@keyframes rwdcur53129 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 11, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhbWXz28bRRTHPzPendjGdlzjmgpFiSEgoYpESEUIVUI9oErc4FBR7vwBXDmu+EPolVM5cS9Sj4AKqJACSq0qahNsxSbxj/X+mOEws7Ub0hKvlSetvR7vvO/3fd+8NzuwhPVv1s0y8wHksg6WNZF3Yv9m3chX34zo/qFqb1y4BuwAhyLoJIv4ya2AkAbfn8pCSQFUgBbwugnaC/nMRaD/2apZ2VhPSs2pp1pNPT6YfAesAUWgdq4ETNCW/qpCqbHHlSK+P5Gq6gNcA646EudH4J8/+2nhwqVENhQ8ieBKBa/iMe1PvwQ2sek4PwJCFmDc8wincJzA1SpslVE1BdAG3jVBu35Wf96iBGqbtQ+AL3i7fIODCO6NYKQRBQGgsClYAwYn55qgrZgFrYFoYQJu4q/cH98g1TBIYZQC/AL0gEvumXlggPIJPxLw8lTBPeB23A2JRyUd7U1A0+Oivw18AlzHKjFvz12Yi6+BoDMGdpNJisBQKHnwUb3J1ktQKTSAfaBpgnYNnkb/XJw8KQCIdKxBGAoNHx5NIQZ8kfnsYavh6EXgL2T2P1aRviRJlI73p/BgArHO1sKOAy+7rigdqVOx8hJoISRSatJJCil/05lqInMIXAbWgXeAOnbxVYAGtks+g7lwCkzQbgKXC0oghJGiAMAdYOyAKw60534/BhJmJeoBQyDKReD44VF3pVnErxYRF6WMn6zq6PjoUx0bio2V29i8g+0FnbmpY0ciS0kIhDk6IRjVSMRaFaTA3yxJoxqJjjUO8C3gQ+A1d++5yMvY/hBio9ci6Cy2BkzQprJR24q7B950N004DkkfDnXcPfDKr5Q+Bt7Hyj5wwNturMZsHWRtWj79OHP0QQcgMmmKMQJaFTASr+QBfI7dDVvuWnMqrJ9wo5ipkasKHlc3atfFpOelu0MtRSiLL6/ccYCR81kHmg48kz+zyI0luQiIoDMEfhAFAUZmL3XbWNl/Au5ipc4aElj5iw48cVduBQBCVVNfmWQkhRQDbPutOwCwG9P3wH3gN2wFSAccAqFLZ+5WLIHf3X2CfQ/4xpFQwJ67xtjKyDpi9vwwc7QMgYFX9L4G3sPmu45tOhIb/T42LU1mu2PZjUXzjvJYhM3vPrbx3AV2gQfALWwKQmw1gFXiEKtKCBTdLpmPgAg6kQP/GfgW+BHoOhJ/MVPEY1Z2HnORu/ElzgVBZw8b+SOsrDvYPQGsKtkBRWMVCHn2xUTCEiejeTNBWzlVMEE7k73MfwMcM9srtAg6i+8Fp1kGfsL0KWPzlq8RncGiue+TJLL/dHaGPA8CRw442/kyEuHc7zB7+F/EMU2OMaEACQAAAABJRU5ErkJggg==) 15 11, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYhaWXT28bZRDGfzu73nUSN//bhLRVrYoUKhXooQcOqFw4oZ64FMQH4Dtw2hN8BqQeOYCEuHEDqQdUhLiUUkJFoVhRGhI3iZ3g2s7+eZfDvJvdRDTI61daedf2zDzvMzPPvAtjrO6HM9k49gAyjrEb+GRh89h3WdiUk9+dtpyqwTu3ZzNZWY3M37/7c1/sO1nYrAMNik1FwIETtsxpfiozIIEgkuJN+WRh83XgZWC+dE0C8//HRiUAndszmbN4OWq8v+DLwkoy3Dv8GfgU+Ax4C7hgAdUtkBcub9TgWdhcGbQHZF4sPO0RBH2RwIcz7i0E2E/FggFl4uA0fyMxkIVNv789eOrNzZvJG4HHsz5uA3Eu1eHmDFyZAJebwKI18YFTa2DkInz+0VImgSCNOeOfdyVr93GWBM77cGhgbXAP+BJYA9aBJyUQxglbx/yNXAOTL028UZ8PPkgPOpJuDU06OIR2fJcHz2FtsA78AewBm/by0VqoA5NZ2PTHAoDu6sBxIE18kwxTgAek3AE+B74BvrdAxALwSrE827LVADhhqwt8mx4mZJmDuA5AD/gR+AnYsQFn0V2XGciLXrKwKZUAWMPpdBCRpp4xcQawWwo2DTQtgGmKNhT7Hyk9j96GWLXLDBgjiLq7an11gb/s5xBIrE2E1oOxIIc5gCo14AM44uJ6sbiBC/AOxQ5XbaDohM05e5/HTKAaA4q85uKKwa0JqPJdpmDhFzQFZRGql+5NPiOqMBAB4tTAqx2KnDvqqgPgIXAfZeFNVAmxwEzJfkjph5FW97dORwKXiYtLRs7Ggq+1FD9P3q1NeXeszybaGS7w2AbfQllol8VodAYEassXktrqhODUIQkwxsWtuwC3UOo3LJD3gNfQFE1SdEl1ALOvzDnZwbYXPx4Yrp2l33KjpDdAXGcPpXbWBhPgAfCnBeSjM6IxFgAnbJEOY5LYN0QpjqQS7cfYYB5wDVixgboWTK6EZR2oBgDgTHN6Kd3d9KK7O8ZLO17j4tQnaM49AudVtCPWKHRgnqL/+2MDcMJW28QprhtTuzoFi97HwBWEZRpu2a8PLKAs1IE2ykrhqwoAO0yuc23iB96ehUc9+O4fY5230FbsAh2UmYc2eAtlZTiODkBe0c8S2I5gKwGldh0tuBtoLVxCq75NIcNQEqWqACKgyXb8NV/tbvHr4BE6freA66js5sMoQYsysfE8OBpqlaQYiuN3G921oDTnVS/26gEBuvOetfVKYEyVQ6nYIG3rbAOlv4EycA+le9oC2rXPJ8+GJkcz6ir3dO/E8z7FQbSDHk4i+5yn2zDOMHLCVmSDPgGeokMoQVNxH03FBloT+Zlg08bKx/TRqK5aAzvAMnAXldcITYNQ7HrSBkzQVCQoY8PyMBpZB+yrVi6v+XErP+EsoilIKAqtZ8H1LXvHVlUhetHrVq54ZaoTNOfD/zL4F+9ge7vn0MgsAAAAAElFTkSuQmCC) 15 11, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRYha2XS28jRRDHf93z8MSZOInzIJtkwYrYgFCEeB0QQsBhxX1PCCEOiA/AV5hPwZ0rXPeAEELigtCKA8tKkJWilWGTbPDm4TiJY49nujlUz9oo2RUZU9K47Wl31b/+XVVdDWPI0Uczdpz1ALrsQps0Ij8OsEljbRwAquzC9ifTNlhpZOZg14+vT14Htt1UiDhmAKOSZvYsPX5ZABhQyuJFGuBt4Dfg1BnuFv+ySSMDeipp/n8Ajj+t23BlJYtuzvr9723WO9j/Jpqr3ALmnc5tYBdIHaji+wW5cgzYpLEazlTkRxxgLcVGfgHcAj53z7xbEgNLNmlcqu9KDNik4Z/tnD2sPDdn/PXA57hP9M6Un90ZGLzeB3gKUnuIxMEa0AIyoMowLsoDAAxak50ca3tfmWA60oM7R0bbrmYigKUABqbOn2kdqI+su9R4MfGfRSVNM3lt4s1otvLx4OBQ938+zrQ9016oRfluCgMA/nIGC/3dpwVhmTrQBbZtblDKau0pgC000DewPwD4CWgj1KcMU/SClMmCQ6CmtMZabfrHqY7qla/o5O8DHXJ7D9hEnNsC9p7mPZRgQCXNFrBl0gHWKmxuCj0/AncdQB/4lWdQX0jZQtTOezkMAhP4GuB1hOaHyN53nG7fJo3QrclU0rwQiGXqAECEB9rLtckByfmbwILTuQwsIZkw4555mzSqYwOgYM2A1oZwKgDFe+79a8A1Z/yVS/THI4yUBqCLT8/LtfIUrE9A7K0jni8DN5ASHCPej0r1orIrSHvzqH98/+issvp8FswZrRcD2DqHOR8kRWtIHeg5ME+2AFgEFm3SiEoDwIK/spZGa8pn1sKUB7EHeynIoXMKnOPOAOBVYANoOEAxUCvioVQ/0PmsbqurdeNtBJpWCvsZKNUBvkNY6AH3kIy4AewgNQGkQG0jmdIq1RGZXo61PmyeM9gLTXoyALjNsA84dGMMRAzPgo4DV8RFWArA9Euzld6jA33erWUqP9FhLfzSebaE0DzvDBsH5tCBK3oCvwBVthCl1uSARWkN8KEDUAMeAG8ALwO/A/sjhiOEgS5SmLJSDKikydQLtVnOWr63MQkb1RdZDN4iVOtIpBdH8R7CwiLSI+DGfWQ7xugJwde+BwseLIQwq2HTwuNsyRn4BThwhgogLYSpPZU0UxijLQdqlZnwa/7OYCeFgxweZ7tIDfgWeIR4WxSeFrI9+4w0J+MwUAXustV7F8Uylh+QVNNIEBZGukg2xA5Qb2wArp7XEG9uY6kjuV0or7vxBLfXbi5GjuixGaghqVVFms4u4vUfSB8Qu/cRsudthBntgDyRKwOwSaPIYZ9hivluLG5Fh0hJ9hmy0uWSC8o4MZAh9IaMFBYHKnO/u+7J3NyFy0mZlqxQ1mGYYh3E46Z72u5d2xk1I4D/JWUZ6CD1/AFSZIpSu+cMdp3uYktS4PSyi+o/11yW7gPLMTsAAAAASUVORK5CYII=) 15 11, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur53129 2.0833333333333s linear infinite forwards;
}
