@keyframes rwdcur207418 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2VXUybVRjHf23p+9XSUvpFSykU6igyErMwkyGOxbFlw23qphgzE680US/cLhY/kmV6td14442Juhi/YkJ0xkQzt6gJhsVdyI3gMthWwE4KBVoolJa2cLyiGYZKDag3/O7O+39ynl/Oed73hW222eYf4vT4xH/aUDNbCg1lVROyqm2pgH6jgkCoBW9NYE1TSVYKa5vDJTZzKhsKKIrK/a3teL0+YTCUIVZW8Nf4kWRFaGaLWMpkmItPF+orXR5xr+CmBE482S0kBI11fjz1ocLz8YkJgsEgsqKQz2UBKLdWiIZQiwjsaC61NwC6YsHBR48Jl93FnkeO8vSJA4yMjPH6a2e5MdCPJhuxVlSi2j1U2N1k0ikSU1E8/iDXrl4iNZ8ku5Qpuve9GIoF3mrfm7X1IZ579iQeuwmvy8Gu9iOk5mdJZ3Po0FPp8RMe7CcSvsnD+zqZjoRhJcdSLk9mMfVWKQJrrkBWNfHi2XdE9/NnhMFgYG5ijKtXLhfy6MgQALZyKy6nm/T0H8wmpnn13HkebG0DwCip+H0eSp2DwjFZbHZR0xDC5qxGkcoY/e0XJqdiLC+vcPx4Nw/tbuX27WGGRyLoDUZiU5NkMynqG4IE6mpBr9Hffx2dqYJoJEw6meDuWJgyo8TiQrLodawJVq1lRUHRzKTmk+RzWRx2B4f3tpMTehIL86jeEDa3j77velBW0kQnYqSzWSodbtKpBfZ2HiAem+DOnRECTQ/w/VeflCawima2iLpaP6qtCo8/yMzvt0hNR2gMNmIxm7j8Ux+mShfu6loSMzHGR2+xvLyMw+mmOdSMosq07dnN6VOvbDiI6xZ07u8QiXgcoxAYZY0apxWd0QgrOibjcwwODZNczOCtqsLrcdHS2kGlVWMuFsPt9vHZlz2MhofI57Ibvg3rhpKsCK/Hxc5gHQvJJKqioJksAOSW8zgdDg51HSbU1EjPF5f4ue86KSEzGYvy+acfc+Sxx8nnsiymFjAYyv52BsqKBePRGJrJgrdCxSBJLOUy6PVlNDX4uXDhPKLczcDAIDfDE2SByViU2dkEZ944h6JoRKJ3S/oOFC1yenwin8uiqib2t7WSmp1GVTSOHepA8e7gg/cu8kNvLxe/+ZFn9rXqJFkRZquNeCyqs9jsIpmYKUlgXSRZEeXWCnHfzl3i3a+viY+u/CqOdh0Ub7//oTj5RJeQZEVIsiJeOnW66E9qU3hrAuKpF14WvZGpdTdcFdiyhn/l2xvxDTf+VwVK5X8X2GabbbaCPwEhgmQ0Q3E4/QAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe2WXWhbZRjHfyfJcnJOkubLfob0K0mbdC1ddbrqZBfWsa3TMgUFRb2YlxMFZVdee9FLBb0bIoLTMcdAUlToqIpCHbQb7c1Ka7/WD7t2mU2bnHOSnNeLkuJNTJYhRcj/+n2e5/c+H+/7QFVV/d81fHlUHChAKBwXdtlRMYTlUYLbZYdo6YgjSZW7qdhSdblFfTBEW7QXq81aMYCtnEMuj0+Y+Ry5bBZD16QXhs6KPxbXaAy2kr6/itfjBRDpnZT0sABlGdhlhyikua4pSFe8i56jx9C0NJsrd0kmk+ykdsloaQCmb08gSRZUp5NAY4jZ6YmiccrKgKFrUgFia2Od4POneP+9d5mZnee7b6+gZ2EntQuAPxjhdGcf2w/us7m+RHMkxuz0RFHfZQEUggthIstOLn5wgQavgj/WzGQwRDKZZDtVA0Aul2XytxvomZ29bNz89V+zXLIJI92PC6fLTbgzRjTSzrlzZ0g9+JPU1l1+GfuRqfGfWF+8g9ep4K9tJHVvBUSOs6+eZ2N1uWSJix5QXW7R1Bqlo6eP1vgx5iZHUa0awfpa6h7z41PsfHLpG9Y2NjG0DN09PdQHwxhZA1VxMvrD9f2mrQig8Lg4VCemadIRjdDUVEeNKqNY98y+vJpAkiw0h4L8tZ2iK97NIVkmndGZmppES+/u+ysGUjJFBZBopB1ZcaJndvG6FYRhcGtmAYvVxlfXE3zx2ad47KDnJRZW18loaQI+H/MLc6yurFBsREs2YYG8oSUmOvtPc+v7zwl4VVTA51JJ6SY3rl3m3tIMDYePIPImqiJz8aOPGToew2KxVlaCf6qxJSyee/F1xscSbK0t80S8jRrFgcVmw8zlAPB4ArS3hfl6ZIT5xeWy6g9lTEEoHBfhrl7GxxK0Rrt56a138Hr9CMmKZmQRkpW+I09x6cpVTJeb2bm9skiShXI+qZIAT54YYOb2TRyKwu9jCTbv/Ax5g2w+xyGrjaO9h/lweBiA/v6nEcLE0DJl/w8P/XYDDJ46KZaWFtFzgmefOcHxgZOcf+OV/XoXbi5JFnQtXVGMkrLLDmGXHWLozQtiYPDlg9kHvIFabDaJ0ZFr/80tS2nwtbcPdh17lFWsqqqqKuhvNIo6GaMG4o4AAAAASUVORK5CYII=) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhe2VW2yTZRzGf22/fV+PX7uyjnZb6bpsAykCyyaHcYOwxUyIZDMGRcCgidELIl5JMDFyaeIhGsWYiDEmGi/k4GFcEAwgWzfYgpwUBsky2GAbG1vPX1u+9fVigbDACkKIMdnv8j38n+f/5D3ADDPM8JiQFbNYuHyl+M8MeHxlQlbM9zVgfBQRWTELj69M+INVU4RUd5Gw2tUHqpHXgOoumraD+tVrBIDVruILzkNWzKKhcZWofapWzAmUE4+O3TaZT0PKN5nRUlhtdqHrOrJiwSiZSCcTBKoX0N97EYDBK70MDfShqg5cHjeabiAd00jGY0jSZPls5iENiFwOyWIF0lTNnYfFopCZkLC7i+k4uHfK2kD5HN55bztnu0+yf28retKPrutYHIUA4tyf3YZ/bSCbSRv8/lLx0qZtvLp5C4eOhPnpx2+5drmHIo+HbCaN06kSDAb44vMvqayspNLn4+8zF5jQkgyNjsPNLBQUPFwCTY1Pi1BNDTve3YFiENTVhPjjkJuElqRAkbFYFOZW+Vn3XBN79uzlyNE2WtatpLjIwVWHA4B4NEYqqVG/YoUIt7fflcI9YwFY1tAsbkavsKimBucsLw1NLXQcPsDxEyfQTTYClSFSkUFmmdMA/PzLQUZHRpAkieamlQyPRSgwFeDwzyeR0omMDHCmK0w2o5HNpA3TGnh205vi0qkuSsqrkXMJLvf1crm3l2JvKUvrnqTnQg+DQ9dJpTRKy8pYGKoiGhlnMJqjefNr7PtuNyV2I8IEeiJJVJgxyjYAFLOCFhuju7MNk8lkuKeB2f6giIwOI3I5gsEALo+XigXLmMgkGOs/z/jIKEGfhxvRBKPxBLLZTDad5sZ4jI1vbCN+Y5jBc524XZPvQNfZizhKq1i0MEQ8FuPAr/sZuz40fQJ34vGVidolS9FT47hcLtJaBjGRoXF5HYvrlvDhrt2Iick75rKZsUiThy0SjdF37Tp2RaIiEMA2y0vF8md4+5Xmu/TyHkKrXaV/YBCnTUZJxBiPaQRKi3nx9W20tR3D5XQTiY6RzmhEkmmwAVkdgPKSYnze2RQ6VLrO9xDuDN9TwzSduGKxCl9JCS6nnZJAkIrqJzhy+Ch/nb+Ebimk8/Qlfvhml0G2Od/PKW7ikRGMEzpGo5HFobl88PFnrF2/kStXhzl96iRtx7vypn139za7ONo/ILbu/FR89dsxcWvMrhYKWTGL7R99LVR3kfAHq0TtigbhLvaK59dvEFu3bBBaMiLa29tFQ+MqISvmvJ/SfV3Vr14jwr+3GmDyXZckiVQycXuf1x8Uqmqjsno+q9e2EG79nhfWNiGpHja8vOl2nTuv3iNhtdmndBOqrRcdJ7qE1WYX+7r7pszd6v5BvuWH5q2dn+Qt/tgNzDDDDP97/gFoRZ7vubg1xQAAAABJRU5ErkJggg==) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2V3VNUdRjHP2f37J6zu+DCiRV2eVO2FaE3CfMFSLQ0dUYvFGeasumiF5upZsKXmeqif6C6cMYLvaibXqxpenHGMLIJGaWc0sW0AsUgEmhlYZeFfd898OsCIVeEycaxLvhcnXN+3+f3fOd5nt/5wTzzzHMHMKsWMdua4XYkyFqQK6xZ2TdNUuKpELIszxp7WwxYbFnouo5ZUTNMFC1yC4ezGD2dnjV2dmvXqF7zmADwnjwuATQ8t1e0NX/GYH+vNKVJJRPT+rq6WmEyy4TjOqX3rOLEkffm3H/WCpgVVZgVVYwGh/9+Vy2ir6eLRCyaoY3HIpMPkkTHxS5Migktv4i+ni4i4fCcBuaugCQRvNpHiTOfujXrMCo2QuEY8WjmpoWuPAYGhihe7GZP4wsk03Gaj33D+NgIBQX52LKysFgXiPYzp6UbU8w9A2Kypfv27mb3ntexmEyMx0YoLCyhenm1MCuqWPdIvairr+fzIx9wwfsji4rdBAb9LMy1Y1FVCl0LsVpUkrp+axVYX19DWkg0Nu5h88YNADQ3NxGJhEjqOklMLKvdgCHbjj4uoSgKbW2n2La9AU/lffj6eqlZsYwJXSGZSBAIham8v0p0XDiXUYVZDRhkI5VLygnGU/zU1csvl67gH/ajSkkKsk309PfR29VJjqbhWrea1pZW/IOT87J+25M0ffI+sVAI1WpBUVVsTid6wIddc4h4NEwqmZAAZvQEwOEsFqtralCMaQYDYwSCo9izs7ApBiaScTSHCXd5HidaLuPzjbJyZTWKLOFyuTjadJyGXfsIXfmNTu8phJ4mkRrHf+2gKCYjktHERCpOx4VzUoaBu+99UAg9iZZfSnTEh90m0+cLEhz2o+UtxFNWhE01k6uaka2CSDzKwJCBZGwMgPwcGwChUISigjyyLQqp8QmG/EPEFA1Ny6W//wpvf3iMtWX2mRUoWuQWft8AAO6yUtweD2PRBCseXosej/Br+xmWlJWwc2cDRz76gjcPvitt3LxFmEyAnsRqkHA47kKkUvzpH2YsGkO1WnDm2skpXUprawudF7uIRcLTeTNmoL+3e3qhs/MSDlexiKYNnP/uBIrJQNUDldTVrqG4rIqjJ1+djgsFR8hfuorhPzpgKIBskDArCotzFlC22MNoeJS21m/xnm2/tWPY0/07If8AD9VvICUEhz89xo4nnuaHs15S45Oar7/6UoolJ5BlBa/3LN1XAxhlmbraGt75+DCP73qR+i3b+f4myWe04EZKPBVi09atbH/+NTZVaNL0rSbE9BQDbHv2FXH5/BkqysuxW2Xczhye2tXI/v37OXjoEHo6naH/xxWIjAyz/NEdbKrQJIBUIi5N/Zyup8pTgma3suOZlzHmFNFyuh1f988cOHBgzovoXzF1R1z/7aU33hJanmOGsyntjfo7zn9uYJ555vlf8xfS8abKwuwYrQAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFklEQVRYhe2VW0xcRRjHf4dd9n5hL+wulwIWaOlyLVBSEFEkqYkSa9Sg0YBNTDXRmNjER/vQGBP7oLF9on0QYy1JSZ+0qTZp1WBIodUYFZoChdoFljss17O3s+ODsgFZrBgTjeGXnIeZb2b+/5n5zjewww47/F/QaHXC7nSJRDGnOy1hP0DS3xHTG03ij22T2YIsr6LR6uIxjVYn9pZVCZsrY8u17mvgtROnN4hl5XuFyWrfMEaJRtldUBxv19TWipraWpFffABv2UFGh29vz4BGqxNr382vvsBic4o1cbPVwcLs1KY5Y767AKjUakZHR1BElD1F+/m+6ypKNLqlAWmrwNpRlhx4EI/dSjASJtmYSte1zwmuLhMOBeNz7U6XKCoqQErSUlleirfwATo7uxjoH2RubpFIJIJeZ6Cvr3eTnnpLa78zN36XjvYuLnR8xpeXL7JrVxYAIyO++NUUFOyh+cjzvNzyKr6RUd45cZzBQR+RkILDagIgHE2ch1vmQEVFMfl5ebS2niEn00VlVQUOhxubLQWrxYDRbEFvMuPOzCGMlumpWQA+PX+Oc+c7MDgz8E9O4XDYMBr0AFRWlG9ykfAEnjn8uAB4orEGSWvjSo+Pvlv9hIIBLFoVIUVLWZGHySk/vT/3kpObz+zEBGfPnmJ+ZhyAkupDEFVQ5EliSgyj1YF/eh6nO00sBubjV5gwB+xOl6ivr0GtTmY1JJDDgBJEhGWIyKRnGsjOd3LPL3Onz4/d4cZuM6NBIcWZysDtfrL2VjExeouxO4OYDQb8AZmIkAhGFCxmA0eOHeet5sPSJgN1jU1CrdYTnBlCxELMBoIsLa8QCcmUFnlJMWkxqCSiKhlXdhLDQyr8YwtIShibxQBATIlh1Wt/24zVTDAoM74Sw5GWTfOLzyGlF9JYmrn5BOoam8TgT98RmJ0izeNin9fLvbEJPG4PLk86k74hGuoOUlW+nw8+PMXla99KjU8+LYQIE1yVcWflolcCGFUqVldW8M/OE1heJTfDg95koX90hhs915FXluO6G3Kg81JHPLDP+4hYWlokxWwBYGHGzxuvv4LdmUYwFOLr7h/i8yRJw2JUwZbsoLvzKpUFuwFwWC1Ul1dgMpqwpGXSevQoSUmqDZvesg4ApKZnCYCHH61HhBaYnp6j+/oNcnLzWVpeYdw3LAE0NDQIlT2LgR9vYtRpyPY4ePapQ9TV1oPBxkdtbfzSP0j7xQub9O5roKmlhbyShzj2wmPS+jq/vhDpjSZRVl2HUWegqrSAmZEh3n3/NO+dPEnbx5+wvLS4Yfxf5sylb8RLb7694d9dK9Hr+/RGkygsKRftV3pELKaIhroaoTeaxPqSvm3xPyPRgome3PUG/nET2+FfN7DDDjv8p/kV3jyU4+oFMYkAAAAASUVORK5CYII=) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207418 0.66666666666667s linear infinite forwards;
}
