@keyframes rwdcur74021 {
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12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJlklEQVRoge2YaWwcZxmAn/lmd/Zy7I2TTWqTxHYcuwlt0jSkSRXqNnXjlLYEyg8QQpSrhNIClbhaQBWCH1VBgIoopSc9A+JoSEoaglS1BdpUUYoIASSUpPZmfeS0vffOzvHN8GM87sax4/XGCX/6Sp/k9cy88zzf+843B7wb/99QKv5eCzwAmEAJKPsjEons0HX91YsFlUgkGguFwoO6ri+ZZLMD3Av8feKG1wB3siGEMGKx2McvIPN4zJ07t1HTtLcAV1VVV1VVVwjhCiEqmV729w9MTLBy5UoaGhpQVRUhBAsWLGD//v1aKpV6NhaLUSwWf3Oh4Ovr6+OFQmGPZVlrb7zxRjo6OtB1HSklUkqOHTvGK6+8Al6XACAmJrFtG9u2kVLiOA6jo6P09PTQ0tKi6br+/IWqRCwWi5dKpT2WZa3bvHkzy5cvJ5fLUS6Xx4dhGP7upSkFHMcZN5ZSYpomyWSSnp4e2traAmMSn5hN+HA4HC+Xy3ts275606ZNdHZ2Mjw8jGVZWJY1Pqm2bfuHlKcV8Ktg2zaGYZBMJunu7qa1tTWg6/rTsVjsk7MBr6pqvWmau6WUV3d3d9PR0TElfFUCPnilhJQSwzDo6+uju7vbb6fzllBVtU5KuctxnA0bN26kvb2d4eHhM4B9EdM0yWQyZwmoFfm6gStM0yQajaKq72xyXRfwqpPL5VizZg2ZTEYMDw9/KBqNpizLOlgj/G7g2q6uLtrb20mn02dNnJQSy7JIpVIcOXIEvAv4PiA5UeBvwA2WZTXruj4u4cNXSmSzWVavXu1LbIlEIgOWZf1zBvBRKeVLwHUbNmygra2NTCZzxuJR2QUDAwMcOnTIh/80sGs8V0VeHdheKRGJRM6S8EelxMjIyAcjkUhVlWhqaorqur7LcZzr169fT0tLC5lMBsdxzgB3HAfbthkcHOTw4cMANvAp4IxlXJ2QXwd+D2y0LGvRRIlKEb8Sq1atIpvNipGRkS3hcHjItu0DU8EvXLgwmsvlXjQM44bOzk7a29vJZrNngfu/BwcH/baxgdsmwk8mAN4Fsh3YaNv2GRITqyClJJfLcfnll5PL5cTo6OgtU0kkEolwPp/fqet6T0dHBytWrCCfz4/D+uD+zA8NDdHb2wte23wO+PVkk6JM9s+xiAO7gQ3hcJjm5mYikQiKoiCEoNT2CGb9IhQgoEDCGab31c8zcuKgo2na1nK5/JSfaN68eeFCobDDMIwPLFx2K4s3/IAMEcYKSjg/SPz0PYB3jZ04cYJkMunP/GeBbVNBTlYBP8rAC0CXbdtLSqUS4XB4vBKZ2Ec5VddOLtJIRm1gwG2iuek6lPQ+JZfu3xIKhY5JKf8Rj8fDxWJxu2maNyXaP4y27lGOBFvJaA2kAw1kzAih3ElipT9h2zbHjx8nlUpVBT+dAICBd01cI6Vs8SWEEJTit1KwVbRAmJiqUpYwGpxP0yVdiPReJZ8ZujkWi6UNw/i2aZq3zG+7hdC6xxgKNeECcRUs3UBmjjPHzhIp7ObUqVMMDAz48LcDz0/DN60AeD34ArBBStlaKpUIhUJY8z9GSYSR+WNcGtXIuRFsIB1McEnTdYjRvSKXHrhZStk5r+UmtPWPcyzcDEBCQJs9xODgQVBUok4Z/eizDA4O+vBbgWerYDvnNTAx6oAXge5AIEBw3a/QXRvMNKgRlizdwrCWGH/Kep88TKtxP7qp8d/o90iG3gPAfAUa9X4OH94BjglqFOG6OAe+4sPfDjxXLVQ1FfDDr8R6x3GW2sV+iLWAooBjUsqmmDdnEXYghg0cF/PQreWcDPWQCi0CoFGBeKmft9/e6cEDmGnc3kfBytjAHcAzM2CakQCAhbfEXoU+1I6ZhvrloKg4jkk5lyJe50lIoBhNUNAacByIK9BQ7CfZuxPk2GOxVYDUNiglHeALwFNTnnmWBHyJF4C16MeWYYxC/QoQnkQxl+SSOYsJhmMYqlegZgGxwgBH397xzsxbBTj6nA+/tRb4WgXA69XtwBrKxzswhxH1K3BFAFwHW0+zsmkxZUWjTkCbMsq/Dr0Mdh5wK+CP2sBdwJM1ctQs4Ev8AVhN+URn2B4hPPdKzNhS7NACTuVKXDq3Hs0yeCvVC8E6UGPMMU9iJ5/B9Wb+LuDx82A4+524BgnvIT0QgcU3QWgJ2CaGY7L/33tABKFxHagaBCNIfSli4Hc4RQCi53n+86qAwOvb22IL1iHe/zyFhmUQUD3Y0QPQ90vIH4b4SmhohWAAK7yApuZrCWffVEr5E5uBHLDvYgsI4AngM5HEWtRrtlGo7wAgBERyvZiDL4ExDIEYyBLhuiWgzcEB8lqC6PwuxPBexSydPC+JWgQE8Bhwe2j+VR58w6UAaICW7aPQP/a+oUYgNB/UEHa+Dy3SjKvNwQVKoQSxhdciRvYpVun4ZrwvDW9eaAEBPAJs1RqvQL1mG6X4cgCCQDDbRzG1CxwLlACqEkAoKq7QwLWx80mCFRLlUILYwi7E6TcUSz+5qRaJmQgI4GHgjkAwhHL9nzEaLwO8lSCYSaL37/LWeUUFaeMmn8TN/gfq3wtCA9dC5pOokWaokIgkulCHfqtYlj5jiWoFBPAQcKcQAlUNYi77JrgCFJVALoXR/+LYzKsgLeh7HIq9YJyG0gA0XDYu4eT6UMJNuEoISmkss0zdyacBFNu2N+E9yu+dTYGfAV8SQiCEQEoFd9mdYOtw4q/Ik3/x9lJUcOwx+D4H+AZwGnNkFcX+MYkQuDZu+iAYWVCCuHYR69Av/BcmxbbtG/Cevd6YDYEHgbuBMXiJ6wZg2RdhdB8M7fT20uaOwT8BxV4H+PrYsbuAVszRKyj1Q8NYOxWPQvoARBeBoqIcfQbTNAmHwyiKokgpN+G9j5xT4lwCAvgx8FUf3nGcdw5rWA6nX/duVIoAEZ0I/9OxnR3gj8BizNErKRyFOZ1gpcGVXnsFoihjE2FZFpqmeQc6zia8Z6/Xq5jos+JHTPG5/ewRcAnUuYAEvnaOCXmCMz/bnzEqt4VCIVdVVT/nfTOF/2H18OND4vX8ucK/h1SVMxgMVopVLfHABYKvlHik2txjVfDHd6dLfn+N8PdUCV8p8XC155jQXt+fKundNcJ/a4bwlRIP1XBOF/jyZAlfqyFRrfCV8WAN533tfAUk8J1ZgPfjJxdbYMbL2jQhmNGyfX4Csw1fGdWugDULTLuMzUJUI1GTwMWA92O65XxcoPLT4jq8O/BksR34+YUgPUfcDXxkim33AvsvIsu7MWX8D5qH6jaxFRZ+AAAAAElFTkSuQmCC) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKGUlEQVRoge2Za3BcVR3Af/fce/aRvbubJmmapG2SNm1SyhQKhBQqRSktaGsZ9Av4AVGZwqAOM74G8S3IoGMZGJVhBOVVx9GRFhFbxumMIFalKNAKpYROnzRNNrubzW4eu3tfxw+bGzZpXk0ffuE/c2b25p5z7+93/uexewIfxv83tLLP7cADgAUMAwW/GIbxnOM4fz2PXFXAQ0DjBPc8IcTdnuf9Z/yNlwA1SSkGAoGbzx3vmKgC/j0FiwJ2+ZWN8a11XUcIgaZpCCGora1lYGAgkMlkng4GgxSLxd+dQ/hK4EWgffny5WzcuBHTNBFCoOs6fX19bNmyBUqjZGIBP3yBbDZLY2MjQohAOp3eGgqFKBQK50LCh+9YtmwZmzZtorq6Gl3XRzs1n8/7dYenFQBQSuG6Ll1dXTQ1NSGEMJLJ5NZwOCzy+fxvzwH8Fa2trWzYsAHTNHEcZ0wl27b9j4UpBZRSKKXGSJw4cYLm5mZf4smKigoxPDz8m7MAHwN2AFe0tLSwfv16KioqcF0XKI0En2NGAkqpMY3KJY4fP05LSwtCiEAikXgyEokwNDR0JhIm8AKwetGiRaxdu3YU3mfw3y+E4OTJk1MKHAfwPA9N00az4BfP8/A8jyNHjrB06VKEEEZ3d/eTpmmKwcHBZ2YJvwO4uqmpiTVr1hAOh0d73gf3393Z2cm2bdugNIGf8+voZQ98BbgWaPCN/dWovABks1na2tqwbVv09fVtikQi71uWtfc04CuAPwMfXbBgAatXr8Y0zdGb5b0P0NnZyfbt27EsywJupZS1UwTywDZfwvO8UwT8a6UU/f39LF++HMuyRDqd/qRpmscsy9o3Q/gXgGvq6+vp6OggEolMWvngwYPs2LGDYrHoAJ8FxqyA+rj6eeAPwMeABVNJAPT19bFixQps2xbJZHKTaZpdlmW9OQ3888C18Xic9vZ2IpHImOz6oZTi0KFD7Ny504e/ZTz8RAJQmiDbfAnXdcdsbr6EH+l0elQilUptjEajXcVicSKJEPBHYL1pmqxcuZJYLHYKuA9/9OhRdu3ahW3bFvAFYMJl+9TWH0QlpUm2GiAUCiGlRNd1DMPAXvl7vKoWhAZSg2XBPo69cjsnj7/pmaa5OZvNPjEO/jng43rDDVS3/5g5UROhga5BNT3UWQ9iGMboarN7926/5z8PTLrSTZQBPwrAs8AaoNFxnDGZsOdcz6DZRtGsoyArOSHqaVn4UYyB17RU79FNsVjsZLFYfGMEfhvwCb3hBrTLHmWgopl0sJKsiJMjTrDgUeW+iFKKrq4udu/ejW3b08JPJwBQpDQnrgKayiXcmo3Y9iDocYKhMC6QEDW0LFiDHHhVS/Ue22CaZsayrHuAjdRvQLvsUdzwPFCKqCEwNMjnPaq9HHOcHXR3d7Nnzx6c0hZ8G7B1Gr5pBaC07j5LaSg127aNruuouhtxNANyh1lVOwdHizCooFvUsGTh1ciBPSLRc2QD0Erd9dD+GCpcD0BQ05ivciRzaVxNUqWGsE78mr179/o9vxl4egZsU86B8WFSWkHWAuiXPIzrWWBnQUa5etWtHPLq6PZKlS/33qP41p1kBiroaX2EYrgBgICmEXSyDPS/DcoFEcQspsj/69O4ruv3/Iw3xplkwA8/E6uAxaqYgPB80DTwivT2vMcFDYtxtSiDCk5o1YSjHeTn3Eg2VIKXmkbA7mcw+04JHmD4BNZ/v40qphzgDuCp02A6LQEAm9KEvJxCTwvOEJgtoGk4boFUopO2+hZcYTKkIBeYy4AeB1dhoBFwsgxn3wE18i0z3w3774PBTg+4HXhi8lefHQFf4lmgnULPEpzciITAcQuc6DnAivktaHqUrAKlIILAsLMMZ98u6/mTsP9eH37zbOBnKwDgUMrEpRQSS7FzEF0CaKAsksnjzK9eTFZEqNagJWTRlTqE5xYAhZHvxtt/Lwy+5wBfBH41S45ZC/gS24GVFHtbDTtLMH4hTqgOR8ZIZHuZE65lSSzIvtQwlh4BPUSjdRRx8D7ymQPeCPxjZ8Aw9S+yGUr0AygZh4U3gWGClQHPIvn+SyT7mqH6UhAaiBq8cJHKyhjpBAQCgYrSF8zZx5lkQFAat7dQ1YHqeAonuhSkCTIKxSRkXof0HirMJkLRGiwDcsG5LKpfw1z9Le1k1+HrAoFAznXdV8+3gAAeBz7HnHZY9fTIHAA0Ac4gDB0uZcJOYw8cZnFNCyIQZ0hBt15Na8NHiNhvaInuo2ckMRsBAfwSuI2qdlj1DESXjtzSwM5A7kBJRBhQTIHySKUO0Fi1CE3GGQaOU82y+WuI2Pu0RPfh66SUw57n/fNcCwjgUWAzlRdDx1aItY6D9zcpQdDOIa0EjiZA2aRSB1gwpxkCcfIjEm3zryJiva719hxbNxuJ0xEQwCPAHWDAVc9D5YUlcDRwxsJT6MV954c42QMQaytlxLNJpw/QUNmMNiLxPtUsbbiKmPWylkj0nLbETAUE8HPgztKlhKbPgFcEIcEdLg2bMnje/i4MvAtWGgoJiLaCpoNnk0ntpybaTE6Pg+WRyYe4KPwXpJRaIpFYJ6UseJ73j7Mp8DPgSx9cGtB0Ezg56N9XgtSMcfCdHvB1IInVdxH5npFM6KAccpl3QVSBEUc6gwzs/RGLFy9GSqn19vZeK6W0PM/bfTYEHgLuGvsnA5pvhuHjMNAJIgDB6hL8/u/DwLse8LWRti8AzdiZi0sSfiYcGDoC4QaCgOx6nFQqRXNzM1JKLZlMrpNSFqeTmEpAAFuAr0zYrOrSkoCmg/JAabD/B+XwD49U9oA/AQuxM5cw3AWxC9D1MLry0IeOYQgDmdyOUoq+vj4aGxuRUpJKpdZJKW3P8/4+bTdPED9l6iPusiIVRlQBLvDVKTrkcb9NOBxWsVhMVVZWqqqqKlVTU6Pmzp2ramtrVV1dnbryyivVokWLFOBKKb8zGeRkGfgJ8I2Zu3rgWR5wN/DgJJUUpUOCeuAy/+BWCHHKWSxAJpOhvr4ewzC0TCazVkrpep73ykwEHhgBOZ3w4bdMU08BO4F5QPtEB7jlJZvNMm/ePAzDoL+/f62UUsXj8b8VCqNHo6cI3A/cMwv4eygNuZmEonSUPhe43D/Inew8NpfLUVtbi2EYZLPZaxzHEZ7nvTzRg+9ixmN+tLjAN09T2A9/b1GAklKqUCikwuGwqqioUJFIRJmmqUzTVLFYTLW1tal58+YpQOm6/uWJHjjV/8gmK7OFL4+H/OcZhqGCwaAKBoOjMuVCCxcu9N/70pkKuMC3zgK8Hw/6z9Z1XUkpVSAQGCMTCoVUMBg8awKTLmuzDEHZsq3rujIMQ0kpR0sgEFBSyrMicLbhy+MB/z1CiFGR8nKmAt87h/ATSowvZyJwPuD9uH8allGB8qPFDko78ESxDfjFuSCdIu4CPjXJvbuB184jy4cxafwPEcD40WO/2YwAAAAASUVORK5CYII=) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJuElEQVRoge2Ze3AdVR3HP3v2efc2j+Z504bSNiF90SJaWsA2VVrB5x/+JwwvxVJFpjOMMqCM8I+IDiiOj3FARBEUZgQZRcQZZiylGNraYYidtqJ9pGna2ibh5ubeu/e1e45/7N2Qd27SFv/hO7NzNzmP/XzP+Z3XLnyg/6+0UfdrgYeAIuAB+VHXi8Df3keuOuBRYNEkaRK4B9g3PmEHoKa4CsAXLhDseNUB/5iGRQGvRpmNCiu1gKfK98+dL9JJVAu8Aqw1TZNEIoFpmggh0HUdx3Ho7u6GMEqAyg1AaOLp8v2FMBHBrzNNk4ULFxKPxxFCYBgGuq7jum6U14tuZmMgyv80IIDfnQ/qsiL4Ky3LoqWlBdd1R1p+9FVWProRc3iYAfwKuPGcsUNVAy8DV0ZhE8FHBkb/lnVOBiAMp/NhYh7wEnC1YRgT4EebME2TpqamEFqISQ30zvLhUU/cfA7wLwOdUcvHYrEJ4EIITNOko6ODvXv3IoQouq77YlSJPqrC14HNwIJZQAjgc8AJ4O1ZlHOBPwObDMOgubkZ13VHgEfHvm3bdHR0sGPHDnp6eorxePyWTCbz0miASO8C1zHJAjElfRiTBvALKu8JlzBsPmYYBo2NjTiOg6ZpaJo2pgdM06S9vZ2dO3dy7Ngx33XdW9Lp9JgZcPwYeBf4BLC7EhIpZTQzGMAvgS9VAP9H4BohBPX19SPwEXR0Pxr+6NGjfjwev2k8/GQGAIaAT1VqIgiCaLExgMemMeEQbkm2AMyfP38M/OgeiOB37drF8ePHi/F4/IuTwcPYvdB41RIOsqsnTb3iCahZDZoGaOhaiWDvNhjaL4GtwJOTwH+Shk6MjruIxxcg0BCajmvkqOq5fUzM7969m56eHr8M/8xUkNNNo1FPvDFpqtcLgQdOAuKLCRqvgo3PQd3lgnBMfHkU/Ash/AZo24ovBCmrkaTTymDDagrzWtE0DcMwaGtro6urqyL4mQwADJdNvD4hRZZg4A3IHAEzHvZlzUqMjz6DmL9aAD8H7gR+D3ya+qtg6e0gTAhy4KcR1Q1gmWiAYRgsXbqU3bt309vb67uue9tM8JUYAMgAnwFeG/tvDZSEoW7cID1SkV+zEn3Ds+jz1xjAT4DPUr8e2raBbgEKhMnqplYcwwTA0DQWL17Mvn37OHHihB+LxbZmMpnfVMBW8UqcIZzv3zsTGC7EWsCswju9g6rCIGY5qVSzCjY8i6i7HFG3Htq+AroDKCzdZklrJ8dUHZ4PlKBJDfDWW29F8Ldls9lfV8g1ZiGbSUXgeWA9sJQgFw5iYYIqEmT7qHJbkIZLACinEbNxA5qzCKnbgMLUbVoWbGTQaiCjwkqXeofo77qVs6f/4zuOs83zvIrhZ2sAoEQ4IK8g19dGcRBqVoIwkbKIn+2jxm2hZLhIIBC1SD8DfhqERcvCTpJmA9lyZYuzhxjeczPJM29L27Zvz+VyT0796PNjIDLxPLCWXF87hX6oXgXCQsoSXqaXGjdBXrhQ8iDwcPBpabmKQbMh3MgrWJQ9RHrPDQydfVvatr11LvBzNQDgE/bEh8mduoTC2bIJE1SJfOod0KtB2JiywKWLVjEgahkuh82ywr9Idt1Aqv+fvmVZd+Tz+SfmyDFnA5GJPwAfIneqg/wZqFkBvgeFAUgfAqeZNa3tHJUuyXC9Y1XhHS727ufQ/p3ScZw7crnc4+fAMOfzwGgTQwDIImCAsEDTw18lGfAK6GV4NCgohZSSIAgoFAruNHVXpHPpAUG4XbiJ6hVwyZ1gzw+nS7sOEteBWctwqofLam0C6ZIJ4F2jgYJaDYNvaPnM6WsJF8uK9l3n00C0XbiVquXQsR2s+WGKEaNmwWYKsRYICpDr48yZgzTEG5B6nAIwbDXSkOjEGurScpn/XiuEGFZKzcnEXAwIwl3nbVQth0u2hy0P6HqMqkQnGbsOpQFokDqALKVIpo6zsCoBRpw8kLYaaUpswkrt0bLDJ68VQnhKqa4LbSDa42xlXnvY8nZdmKA7xBKd5Ow6JIACO/1vzNQBfM0A5ZNO97KwqglNn0cOSJmNJBIbsdJvapnUqS1zMTEbAwL4GbANDFh5HzhN5RQbJ7GJvFOGB9zUAfw3byIY3IOquRR0G6l8hodPcFF1Exjz8BQkzUYuXrARN/OKNjSUnLWJSg0Iwo3ZV8M/DWjqBJkH3cVasJmCU095mqdq6ABB1/UUk92owlnI9kDtatAdpPIZSPXSUZcAM05GQKDHWeO8ipRSSyaTW3Rdzyul/n4+DfwY+NqYYk0bQQVQvYqgqh1EWFV86CClruspJPdL4BtAP8WBNWSPjZhA+Qx4OQruRQSGTlWQxux9nCVLliCl1AYHBzcbhlGUUk5+FpmlgUeB7ROKtVwH9evAbgLdBjNGbOgg/ps3Ukx2S+Dr5bIvAYspDl5GtgdqLgU9jnRbCQIFZpxqlSbe/1vy+TxtbW0opbT+/v4thmEUZjIxnQEBPALcNWnS0lvBqAUkyAArd4qg6wZK78H/qJxZAn8CLqI4eDmZw1C/nti8diwVYBezuDKDm3wBIQT5fJ729naUUpw9e3aLaZolKeWuqSCnOxM/TBgC00oIgevGKZR0SoUhCdwN/HCKBnmM8lEzkUhQVVWFrusYhjHmMk2T1tZWuru7OXjwoLQs64FisfidyZ4/VQ98vwwyo2KxGIVCAb/kRR8efjBFVkX4kqAF+IjneViWNeG1SnTlcjmWLVuGlFI7ffr0NZZlBUEQTDjaTmbgoTLIjLJtm1KpRBAEEfwjMxRRwF+AZqXU2kwmg23b2LY9wYCmaeRyOZYvX46UklOnTl1j27Zqbm7emU6npzTwIPDNSuANwyAIAqSUslzm4UrKlU28AjQCV6TTaRzHwXGcMfBRr3iex4oVK1BKcfLkyY8Xi0URBMFrkxnYDny3EgJd1wmCAKWUBO4jDLnZSAF/BeqBddlsdiScxveCpml4nsfKlStRStHX17fJcZxB3/f3jjfwPWDxTE8WQhA2OgDfKpebi6KeqFVKXZlKpYjFYmPek0a9AOB5HsuWLWP//v3RNvwpmMN5oAwftfxc4UfrLsqzVk9PD0NDQ0gpUUqhymcHpRRBEDA8PDyh8FwPNA9QYbhVqLspTwDHjx8nmUxG42vkCoKAIAgmFJztNzKAbwOTzsnnoGj98IMguPfIkSNomkZDQ8OYcPJ9H6XUmIKzNfAA5x9+tKIZ8N7Dhw+jlCIej4987CiVSqPH3wRN96FbAfdfQPDxenAGlh1RxtFbiXVMPR2+APz0QpBOo+3A56dIuwfY+z6yfKAp9T+/tsrYVakyjQAAAABJRU5ErkJggg==) 23 23, auto;}
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}
div.testarea{
animation:rwdcur74021 0.8s linear infinite forwards;
}
