@keyframes rwdcur167522 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD00lEQVRYhe2Va2xTZRzGn3N6Tm9bL+ua7taW7hpkrIPpzHRzzH1w0QnYRAPTYbZFDYkhDF3iJ/GCkTgxUcIHsxg0gBIgBkodEhJJg46OLjMOJuIYZRfabd161m1de3rO6Tl+wi/ILgXjB/tL3k8nz3OePO//fV8gRYr/O8TDNtz05fUCKU1uJ/vvnHd/Xsf+awHq3u9TNjes6ZhfZFlngGMJgz4PMgISG2vbmqcyyYJDl40IneAF4fr4+Piv7+7axTzUADuPDTxnNGR0X/kzirhKAEnJISbYiMiwbkqI+NQZGufjQo+7pKSkIhaNFgmJhJqNxdy7W1p8Dxyg7nt/BxTUPkQEpTBwA4QygGyrgLziICMqPE1j9JkLZzbcqzt+7lwHG48zrQ7H4QcKUPOR95ZkoApItRJr5RL0s7MYnY7BT6dDZWSHVepbDteO1wb/SXvM5arleb7K09vb2dXZCTKZAOAln4WnQU3PQEcRmM3MQawsH3R5AQRdUVHwtuXT+0mbN2++JAE/bKqt/QRIsoHte7s3NL9Q2ZNOC+oT529iTaEZlLQgfHv60lcytc7ERSYnr373zptLeRxxOuvC4XA06SF86/DlEt+NuYFJZl5ZX5mPQGDU/c0HLz29Go+ukyf3yZINEJIyiwld0U4+xmB8Yhh+hjMVPPmGSm+1DwT/+Cm2Eo+m1tb6pBpYv+1js8He6CFJuXmq9zggE0FIMmTmVSEhsDNCfMHh/frVX5byOHT0qDY7J8eV1BCmmdZtIRVpZkngEA2PDrJzUwcWmduByKwPtEJjJEjqx1LHh1X303e3v15jpdGjFBO1q9oCW10LmVXa0ECC7KSVWi0fCkxO+C5WBnpOnSUyMg4J8bBbEOZoIRF5dDHke0ZhsnQt+of4u/pgKfR7NmKtkuK7vWSbzTlVCGo1AXS5ZU4CsudDYx6R8fe9Rys1B0P9F8IAEP7NzYWBi8WN7UFAeplSplsVCe5FAEf+DvDK267Mvs9qVKQd++et4sx0tGnFDVieamoDSexhFya92tzyvUNn93/BDHvveWyYm71BY1GNh4vONoqi8Pv82LWf737bxo9Oa7AwMj927WB2/tbqsiyFb9khtNlsdrKwfjcktCTu9EcIbm651oIAgjJztR5puiilSKuOXz2lBbAdQDkAMwBUUJrc9o0565ZtQGeyHjA8smWHjJSTnP+KAgC9zNIDyJPpzZlyTZZea1z/LC+BSoRHngDwGIBSAJYJkdOfDoT4FR1Dm81mA1ABwATAAix5hU8AmAEwCGBwZGREXMk/UqRIkeI/4y+h54c9C+TUQgAAAABJRU5ErkJggg==) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe2UbUxbZRTH//e5ty+UtpSWN4GmdwthY0QFZMgiEQJkWTZkkRIyEzHLNDP7gqgxTo2JRI3x5YuKi0wJicZmY2yMxc0FHVk2N4uZMCbpCmXQYWdLmW0pfbu3t/f6aYlbOor7si/9Jc+Xk+ec88s5eR4gTZo0aR4yVP/QUPOL7e2//J+krp9cjc2Fijem5z0jo0GtU2KkCoph6hNcxEkrVeNw+E6df+cx37oE+o4ebVdlZAQ6W1vXJdHQfR47dmtGsqhQ61kfA23OKoREEdyxfIAXIYpxEJECuMRY3Ot57lL3k9616hG32z0kSVK15cyZgpTN+260obnM7Q8stxbaP0PlIz8gHs6C25MN0e4FZ51yJSbnbchSQVoO1sXs18WUEwCAgeFhhlDUQZphDj3f0nLf0dV/5xxHJlNTSc9Cn72Iqb82Y0MRi615Ssw7vMIpp1eAnAnRPEOE6bnd1m/3/LouAQA4PDioVavV78ai0ZF9ZvNdidVdRxhVbfXbJN/QI9huBso1lK69uhgyOYGCSBi9tgKB4y2jVxyFkiGjgBDGbj1Y/2yq5ncJ3OGQxdKoVCiYfWbzKAA8dfiPEpnJdBp+rlSYuzXLLcw2mZ+p2xIPuocnrrtVO5sq0TswInKxQFlWSW1wafyIT2EwKWeO9wQfSAAABk6cqANI7aWr4S9m8h//hjYVvCD5wzHe5tgWcU3ZMgsefYmK8l+GfQ6y0ajHzNwCdHmVPoC6HOdWvg96bSftP37EP7BA1Sv9RF32xM9ClK+Q0Wq9sLT8SXDW+umfx968XbW377i2vLFNWvHBPXEMohiFJEnQ5GyCSmsETZSIc8G5WMTTedXSbU0lQCcLFlS2FBGJ+ZCSK3WJQGDw8vsNL6vyinlD6bYOWYbuLYWukCRWlsWQ19EdCiy+l6kxOnl+xR+L/B3koz69IIby/a6JHUSf+1XMs5BYS4BJFpz8er+LbdhryjU93RYJLQ4BgMaw6WM+7n8ttDyDBLd6YfWfG6/fHBu4AgAejPx+J7dkV1cXoeWfE1penGusqvFPjq35EpKu4F50FQ0k21BySxJFJiFwJ8MhzwHf5Dkh2V12+36VUmno5laXeiRCveo819+7pgDLsqcBbARA/hMXAcwDuAbgIl2yvTPBR/bANe6CGNen8PUC8MpKd24RCTVBgWqaO9ubVBb3NE2KRCsOZGZv6NDmbAaAYgCqFIcFqBpRiKplSnWNvmjrb+XmDzruV39dK2BZlgVQBSAPgDGFuBvAbQDTAKadTmfK7zhNmjRpHir/AoqJkczA11KHAAAAAElFTkSuQmCC) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe2UW0yTZxjH/9+hB0pPQgGFEj5cw3FBIAxxI5MBcYtmEHURZ+JGdmG2G8K2GLMZEkl2M2eMJHNRQrIR4rJhlINZcDgJWVTqpnQc5FApwtatpWD77Sst/fqdduXFElZwmdlNf8l797z/55f38ABx4sSJ8z9D/JtNTQPu6tp0zfHJeW/fIGdcUGilmKDp3RIfXqC0urt46O8fPlnkfyYCVc3DeK3e0GciVuuu+2kYLUGIUgY8kTQgKkOWBZAyAfDSkODzvnm7eacvVh75VM0vug6gNt8TYJfr0mfOoGTbJQghEzzeLZBnfODtY27JMT8Fkw7KMlcZmZmWN8qkn0ZASaBOgBe28pQaY/kHMeHKQ3YGg/1FWswnhMV+ItEiq2mtODnvFyfn6u93NK78JwJlTd/Quoqyj4k0U7k4tciuGZLNu2w78PI2EhpSweB4ACKvdMu/selKcsJWhaRn7B2Hb20me0OBl9rv21RZWd8hwOeIIw+d/CNnTfbrlQX2UWfP6LRHt7emBFev9Ml8hG012So432CXX5Ocpd1M85gCVc3DpCSEAUHTAgE5iiBGpBDXEI0u+fpvO+uItag25F/EwI0gxAhLJqeWjICL3kndXtPF+aZ6Nyvwt1/AXtgFaDVkteModAVlA3KYL1NR+iRxafk057R/NnH5xEpp48UrxsLqA8qffnhGL0OW16AoCgyWXOiMmaBILQSem4uEvUd/+brZvqEAe6kyCRa1DSGZBSEy5v23Bkvebbdq07IeEEazUeHC3SOtrzQwVY00pU54Q5+a12XK3U1Ljz3y0vT376+yj+zmlIJamZBKSJq00rShiFSpdKx7zB0Mep4LOIaisa8gRX0SBvN586tX5wE4AaA+L/xHpjX0xYVrv7vCq792A4AhOffTqBD4YHV5FhIf/DH42PXh4tCX9wDAi76fngTa9jU1kZS6jaTU1pTM0vKAYyjmY6Shtj4Pf+RtdqX9vNlyzPdVT49ekqQjHMe2/dz5jhcAzMVV5CrrOqLI8ook8r0B3+x7fsdNcb1AUYh0aKlEPQGiNRoKFAOIKUCwN085UFhWAEW1s9cepgmSrJ0YHz97pqUlCgAMwxRRtj0fSdHwYbjvuiELSbECAfgA+FQ5ewtkkhglQNTMXf98XVkAILHjxRzwE2d/eEBZRVHcznHc6SfNAUChNMcTt2QfMlryAMAKQLfBYgCiXBbX9Cqtvjwp44WRwoOfHPrHE7Df+/atWbcmn+f5a8caGu6sV8QwDAOgFEAqgEzEHuEeACsAJgFMLiwsxB7HbZ2dFafOnYtZEydOnDjPkr8A6FmvwFvIDtEAAAAASUVORK5CYII=) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhe2Tb0wTZxzHv3e9g9KWfxVqbQsWZDoc6NDpNvcnzQLD4UKE0S1xy4YE3VAQ3IttJiYjMyYj2cJccBjJlBeL6LY4F1wZsUpFIRNj3Axjm7N4/NFqW/60vWuvx/W6N5qwhRLq3Kv18/K5z/P7fZ/f8xwQI8b/HWIhkqnBBqzPKgy5J70XdhUMPMwA1EKk4qeId5OWyj79WrlYNHU6WyAj+fCUz5Mmkya35acsbe5zt3VvX8E89AAdXV2Un+OqCVrwH+u7+YnIkQaZRrGFpJUaECG4JyVclPugVYMEsOdBAkS8gobGRio3N7dWrVZbzUVFg5t/BnIoQ86M5+3vJsa1eXfscvjZZMQZHwMykkVw/ClcvGG2fWaKKsCcEzh68qQaBFEtSdLn5qIiHgDSbpWlXHPUtXIeVZ6B9SJdJiGnQI8eH4/wuI8ip1Ax7bqqA3D7XwWobGggaZre43K5mnZXVfH316+eeW2H6omsQnqxAk7RjyxBgoAZpAo+KLwibgsJrO/WL86ojj9XAJPJtIMgiIO7q6rcs9eDd+1u2NjT4ZA4Wrh22avL81amWc6NoPblZSCVKlj7RuqabO1itAH+9gY6LJb3AjzfW1Ve/tN8m0rr2/etX5u/93TvdSSqFmFllvj6gfqSY9E2B2ZNoLWjYwPHcQPVZnPE5kZTJaVbUVrp8HoqLb0XMCMqEAinwnbZrn2Q5sC9CexvadHq9PqNW8vK2iOJ6946qqPilF1UfNIqn/t3BIMuzPAsdOveAJQqnh8b3DTQYj4XbQASADIyM2tomv42kpRdvFMLAmfphNRVQb8LXtcQ7592fCFwkz+KAQ9IkpLTydpt0TYHAPJ4V1eFSqksl0IhRSRJDHhaOe/woxOO/n7nWO8rPu+4fqTnyE6vd2yTOOmwhqZdCDqZzfkVH2/PeG5LxDpzQXSe7xtBkM0UWd9o/PXB+pIPGk/NFvTPmLPlqnS7LC4BlDyxZuibxkOzvxtNlRRB02+KPNeUlJ6bFp+oZsaHLKudl3/wLmgCQ90yXBrQ4dofj2Rm3Lh04s8SPOvKg+q+EJYkQ0gISAih7q697/A/CzC2dvHmmbYjqcYNZTNBj4WdsGsUKk1zyuOmhU1gtHvX/syvas9iSfL3A1NtKoN7L9jV77iXNx5KB4Ccl+q+DAcDpaFh6xAALQDDfAXDZBxP6ArUVKLGKv7W2cwwjGU+n0pSjxz8UM+u8SQIgvzK+fcDJKjpfiubXVxjWLTkyQPBoHOj/86vcgDPL+hEkqCQy9ORqC0onHANG4yAlWEYIaLPbMU+Ek+XXnEX1Zd1fmSbSzIajUYAawBoAGTg3t8TAQcAN4BBAIMMw0jzJu55AS/OK8SIESPGf8xf5vmcb6mUawIAAAAASUVORK5CYII=) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe2TXUxbdRjGn56ewmkp37QrpbgWmGN8bMBwF5ppXZpIWGjY3KaZUfCCbbDNeUeIJpqYRZeYMD8iAglDZ2CGCwQD2bIu4EaJyDZ0gboLigeBFvpFT1v6cXp66pUJMiDAjDf2d/c/5znv+/s/yQFixPi/I9hKSPvuMHBIo4s4XJ5775T+8p8KfNPXp/IjqZFU5l/4zhLlBAT5JYREMLrsZTKEvKuuOGV3s9HRfuvMXnonAuRmLzt7eysjkUjBnJf4/v70dJDzESqhXHKaECXIIYjA4eIxQnmhSAMBoGknAhs20NLVpacoyvH28eOjAFD9K5BHqvLCzNle57yiaNFMwe9LRpy6EMhO5rAS/AEj0yeHr2q3JbBuA9f7+y/zPH+tprp6+u9nGQvHUh5ZL7asMNIilc8DmZBHXmkWhrxBROe9JLGME277hBKA5akEWrq79RAIbq1eDgATt19rkJZrdKJdEtg4PzQsDxZhpLJeSDwcLKzY5134zbad5QAgXH2ob2oicnNza96squpYG0zXlO7jLTZByGQyHJZCU5KTKRkbo9HwUjYOFmYi7HKfHfii/uF2Bf7RwMtabQMbDvetF5zsfq8NQBsAqJI6XUlJae9bLEv4tItDgYZ747NLlV3bXf6EAMMw0rpTp37eKKzW1pLKvfpaq4epHbx7D2FOgkA0FcPjZsVOlgMAsfoQBeI2Cj5Xc02ZuafygVAkaQ8HGNWy0w5maQpEcjqSi3WXD13oOfJUAt/291Px8fHC9UI5r5xXQIA7InHq/pDfDo/dFPS7rV+xK66bXIABQZCUKFlRtzOBEpoAALFYfE6akKBtvXFDsjbEBZiWFc9MvtM6Omqbu/uq1zOfNTvUcd7jmTvKuayGiNuOkI2uLj7xyZnsw6ef+H4zBGh03LlycJYt2BWsAOtDeNk1SU2M1Vd+fHUEALJeOJlDSWVmYZwYJJVYb+r58OvVA9TaWlIgEr3FBVeuJMn2ZcQnptHzpsEDtvEBz9YaSA3kNS7mViwMBNH74Fn8Oa0pesb6U9+sFgW2QkiiPK+KsAEeEVxcMhvb1g6ghzu5P263d6Sqnz8WDjGDPqdZLpHKm1NKtFtsoNU9Kxs1ytONnz/27K5Q28teT5lyfQCpsw1M+aX7VUb+UTQU0EdmDCYACgCqzQZGibigQFmaRibKDdzvPzbTND24WZ7M7O8Jik2tYKOO/DLZUao8jnaPP7xp2CM7QPSYVDpJSrTAvzhFAXhxSzfiWQlFyZCoKNU57TMqNWCgaZrduAEA5nP4SBiAMkJW7596LKvRG9tNq0NqtVoNoAyAHEA21vy+a7ACcACYBDBJ0zS/qXEbQIzq0Tp0BLotXDBGjBgx/nX+Ambiny7AKY/MAAAAAElFTkSuQmCC) 16 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2UbUwbdRzHv/fQcm1vK7T0CcpRSlc2t+nEqeDDqEgWJ3uQpIpmmLnoGx+ixmSJmJHMxCzGRSVuLjM60+F8CAlC5l4smcvURMdGMhKosMyyMCkthaO7Ph69a6++MjEIa/dqb/pJ7t33Pv/v/3+//wElSpQocZchig16Do5osdHSqsjSk4SmzAlRDhAU/Wt5aoF+tZnbN8JL5w8+UX3sThb3DQ25iyrQ4gucJPS6LiUnqwmSBsGWwURGoGYWkbpF4yHqFljWyp/2TdiufN2VLcb5ZX+/k6ZpL1lMOD/Lb4VWrVZm5oPy6LWJ7JUAFkIshJgRm8wXYOOPgAlfrdTuaYt5vrn5fiHfod5ekmGYl0mKOk4VU8DiaDlHiLJHKVdxYNVljeWg9jfZqJiiw82pSsg19UgqegQlk0ohqMdruO0f/n3pdG4l19G+PtpisXQzDPPZ3vb2WFEFZkcHBbv3TaM8F9mA+YS/rtJwMRDOPrDLrcW2OgMsKieiibWY9M8IlKtaQ1QZNpo3tP0c+uVb8b8e39CQWafTfZTP50/ubW8PAncwhA3eQ2yGn5bMjbvJTDLK5WL8wPMdOzYJvAAlL4GrrTswcGH4eI61f692O3fDqo0qgrDvt07XWQDwDQ5uWcpk1o+PjfV/fviw8q+36AIOz0sw1jR7GJ31RRDE9qQQsDvtekzNRsHq1wFa5kQ2HukRE+F0RZt3kjTrOSUan0icP/fgax1VXpqCtL+j44fl3qIKNOw8YK+wNp6iVWwrSGApPYfY/J/ISSKQz6Pq3udA2ziIwckbN34/sbncsE6pvOepLlUd92kuJ0qkRq3IUqx++K1t8eXuom5BSpg5moj91Rpb9CvRyMhVITx+RlVW8clScqFlKbW4KyfG4ko6AUVKO/Wm+h7QpPpS79NfZSKhbiBvkMPhtURU9Kzkpgstbm3aQ6uZNTuldBQESf14/aePn/2fhGE3r+FdPZnkwiuUSvMuTbEeAM2RP747ZuQeEaQUPzw+8F5gJX/BT2BremaLRmcapdRsH83ouicHPwitlrU/1vkORTOvUyqNMx0PNcxdPnO9kL/gCegM3AsESEjXzrplRb7ocDjsq4aDlwGAz1nuA2uoPVXrdB8hFMkJ4FEATgDMsjfmVv0PuHa8vdXV8sYXeULuzCYilJKO1hBZ0QhAVeDRa6ofBmtabxcXp+4npMQYADuAihU2nCzqFjgcDgeARgBmADW4/fCGAfAA/AD809PTym2yJUqUKHH3+QehQWVyuEfPFQAAAABJRU5ErkJggg==) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur167522 1.3333333333333s linear infinite forwards;
}
