@keyframes rwdcur82963 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhe1Ua2hTZxh+ziUXT06q6SqEhqZtqjS2zM2qkUErc2xxY4gbwibrZE5wtpQGL3+0akUdG65M8JKu+kMdc7r9GGNIxyyDbm3Z7AVjvcSCbTPX1tVGmxaTLOfknO/bD5UmbW6yH/7JAwfO97zP+3zv934XIIsssnjOYBKRX7Te4e8Fo3wsZzPpFJezRMnE9HjbED8ckOLyi0x6ZbvTNiefn00AwC3ftKt7PPxlLPe2VfwMwN5YLlRT46fDw4NiW9srsfzdv6YP/vJ3sCEuv0jcBeBoRgXICsGATOI4pzIz/tftXkG93tfp+LgAWc4P19XtZsrKfp1XV9cHANEE+WsVmmiqxAWkRSTyJuntPfxkZCW9vZ9zNhsPoO9ZrTIuYCgguWpO9GzZtr70Ra3QAmwcjRfoFHy9zJfXeX3ixlBAEv9fARQTIPSqhWPsYxQCALROR8WVEVWUFMKCAcDOOr8M4A9G2d/vR8x31Jl2WxiEx1Q6AEonMi7g4g7HeQDn1x3vGWkZDQuz4/I5Hur3ljiOe58HFs/1WmcRJltcjuXHEq4UYJPwAAC7WThSazWcfjqeVCj2XfS6Ox7kbpitbb+3YMMPngn3IzKz+lqr4XSpWTiSao6E70AsVh3sWhqNkv6ASuF70toz0l28d/tknO5CcS0+mW8DABRzDEwcA42Gfan7QOX1VP5pD6FrTcFNAC980zV2wjclfwAAmrcIDE3eOJ3mMgE6H/+XGjUXNlVa6gFMVR9I7Z+2gOrVhQTA5DtNV9rfyGHZzY6BjaXWEUATitOVl/jwrY7gXI/9O72Gba9eXTiZzvuZQWmzSGkFpRRJvgpKaXPGVxDI4Aw8xauHuhpJSHr3Z+OnL7PqFABAXz8KGuUhtZgBAFEYsSbUeC1H1P/4W2PloUx8027B+qPdAlFpRYGBL4eRzUcQoH4WtIcDrWEBmQNp1YBxqMBCihXmefm8XldubLpSyXLM1Z92rgqn8k95DQHA81BadMkf6eSBQff2ayWGfdPQbg3M0Wm3BpDTGMKpHf0lPDB4yR/p9DyUFqXzT9mB/Wc9p277I/rXtNweS67+D8AkA449jI6CrRLBGE37of7zgK2q+orRBfF4R02yJVd/ebNMHgVldddHZz2Rwx8v25aukISob+4bsTd09CeLU/qhn9KyP5PF7Q0d/fXNfSOp5kjZgaLiBYuduQIZSKpYUgDkEcCbMOpcmreycL427TZnkUUWzxX/AWikaepnHM49AAAAAElFTkSuQmCC) 14 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 14 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 14 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 14 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 14 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 14 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe1UbWxTVRh+7kc/uG0HnTNp1qzbOsjqFlEGlD8bEaNVYwgSEiROI5ogW5Y1IH9gwAhgNLhIItgx+CEYEfCHMYSMwEIy3RZlH6EMXVnCtoLbcK5j3aCrvbf3nuMPWLZb+kX4oSZ9kpvc87zv+5znvu85F8jg/4Y+gPYBNGPiP2Hi2O37T22AiUd+3nyLvxuK8vM5u1knu11F8nxutgOlMTpHWgb5oaCoqi8w6+VtLruqHgD4WAIA+vzT7s6x8BfzuTdtxk8B7FaJVlVN0KGhAbS0qOrv3J7ef+mPUJ2qvsC4A8DhtAxIMkG/RFScS55b/+3xrKA+3yt0bEyAJOWGa2p2MiUlVxbU1PQAQDRO/Wty/GnFNZASkcjrpLv74KOVjXR3f8bZ7TyAnieVStvAYFB0Vx3t+nDruuLntUITsGlEnaCT8c0yf077jfHfBoOi8ekMUIyD0GtWjnGMUggA0DwdNa6MKEZRJiwYAGzM+WWAQCjK/vxXxHJLmWu3lUF4VKH9oHQ8bQNntztPAzi99kjXcNNIWIiNS6d4KN9bVRz3Ng8seVxrrVWYbHI7l38Z90sBNgEPAHBYhEPVNsOJ2fWkTLHnrM/TNpG9ITa39e6iDT94xz0PyNzXV9sMJ4otwqFke8T9D8zHqv0dS6NR0htUKPyPWvu1eAcbb36lyjtTWI2PFtoBAIUcAzPHQKNhX+jcV34jmX7KQ+hek/c7gGe+7Rg96p+S3gEAzRsEhgafKk9zmQDtD9+LTZoz75VbawFMVe5Lrp/SQOXqfAJg8q2Gq62vZrHsZmf/pmLbMKCZUeWVFvnxnY7gVJfjnF7Dtlauzp9Mpf3EoLTRSGkZpRQJnjJKaWPaVxBI4wzM4qUDHfVkRlx/0fTJi6wyBQDQ146ARnmITRYAQBQmrJmpv55l1P/4U335gXR0U45g3eFOgSi0LM/Al8LE5iIE0AAL2sWBVrGAxIE0a8A4FeBZihWWBbm8XldqarhaznLMtfMfrwon0096DQHAe09cfCEQaeeBAc+260WGPdPQbgk+lqfdEkRW/QyOb+8t4oGBC4FIu/eeuDiVftIO7D3pPX4zENG/rOV2WbP1vwBmCXDuYnQUbIURjMm8F8qfE2xFxTFGF8LDiZola7b+8maJPAhJyo73T3ojBz9YtjWVkbiobewZdtS19SaKU/pugNKSXxPFHXVtvbWNPcPJ9kjagYLCRUtc2QLpT5jxXB6QQwBf3Khrac7K/IXalGPOIIMM/lX8A0jSeTGmgRtFAAAAAElFTkSuQmCC) 14 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 14 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe1UbWxTVRh+7kc/uG0HnTNp1qzbOsjqFlEmlD8bEaNVYwgaEiVOI5AgW5Y1IH9kwghgNLhIItgx+CEYEfCHMYbMyGIy3RZlH6EMWFnCtoLbcK5j3aSrvbf3nuMPINsttx9EE2LSJ7nJPe/7vM957vuec4Es/m8YAOgAQLMmjt7469Gb+C8MMFrBT1qv87cicX5hzGk1yF5PiaxloDxB53DbMD8SFlX1RVajvN3jVNUDAJ8YAICB4Ky3eyL66cLYKw7zRwA+UInW1EzRkZEhtLWp6m/emN334++RBlV9kXkngEMZGZBkgkGJqGIeeX79t8+3kgYCz9OJCQGSlB+tq3ufKSv7aVFdXR8AxDXqX5S1p6VpIC1isZdIb++BeysH6e39mHM6eQB9DyuVsYHhsOitOdKzZdv60if1QguwcUxNMMj4ckUwr/Py5JXhsGj+dwYoJkHoRTvHuMYpBABonY2bV8UUsygTFgwANuH8MkAoEmd/+TNmu67Mt9vOIDqu0EFQOpmxgTM73KcAnFp3uGe0ZSwqJOalkzyUb+yqGPcGDyx7UGudXZhu8bqf+UzzSwE2SRwA4LIJB2sdpuP319Myxe4zAV/HVO6GRG77rSUbvvVP+u6Q+a+vdZiOl9qEg6n20PwPLMTqfV3L43HSH1Yogvda+4V4E69f+1zFO11ci3cXOwEAxRwDK8dAp2Of6t5beTmVftpD6F1bcBXAY191jR8JzkhvAoDuZQJTU0DF050nQOfd91KL7vTblfZ6ADPVe1PrpzVQvaaQAJh+telC+ws5LLvJPbix1DEK6OZUvPKSIL42EJzscZ016tj26jWF0+m0HxqUNpspraCUIslTQSltzvgKAhmcgft4dn9XI5kTX/vB8uHTrDIDADDWj4HGeYgtNgBAHBasnWu8lGM2fvdzY+X+THTTjmD9oW6BKLSiwMSXw8LmIwLQEAvaw4HWsIDEgbTqwLgV4HGKlbZF+bzRUG5pulDJcszF799bHU2ln/IaAoD/trj0XCjWyQNDvu2XSky7Z6HfGn6Ap98aRk7jHI7t6C/hgaFzoVin/7a4NJ1+yg7sOeE/di0UMz6n53bZc42/AlYJcO9iDBRslRmMxboHyh9TbFXVUcYQwd2JWiV7rvH8JonciUjKzndO+GMHNq/Yls6IJuqb+0ZdDR39yfKUvhWitOy3ZHlXQ0d/fXPfaKo9UnagqHjJMk+uQAaTMp4oAPIIENDMepbnrSpcrE875iyyyOKR4h8axXkxMdo27AAAAABJRU5ErkJggg==) 14 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhe1UbWxTVRh+7kc/uG0HnTNp1qzbOsjqFlEmlD8bEaNVYwgSEiVOw0eCbFnWgPyRCSOA0eAiiWDH4IdgRNAfxhgyIovJdFuUfYQycGUJ2wpuw7mOdZOu9t7ee44/gGy33H4QfkyTPclN7nnf533Oc9/3nAss4P+GPoD2AXTeTRy/+ff8m/hPdOJxNRit4CfNN/jbkTg/N+a0GmSvp0jWMlCaoHO0ZZAfCouq+gKrUd7pcarqAYBPDABAX3Da2zkW/XRu7DWH+SMAH6hEq6om6NDQAFpaVPW3bk4f+PGPSJ2qvsC8G8CRjAxIMkG/RFQxjzy7/sfnW0kDgRfp2JgAScqN1tS8z5SU/LSopqYHAOIa9S/L2tPSNJAWsdgrpLv70P2Vg3R3f8w5nTyAnkeVytjAYFj0Vh3r2rZjffHTeqEJ2DSiJhhkfLkimNN+dfzaYFg0P54BinEQetnOMa5RCgEAmqfj5lUxxSzKhAUDgE04vwwQisTZX/6K2W4os+22M4iOKrQflI5nbODcLvcZAGfWHe0abhqJCol56TQP5Vu7Ksa9yQPLHtZaZxcmm7zu5z7T/FKATRIHALhswuFqh+nkg/WkTLH3XMDXNpG9MZHbenvJxu/84767ZPbrqx2mk8U24XCqPTT/A3Ox+kDH8nic9IYViuD91n4h3sIb1z9X8c4WVuPdxU4AQCHHwMox0OnYZzr3l19NpZ/2EHrX5v0O4ImvOkaPBaektwBA9yqBqSGg4ukuEqD93nuxRXf2nXJ7LYCpyv2p9dMaqFyTTwBMvt5wqfWlLJbd4u7fVOwYBnQzKl5pURBfGwhOd7m+MerY1so1+ZPptB8ZlDaaKS2jlCLJU0Ypbcz4CgIZnIEHeP5gRz2ZETdcsHz4LKtMAQCMtSOgcR5ikw0AEIcFa2fqr2SZjd//XF9+MBPdtCNYf6RTIAotyzPxpbCwuYgANMSCdnGgVSwgcSDNOjBuBXiSYqVtUS5vNJRaGi6Vsxxz+Yf3VkdT6ae8hgDgvyMuPR+KtfPAgG/nlSLT3mnot4cf4um3h5FVP4MTu3qLeGDgfCjW7r8jLk2nn7ID+075T1wPxYwv6Lk99mzjr4BVAtx7GAMFW2EGY7Hug/LnBFtRcZwxRHBvolbJnm28uEUidyOSsnvzKX/s0NYVO9IZ0URtY8+wq66tN1me0rdDlJb8lizvqmvrrW3sGU61R8oOFBQuWebJFkh/UsZTeUAOAQKaWc/ynFX5i/Vpx7yABSxgXvEv5ll5McrHJjMAAAAASUVORK5CYII=) 14 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 14 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 14 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 14 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 14 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe1UbWxTVRh+7kc/uG0HnTNp1qzbOsjqFlEmlD8bEaNVYwgaEiVOI5ogW5Y1IH9kwghgNLhIItht8EMwIugPYwyZkcVkui3KPkIZurKEbR1uw7mOdYOu9t7ee44/gGy33H4QfqhJn+Qm97zv8z7nue97zgX+L2gZu0lbxm7SrIlBgA4CWRP/HRMPqsFoBT9qu8pfj8T5pTGn1SB7PSWyloHyBJ2j7SP8aFhU1RdZjfJOj1NVDwB8YgAABoPz3p6p6MdLYy84zB8AeE8lWlMzQ0dHh9Herqq/NjZ/4Ic/Ig2q+iLzbgBHMjIgyQRDElHFPPLi+m+fby0NBJ6mU1MCJCk/Wlf3LlNW9uOyurp+AIhr1D8ra09L00BaxGLPkb6+Q3dWDtLX9yHndPIA+u9XKmMDI2HRW3Os960dm0sf1QutwNYJNcEg4/M1wbyuy9O/jYRF84MZoJgGoRftHOOapBAAoG0+bl4XU8yiTFgwANiE88sAoUic/fmvmO2qsthuO4PopEKHQOl0xgbO7nKfBnB609He8daJqJCYl07xUL62q2LcKzyw6l6tTXZhttXrfuITzS8F2CRxAIDLJhyudZhO3F3PyhR7zwZ8nTO5WxK5HddXbPnGP+27RRa/vtZhOlFqEw6n2kPzP7AU6w90r47HyUBYoQjeae1n4jW8fOVTFe9McS3eXu4EABRzDKwcA52Ofaxnf+XlVPppD6F3Y8HvAB76onvyWHBOehUAdM8TmJoCKp7uPAG6br+XWnRnXq+01wOYq96fWj+tgeoNhQTA7ItNFzqeyWHZbe6hraWOcUC3oOKVlwTxpYHgVK/rK6OO7ajeUDibTvu+QWmzmdIKSimSPBWU0uaMryCQwRm4iycPdjeSBfGl7y3vP84qcwAAY/0EaJyH2GoDAMRhwcaFxks5ZuO3PzVWHsxEN+0INh/pEYhCKwpMfDksbD4iAA2xoL0caA0LSBxImw6MWwEeplhrW5bPGw3llqYLlSzHXPzunfXRVPopryEA+G+IK8+FYl08MOzbeanEtHce+u3he3j67WHkNC7g+K6BEh4YPheKdflviCvT6afswL6T/uNXQjHjU3pujz3X+AtglQD3HsZAwVaZwVis+6D8OcNWVbUwhghuT9Qq2XON57dJ5FZEUna/cdIfO/Tmmh3pjGiivrl/3NXQOZAsT+lrIUrLfk2WdzV0DtQ394+n2iNlB4qKV6zy5ApkKCnjkQIgjwABzaxndd66wuX6tGPOIoss/lX8A/UkhT0jyWTAAAAAAElFTkSuQmCC) 14 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 14 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 14 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 14 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 14 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 14 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 14 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 14 5, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 14 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 14 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 14 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 14 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur82963 3.2s linear infinite forwards;
}
