@keyframes rwdcur211714 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhe2VT4gcVRCHv+qezLQznel22Kyj2V1CDCgSdIMIAWOigkFIwIagECEXc4ogeMlJPAVFrwqaSxTUuy3E/4iLrBclCposZo1GlmU3WcfwerpnZpnpeeUhvTFoVkHZk/PdHlX8XvGrqvdgxIgR/3tiYzZavxwbU14v7gA7Y2O2/0vxf4r7wF5gb2xM9UY5Erfbe1BtAl+hagAbhWG2jqADeIAFfKBenC9FYXjlBvnjwDTwOCJNVF+OwnD2+hwH1btRPQx8HARBguN8GydJ/TqRxrXqRcaAKWAakToiU0AT2L6OzSvADzjOl47rHkTkL05LnCSfAjkiD7ubNpWH/f4XwOtAhkgLa48A54CTOM4Uqq/iurchcifDYQl4CWs/R2QO1f1AH5hFZALYhoiPtQcQuQuRI6juQfWtNcfk9Oqq5nmeUyq1G5VKYxewAOTAxSzLb/H90uV2+wNUT+G6h3b6/pO9ogcJ0BkMcFyXXpo+BDQQGUP1WKlSmZ7yPJZVcUTYAvySZS2sPYHqHDAThWEuC6q6FZgBtgGXCnEPuBkoFwVNFF6vAr8VBV4GrnS775Dnu4E3oyB4MW63TzU3b35KgOVOh1trNbrAPuBCoZUlyQPAbBSGOADd4rLzeU4P2AXUgA4wCdxXXLoECPB9lrW3AvcADIe7/Xp9x02+/0Kcps+i+kQZqAB+rcZyp/PJQBUBekCWps8gUo7C8OoQJsA8kAK3l0rcAbSARVWWrOUs8GGvd6EBzKvyDTDu+/XzhUsVz9sBMOj3wdpJ4HhaFD4YDsHaz7pZtvRep3P6YpoeQvUAIs8VG4WcU9UQ+LrbfW2sWn26DCy126+g+hMi+1CdRuQxrq7TI4g0EHlw3Pf9SeBMmp4EDDCGao7I26hWcd3jE7Xa/sUs62JtjkgV1aPAvcC7URDMAJR+zLKu53lV8vxMK0kCYDUKwz5AbMwbwGoUBHlszDzwEaoZ0FxJkoMrsICIQXW8MDKPgmAuNgaGQxY7nRKqjS31+vSvaZohcj/WPg9cezMkNuZ9RL5D9UQUht0/7+nfERszUcwpQAlora1XbIyH4zyKiIfqz1h7tphdG4Vh/odIkoRr/dgINvqvGTFixIgR/5nfATnngu/aTpaTAAAAAElFTkSuQmCC) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2Uz2tcVRTHP+d20tSZO9NLGjTICCYVDEkMNV0oWGMQRJAKbyHZuNOVUP8Aly5cCO5EFy4Ed1pUnlGhFZFSa7owlqRYG0M0qNNp0CTeN+9OMr+Pi76W0IUIFnQxn9Xl3sP3/LrnQJ8+ffr8x8jNQ+x9HmhEzvXulHjsvQOmAQdsAsuRc639Nib2fiROkpMY8zUir8be230Ch/5lDCPAGCKfYMwrwNjtBjlgGBg/UizObNdqLUQ+jZPkV1RngfXY+xA5txYniUF1BGhkQgeB1ci5ndj7EWAcqEbOrcXem0zbI/IgImuoHgQmYu/zkXOXbgYgcZKcwpgXUR0fLRYPbYRw2hgzfzif5880XUf1deACxszR7T6PSBXoodrCmBVUdzPxVUTKWam3MGYCVYvqz4iUEXmcbncHuBg59/6tABZV9fd6fatQKAw/DPwCVHZ3mc3nWWy3aTeb76D6zHSxWK4DKdABdkLYecjaoT1gvVa7hMhrqB4H8sCpcqmUmwLOpOkZYAKRl1Ft0OstASci5xYA5JqqfhvC+aK1syPABHCWGz9nB1BgG7gfuAu4GMK7T1j7whIwmqVb7/XYq9cfGysWv7muCqo4YxgEqp0O5VyOSrtNq9l8m17vLKrngJnIuXPyeaul7WZz+ai1x45mTsicCpAAW0A1hNND1s4fBu4DrgFVVUoiTAJLQC2E2qPWlu4B1oCrIXx2xNqTJ4CfgDqwUastovp05FwAMI8MDIAxuUnAABvAIvBb1o4m4FUpWjt/HPgjE5oCEMFllWp0OmCMTbMEAoBqZbtef2MFqAAbafoxMIzIzK0pWAFG8/mpq8AeUAlhFZHL9xYK89U0vWyMme51ux9y4MDwZqEwF9I0fCfSqVrr9kJY+LHbPYbIAiIbqD51JU0/umLMW/R6C1nPnysBm90uqDZQ/Qq4sH8K5hB5FtUHEHkP1btR/RKReVQ3gS8i5yoAsfcWkWlUS1lnvgdK2bgZVMcj55azXWKAJxF5c2BwsDw8OMj1NJ2MSqUf2IdkxkPAbuTc1v7H2Hsi57jtLseNzRYi5xr8DXGSTAMvAR+gev5Obtl/TLaU+vTp06fP/5e/ACarfXZav8RlAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe2Vz4scRRTHP6+nZzKzM/RUJnFY1s1KVAZZAxFZg8qaQwi5Ce1B8CZBPEnIX+Axx4AHAx48KuTYiuQgGCGGJaxhD6tCWJJ1Scb95a5WT/d0z2xmqjxMBZYVEWFzcj7Hqur3vu/1q2/BmDFj/u/I004QaT0B+EAWKjU4uO9HWpeBJrAZKrV3iIk9oInIq4hMYcwNYP1vAhC5ALwILEdaLwITQOmgoEhrL1TK/AcNT+LMAScRWXei1vfH8YHXEDmLyLtAD9AY8x3WLgBLLnkDmI3iOANKWNsOlWpHWs8CDeDO/vZGWjcQUVibATcReR9jmsAsYPZ3wqdQUM9Vq2cfA5PAIyA1JsyT5PMojj9m9Hum8LxrWFtGxGBtKYpjQ6HwBcNhD2gDay55E88LsXYSz/saa9/GWg847b5Vkdb3QqWWASRK0y2/WGyKCM8Wi1SAFvBNnjM05l65XH7pdKHAJNAB9lxvi8CPrpzdJPkZuIoxPhCcqtevNoBb3e5KrVptpWn6EM/7kMHAw9pXEEnDev3TkYA4/qEZBPOngNyVmwK/ADv9PoN+/+brQXCu4ZLiRGhgG9gFArdedusnXZzvgaG1FEUoA9tpuoC1ixjTAK6ESq14rSCYn3NBd4EhUAUsUDtyBEDfyfOV+8AKsAFsOjFHgbeACnCM0SS/4bpy14mqi9DNcx4DZ2q1N7H2ASIX8LxLAN4JRmZwDJgB+i7AVpaZtNcDz5tpVSqto8CqMSwmydLvwBbwK/CTm6jfXEe2gaVej41O52La7d4/DpyoVPgzy248Gml6GbiOMZcA/HVX/YM835uvVEo5sNTtgrWfDIbDM8BmA+aKQD/LOsDFdqdzGThfrlZndrNMAzoRUc/Uaupumu5gzBVE2ohMvgAkwJq1yxudzkPgy7Bev/3kFkgUxxuIfIu10/NBcO52kixgzFeIXAcM1u5RKDyPtQpjbjm9OP/4AGuvARki08Aa1v7hRmEGaOH77/jw3mAw+Aj47KCXSBTH5wHl7v0EsAqUQqV6/Av/ZE6R1seBKUZG5CGyirWESu0cPPtU3oJIax+YBjygfZgWP2bMmDFjDp2/AMspZk9+uyj0AAAAAElFTkSuQmCC) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhe2UTWgdVRiGn+/cMSaduXfGmpra1hBSTFUwSrRd1FqxhK6KTNGFC5GCRdxknYVuXIqrbhS6sFJUEFyMLsWfChVtgqVoTWytbRJj0rT29tyZuT9J7j3HxT3GS8CVgi7uA8OZ8/O95zvvdzjQpUuXLv8xkmhdAvI4isw/EUq0Vps1Eq0BjgC9QBJHUXNznAe8glJ7kyw7gDGTcRie/psNAIijqN2vVPqxtoRIGWsBehKt1+Io0h1h/cBT7v8n4OJmXUkqldVnSqUeAZaA6UrlYbfwAaAGLLgTDLuYOUQMMIK1oJQCyhjTcPMlYCmOolqidQCMAx4iU1i7tNkFhVJXU9eJAJQ6gVK/FsNwdjAM54fC0KLUcWALIvuBxxE5BEyjVIwxo1g7gsh2REZRagKlnnNu5cBZRAJEvkHkyyRNX0u03t7pwKk7g+DYar1u9vi+ssCDm2z6GZipVhee8P3Br+v1prRa3s4gYDHLNPA6xpwBxhF5ZG+p9EIN+DHPn8XaEeD6fcXiqTHgOnAuy05jbRqH4QSAt79UOmaAb43J74JSC7gN9Dnf51074PuDAgz09XlrwGKevwUcRySgUJgGvng0CA7vAJbbeb+NyGLB88aKQB3YBvT5/ov1LLtjowQhcBlARP8GzAHnWi1+ATRwEzhfrX62kmWf3nQFfhLA2iMY8zTg7w4CbygIDl/I8wtngKksewdjJrE26u/tZR24BlwB6nn+kbtfAHjfAeVqVT8WBIOXgbVWi/sLhY3TF4E9vj++ClzKsrJfLG712nelF5EPdwbBrt1/HYJKmh5FpAfYBUxtgeECoIBqO/EZ4OpGAgPAmu9HZaCxvs56vf7eRZEelBq61/f3DQAB8FWjAdaerKbp+7PWHro7DE9sc+XSwHyeg7Ue8CbWplj7BqBuw/MHXAncrjucZA3A+6Fa/QAY09be8AqFg1g7ibU5xvQvp+lLy0o9hDEp1n4ONIAZoHwrTc/fEgFj0pX22FYnOgykcRTNJVqP6yw7uVgsvlwEruX5AjDrDGk7QLP5MSKjwHCz1fLjKKq5uRR4NdH6HkQaTvh399otua+TG679vmPsCpCuOAcQmYij6JPOIEm03gccReRSHIbv8i+TVCoe1h5EZA1rz/75knbp0qVLl/8NfwDfimR7GOZuIgAAAABJRU5ErkJggg==) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe2UT2gcZRjGf9+306S73dl8av+kqRT/YCkoNpQqwUNRoQet6FAvQr158M/Fiwp68+hBEYQK4ikH0dsoKAhSUTDmUGosUkNsalmTJibb9ZuZb6fpdGdeD/ulBC/2Yr3s7zjDPPPwvM/7wpAhQ4b8z6jYWoDdQD8ypnurDQTAfuAI8FicJCuITAM5sBEZk//3BrQ+jMgzaB0h0gXOAl3AxdZejIzZiK3VgNlMKLaWyBh8ejvR+ggiG4icA2xkTLX1J3GSnAAMInORMWe3vlNxkryFUs+i9e2IfIDIvYg8ilKrwIdU1fco9QhwDJE3gTuBVwmCNUTeQKlpyjJA66eoqmngS0TaXt+i1OP7Wq3PltP0Y0TeBdLImMs3DMyIyCiDOfzg3GzYbE6VQJ7nC/T7XwC/odTxiTB8+vLVq/0D9XrQAvZ5AQcsAQd9dH84t4qI3hWGu0eBEcACFXAHsJhlFSJ7o7GxNYDgfqANXBno3XUb0M7zNkrlptV6zWaZRam1ceChej0ogBVgnUGBfvLCXeAw0Gg2xwvgQeAvBmXaBvQYNH1RJAUamwlogBD4vSyhVoszYG+jsf9QvT65E2iEoUGk4bxIBxgDZvK8mgeyLFtdunaNdeDzXm/DAteBDaDw6VhgKcs+/TFNjwEvI/J1nCTrAHoFaAEHajV21esvXff2WsCFPD+dZ9kLKPX2Qq+XXwEmgO0D8+91sgzgk35RvDjvXLUtCLb/6ZxdyvOFNjDrXNEpCg4B9R07nkOpAqXmgSbwDoCeT9Mzc95lH3C93qlF59o/A5TlL750JxFpL/v4lwFEskrkPCKTiNyHyKWx0VGoqlOU5fFfs+x1lOo8PDJCCkxqzUQYfkdVPQk8gcj7gy2w9nmgj9YNBvMB+AZ4ADiIUgUiF1FqDpET1GotyjJF5Csf1CRwGqWOIjLu6zALdFDKoNTinjBs7AHOOXeJsjwZGTNzYwtia6d8D4/6zlyIjDkfJ0mTwe5qwEXGdGNrR/yE+pExji3E1gbAlO/Vmc0jFifJK8DdiHyL1vdQVR9FxhT8G7G1xNY2Y2tb/hDdFP44/fNZcLPfDxkyZMiQW87fRzGBtrdi+3gAAAAASUVORK5CYII=) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur211714 6.6666666666667s linear infinite forwards;
}
