@keyframes rwdcur120803 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRYhcWXW2gcVRjHfzPdnU63IV0m2xA3xtJtQ2tTVlMqahCFPoRQkF60Fm2iTwr29mDFC2jBh9YnX6z4olhEMSC2oiStFJVobfGCfbFW2aiNtU3bUKZLEsbZ2e2sD3POzJnZjUQoeOBjJpNzzvf//t91Neax7OChAwaQUkQHfKCmiAf41nwuFpfMZ+lirwGYQgwFgAe44qkDNTv4DolnEpiW1KRYqyqX1mcUMQUoXyiX4glRFassxdiJAbAjZdJiCURanwFa/4aW/kzm5cumOZB33c9OOM4BMw6ipgCQbpHgYiBCSxN+ljRngJak5c/ABq+zc2Dz5s1UOjsHnocNYl8WyAlpF08LaBVnZQyFS/1DtdxQRO6RwIxJXV/W1tbGwoULsSyLSV3vwvdN9a5DsLIXpu6DSXEW4u7wYy4Q9JuKZPbDml80rfB2vT62JDhgAMZPkN3W3j6qacHxT69e3dYdUJz6HbIbly497Lounuexpl4/8YXnHRAk28A04FhzAAip3g/FY4XCJ/l8nuul0tjJqal9Cab0o9CxNbg0jJEnYMvPhcJgf38/rusyPDzM0Upl+73wG3ANKAsAtVgMJJZ+TtMK+XyeFStWUFm8eL1CnQPMAtNboSQsmhbfvQsLFtyWzWbRNA3TNEmn05yFPFHqGoBuzxEDcvlv1eufP1gqjV25dGn9QxMTO4iiW0Y1yh2mAJjadePGkd1nz95fr9cpl8ssWrSIJ2dnJ4nXDwPwbfA1JfrVVFM3oiiVIoGoAGQWWB/D2jd1fUu37195CU7lI+qvCZkWLHqaHS80UkwFlKTeTQCQea4WKUtIToBpEXe4QqGtgJgFnJRyiSoQlVhpreqCmoxiO9qvi0slmBZAH4e2YVi5BMpD8IMVv9eT1S6VAJDMV5V+CQ7lXY2NsBS/B93PptN7TdPE8zxeNwxvZGbm6duDgHUAN1l6UwP5/J4HCoV3L0eWqZ3OtxK13GoEEbrnFcva29PTw+DgIENDQ6RM03gOthNVRb2h6fj5/Atdq1dv2AN3Kkz4zK/FhgbZYNq2TXd3NwDpdJrly5fzRyazTmVdTUMfqGmTkwcvXr9+zwdwpgndDatJFplAxoKUZVmMj4+Ty+WoVqucP3+eVY5zRjVKs6OD8imtSA4ZYeA1Ua5mQTvQAdx6BO7amU4PyhjIGEbt2MzMrlXwK3AFsGUapmg+6SQDLOYG5WyGoOPlhPK8ANL2J2Q/go4lcO1h+DELEwQNagooSxdIRfJd5r9qsS6UJmNBMhe24w+h92so3gK1R+DCPjgHXCVehFygJhWhPKX1+lzfFRCxQQWwHocdI9AvaT+USvGO572/Ef4i6iNOCECmkfBnjeYzggQiQUj/SxAmkDkMd4xAf19fH8VikWq1yvHjx3nKth+76LqnaJyaamEaKrSG1G/s6dm5qa/vZBMwSYA6kPoS1pqmSbFYRNM0DMOgt7cXx3X1bwKWYr3EAv9fp+LMzMy3TvN/NW3jFkx7nke1WsUwgj7mOA6aprGsXi8T7yPxgQRidV0tzSorqsj0awl00/EdFDcZxqFcLhdY7jicPn2arkql9D28CFwgiH4bMRUlLZlzlKYxK3h03br1RI1q9m6YeM3zDpZt2x8dHWVsbIyuSqU0Aq8iJiGxN7wnyUCS3tiQknzfbVmtb9i2j5IFQlq/go4CzHYFiuUsUEaZnqwkAAVEUnkzEHKPzAI5lMgxXqa4R5R+Mv9dRCo3APgva44+EM59RG5ThxlZURuD8CaASM4WEMVQOMZZc8XATQIiV7KSNv1x+r+vfwB3jymMHVGZTAAAAABJRU5ErkJggg==) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtklEQVRYhZ2Xa2gcVRTHfzuZfc+azWtN0yXEkMbUpGmiNiyxH0ygNtZHjAjVT6VB8UGlSJWiX4qolELFooIIWqSg4IeiWFpUMLSFNtZaKpZYn9gmS5umySZZd7OPGad+mLm7d2e3kvTAYXb2zr3nf8/jf891sQJJWA9F+ksBTOndrF3JgoDrFowLdQIwha4EhLqCb4UoDhWGnWBlMQEqAVuWB6Tdq5Jh8dukFITpmC6Pl3lHoYIkHOr4VgGUbcFg+5a+vgujmtZmg/FITw/gs9UjjSlO75QBSJSPO2MOoFzTtDbV44leDQTapTEZgKwqRY+VSFkIKuzYCaYQhkVQqkvHC2NfQO0gJKshj0NrHYsKVysJ672A+s1gUBtubb3L4QURT6MaDIoqRN3q8w2+09V14YE1ay4vlnugZGOyUR8QkHW6pqZdi0Tut8eFmLZB8RS/C8k3q2n3NDc34/V6GYPb+B9xJSxjcuI4yysruU8Yc4rYoQ9QfwVtR13d87cnk+c/1fWT0nyxliHC4EpY5anZKsAotrEskAKWbBULyCAEYGcViHWEp5y5YAKmahsOA/VY7gpkQfFZHyWBBaw0KcS71kG/duKKPBDJKIOrVAUGYKi20cgktD4H2897vTFd11ltmpN74eMt8JNjB0qCMlYTuxRGRfjkyjAon4Nie6B2BHafraqKdXR00NfXx0Io1Py0z/f6z9Big/RV2AUUwcjJKTykAJ53of04RLBCLMhJBRQFCHwC6/+G1oGBAfr7++nt7WVkZATDMNgHD1LMjYoAJBCyKIAyUFf3xmft7Yd3NDWdeAlijnUUBVAmoBEgGo0WZgeDQWpqargKTZQymlh8OaJec7sfHhwcJBaLcSYSeRYHHyiA2QnTAPF4vDAznU4zPz9Pi5WAstsqcnqF41oFlEZdPzY2Nsb4+DixmZkPcRxergT0Ay33wluXq6paurq68Pv9TExMoOs6J7PZA21wAbgEXAFmsUozL6ohUVqKPoolHQA8H0FLB8xutDZaUtauBHQDTXHo2AHbzni9Pbqu02aaiffg5Ab4HZgCJoG4DSBJkROglIgClHKKSrGKUhKALJB3JawsjwBRW1frUO+GwEVQL4GxCS6olvE4MIPFDVlbBYBKu1cpsumSDVzsPo/NAyl74qyYmIXbNirKo3+YZj2A3+9/8v1M5sBIkcEUaRHx7hHzc6Dtgdh6mHnKCp2gcZlPDMB0JYpMGMHK+OYn4JmzoVDP5s2b0TSN06dPMzU1xaVM5kW3FcekDTzrAODJgbauvv5oKBQimUzSmkp9+U0u97adpwvCC7USEYlDYknE51x1dU93dzcNDQ34/X76+/vJZDIcgbVYlC3ANmGVcASLCsJ74b5QKMTQ0BDDw8P8oqqPpYrlW9Y/yoeOiE3Sk8stpFKpwkfpdBqAVuvb8Aw0PQQ7OxsaDm+CV65YuRMGAr0wt7i4SC6XY25ujkAggFZOwwWp2m11RVV2wrgB76RhuL6embk7n88zPz/PqVOnaDKM6T03bowDrv5gcNc/q1bdubazs2rKMO44ZBixF3T9BPBvByx8a5r+7y5ebJ+enmbr9eu7BuAvIG1vUAeMfXADLB6AYvaKU7HxZXjkK5/vcd3rDa9bXPz+EBwNQ/5PqI4pymujo6O43W50XefgwYMcN82dXVZ+LAH5NJjBYqWkKC3BQlsmYiOf/SrAfvh8fzZ7hGxWlJgCqGG79tPpNOFwmHQ6jcvlorGYmEkgGyxmusixSr2E1ZQ62jLhDZl+5Y5JG4btP/r9Q9FolHg8Tk8mc+wofGAtVah1ufQM+V3uJwQAKO1qxNGrSv+LOtcAbR9sOAdtvfDbq/ADxRKTWVIkn3xMl1xOCm254zCRTyy5o5GbVrnlkuMsdi+7e/lXs5vcCwQAORTy1UzkUKGBdbRtN5VbuRs6e/zCPUHSZd+Q/wMc0SiYr31XsgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYha2XT2gcVRzHPzuZ7MTdZV3WZZukm2SbmGq1ja1aEwqLtAeLiYqWeCnUBC3+qydRCl56swXRk5D2YLEXeyj4B0F7UfCgNZV0qVTBrraBVlOTdBLKZJPdzE49zHuzb19mIZX+4Mfszrz3fv+/v9+LoJHtPwz9vSAPIN3k4/+hSIhgU7ChKOIJdpXf3t1QJKIIN4GoxqaiQFVj924oIQUYitCE4Jj4jxC2AjhAWdkvPYJiiCRD/dZMUVOzPgGkxPpUFWKzEM35gh1gXjlYhkQXruaPoXwP9ZaMs6pAugqde+FwdzR6+pFI5NQDLS0T38MAkAWSQBtgvrRtW7cdLlyeqeaRoXkIgIjtL4gJy7NAbi8cLprmrsHBQeLxOMVikeXlZX5ynLEcXAFuCG+U8fNBF65XUdPE1TWOViF2MRrdNTg4yMDAAH19fQwPD+M4DqdgB/XkNFlLUrjx7JYtoy9u3NgbsiZ8g1RgFpKrq6vE4/FgkWVZmKbJv76X1kUtqdQLK8nkoyGGNpC0JCi9HHhZw7CLxWK6o6MDy7KYmprCdV32wUX8xAuyP01DDnhCiPfluXMHQoz1tHdE7HrmZ4FOIHceHh5NJN5yHAfTNHFdl1fhs2NwBrgOzAKLQDktKkEBMp2lYjqTFgpkhALtgjuBDTYkP4fua2A8DReG4A9FuI1flitpcZgG4WqOhCnhCgU8E7+kEkCiBqlvoW8RMs/D/EG4BCxQz/pF4BY+KDWAkAiFB2twQPWEuseVIbgfaJ+D/B7L+uCG67a3trZiGAany+WPC/Ab8I9QInA9TaDYbuwnal+RQhs4yP53YKQci7WPjY0xPj5OT08Pb8Zi+6lDsITh9faBwPo9PT1Hn9uwYZSQRheU4O+GsTWfz2NZFpFIhM2bNzNfq6WF0BXBd9qEjLehO9Pff9DdtGmCkHKUpeFu8bxfp6enqVQq3L59m8uXL3NfS8s8jS2YdQoPBHwE1+dLpZPRq1ffUM+Q3yM29ALZWcjvtqwPZ123U+bAyXL5yFN+Iqrxd4BqWqtpbZ5Q0VJ6WWa/9KILuBHbL7s0kK1B5gvYNgfp/fDXvb4wWwhfUwXpunAVTXUFpMXqTOGK/Z6JH2MTMFuAUR/tEuIQT3yLCZabAap2/bea8eowo1quc7CxqiohN5bBfB92liDzLnz9eKPr5N7gIEWo+vS0NdIbwTNia7MAPjJmtqdSJ7xEIptKpSiVSnxVqRx4AqZFCGRlqIcHBpyCzuNdXROxcvnn727ePEq9isoo6IlwkbSqKhZVz0JqrlLJDg8PUygU6O/v5xiMiDDIkS2JD+FJwQl8VI2e6OqaeKxQeMjs7X35EGyn+ZSNIRJJjU31QT/pWFpaolarsbi4yCYfDaPUoTt1pT4hyZyJAkZ8ael8qVRibm6OnX7/WNMFJcmp2BAHS6sy+wzjlUnLGgfItLXd+HFh4VBCuP0WGIWOjjPLq6uJe1pbnR9mZkZSGkoegq074fq4X8Ly2wpaCasKRIWLpUuT05C8BKln/BKU8TZeg91/7tjx3tDQEJOTk+QuXDjyKZylMTfU0pMhrgoFAgqrUzl2u3m4lfddr7bZaB7+/mVhAcdxsG2bJ/01ei6pXW9N+TV4QPGCfjnRh4s26akR0xy71t7+em5m5vg3tdon1JuVGgrVODmUNuRDs6uZ3sd1kGkTLKtIek6GQFVAUmgPiegvmlxOdYhVPaRCbCBct7QZrVEgjEIurmqjCYPadd8Z16WApkTDbYdGaL3jW/N/GiAA5L6rGZMAAAAASUVORK5CYII=) 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,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) 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,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRYhZWXXWgcVRTHf3cybLObZrJstkkbm9BuLVGRNtBtSAtWrRYRoZKAKIpo6ieKDyqoDz5ILUilFaz0oYpUqVWw9atQKGJUKCW05CE2fjQuRNssdknCbppt1rg7bnyYe3fuzH564TCfd/7n/M85/3tHUGOknYMBBKSFgJXyGJDPikAeuC4tJ6/tiPOs5jCrAOpmauCWtDAQWoRAiws+L99HOmXXA1dgClyBNUtT0VpARFoHsPYduHdDKHS8R4jPNoRCxw/APfJZWGPHTDfgQJMWeZOc2Ay0AK3S2qQT7UD759D/mmG82L1unRmPx8kXi+apTGbbmuXl3zZDCliS9g/w7/46DqgUqDw3y6hV5GVsfAHb29vb2blzJ0II1q9fTyaT4eTs7O2Pwhje9NUdugOG5kD0J+h5D+7MQvRBuDQEszh5DweDQYQQAAghCAaDLDjz1LcaHoZ2VPm3LkLPYDh87Fxn554/N27c/axpvnIEtgArdsFUMpkkkUhQKBRIJBJMT0+z3Yk+j1N8datfDSHzH8AtttVPwmPnOjv3DA4OIoRgYmKCqUuX8j/Pzb0N8DDcfQYG1Ed2wHdfw2GcGkjhdEQOyEfqOOBPgYFTvRHLsko0W5bFYqEQAK4B+U/h2DicOA037ILJfvhLgs7jFKB9qKfHfOPKlXwjDKjcW0AU6PoE+l8yzTcHBgawLIvR0VE2ZTI/fgUf4/T8Eg7dypbwClGOBoVIpL0iE8Xp5+gBuO1oNPp4rlAIbFpY+P7E8vLRgNOxCxJgCSffylT76XXgcaBSOkTabbGwfCeKKyjgVbp56YACU0D6USmgDq4rpMcRJbOq13WNV5Ho4PO4KdCBFZifcn9LGgBpKEa0GyoFoS/hxh3B4KtbotGDB+FmCZSTUStwRf9SxKlyO+J8sKj0ugJ4mTApmRZp6MKhPXpTR8dILBajra2Ns2fPciKXG94GU8CMnFOKvlZ7aYuaH9zDVkR7aIxAJJvN0tfXRywWo7u7myOwGbfSVX5rgvuGARj39fd/s6u396FKTJjSI/sumGttbWV8fJxwOEwymWQ/nKdKRTc4igCnL1y4vwIDJQdsZC/vnZkZPpTNPpNqaYk9vbh4eAfMaZGY6v10DRYq7CmqOgZODYRxVz91HpAvKYFZkKZqoExkqmxm/KAlUwGYuEqmJhVx2tLU3gloVpSApXqoAG7i6309ar8O2DitpX8ECWYuQaDZ1YqyOkg799QcfW1R5/7V0fMNA60GNLM/grW3dnWNbF616ocHVq4cxhUqfZOizhU7ii3zfQjPuHVTtR6MiJsXXdeLH3R0vLx161aGhoaYCIWe+9sFafaZ3xHzQwifjMf/eKSv7zx1CtIvECVND127djGZTJJKpTBNk6CXWj+4it4A2A25ZduealpcPFWJdn0IKBWRZ0+YgOjzK1Y8cb2trW94ZuatpxxFLDG0D9Z9u2bNC3dcvfruXvjdz6CG4b9v60Uo1Enau//XadUZKo1tvb2/xONxxsbGGJ2c3Ih3f2D75pUY9rev/mOiUqB2MWqNr7SomMK2U5cvX14tbDvlA9OXZLTzij8qOgMKwKRy9Xr+lLJgvg637INfW90u0hmo1HplCir0ixoyqoP7TUVctmipybUWL1Htge+3yq9wOkP+Fm5oL1jXgSoO6U7oDHna+H8s1407oDmhHPGPsv1eI+M/GbfW3Luls70AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfUlEQVRYhaWXW2wUVRjHf529drtdtkNFKrIU2jRYNiI3aauksVEjNgEhgCbENy8P+mYNlgd5MBo0mqDyYowxMVYDGm9PIkFiY0qApkRaiw2rNVC0kjJut7Pb3el26sPO2Tl7uoskfMmXs5c55///7meq+B8xQAO8gB8IAiFH/c7veUczjlqO5gHbOaa46sr5VQoYFADFKsC9DmgYiABRh4zXOTwLmECqAglbImrrLiGXgATulVRTLI8C9aeh5VXY/7eub7zLMIZeg2OdkHAImA4hmYTl/JYVRASJKgVcgIlVuF64Xf8NYo+Gw+8vWbKE1atXMz4+zvT0ND+aZm8zTCoExGpKKjyU1x0A2XJhadhZg5KGgMin8MDCwgLd3d14PB5aW1vp6+vjOLQfhLOAlQPrONwZgxudMAEkgSkHy5ZVEECyNgxEc6AfhftuwB3PwOU1hQ2hGYgEg0E8Hg8AHo+HQCCAmU7rQMPHEOv1+3dYlgXAUk0zvrbtQ/EChqVoMQQiyaKAnoPlW4PBd5N+f0tNTQ2pVIrP0unD2+Dffli5W9Ne3LJlC01NTSQSCQYHB/netr/MgXenpj0Ri8XYsGEDmUyG/v5+Qrnc1GXbfgG4QiFMBmDqYHsADhRCEACqgegRuL8/FHpq3759rFu3jnQ6zc9TU+GnFxYuroJpbWFh8lvDWH/hwgUMw+DQ3Nx3O+HaEYiPeL0Ne/bsIRKJUFdXRyQSYTiRCHXAwCq4DqSBWWDuTSkEJaU3CUtramrw+XwARKNRJqqr6zHNFGD1wKme2dmTZ6C+fXbWcrxXOwmaHB6AUCgEQALqtrFYNKO03jVAexaGU6kUAwMDjI6Ocv78ebab5jdOMl2nkFhX2uEi8Kfz/dpWGJmZmWFsbAyA+fl5hoaGCAQC7Icx3F5QlCrDzf4woDtafwKa3/B49prV1csfM82vXoefHAKilPIO4eLeeVjWDc+fg821tbVks1nm5+fpte2jL8EJ4C/HgCSQ0cGuMtxyEx1Odz4HHQC5jgUB0VDArZyIQ6L+LWg/A/E6SO2Es7th1Em+KQEOZAUBsVkQiDgx1SiUXoZCh0tS2mqFB+T+Ic4J47ZpYUAKpVOKRuR3NDQO0YOw64bf3/iKZX3RVYitvFkMHHnQCCB5KIkuCm7NZ3A7YzEPqgxYJlzfpusf+hoa4rquMzw8zKVk8pFAwXJDYm8hTTWljYsZ4setLEFOAJcMpJLyu5bLxTs6OojH49TW1vIerKF0oOR1ZaTqLojo/SJkRZfv3bRpx5Ox2HJKp2NZD3zga2i4t66ujpGREUaTyc5gwchi/HWljFRRRno5sSXiVBlu1kd+h2W9sGsqEGjsyeX6Hi/UuGxNMf7qxeIWCZSACwJhXBUVIGdwhvKj1JbOqXSZKYLKq0xAXKmy0oY8bg8Qz4hKKcbQKJ+IMrjqBZsyIhNQRc3qIEoCGaWHapQH13B7xqLQiT/VOZ0fgWDbihWfb2xsPPuypm2WvCDfmGQVhNXZIpNbJJpURsUaBewev3/XyrVrG7u6ujgVi32kgKvqVVTrbmv7Z3s8/s7NwHEeRnfdKQjk77assV8nJgDwzc39getuuenYFRTbND8JptOnKgELkW/FYrKJC2joOXjwit9/z9uWdSxeqIKil05D8HAg8PCBXO6HrkKJql4UIhtmq9WjElBjLFpqiXUAnS0tJ5taW5sTly4l+sfGHqK0Y8ogeXlVCciXUgFgKcxV0QDNl80OXr16tdk3O3tOArTL7LOV/0uk0otJuZKSv3sB7y8QXO92R9UDKljZ7lnu1UyAlVvlNyaxyrEvaqVWfVMClaSCd1QCxVWN820TUEioYVHjX3FQ3RYBhYgAF7Joyt2q/Acfz1HQhDI6igAAAABJRU5ErkJggg==) 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:rwdcur120803 2s linear infinite forwards;
}
