABJRU5ErkJggg==) 15 15, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2WPUwTcRjGn397pXwUc9K0BRpBQZAoEYjW7xjThAaiIRQ18Ss4uChYBgY2BzUsRl2q0WjjwMymVWOiJg4G0AQ7oCEiCooDhRiI9OPau9eBwTa9u96Vjv0lNz3v/32fvB/JAQUKFNCIgzeRr9NJ3n1Wymdeg8Y46jtejV9LAmy8Cd5DqibyahAA6F5fHe2pKycAaKgyk6+7ijpcvGwh7xGropZb8cGt1LK9LC2hgzfR9UtO2ttkySh09WQljT1qltV0YbdydONyNbl2lSglIv9QLbU2labpvjMO6nHzdHewJkPTxcAFO/V4sraS7l/bQq7d/02mvMvQ5FBcwt/LMdjsRjRuK1JLwPpv/kRXO49OdxkBIBRJYEaS0/QZGH2xypZXEuj0lMNu41RN+EfCaKgrQbu7DMQRYMzUTnVtks2heoajT1fZ9PcoBvp5QOW8FsNJ9vzNKurrTfB0lAImKU0bD61h/8ES2becmgEAePkqwpb+iOR/YIPvSpgAMLm4mVmBwQCaDMXxbTaRppEBIE6Se6adljYz3XlYsT5nnbgOFNPw7Qr9I0glNBlnI4G/GBreDKuD6TIhQUJUQdNsAABCHwX24X0MJ85ZULvDqNlEEkCCiRs3AABvg1F8nUrA5S6Gs9GgyYQEQFBoWrYlpGOnzbDXZPp0eTh8+WTEArIvlwgJgkJctg6wSETC0d4iLM5LaV8wEMPCTDJrcWC9A3HKrQOYCCbYSniNDl804Ul/FFA4QzWIEURDbh0AAExPJNnrgIDex2YghzMUGUHY6BLOTYrsXUBA9y0Olkp9JkQJiOU6glR+jBMrtUnUdt6IuXFRswnbTkBQGIEuAwDw+ZnEWnlQ81k9q0CYH8v7n1qBAvnhH7hcD8aXyBdZAAAAAElFTkSuQmCC) 15 15, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhe2WzU9cZRTGf++9d74pBWYgxQ6FGaZIa4qBODDWWmI1pBrbujCuG+PCjf+GW1du3TeRJipG0qak1ZigppLSFLHBSgu0UD4GmBnm434cF0TiyMwwTFgpz+697znP89xz3vfcC4c4xH8BWr1LAvFGqSVXHYSBwMuNEng1SCAeYvXaE/ILWfIPklVx7xnUNBQSrUXHWrFZH10pGx/6uEs0tw6GC3NpC8fRMJe22Bqbr6hh7GVADxpgghFyEfqwTaynJtlnWfL3NoqIrcU8+lEf2d+XsFdzuFqP4Ottxgg3iGRsUsO/lTRSuQIa0nK1jedfzCmA+gtB8bQfRUywRchNp8je3a6KEa6ThvdOYj3NsH794Q6v/2JM3B1B7GSW1LXJXXoVK9DyUQRr3dxZb46tKlgFoP5yhzRdPUU6uiRWzqEwuYyZNFF+D4HBdsnceawAtkZnlHrbEFc8AkyWeMdKBWjwkX2QKrm3+fWsWvjkB+XkLHSfjv98O8rnxZ2IgKYXxZrLWZyCwnvh1K6bUrYF9W8dFxXQ2fjqSVWn2Yg1iaf3BZTpkP1lDnshtZNn9ITFfTqMag2R+WykiK9sC/RWP3YyX402ANbMmrJm1krvTc4rze8Xb083WuyYODOLOybKtkDzelCNAdzdtQ2Yf0NMm8Lsc4zzvcU65RKycxtI3sZ/LkLdB2ckcGV3//YD8+4fyv5zGSMWKXpeVX/973aL8rnxDL5IbmyGresTNU1QPf6S6IP9WNOPcEbuqKoN/A3jlRPi7moFQ0N5fBRmk5g392fGeP+i0NWJ9enn+zfwT3jf6RMVrEdEx362hnmrSiOJXtEvDWEPj8Kv91TFOVAJuRsTWItp9M42XK/3ocXC1Z0Rw4ezloHEwPayFnHPlUFRx4OgKey5FazNNM5munJSX6/g9cCxVtSRILL8aP8GjKEBcZ2JIpkCspHBSWeQjTTW7QrlTwwIhgEdJyAagzovztRD+Pa7/RtwLBt6TsPjeZz7acxbE5BOlxZP9AsNjRCNQqwT1pLw8ziM3iyKr+06vZkQ1RxEvfEa9je3cUZubPP0xwW3G8LhbeGWZpiegu9/hKlaPsd74Wxc1MkoaBpia+D1QzQChQJM3ocvh/fkP5BfMs6dFTraIdQC4+Mw/tPB8B7iEP8L/AXG2EcXldDe5wAAAABJRU5ErkJggg==) 15 15, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2Vy0+cZRTGf991LsAMt6Hl6rS1hUK1GkpCY0JIY01RsDe1Oxf+Gf4BJq7duNSFceOimiaiIthWK7ZWSiUG6LSW2gJloMPFGWa+23ExCRaYwZnpwg3P6s13Ls/znvec88EudvE/Qyk6ItItRLrBXoS1+zD/Y/E5ShIQfUuoehFUE9buAWkUUwPxkMQdmL1WkpCdg6rahfoeKG+D9EKWOPUQXAsWrysA6oF+0ToGkJkRZD2OO/19UUJyOzefEqqPga8aVmNZYnsZFkZz+xvlYnT0oUVfQAk/R+aXT/EmhwsSom+czFqhpR9q2iHzNyTvwfwP4DkQz0MM6Id7RQmEUU0TVmbBWkHVdLxC2Hm6AgfeFTW8H+/JBKzPgpOGpd/y3yJcJ/qhHvRgCMxgtheWHpEZ+7KoJ/i3Ar5yRNYgPQ+P/7uhVH8Is/kIiiZYU9ew/xgBxym6EdWNU3wUNVwNulNQoPc4ptixq7gLd9Hr9uI/9lqx3MCWJtR73hcS0zi/f1HUTYyXT4rZEkW8DLgO1oNpnIlfC8qxyUlt7xd9bxvu3cu4MzdKmuvgyXPif+UEmZuXEWud1DeXdsyzzRg8/4HYUyPYE98904Yr6zstis+HXhXCSyZwVldIDQ5ty6lv/eAsxdAa9kGmU+w7N0sWkfw6Ow1mW6sEujoJNDeRyuGnbv3gTF/BbIiimEap3JtgTU4pkojjpZM57dsq4M3GFDcZF70pimenxJm+vVEFraFRAi91IYZB5vYYzp+xwhpNU3Hn5nPatlUAwJ0ZR2+KZrfbU/A/f4hg76sYlWHKjh8n9M7bUjHwhuxEHug4KIHWFlaHruYUm1NA+vqwogZNjLrIFouHNT6K2OukfrqCm0qj+v00fvShhN7syykk0LEfbzmRV2DeElacvSBaZRXWX/dJDQ1u+FWeOyN6Qz3LF7/CefhIAQh0HhV/2z40RVAMjczMA1aHs3ug7r0BWfjkEniSk2vHN6w4e16U8jKM6hCZsVvYc3NoNVUEWg/iriRYvji4Kd539LAE6qvRG2rBSqPYNqgK8c/z/6ILaqLgiV4x9kRQVQ9jTwScDJ5lsfjxZ3njK091i15bgbewzJNv8y+1oubc19EmvsYINRdeJ3ljnOTPt0iOTz7TwioZZV1HRA1V7DgBu9jFLgrBPyv0Sz6ov2azAAAAAElFTkSuQmCC) 15 15, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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83.333333333333%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2Wy28bVRSHvzsznvHM2M7LdhsSqZFrKh4iVRGpAg2NKKiCCiiLqusKsWDDv8GW/4B9JVqJh1AFSsVjU4FaiaCWVEpEUMkbx4/4PY/DBgImtuOYrCDfbube+zs/nXPuA4444r+AZibEPTEl/axVh2HAHTst7sTzuGNT5O5dp5FfoZG735P2vpOGT18ULZHGL/5GYf5Wx/nJs++KppsQGHiVDUIvxCtvUF293TWGsZ8BPTYCgYcRT5I897b4+VVquTUaGz+0CPuldXRjgFruIUE9R8QexR45g2GNi3gVdn690dZI9wwoTdIz19j89kMFkHjygliJE4jvEfhCfWOB2vpdBWC44zKYeQu/ukph6eaurpN+VUx7gqCZZ2ft+p54XTOQPvcOfqWw+1366a90Jk6+KcNPX6PsZsSv12kW5vHKeZRycI/NSmXjawVQ3bylVPI1iZhTbWNo3QxoxiC1lfttx0pLn6iVufdU6NfRTRsndR4lNqY9DWGrrFfZImw0iboX9uyUjiVIZF4RFXEpPvy4p2427KxYiTMoPGrF7wnqK7vrDHNSTPMpdBllp/JBi17HEujOKEE930tsAPzaovJri+3HmvNKx5FYdJKalhU/XNw10bEEGlGUGsIcfKKvA2YP4uE1l4kb5/8RpwO14iMkaOAMzxA7flXc9OV/ZaTh3VVB8DNxI9vyv6f6OqnXRWFj2bPUi7epFm/2dYLG9CkZ0mep+Atsh5+png38iWE9J6Z1CjBQgYU0l6l6Xx5I45hxRWKcYsl//+AG/o4TvSS6GkEXwQvWqHhzPWklmJbH9DdYD25Q4J7qeg50o9r4Avx1bP0kg5EXsbRsTz1iYSDhNimmgR7ugnaMWJdFV2OAhh88oumX8MJS9zU8K4ooLsdxVJySbB3cwIBxUezIMyAVAinSDMsEUqTsf9Ux/SmmRcPAZoIBMmjE2AkfsMrnBzcQhj4JJqnyC2H4IxVvDp9y2+BJpsVikDgZ4mRpss0m37FG65XeVxMO6S+LpVKMqJfYDj5l7Y8tleSs6Jg4jBMnQ5Q0eRbY5BuKPOjjOt6HYV6QmHoc0NAlIEKUOBlCmuSZZ5mP9tU/lCdZihlxmcAhyRZ32OLOoegeccT/g98BYXVJdQJBwMkAAAAASUVORK5CYII=) 15 15, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur74541 1s linear infinite forwards;
}
