@keyframes rwdcur73229 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRYhe2XTYhkVxXHf+d+vPp4VT39IdEoCOoEQV1EhcS9K1ERBCEudBcEcSVkKYgLCYhJBBHMyoAQXMYsdBXUQJhJFiEYI8ExjjE6k5npme7qqnrv3a+TRbVV/ZyeIDaZlQceVfe+d//nV+ece+4r4Yz28N4zepb1cpbFT3zn13r56e4sErj/deEvf/g7vfjsK0x07+4DvHbxH/rU935DdzBjj3o9/0Lz/O0OxGOM4dmjn/PF+mEqM+T+6v71/XUKfrT7szPl8r+1V/1f+FS8bwMIcOFXL+mFb/3+bvjnF1cf4yc7P16PBeCxrzyu3R/+dVcAru4u+cDN8XrsAK5cusSEo/XkU3/+OgMZUJmLZDsimS2K2aKYmsQexWwT7S4lT8mHQmwsmoTSQTVf4uZL3MGSaj7HzZZ84/s/XWvPZwvCibpxAG24RVX215OhzFEJqHyOQb4AeBIO8BizRHWMaACgGAOABsG0EWkibtniFwvcbEl1MCeUt9fa1XZNuPZ2HyDKERMubADS1yhmSAHUPMiQi6gqKh5THGo3vwBARVBVbAz4+QJ3sMQfLqhuzfCHXU97Xx9kwsU+gNeGyfZGsMszSimoKsV0qH2AES+i2aPOk4mrCNgMWIhgu4xfNFSLJdWNGYObt6jmCd9oT3to3uiNHcBo9CbTerMLY27JJpCYUOUBBSh8mpqXAUdhhGOLYu6BAASwXcNg/5Dq2gGj6/tUs4JvFNfAdGejPQSmY+0DDEeFerjpyikcIuLJLpOspYqBnFuK+wRTXiPbiswOqgGVAZIzgxuHDP95k/qt6wwXBT8TqlBwHdTnNtpbbkydpA8wGCvT6YkIxCXGGCgdVgzJLOj8jJiPiPoxdnmTwhRj76ME8DeOqC9dYetv1xjPYDCDQVvYclBbmJ7baH+Gy736cQDVCMYn8qKxJQOYhiICpsLEhmgPaNMBXX4/93KJ4M5jDifsvPw6e3/aZ3K98D5gx0FdKxMDrsC4X7O3A4xqZbp3ohOHFswqTKvZhmyEjCeYm7T2KovhDh/Ze576mat88qUFHx/D1GR8J9hWMQVMASmF6Yfv3OWPawDs4MTJHDZHrCnHX4oCCYpiIpTl6zSv3uDbT3yWe8x53PgcVAOMGyIiFGPIBkSkp/30ix2KUFUVP/jtTByA9UJaewITVk1GFCgRyYqNIDnh2oRfdJy7suDz+7vcHL+BXG+oD7bxfoL3U8QPEe8R6xHb11aEB77wTb76yJOyjkB2ShvpAUgGU9LqMykSE77LVPOW8UHgg1eEOlm0/itHsyE0yjBEclwi1uPtBJzD2kFP+9HnWuG5J/spiEVIsqH0TUKyInkFYGPGtQHfFIbzwPRW5ENuG5lHdGBJw8AyH0HIlDLGpQrNERsrsnM97VNrIKPEvCkU261ybWPGpIztMlWbqJaJwVHHXjtmu6qQmNDKUqpCDIFOHUQopeBUyRqwseppnwoQEaL0ASQnXCjYWHBB8c0KYKvxbFvP2DgkdmAMuIx6QygdogIJKBmDB6WnfSpAAroT76c2ZmxUbFewMeG7gm8yw0bZKhUT55BgV3vUGdReRu15igkkYzk+IHHldu1TAUopRE705zZjY8KksnLeKb7LTMKA2jpG4pGYQQtqBCpD6RSxELRb7R4sEHGFnvbpEciFLp5IQUzHoV9dtkvUwTEWy0gsA7GQClKO1xiD2AzOIrmQTAJaVkdP7GmfChCNkNhU6qNvvXL7k/4/xueOr4/+e+Lvd3SS7njnGCCERHiXh95LcwCz+Yy4e1feyk8HaELDC39MhHeL1RlsZ+9evvTQd/nyQ4+c6a/g/+09sXcA0+unPoSmLZsAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhe2Xz4tkVxXHP+fcH/VeVVe3Pe1kuhUzEHRjQFHBlbhxaRR04UJQFFeGAUEQ4sIssoh/gRrFlS6yVhcuE38tFERMdJEI0TDB0CbzI11dXe+9++O4qJ6qrk7jYJJxNp5Ncc99fL+fe+65dd+D/8d9DgEIX3uvpb6Dwe6JycHuPt985FG+9ZlrciHA9rWH7OSD/p6Yn4/86IsbEB5ge3uLRVj8TwDOhwfw0UMs9w/AQkL9ev/7rzwNVPAZ1QEJBRd7XOzR0BHaBaN2TmyPabdmNM0xo11jNMm0bo7JEYN7A6cdXjO//tDt/wyg3iEjXWeTh5Ahe6oHtYEyBEQKKh4rDiuCLVsIcYaLQpABkY5ej3A6oJoR6Te1LwRQRULdTCcgVMhQAY1QrVJqQYaAtQ6pgmCoqzgPXhODHqGuR7XDS0IlndO+AABfsVFeJafO0VdhSHf6QrkjIRQs9uQUMQTRO6vvQGeInqDa4aRHdcBLwUZ3AbBQkLBuwtZ7pBgjU/rqGFIClpXIVDQM1NhhRUAqfqIEtyDJLZybE7RDGfCSUTIS3nT8NwHE1Y2HxmFE4yp9zbha0aJ0SVeVKCeJMuqoeLzLjGLPoIf4MCPqCV4HHMseUClIaO9WAVC/LtMDjdJXpSuOvhilFGbF0ZVEt1ASoPOBshvwcWDkblLiLaKbEbXDScJLwqSgZqgf3a0CCZp1BXabiJkxWKFW6ItjkT2L1HCUB94YHMNxJc1fZ3xZsdFLTMINoiwQHVAzGl8RrSC2od08NrEvf/xL/OjzT8m6AiWjft0DVyYOMyPhqEUwMzJQitHXEV1u+Ve3xfVXKtPp99gd/Z0mDnhnqCu4MysUZUPbxPjJH37K9uO7dvTELfEAoQMrafXQn+LycITTca0QRPBmOBOa4nh4rHx1fsDV8WVeed8L3B76ZdVOd9JOfzOb2vELzXIemH7uknmAZiGMZ+tjuFMEEcEVwUwIQGNCW5WmCA8MyoPJ8aDN8c88wtVPz7iy/xK36hHznMlW6IutQM5qX9gDcYDJyTq5lf1q0lelqdBWaKuyl5V3Z+Vy5wlND/N94nP7CIbfe5Wd5pijsmAohaFmzGxD+0KAthfGszONUhVXYXxn9UVos7Jjwk4R3pUcEzOKH/BpjBx+DP/acwDI9k0utTP62NGXRLK0oX3wt6u8+oGXNwGaTmnm68toWpbGbQWXlbEJbYWdKkyyMimCcwMmhZwjrt9FX+yQeAUPSHVIOyf6jkH6De1ydLIxPu0BY3qGcruCN8Gfmk+A9tR8XGR5RfgB0YyZg2EM3Ufxh89T3KVTJ0UnHvWe6Wy9B7Fjw2sJkIR8vN6XJivBhGDCuEJrS/NgQjQBMZwUoII5qC2WxthhQqdbGMujWEWQRmiP1wChAz3jtXwjCgZnkmMTfIVop31QwVeYGEQTnGSyZhQoJoQS0Tyhpg/Da3/BhSlFKwrUqmwd31gDiJDOA+yOIm1c39lLc1mZx6rLldvyT6n4hNdKFUPNQXWQA+QWbj+ETP8BuoWcQlw5o20R5KwXwHt2389C/7nG+sYBBsx5B6LAQVwPX751m6v75yrwiU9+kd8986t3wu6uMfU7jNPrq/GqHb//2KV781FwLr7+3Rv84Nt7bwb4b+L687+3X/7wOxzevM7B3uEq/5s/XvxqH5zgVHjq2WOufWqbjzwcVnNvCQDg2R8/aX/+7S/Y8y+8VYm3BwDw8yevWf/Xp+8fAMDPPrv3tnrn36SmVTX50tDyAAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTElEQVRYhe2Xu69dRxXGf2tm9uy77zn33Gvf+DogOQhESGNFWIAcCQSuQJEQ0IEoqJJ0aSkoIh4STaRUEUqDRIJMiRRhIZrkD4iEIiTedAEcyxjf19nPeSyKfX0e9rULI5uGJU0x357zfd+sWXvWPvD/+B+HnAa++qur+tq1X/Dh/q1Ho+otRVkRfvqO3GPA/eQFfTSq67H5x+scvf5rcXc/kOJxyMNsNuUIuMcA/vEYcH7c6T0GzAryre+8TGULZrZg0ztmpeVcVfCRmeP9bJhFx26wPJGEM8GyneFMEirNmJgQDScjArDxxisLbi3y6QakXEJdSks8CN5BFy11UKJblk9xMrwKXgWT18VVlSTtGrdx9j4GVmpAiXQJBIOXgOkNGzYxGyyx0IW4V2GiwlSFIiuSluKZTLQtgwtr3MaY0w1ouXwJeiIGIIGSERGOemHmM+1WJtzJQBKKDEUGSc1CPEmitzVBGoKJa9w4vV8GlosGIgWZnoymcanHcOgNl3vH30UXaZ+q4E92Tg4MtqG3w2jAdgymWePWk2ycYsAuDZgOxSDZo2RIcBOwjWWnirRTh1NlM8NmVCTVqA60/pjWHtO5mt62RNMzmHaNW+x9MmDc0mV0HVEtjkzAMOTIkDzSGbaODWmrpFDhfDSYeECQQ479AY2f09oDetsyuJ7BdCQJa9xa3FUDL/3yx/rWe9dgY+kp2BbBEK3FJovanpBKhhRhnvlGqtgLE4q4z5H7J/vVTY78bdriiM50RDMQTUc0AZG8xi02Lg3MXrmib713DRUwLi8W9UUNarEqBAedCmBw2VGninduBJ6b9vxu913+XX1IsDVqB0QyKgmMAAkVQUlr3JpODGy9/4Iq4+s0PhiWR+AbAJIoiJIlkU0cR3XMn58/5geX3uYr8ln4W0T2A9IkGDKEjAyKqkIGUUXT08uz7trRgBzfvrsMFpF8M4pKQlwk24BULdVeze5FzweT37B/+zrN3rt8+tIFPmbOY/e3kUNF64TWeTQzZAjKqpa0zckRNAf3NZDLmmQiagOuGqi2Ojb2DFsXPAf+T6itGaLhg/YQTObA1zy5c5bdszOKdoJpN6DO0GW0z6xpDd2dDBwtsL3fG25eXJ5TrmpcOYoXU6V8wrJ5ztC569T2JiqJlIQ2KDe6OQCNDcxdy8xP2a4qyq0KbUts9KxqST9e807rJfjX7/+F7TefWcz9doMtE37bUGw7qjMQ7C0ac4vBzLFEUCEMhsZlbvctlBCItGagYZNt17I5q/Dq0RUDpjN3MrC/AC9991nkqf0VAxk3sfiZoZxBNoe09oDWHmJk3EHOhgSECHMTkEHAg6oSiQQNbJrAppSsalXtzmigmi+r3hy3rM6LHYufGvxEUTmmM0cMZk6QFiSBnFws0RBdJmboUmCexk6pqgSb6IkECWvckzCucTvzZV1sibA6L6dCMVFEGnpTM5ixsagEDBkhj60WsNEQTMYZpU4BEQEDKStRlWjjGvfkpC+4PW8W4MyDrsyLCYi0DKZhMDXR9ERaIKOijNeSQbIZsQwxAzFTEBf3rIqikljVOrvh7xhYurJWKVc/yZ68yoNDGA/cQ8846vUVNVATgciq1jMf/STwB9xutdKjC4HqsXwU8+XPf5sf8jbu3Epa/tXuszp/lPGFz31TANy5lbQcpI4bv82EcHoWfvZmw0svTrn4XLnAjv5xnvPbF3j+6z/iwicun/pH50HhdlcM7F5+8Df51Z/v8qUvluug3+FTT195KHEAV/YP9btFfPypz3Dlq997aBJ30nEfOr724uv/1Q7+A4qym+Zcga+DAAAAAElFTkSuQmCC) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhe2XTYhkVxXHf/fe915VdXX3pGcmGRnNZOIHwaAoBA0igpsgLnQ2AcGVK7NwYdYB3bhQEN1kcBMFiYoIIkZFd8aNi4wSV2YWMSQmxh6nP6q7ut7nveccF1VdH50eITNO3HjgUnXOvfz///u/l/fOg//H/zjcacVv//o5++5vfsn2aP/usBY5eW9A/MGP3FsEZN/7jt0d1tVYe+k646vfd9nJCZf7d4Kfzc11xsBbBFCceir/9ciKYvp7csJnCwHjJz+Ks4jXiJMSZxFnHXWomBQ1o94uN9d2GN97Dbs0xC4NsIsDeFfBQabsMmbfSg60YWw1P4tfmWNbbqcLcL1iSc0Q0xL14ClAwFlHLp5gbgkswJpHhxnuTEbdc4xkwr6VjLTiyFom2qxg+yy7hYB82Y7hlEBL1GcEA7OINyNIjSdHvYO+x4Y5bitH78nZkUN27IgdnXBoNaV2lNqtYHvvTxdgvcUltLAGzqZDwFwFLsdbR0ZvWnYJBhm2lcP5ghs64YYdclOO2LOSUjsm2tFaXMFmdtT/0QEJfZwP+JRjFIiHwNSFIjVk6hH3Apzdwl3osdcT/qH7/FMO2ZWSI22YWEsrQkdawbb8lgIWpdavU5hgeY5POU4LJL8J2hGkpdAe7SCg9/VJF/v8Lb3Oa2mXHSkZaUOjHZUIYkJUXcF2gdMF+GzxHNrPhVxhXYcUfp0gE3zKkF5B1kRyKWAjw9435MX4Bi+lbW6kMSNpaVOiM8HMiGYkXcW2/MQl/PIvnrFnrz0P/d580a5Xcg+HZhTmGIQBZ8M6QQYA9NMBdnnIn8/s8Mf2FbbTmEmMRDOizMgU0jHgErYLaSFg8+tfsmevPY+5VZV7uSwWKeTO8boJa7LOud7D3Fdu8vJnfs5PD/7AKLaoGDJbC0vEs8iWHZA4rW385RkzIJ9PtPNFH2rjFEyhnW2lU2XSKdfblp/Ef/HbP51nf3ieJtuHXDBnqFfCCXLnV7FpyqkAd3STW8XeUaQTQ1XpEoxTokmJ/VizbYe8svEq3QsbPPiJj7NbvEYVR3S+QqxDQsRmNpub7ry3xOXqo5m71d4tBeyUkVYVTcqRJiqJ1BI5oGLUG1H3StzYca65hDklz/pUNia6EpGIaESJmBkWhBWurjp2YPHOf+Dlkr9/YDjPD7uOVpVGhEoiLYmKhsNQMslLJERCKqjeTGxevgBACAWt69H5muhqlIS4iKnBEpdrJ1MBVo7mxe3tN7GL757nVZw6UFukIdHQUfuGOi/pQktyAhKI+y2De/sM18/OztvjKQguR1xEmI5uics3k2MHdubFoSndUn4oESXRojR0NL6jyRq60BJ9QpyQ4alKpTtQBoN1xE1vt8fjfSBZTSLDO09cwrZ6dgmZLGx59enr3POtD87zloSQaEk0vqMNLa3vMCekEKfvCHO4BGmi5JNAf3MDRTEHqMc5h3cdkcAyV4h6LGB3Xnzkqx+GjUV+TC6+m1rpOzoXiSGC16kAAAmkUkmloz8sEOtjznAO8OAJ0z+TN+bYg3xrKuBMIfNi4VqW85aE+kSH0oVI5xPmE9EJyQlihjOHN4e0SqohlUqxsYaJQjDMIBJwBmcGC+yt/qwjOr/UfwyCsZz/6ptXeDtRzcZyOKCYjbWl+sMX38/v+SvZ1mDxeFzPHX7wjjTFXPnkF7nKc2TnikWTUNcjlvO7GY997AsOThzBDW2oXlRSXHXhdz+suPLEBiKCJHjvpwbzubB9gcsX7ufxz36DB+5/9G231O5rPz57R5739h7i0Y98jsc+/dRt9fPZud6dfQe858FHbpscThzB7cTjn796Rzv4N8Pb8tFvILMkAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVklEQVRYhe2XS4glZxXHf9+zqvp293R3dHoIJM6gE2HcBII4YiIRV27cuBAc40oUAkLWWYjgJhBwY8guEAIDugn4wJ0LF9kkEHURUUcwYmba6Uz6cZ/1+L5zsrh37qOnJ8aJEzf+obh1TlX9//9zvnOpr+D/+B/DnJZ8/uqv9Cc//zV77x3eH1UfCb6g++1L5g4D/rsv6v1RXcXa/p/o//IF409eMGX4OPTZ3NqkD9xhgCJ+LAZ8nOrcYcAWi1R16Ue0InSdJQlojpAstnX4tsA1gSKXFLpGlStKqSh0jVIqqpESJ4KOlO44k8bwxhNfnHPrrNN3LkEs5ueFSWA9EkBbR7IZrANrEJvwZlqFU4cl4AlE8RSNEhqdih9l0kjxWVe4rfN3MbA0A6U3mJwBRx0z0hrEZsQqlsVSWRxOLUELQo7EUYKB0h4IMlJCErzICre19nQDWi1cftJWHJgJJgtgEZ/p1KHeIR7EZiwOo46gBVEKqmHGDJTm3YyZCEUSfFZCdivcxA/RgYftJj0N7DPGmQwIY8m02YJ1qNGZeKCUgmqk2CNhspeJbSa0QsiOIgd8divcGu82A35x0wW7wxmdsGUq9s2QG2YEdIhYkm+AEoshSqTXFIRbifp6omoyRWcoUkmRAyE7vPgVbhPd6QZsuUhdcAVndY1jaTlnemwz4O/xkJt0HOeCHDJ+HNjI65Q3EumfHRu10GtLyhQpcyCIx4nFZrfCrf5EB7539VV95bXXoSjnNz1ITTKWxlmGusFn3DYXZYe3zD5/oM9hXVPpOltvG+zfas6O19lMJTFFypmwU4dRg1Ozwm3KpQ5sPvNDfeW111HMikt/fYy3UBnDmWAgWB4JjsfjOW7E87ykf2b3d9uc/+M62/U5qlxgxBLVzco0RHV0CFFPdIA81dj4ze9VgXDiAoDdG0MSTFbIQBJohN6442K/5qm/jLl+83HeOSoZuI5kE63JCIKa6Sulm/2KyahdcCP11ICxg5NjMEd4Z4TLSpEzRc5UdWZj3LA9bOgdZtLBD9jdPcAcP0y/DoztVLBzHZ1Rsslkk1GjdKosaxkZ316C4V0NfGJQE5NQTDJlm1hvWtbrFj+CdBjJ8SxOL7Nx5hocruGTocXTqpAwZBPnJsQKK1rtYNaBwb/muU9du8Y/Ll6cx2f6DUWXWWsTRZOp6g7TGWTgEf0O2B4uN4SNhqoO6Nhjs+Al0KIkmxD1ZGMQsSxrmeZ4akBHt+bJcX8fHW0vDAwbijZTaCbUGZJFa4c0HnyP6eR0uKomVCVVdtAkbA5YLEkcCUOyIBiWtWx9dLsD1xdtqY9Zjm9X7lTRZNHOkCcONVfArk8r0YT1X8GXbyCtpZAS6CAHQLFYrBgEs8Ktk4PZDAxvLhk4guHir1LWCQtoZ6ZH7SBbcAViAzrbz1ipcaHFluDy9L0IHTYXJDLgEYRlLdMNbhvYmyf7w1sw7BZtWhYXhySLmiuo6aFmaeckHUTBN4oUCgKqCjSoRFBBcCxraZhMDdjYnyc3twLvLcVz8TQdIk0GdXG29tPDaMKSMaHBhIBNDeodQQ2qDmix4uhUWNaKpZl1IB7Mk9d++jY7z52fxw88tRjIBX52Su4/x2cffJS3eBOv1fE8+dizl9Dd4w947L+HK1/6Fq/yC/xOtPPkZPQuy/H9xDc+/00D4LeWNsGt1MQ3hdwpf315zOe+v4HINF7GxhPV/Hx3b5dP7z7E01/7MZce+sKpHzofBL9VLkWXF26+evUBzn3532/Rdze3uPzIk/ckDuC3i3t6bo5HLzzGt5989p5J/M5H/A555usvfKQK3geq2oyOiBHXmwAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWUlEQVRYhe2XS6heVxmGn29d9uW/nXMSk/TEHktJWkGwEYtYtNbMVARx4sSRA1Ho1FmhnTgURKF0EgSJ1IkgiM5jiygEUUQUvBQphCZNc3JOzsl/W5dvOfh//8vJSWlTWye+sFn7+/ba7/uub6+199rwf/yPIcclv/fjX5bv/+RXXL+19/6o2grvauLVH8k9BtxXXyrvj+o6Onf+ysGVF8UdvSCV/yD0GWwOOADuMUBdfSAGHNW8PQJTL1PxY5cxqWCjxySD04q61DTa0GhNmxs6Y0fvTkJ2M2Uv00wzbTD0Q8MgNbSpopMqmux5/stnF9wFf7wB8fXiXJ0CBoiAp0wTCUsuAZ2PQLRgFNKkUOXZ0U0V/VzTpopurKnVUWVZ4zbZ3cdAvTIHTEYdcxOKlIRERzKK5kSRghGwqZAmBZ+UNsxEO7GmG2va7Kizw2dZ4zbBHG+gNEuXOIXE3ASoguZILo4siqKgkMcz8SYYBrFlEFs2Y0udPD4bqmSwpaxzT+5XgWbpUmyhoKCKIiQqpETMxJDwKPPR31V6MTOY9tgMHbZChzY46mxxCj6Dwa5xF3+/OWCXnbzNJCuUbCgG1EQiHsmRoIGsCZscbqxsThpOT/t8aNKljRVNAp8FWyy2FGwxa9zi7fEGTLNMNVUiZyFZIUdLtgU1SiBjsyXnhI+F3ijx4eEpHhpt0AtCHQ2+CE4tthiM6qxd4S72SAW+denn5fKVq1A1i059K2STyUWINhGLJVpLtMoUYRxG5BsVH93b5tE7W3SjpUkWWxSfHbZYDBkps9Gucku7UoHBN14ol69cpSBr74FNFymloAiKoZREckpoDaNOYlRu8KnXzvHkm6fpJPDZYRAgYSizVs2yuivchTwz0L/0x1IAf+QCwI508NbgMHgMtVh6peaMrdlhxCN//hdPtBfYNTeYqCErKBmoZitkBUqh2CU3ZTIzIPbw6DRY4Al/igpDB6WRTJ/ESUZUb9zk5N92+cTrt9DD3yHnv8j4+p+YDiti9OQ8RdWi2HkFZ9+3VS2R8fwRuNF9DTwskRalJbFBRHan8OaI0zcPOP/WPtVQif5lqtE52L6Avf17wqhGJ56YM6pQsqI4VJU1LQnzCrB09ci1v/P6w48v4rNMqFLCjAJlNyL7E07dGbJ9e0h/FCEZcIqb7sJkA048hfjfknzAhgoNFTlnkiqlOFa1pMzMuKLL5OjgJkW3F3FzMIK7CbkbsXuBk4djTowmbIynWAoqglQC430k72Kjg/5nMOY35LESXcYEg001qpFVLTPZm1fg8NqyLJN91uISkMOIOwxshSmb48DGeEpLhsDsUMWkn4J5FlIH8NB9GsyvYSyoNRAzEus17jK+NZ8Dd6+vGNhjNZYwpR5GBpPAIAQ6MdDGiA0Z5h8TKhBXgAg6wmZPEQftRUReQSceEY+auM4dD/5j4I1lUoasxm2K9CaBboh0polujFQoIoIe3c3pECMd1HhsdogINJ9H5FUwgjGyxl38fBma6s4iuR92MdVyrfYOA52Q6OZIExM+FVxQSpqNXmXWii9ICBQdYrQLjCF5wJPrZzDyKkWEVa2qSfMKVPuL5KBnub0Sf2G7xzvHK++iL5w/+xh/AVxpDxbJf/7gNbZ+eO5dET0ovv7Zr/ELfoaceOnUYhs++Ifh4DF9u/v+a7j97FsC4Porz1zjmPYPyrVLQz7y7T6qisZ7fxOqz7WL853rZzh/ZofvfOm7fHzn08f+6Lwd3EazEj0122heePkkW8+8s+35Q4NNnn784gOJA7jN+oHuW+CTjz7JNy8+98Akbus9/oc895UX39MI/g06m4Z0evUmTgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhe2XzYtkZxWHn3Pej/tR3dUz6XFaZ9CQkMx/EDIgwoC4EBJFXAjuRMnOpRsXugi4CbgKQpBsAgHdBOKMH1m5cDcbQVDBj0QFk0ycNunOdHXVvfc9x0XV9K3KTJthQsaNBy71nlP3/s7D7z11b134f/yPQ+5WfO75q/7DF67x1o13P56umkmhov/ni3IHQLz0I/94um5Gyx84/NPzEj/4heT0IPoznUw5BO4AIOUHAhDjss8dAJrH0lfLb6gH2O4zVQ9t57Sd0/TOZOG0Q6EdoB2gNiNiZIwUOmJ0coTQ/oLQJrxJPL7z3Im2r5y+cwtCdbLuRBEM9R7xRCpCH4w8CKa2BDYBHKWgFII4IQRS6AntLwltQncy2sQNbdV4CsDaDHSmoACG+EC0SCpKHxxDcRfAUAYUIaKkMJBCT5z8Cp1kwk5eArQZmY/aqnp3AM8j5cIUU3ARnEL0QihCHqAPSxdEhGiC0pOCEGNH2noNPVsTJxk9UxOmCf72DXxv1Cac5kA1Upag0Avl2CnLCskTVQ9NdFxADRQhSSClBXn7NXS3JZ2p0LM1+uY30XdmwMGGtnPaDOh40nETSMlJySlHggUBeuKQafpCEUcxMk6VBurtnxMvbBH3WsKNZ9D3Zyj7SOkQv4boF9b6hLsDaDWWjieBrjihc6pKYSEMQYCOekh0Mye4UIWedudnVI/uED8zJfzxK2BvE8pVSCC1Q9zU9vIBB575wSv+0rXrEOuTk2atLi2u4Xhw8qBUjWJbAZMF524pNQu2z12luXyR+JcvEX/3CtL8ZKkcDI0Gt01d05a05sD0yvf8pWvXcWTTgTYg7mAg7ogHQon8e9e5eS5i+YinL/6ah7rz6P4C/cRPkeh4dEQEgp3qrnfLqYrb3/qtOyPk7XEDmKelgHH7E1yMIkZ/vuP1J3u+30P79k38IMCg0IP3a4+Y/mTT8TBqo/MlgFTvc1rMtVu1LhiFkgSLMOSCbg1cOnOLN+pdLlSHTGdzfBawI0UGxTvZgBFxJIy9ZDhebUE1OxWg0wEPjotQkmPRsCxI5UybjnNxzr9kwhtph8fye2zlAYmybNor1q9gEOgcZK3Xols5EEeqh+d/5u/14yd5qRxTw2LAg+EJJDltXnAm97QYMyI3woRp7GCYsTXpkF7xzgmD451hKESQfs2BuFgCeDg6Kc76Q3wy5kNe3uct9kuBBCl1TJKxLQPTkFig2DTz7lCR3RAT2tSh2fHOIcoSBMFt1NZ4ewby2gyEOeu5RQeV5W9FjRSMOjpNGKi1J6N0pvQxcSAVjRaSFqQv1GaEvPpvkwtEQXzUdrm1moF4awQYDtjIo4M6qBFjISWjkY5GBmqMiGIiHKOkOjHrItUiE9SBbhMCYDFqS3+wApi/ORZlxnq+vAsZUZ0YoZJCFZxKnCSOYJgLPRFy5KhL5GBLFwbHxai1IxaQ7BvanlYzoOtbkOds5NqgEUIoZDWyFioxkhhBDBXFEDoXrAoc3wo0ITIvERVQ6ZGyHOA42IZ2rlc3IvLBSBXmrOdn98c1wGJ13AT+SuA6DlSr4x5iTfuxC+f5PRC9GSfzvfk7eHP+3sQ+Ynz9s0/xKi8QNY+DMev2qXP7QAC+9sTTAhDJhyfFox//g+1vfxKb93h/+utB87mLJ+u9twIP7+3x7Bef5YlPP3nXF53/FpF6dGD35UfIlxug+ZDLxmsemn6Kz1+6cl/N4UMeRvcSlx95iu9c+e59NQeQR1/d/UivYq9/ef++mwP8B6CjHQJXZV+EAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur73229 0.66666666666667s linear infinite forwards;
}
