@keyframes rwdcur222097 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 4, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7UlEQVRYhe2Xa1BU5xnH/+ewZ+8LLLDLRWBBdEVcrQYFRIhSgmLRQmrGVEFFExqSpnFsw0w70dTWYdIk7ZSovekkjeNl0szQGNJ0NErAklBDQ2G8AAGRBRZ2D+yds9dz64dOmEoMApm0X/p8fOc8v+d3nvd53zMH+H98hWg41bDqfyrQ1tnWfOHiheqvwohYaGLDqYY8lUpVr1AqTPpk/Znrf7seWghHslCBMcvYq8N3hyGIwhKFUlEL4JWFcMiFJB1++XCOj/EVTDFT8Pv9kERIjiyEAyxgCyr2VkjUMvWFdGN6alNjEyyjFmwq2SSN1EbKb3Xfav7aBcrKy3LaW9t/Hg6H0TvQK3A8R3BhDp5JjykrN+t0/43+wHx4894CgiR+I9VL0d3RDalGSobIEEbujIDTcNGrTavnvRXzEtjzzJ5v8Sz/UJgIQ6lWgovgBFEiQq6UC37Bj6A/WF2+tzzpaxMwpBiOnHjrBPoG+sCHeAhSgeSlPNggS/Z81oPX/vRatE6ne2E+TGKuD25/fPs2JsC8xwQZEBQhhMfDJK2lBTbMkulcukDGkCQv8IhTx8Hcb17Wd6Ovfy7cOXdAHi2v7xjtwKB7ECOeEZINs2ClLMlSLLgwR5o9Ztx13kXb3TasWL/ipbly59SBHft27I6JjTkfYALwTHkQDASFm503SW2GViAIgnT2OwVTrolUUApBE6Uh1So1Q0/Sxe+ee7fjQew53YQJ8QkvOF1OuNwueDweWEetpDfghb3LToqECIkoIc0DZugSdCQncmA5Vh2viz8IoPJB7AfeA7tqdlUFQ8Gn3C43JhwTgs1qI0ZGRm6kJaQ59n13ny4vOw9jY2N9g6OD4wRJxIuiCIqiAGDl8tXLG3u6eyZm4886AxvLNsoh4qB3ygu31w2Xw0XSVtqu1Wu3qBVqr8FggCHVgGhltDNKF7XVZrXZXa5/d4nxMSAJ8tiDXnBWAYVCsdPn96112B2gaRqWEQujjFFucA25bEuXLk1gWRYsy2JxxuIEz5BnXBWnKrSMWpjJyUk4nU4Eg8GK0sdKN89WY9Yh3L5r+5jX602y0TZYrVZOrpFvqSqvcqtl6rPWcWvW0NAQJBIJUlNTkZiY+OlUaKry3PvnkkOu0OWk5CRJgj4BGpWmo+mtptx5C2zctvFJCDjtcDpgs9pAUERl0cNFVw3RhrFrbdcknf/oBA9eAEBSoJCbn4sN6zd4zQFzYsu1lgqe4c6npKRCq9VCFMWi1r+0tt6vzn2H0JRvilQpVG/Y7fY4h8MBp8NZw1iZMyWFJX/t6u5Kb29vh2SxBOW15URmUSZuT9yGtdsKuUouy9AtXtb8fvOLYbBjIoRvEwQBjVqTqYmPPEsP0/ycBJKXJD8e8AdqaJoGbaFPCn6hvrS8VB8hRpwcvDMI2k4LpT8sJUzFJkG/Rk9QKZQw2DZIaCktoqKjsiRG6ldjXZbrTICJoygqRyqlkmUK+XXLHcvAzFpfuAfWVeRJg1bfiUnHJJwTjl8ihDoAoEjKGAgG4J3yAokgL7GX0BLfQsIIBNwBEllAwBkA45/CIjbJ+CnwTwTwA9pmCxIRxPNxMbGnASyaWe8LpyA04f+e2+mOpIdtH3IMX/f5esAXcHIsi1htLMBB4HkefsIv+Ak/RFIU4Ae0Gq3AhXg4NJ7ps895+TrLHcuHjgln0rqd+bvv1/HpWF2VHWkwpvrkWtmVNU/m3SO35rE8SWFOgXX/3v0iSIgohoh6iHgdImogyhVysXpPtfiQcWXnTG7BwRJSGkk1p6QuchTUPaL8UoHkspQfK9NlQ8YnTPd9KCtnWVVJ/iNizf4aUaaWiVgEHmkQI+Mi+doDT4nfLCwSf3Ti17+r7f5p2szc9XUl0cpE2fCSR43P/uf69DFMP5qRMBQ9+N4m49ZDq/zFaV65vePNbb+455Na8/qRzJsDLVciPkDyuvxs+Kb8gAjIZFK0tjYLQR93ZNfLL57k9MGdys3yFR///uKhS0//eTo//ycl+nb3lcb0OGP50LF+5z0C8OFArble704fGi/rOXTrtqllR8fxyz/TevVJ0mPkw2s/fjSbzWI+aTzV8IHznYnMsDX8qpSQpPEsLyiXqSdyN1U09sva31RLtdIIP+XPztyqpDaTT/de+vsfXOFJr4KLIrGWjftGROkTR5N390KDU9MCq+pzyRu1n2QiFj2f+2wYLlx7QPfK94NtfOdlHL/atOXtvpltXZ6XFSmEROGzrl7m8B/fqL6d1Cqk+lYiIoGQ9xo+intu9GzHxTUv7Yjhk/JW2orPnPceNWeMrbt6fNPzydm/LejvrPtI+NJ5AIBt71Qu+Mel8vRz5Nttg89+x171zEIZ/5X4F7lEFmSsBe57AAAAAElFTkSuQmCC) 15 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHFklEQVRYhe2Va1BU5xnH/+fdC3vjssjCssiueEFEvFtAUBCEaIICVmM0Iso0GKs1jkn80BHtTBOnk8bO4GjGqdrMGC+jTe1UEh3TSJBgicUaiTcolouwsBf2nN2zu+zt7DmnHzo4baQIZJx+6fPxnef5Pf/3ef/nOcD/4wdE7Ynauf9TAU13murP/+n8th/CkEy0sPZEbbZarT6kVCkz4ifHn7719a3gRDjSiQroN/d/+KTrCQRRmK5UKXcA+PVEOGQiRTUf1GQOeYeWerwe+Hw+SCXSAxPhABN4gvLKcqkmQnM+JTXFWHepDuY+M5YXL5dHaaMUD1of1L9wASVlJZnNN5p/GQqF0Pa4TQjzYSocCoMdZDPSs9JPdtzr8I+HN+4noAj1kTxejtaWVsgj5SRIguj9Ry/CkeGY+Rnzx/0U4xKwZeeWV3iOXxiiQlBpVAhLwoIoFaFQKQSf4EPAF9hWVllmeGECTMmmA0cvHEX743bwQR6CXCC8nAcX4Mijvz/CkYtHYnQ63f7xMKmxJq55bc1qr9/7mTfgBSWjhNBAiNi0NoELcSQlnCKQWEJ4gUecJg49HT0z2++1d4yFO+YJKGIUh1r6WtDp6kQv20u4EAdOzhFOxiEcCpMetgddTBeaupowe8nsX42VO6YJrNu67vXYSbHn/F4/WA+LgD8g3L9zn2inaQWKogjTwQgZWRlEKVMKkdGRRKPWeG2DthWXz15ueR57TJtQn6DfzzgZOF1OsCwLS5+FuP1uOO46iEiJkIpS0vO4Bzq9joTFMLgwp0nQJewBsPl57OfugU3VmyoCwcCbLqcLdtouWC1Wqre3994U/RR668atuuxF2ejv72/v7OscoAiVIIoiZDIZAMyZNX/WpUetj+yj8Uf1QH5JvgIi9rg9brjcLjhpJ7FZbA5tvHalRqlxm0wmmIwmxKhimGhd9MtWi9XhdP5rSt4hLwhF3nveBUcVoFQqNwz5hhbTDho2mw3mXrNXFavKdXY7rTNmzNBzHAeO4zB12lQ9280OqOPUy8x9Zu/g4CAYhkEgEChftX7VS6P1GNWEazat6Xe73QarzQqLxRJWRCpWVpRVuDQRmjOWAUt6d3c3pFIpjEYjEhMT/+YJejafvXJ2cpAJfmFINkj18XpEqiNb6i7UZY1bQP7q/Dcg4CTN0LBaLKBk1OaCvMLrphhTf2NTo/TO7TvgwQsAiAwyZOVkIXdJrrsn0JPY0NhQzrvD55KNRmi1WoCgoOFyw42R+oxowgUFi6MiZPKPHbQjjqYdoGlntdfiPV28tPjq3e/upjQ3N0M6VYqyHWVUWkEaHtofwtJqgUKtiJiqmzqz/vP6gyGR6xchlFIUBY1SnRY7XXfG8rif/36vET0gk0rKWRebNmi3w9pnO8a7w6dK1q2Od7qYPIfdAZESheKqYqStShPS16WjcG+hwEVzYOwMWCe7/kevZWl4d/iUtdd6jHEwYN3u7AhKVjRSr2f2QHZ5rnxogD06yDhAO+jDCGIfAEh4Sao/EIDb4wYSQa5x19CQ0ECQCvhdfoJ0wM/44fV5kMjrUwF8iyB2Wy3WACWh3o3jJ50EkPTcCQQGh7a7nK4oa4/1K94j7Bs+9/t9DMdxmKSdBIQh8DwPH+UTfJQPIhEF+ABtpFbgAhzoCNY6XMd7+H3mx+avaCttyNyY+/pIU3gaCzZlRRlnJg9FaOVf5lQXPSMua86iJ1WVVSIIRKyAiEMQ8TuIqIaoUCrEqi3bxJzUnLaf8gdSc94ueFq/7O2VkEXJ6pOSE+mCA6Wqf2f+hwnlU8he2umYPXd1buGtE/V+ADj+zV/yKkprClbsfjXdrXISW2vn/KLlxXjw5wfg7/MCboKKuhclVL5aSXV2dcET7a0KRoS+Ky3enblo89I8w+GE8NW1fxhcsreoruvbtp+ISt7PtNHP/iOSfp4cj9/g9uJ38uOHzy62d2d8P8+oS/owc95i8a0du8XqrdVidWW1uKt6p7hg1jzRFG+sGc4ru1RRCAA/Pl0Z+8Vd/0IAyH+v1EDtwjez318YO5z3dA8Qj/RggjW5I+9KyU1WbZcvTVk/JSl5usLBm7PMVJtBZpDe1jTqm5v+eqGX7XDlBO1Dv3V3OKSACF2q0UclS6pun/36ZvH7ZXFzqwvKJTJKY7LP0155+NGnSYZUFzvESH9fdLxH90dD4eDLA+lQ4thTAak1s4mwnWzbcOetABtHS91KByQ8IdF2XRclUC21Ze8G3vh8/3SKxcI55XlREhVZ1nj803fuf9LsE0QBmRUrFYt+VnRcEMXbCqgDd7+83nVy5aGrxSdK5LsWn9p+cf5BonfOsIsuIa6Aq9RsnDztRua5opbGNz8TRrHkf49Xdmx45vN9acda+ao9a0fcKwevn0ndaf3FkcPXr2VPqOGLjH8Ca501pbygtzcAAAAASUVORK5CYII=) 15 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHaElEQVRYhe2WeVBUhx3Hv++xLHuzu1wrCogKEsRjRAUjiIhkFUIwQ8YEj6hpQqs1YzKNaTNiD61ptcmMjppmorZjFUfraMW21iZBUSoaRrxFiorLsrBvr7fX4+3xrv7R1rGpw5XJ9J/+/vy99/v8vu93zQP+b9/Adn22a9r/VEBLe0vT0dNH13wTRsxoA3d9tqtQrVZvV6qUecnjkg9dvXQ1MhqObLQC+mx9v+rp7oEoiZOUKuX3AOwcDYccTVD9jvo5A8xAUZAJgmVZyGJkW0bDAUbRgqWvL5Vp4jRHM7Mz08+cPANbrw0LyhfIdQad4u7Nu03fuoDK6so5rc2tW6PRKO4/uC/yAk/wUR5+lz8vtyB3f9ftrtBIeCNuAUES++TJctxsuwm5Vk5GyAisD63gtbx+Rt6MEbdiRAJWrV9VIXDCzCgRhUqjAh/Di5JMgkKlEFmRRZgNr6l+vTr1WxOQkZaxZc+xPeh80AkhIkCUi6QgF8CFObLj7x3YfXy3PikpafNImMRwX6x6tepFJsT8kQkzIGIJMdofJR0Gh8hFOTKTzxRJI0kKooBETSIsXZbJnbc7u4bDHXYFFHrF9rbeNjzyPYLVbyW5KAdOzpFcLAc+ypMWvwXddDdaulswZe6UXwyXO6wK1KyuWW5MMDaEmBD8QT/CobB4p/0OaZhoEAmCIOkuWswryCOVsUpRG68lNWoN43A5yhqPNLYNxR7WJTSlmDbTXhpenxd+vx/2XjsZCAXgvuEmJUKCTJKRlgcWJJmSSF7iwfGcJiUpZSOAFUOxh7wDtW/VrgxHwt/1eX1wepwiZacIq9V6e7xpvGf1a6uTCvML0dfX1/nI9qifIIgUSZIQGxsLAFOfm/HcyY6bHc7B+IPOQElliQISNgaCAfgCPng9XtJBOdyGRINZo9QEMjIykJGeAb1ST8cb45dQFOX2ev9ZJWaAAUmQ24b6wEEFKJXKZQPswCyP2wOHwwFbr41R6VTzvD1eKis7y8RxHDiOw4SsCSZ/j79frVMX22w2xuVygaZphMPhpYtfWfzCYDkGHcKq2qq+QCCQSjko2Ck7r1AozCtfXunTKDSH7XZ77uPHjyGTyZCeno4xY8ZcC7LBFUcaj4yLhCJ/TR2bKjMlm6BVa9vOHDtTMGIBJS+WvAkR+z20BxRFgSCIFaXzSr/MSMnou3jpoqy9vR2CKIgAyNiYWBQUFmDe8/MCFpdlzIXWC0uFqNCQNi4NBoMBkiSVNv+puflZeZ45hFOLp+pUcarfuD3uRI/HA4/b8xbjYA6Vl5afvXHjRmbrlVbIUmSoXlVN5OTn4J71HuwP7FAoFXET0yZObjrb9OOoGO2TCOklgiCg1WhztInaw45eh/D1XM+cAYVSudTn8+W4XC5QvdReISAcqKhekuylvfPdbjckSRLLq8uRk5Mj5mbnYmHVQpHjOdA0Db/P98rMRfkaISAcoKzUXtpDw+/3F6rV6kXPyvVfd6Cg5nk52xvY46Ld8Dg8HyGCTQAgI2KzQ+EQAoEAoAN57so5XPBfILEcCDWGSCQAoXAIQSaIdHVa9nW0X0cYbzv67WGCJN5LNCbsBzB2yAqEKLbO5/XpqG7qvDAgbPq3f4BlaY7jkJCQAPAQBU4Ay7AiG2EhiZKIKGCIN4g8J8BJ+p7sPh8UN9ke2s57nHTqrJq5ywcVMHttkc7ndO9wOB1fFm0wlz39jEsnu5y9FDV92nQgAhJBABaQ2ALABlIhKpCVlUVSNvttaAnb07HF683lDof9PHWtZ0/xpsWqZ7UCAJBWlfYjdbayZ87bpToAqNj6qqa6frXmicDigjXmRWap7jt1Upw6ToIGArSQdEadsK5unbSwpFSaXTznJQBYuKFS8zS76D2zXmWK65n08uQNT/ufrGH2trzkLvndxhnOAnN+Sbmxu/LytHfuH1ddtZzifQv6Ge1ZU3jnsvXN43SpO1LSUt4vKp0PlmUBAHFxcWj54qJIu+ktvb6+D0+4re9YEq4l3Drb3MNf448c+8knYQAo2rwktdX/l5MTjLlLHm7t8P2HAPhR/65/19gcZhbpHNstkpfUDZurav4GALU/2yCPqELJhW9ULrzy8Z9Pi0b+B9f3NFXE8DHjJEkSlfFaavyGKY3nvv/7rR8Ie990tvWeOzh3h23t4R/OKs5ftvYC97uTh6fvPg8AxlNJi4NlzAwuPvRL4F9bUPhRGdk38JgiOsSrtxUtzY5gt7wm6f03KqRqc9npuvbrGWcvnZp50FY0a9nNKdtnnxjTnNvQ2HNodk7BFJVECOi8eo+dWTZv/j6haV9Kf1ZLg68+CgC/XbXjWsmt2n5nQveiXzub66NEKBBS+Zg7kXv9d3c3kbc2XhEHPcWvfbVOlR9fme2SdxeFiYHM6VbzvVMTfv65njHxY7mcxOToeOgFk/Pc5U/5mqoPjKcPf2w7vvXTcF3DZs0kfb7+q4o/qPSfp9sOmreztec3yvkIL55Yso8fLOeI7d0TO3XrTv80+ev+bV8c1dVfPjDkH9c/AFJzez1zboDxAAAAAElFTkSuQmCC) 15 4, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
}
div.testarea{
animation:rwdcur222097 2s linear infinite forwards;
}
