@keyframes rwdcur231117 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhe2X3U9bdRjHP+eclg5aaukL72WMN0dhHUzGQGBj7tXgZowxvkbjhfElXjj1wqsF4oy3/g1eeLktzmXMC81ispnNhb2IMugGtD0toy8UKO3pKeV4I4vuhR22GmPiNzk3J78838/z/T3PSQ78r/+YtD+fvEnUe7DDU6e1e1v+CvKPS+Oujlubm7Rad+U97x9HD0ygzOWk/2kvb7+0bxWG5FyEVCrNZ58eyYf3w+XdXKvV1ZRrH7z7/p2uW2rs2vbWZu3D1w/nJYU1Z0BJLpBRV5jwTXBgdx97tjdxa3aJ6Nw88YUMXx17j8eFWBNgPBgX5JlZYVa+STAUwL2xho/eeQtB1Pjh4i9MBI2c+/GnVYhHmg1JzyGbxTxoKDCQlez0dD9Dq8dDIBBmcT5OSslw8OAh5OlpdrR3UFlawbTsHwSG8gYQSywOFRmlwZxmILao0tjSwqGBA4iFNs4On0VdWmQ5l0VZMKJkcoQifvQC6P4OTIVjQmNDLY6iZSbHRggGQ+zavY8dO58luWIko21ANAiYRBO9nX2g8yr0Amgnj5/Uzl+4yEwsSUtbN6+98Qpui4G9/T00Nnnp6j1IBoHZ+TB+eUpvX/oT+O7Ut2SUFKNjo0TjC1w6f4GKylLcDjPLqsr42AhpJUlXezfNDW26AXTNADA47fexp7+bsBxBoIDsikC53ULrk1VYTSYkawU5yYx8e4ZISGY2LoOOOdCdQKFRwuebYG4+TigUZPjMMEl1GVFQ6ez0UFdZgslcTJG1BDTdZfUDLClZVijCYStjNjLNfCLKyOhNhs9dx1xeweG9W6kuq2b/c69id5bmHyCbWcHT2oJBMrChoJCqcifhUJiNFU5ySoYVQaTNW8NteYK0ZGJLQxfo2ASDTn8hqaS1bGqOrh3tXB4ZxzcZIh47RYkgUe9pp9jpZmeHkaQq4gv4CRuN4Pv5oYX1XxZw7foIXk89VkshdqsNi+UJTpz9nhnZj6oouModdHgbsNtdFDtc+jpbDwCg1VaX8ubLL1JRXs3X35xGUVVsVhsD+3v4ZPAoaCJ9/f04HSUImsiJk8fX9NG7hqsaSiwsDUaiEbRcil09vaSVDNF4gmgsSk5Jc/TY53Q+1Ya7ys3U5CS+mz5YYx3Xm8CqNIfDRv3GSm5H4iRTKhICR458THNTE5Jk4IY/QHDaz42x3zkzfPqBfnqH8B7wWCxBLJbQAJx2G+ZiK0vJJXLZLE2eZjYYDMSiURwuB1u3bCObzfDb2Og9hdY1hPcDAYjGEwD8emOcy1euIxYYqfVspthixVVahiBKFBSY4D5r+agJ3A2h5ZZzBPwBnE4nwYlbVNdtoqbMxWJykStXL/0NON8AAIJflrVCs4WrI9fYVFVNRlVJZxW+/GLovsb5BgBAFDSUdIqZWISBF56/A5dPjzW1zevVGuvr8v73tB79q+aPpD8AZ9WsGxpIwWoAAAAASUVORK5CYII=) 5 3, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYElEQVRYhe2Xy28TVxSHv/HMxG/HdhKTF49AcFICpIYAbRNUVVBVLRKPqgukbtlULVBV3XRTYMWiLPoHdNEFVbtpq7IppRRUSEFpEjUmweGVmISQ+IUdO7Gd8di+3RQVUIhtglRV4pNmM/fMOb97zpl7ZuAFL/ifIv65lo3hGYKKjd51tLeueXhvWUilDDpa6sX0g3nstmqc1SpWi5lMRmMmkmB1YwP9w4GK/FUswGGziaIoYJAMtKzyUMgXeKN7B8Oj49wO3kNVZPbseZf2jjYOHz1SsZCSJZBkhWKhSGo+LcUepCgCwYhE95vvExgZ4eOjn9LXf5Xei79z7POTbPNtgQpKU7oHhE6DywjAgpZldjZNMBhgcOAS331/lsaVzbR6NxKcuEtB1xDAgbf3lS2i4pp1rlshmtdvp2fna0zeHKSmtoFX3jrI+d8u03vxDOFQCKfiYjg4WJb/khnwtrY8thP/WFianU1y/foNDh35jGMnvyAaSdDgqad713u0b9mNQVbK3lApAcLtdsET6QyHp9jsbab38gD+vivsenkVW9tXoFLEZlTIFfTnI8DX2UEoEuH1nq7HFyToG/ATicQYCkwQjkSR9AXG70wyG4+SF1rZAuSlFgu6dryY10inkmCQjy9ouRM9nWvFvUiSiYkpZiJhMlqe7m0beGmth3yVC8Vaw/TUfVzGamLJ0IlSApbMQEEvoGlFsloeioKVdQ7havZiVIw0NDaxY9NWujZ3YDKrmC1VrG2qxW5SMdvsFIWAMt6EJQXE59KSRIH5rE5Oz9Oz+x26X+2mtraBRCLF2OQov5y7gNFkoWh1sKm9hqpclpyeQ5TZhyXN4qmsZLWYhADWtbQwfusWiqLisDm4H4rgdggS0QR6JonJ7mbv3p0EpucZ1XvLErBkDzykSlWOg4zf/yfzsyE++egDMuks6Tkdi8WITXHQ4dtCs7edbDbL0M37ZLU8Yzf7AZbsg7KmYTqzIMmyjBCC0IM5zv56Bl9nG7IBorEEF6/2MuT3UygqWC02ql0ubG53Oa4rOwnr3Q6RN6hIQqNxhYeD+w+Q1Yr8fP4KVqONcxd+RLbaOfXlaUZv3CY14+eHMz8tGaeS7wFC8ZTkNgmsFivhWJyvv/2GTCaOqqos6Bp9l85z69pfnP7qFAvxEeLJZEmfFc+CRxB1dS7WNDWQXdCZDkXZt38/27d24XS7mZoJMzEeZOR6gFg0zEhgeNFYFWXgCaRas4yeyxGORDEYJNxON3armbY2L6s8NVjsFlxOBwZJxrdxw6JnwnIEMDoZk4YCd1BMJmxWG1PTIcbuTuJwuujs6sJud9G8ejUGRaZoMC3qo/yx9XQkipIQBsFMKESdx0M6PYfZbMEgK5iNZob8g099eFkZeIhN1ZFVlWgohP/aMP2X/iAWjlLvtDCfTvwrdBGeRwa4fS8mNTZViSpFJZvOMj49xaHDHz5qspxmL59tPp9oa13/3P4ZnoX/NPgz8TfX0Lp/BpYL5gAAAABJRU5ErkJggg==) 5 3, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhdWVSWwTVxjHfzMej+MQx/bEzmKbxCaxScIWoGVVgaaloJZFXaRW3ZDaA+KCWgpFPVSil0pVe+LQQ6WqqlARQm3VSu2pPSCxiSBiQgJOwmKSEMdZSew4duLl9VJHEJIwLIf2Lz1p5pv3/v/v/d/3voH/CcS/Q29cN2S9E/ftO5QXfKqQ5oiLmd+rfT5RU1VOPDbGueZr+bioD1RTIKVp7uiWZqyfi1sXxPFjJ+6zt7JMEyvrqmdaLrY3bnogxpM65Xa5xJqGOvHtlx/dR/ZMwzLhdZXdF/NVep4ogVlroDcSkZouhzh74Qrff/NJnpT+aB/O8lL6+6PTMVlR7hV+unh+/TLRsLha/PjdUQGIZT6H8LpKxaJKt1i9IiAASkssYuvGpffu+skdyCPSO0wmJ+GvW0nn9Q5aw0PE4gk2rFrBpZZOAEwyuEvsj7VB0FGpizwuUbjAhNNhpbpC46c/zuLU7HRHohw+eJBzZ05x/eYtooMjeb4HbtB8eGgfuHUnIhWajYzFEqx7diU7Nq/GbFKo8Xood7r46uujOB0VALy6a5dY6LTo0Z2GQc+kogL1iNmsMo6Hzz89wLr1m+m42UUo1MbI8F0W1y9jMpmgPtCAxWKj/XoHwBd6uHV1wo7bfVJqcoq7oyP8db6TQP1SXtu9m6ww0HTxAol4HAmZ9lCQnt4ePZTTeKRu9fH+/SKXmSKdjOPyePEEnqO5JYgwFhK+FWawrQWRy9AUOq2bW/e/AKDlyjUUtZCt23fywd69uLUi/DV+sqkEWvECprJT5LLZ/HRdV1FXDeQRj8WO9HR14/EtRU4nWLN8MVZjmlOng6zd8CLdPT0UGIyUOcu4E+0CHXXwSA6oJpUP332dof5+wj1DNJ0+j7VIYffOzfRGwyywa4yMx0ml0ro5H8kBWZKPnL3QTF80QmWlB99iL7UBF16fGzWTIdwfZyw+Rjo5RnTwDjxtBxSjEVVV0WwOrgSvkUhlUEwFWJ0LWbG8ErvNTuO2d6ipqmXDqhf0bWqWmJgxpuMVDjeyrJLNpLh+o51gU5BffzgJQsHprWdpvQ/ZkGDUWEQ8kQMdhTgzAbGkvpZAjZdF3nKW1FbhLrMKu9UiPjt8CEU14tQc3O4Jk0pN8svvv2Gt8oMsQAj8leWUlDmx2GyYNU2XA/fWgHj7rTeoqw3QfPkKFhVGxsaZnMyhGFUat2yhwumgNrCI2GgKk9GEkGTOnG3CYgCXx40/4KPMaaMt1EVhgYRbK+RG+NYR5qkF5d6X4yd+nn4eADSbBQFMTCQZiPbRuGEtsUQMmQxDQ6NcaA6RzqQ5dvJXTCaF3e/vocxRTPPpk5RqFsxFRQ91QFe3slmLhdlsxG61UFxUiCIbGU/cZePa9ThKyvnz7yZyYhJVNfDKzh2UlJQyMZHkckuQzo4bNF08P6eW7lZc67aL4WSWDDlMioxDc4AEyYkkE5M5MlNpDh44iD9QQyadZXR8nKuhdkJt14j0RWm7GpxVT3lQana09969b3F0IAZAVYUm0lMCzV5Cd18ErdjCpm1bGY30Ex0cwl/nZ2BgYE7eR+oDs6Grb0Qyqkam0ikGBoYJR6IMRvrQ3BUYDCom1YxkkFnZsBpmuZa6HZgPqpxFNii0tl4mmUzRUBug0GqhxlVKMjlOMHgxP/Xxj2A+dEWGpaqFBQLFRG8kwo2uLmwOJ2/ueW9O4Tye+Aimk+jplYwmA5OJMVrbO3hpx8t54XkL/aklAGCUDGRyaTpbL+XF//v4B30G+nNBpd/5AAAAAElFTkSuQmCC) 5 3, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur231117 2s linear infinite forwards;
}
