@keyframes rwdcur221736 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGfklEQVR4nO3a3YskZxXH8c/TVf0ysz27k032ZZLsOjFIEpFIhKCoKEHcKxW8UiR/iYpX+k8oeqkogmhuQpAEJfEmEDHeRGLIEpPs7uzO7Oxsv3d1P15U1U7PZkJqZGemE/sHh6qpeaCf861zzvNWLLTQQgsttNBCC/2fKlRsF4/hN49EadWGvxK10MQSd+6bqJtqyDRkUmN1I6mhxFBqINHX9jRz5jwHADCYuQ8fsJpEIhPVTE0lplI1mSiZW+c5AID+XX+XztfuWCKYSiRqhU0lVj1RNp9L/c8A2AsgQZBKxCIeEmddLJvNrWpVG/bQLa59eUqUNsQImWAsMZF42P1+43drh9Dne6oDRcBUPhyU11Kz9SCRGEu9peNR7Su/9eu17/nB1XvZ6XupygC6mMidnxbPZiHMpkKeAqnLbll36oo5ToPKAHrI7IUwnfl/zWxNKKtA6j82XXB/NKcQDhQBJYDSylS4Ox3ySEiLcaDuimvWnJtLCAeKgFnnMzmAWRDspkFuqdREpm7DO866OHcQDgRgPGPZjJUgSgi7UVCTqEtlUg1b3nTaZ+YKwoFmguWbH89cy2eztWF2fpBKpRp3IOz4h5M+PzcQKgMY1phE0pg7/GfBJXFPVJTpUSqgjkRdXUOqoa6h52XLvjoXEKoDaJBNSKb8cxIgvCDEZ0Qj+URoFkQ5QpSpUNdUNyquDWPPqfv2sUOoPBMcNhi2dp0vHoeXBLexjZvYxA1sFHYDt9CVGmjJtEw0TTVEv+TeLrUPrMoAxk3eur3H+VLhlQJCCWADV++ym+hqGlqWWRKL5Ih+wjFCqJwC713f1/lS4VUhPplEo0leMPvyNcJQnhJ5PahpWtKybKIlqgkmou8K/nAs6VAZgI/uXHh9EuJjrWiQ0Z8wiPnwOZDXCGhoWLJiyQlRKsjQEV0UvHPkEKoCqNqp8K9BiOurUT+jN6YzpjOlI4+GgJa2E1YtaxZP8woS24SOI4VwkAioqnB5O8Tza1EyoTeiM2JnxE6WT6mDmpNOO6Ut0cMGKz0uEM8TXjw6CIcBAMLVKyGufjaqjUnH7Ay5OWBjwOaAJLadcU7DJmev8tiEC3iA+GXCT48GwmH/QGx9PQpTwoQkIxnTGrDe5UfXd3zrqWd4+jUexAqaxBQJtWcPv49HEWYxPBvzWKvJt5HbxAv4xi0///RTvrn9tlO3SPvUxtSKBUaYsvS1w+3nURWb6Gcxf8P3Yx1PRO77m3N+6PtedsnUp0a0+zT7pMM8WmoZq08cXl+PcsiJXoqcx0NYuYHntfzeI/7qK276Ih7F6QknRjRGef1Ixpx/8HD6e1hFcD8Fz4SoEzkxwBXsyDRtOuvvejJD21hPOLPEyRatjMaYy7dYP3XvC+NRAoCgHaL4PrYwMNUysGJL25smpjIdXMT5wMk6y3WaE94Y8HirMoRK7Y4aAAThwSj+CWNRzdiynhU39KUyU/nMsYcHsIp2wlLC6xOeTD7Sucpri8qLoXusIHxHvrOQmmoaWdbXtqnlfbyLd/CePFk25AuqnRqv5u59mJPx3c3qHTkuABCEHyOYasosGWrpqdtWd03u+PvF9ZoZCHh5fwjx311GjeqdOE4AEGL4hSgx0TIuQHTUbam5YdfxDVwvbEsO4cW9EOLrk9z5jxMACFn4o6lUpmWoKZPoa9iWO3tDvs9Q2lZht/B8AeGVyKBGP2V0gMp2HEVwP4VB+Eusxy/INIwtC7rFZupIUjSa3ZIvt+BGeC7mi6yGfA9ycoDXOi8AINwOr8XV+LiRurqabrGbnBQ7jOUhzH4gWvIPN5rF31U1TwAgbIc34pn4iJElTV1dLUFvT66WB7SzBzXlhmyrsKqaNwAQroe347n4sIaaMYaaguGdU6dSd0dDNnNfVfMIAMK18G58KJ7T0tVXl5royvZEQul8tBfAxzkFZhXeC9fierxPYqynIZG57YNTwDISypOpgwCYh2HwQ9V+4fTa5XATZGrFucLer1S6hXUK6xVWVXMNoHNp6+rKC6trb4UO6EtNpHc+y+naC6FnF0JVzXMKgNuXtq+sxTXcBj0NbVNd033fXjlCVNVcRwDimfiIqUSmiTwV+sV9R174ykjoz1hVzTOAeCp+TqYORnYn+EOJTF2UOz+Vh/3QJwdAXI5fMpWKaqJ0TxRAT11UK86VdiGM7P2q9aN07Ofz++gT+2H2QgsttNBCCy200Fzpv0qUkxUFThrDAAAAAElFTkSuQmCC) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFtUlEQVR4nO2aTWgdVRTHf2fevHlfeU1q+pG0YrOxRYUWsQgKiogUcenCRQUpuNCdSKGIuJBaEBUFobgrFPeK6yxdaBEXKgV1I1paU7W2NUnzXt68N8fFnZu57yU1M+V9jDp/ONzJy7zMnF/OuffcDyhUqFChQoUKFfqfSlLepxN45ljkp77zokIX6Di2DrSdthWbe21/PieQM+chC4By3KrTKhDF1outG5vvWE6dhzsBYOUCsG0PCEgghMCH+XUesgAI2OzGVlHQje8NgTP5dh7AS32nj4mCStyWMY4Gzmf2OgBOCZxYnB/y+w5d6QGUHbNOugAqA59/pHD+2BLHF+eG/M5DVfphcFlNiIck+W1HgsFR4FZsq8Ar+U6DbCngY/67biRYq8ZWcdoK8J7CcOuIoSp7HzCY64MQaiQwLIgz+YWQPQIsCDf/qwNWA+r0Q3gjnxDSAxCFEltHggvBOm9be10BTuYPQnoAdIEIPO3vD9wouJ3z1irAy/mCkAGAnQDEIHzprw0qJPlvnZ8CmkCDJCUCkOfzAyEDADvudUBKAILnQLAp4DrfiNsdJCBiCOVn8gEhewTIFCTjuiACXmRA2FRoxNaMbYdz3QANQMvQPDp5COnnArRAFmBzUSNISdEOeCUIPNNZeiQtmCJqHVMc1Q0A9WB+Tlm6KrrF3x2L0gOQBbj9SwoSKLoKUgbfBy8G4ULoYirFm6A18ztf4RFRvtTJQMiQAtu+nJj0WDPmdaCipg+YAXYBe4C9wCxoAyLfvMCMwltMJh3SRkDa/4wgOxX9lY3hoRRAI4CymGhQ4BboVdMXVELYDxwEviXkCOWxRkKWCEgrQfYBN4Drsd2EoA2zCvcA9wIHQKdgOoTDwCFC9vI7y3wDY4yEDJ1gJglyUNELJCVjDbw6TDfhYB0iD/0ODofwOC0O8DM1lvD5E+U8womxRMKoH6Dop5hAs/VzFWhCtJvS53u48OQfHNELlLmCGSLa2DU14d2Rv+M4ck3R90kWEUKENapc41Tve9587jJ8tgciWzcHGGA+4CF8MtL3HFUKuBLkpIq+iMcaZW5Q5zce4Cee6P5F9BR4ly7DDwGs2vKxgZ1kKI8ifDGydBgHAABROad1PUqda8xzjcdYZa4L0T7wHgQ6Hbh0HVZWoBfXy/FcWjmE8ONIIIwLAICsyNd6QGvcR4v7gVoIvSnwFzCDhQBLISyH0ClD1ML0Gz7KfoQrQ4cwTgAAclFa+qzCPOD3IKoCs8DdmCoRTBdwK4R2F8J1TDR0UO5CuJ4WQqr7xg0AQE4L+lUEXg/UN/WAzALLmDlXRFxGK7R7ELbNXIIqShNhZTvnUtcRoyiE0kge9swkUj2IKpgZ405MNOyKbRrTH1bUBAFtYBWlCrd3UpWF1C8yKQAAMjcPWgK1q0nTGAgzGCAzJNPoikI1Xo1iHTUBMAhBld0kubS9JgkAQJoPxVNju5hiF1CmnespkhWlshoYHoMQVGlioqSd+gUmDQBAgqcNhI3FlCb9zluza4slNtLCQjCtrSKj1A/PAwAAKR1nY8qwaUmtTlIf2Wsf00lWFfVtf9jl3xgBViIvkSyuWmfd1WV7bdOlghkLbFpsqJv6oXkCACDyKv1ri9bpBsmqs11ir8S/s6tOVd18jmEb5Q0AgMjr9O81uDa4C+XHn/uYaPAHo+GflUcAACKnSaYDdnvN3WBxd6IshGr87Qxe5RUAgMg7bL3z7O4+28/sLlWdTLOFPANg8QXm5QPcieHmqLBmF558TH+RUrkGcOxjri4eZ17O0u/s4Na8hWI3ZzJEQG5PbjhSfQ1T3a5hTp606D+Zso6ZRNnduy7IL0BOZ4NZpPo2xuEuyUasPZXmHtO7w3XkPANQPYtx3j2T0HNsKwAZYzqvADQ6j3HeHsqw5xFcAG4k9H07/YPy2Af8Zw9mFypUqFChQoUK5Up/AyjineW8nkLPAAAAAElFTkSuQmCC) 31 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF5UlEQVR4nO3ay48cVxXH8c+tfszY8TjGTuJMSHgkCnIkDJIlWCOhGHYRKzbewpa/AiT+gWxggZARIAUhIVmAlQWLIAWQLASWCAuDlMTxg9ienhl390x31WVxq6ZrxuO42ppHG/onHVVppuw65zvn3HvuvcVcc80111xzzTXX/6lCw+fiIbzzQNRu/GR8E110sFjeL5S2WLuv/6w7sdBhxoJnGgBGJv6HmmWltWrWxri8FjMbPFMB2DSphDqIbBdrmwS/VP8HM6fHABBMQGR2z4JR+q/Ds8xw8CSvG2qjZpu1+2HtZ5WNCC9z+eLyHvu755oSQD3wnVYHMSJe5fyFGy7/4vk99nlP9RglUJRWnxnrA2JtMIzvEc7cMMNlMCWAwnYAlVUKHpgN4jXCK9XgMXOaAsCGZgDqs0EnWfyQ8OJMQmgMINgQ5VJQxS5WnyIrEJ3yFV3iLcLpmYMwBYBNQS4qShC5FHh1nTy5fTwoAegSVwgnZgrCFACGoragEIxF+Q4Qu2VCBaAjQVgkDgmLMwOhMYCWoUJbNBZ1xPAzIV5okA0tCUC1PlgkFoRsJiA07gMyG1o2EojwFoQYLsoMBH3cRx/r6GG1vF8rr32pVyhnk2Fkb1eZj6UpAAxlhjbD76ktBorwc0Ffpi9YNwl6VQKxYgLkvgRhnN780eFDaAygZWgQ3uHBtA1FeEtmXbAusyYB6OGeBOBeaT0JwkaqjAx/OlwIjQGshb/y8JoN4/AbrRJAZlWwKgV9Bx/jP+V9DwNCnt6e48eHB2GKtcAjB6wwCr/TtqptRcs9mRXBXSn4W7hZ3q8QRpOF4yrhO4cDoeks0HS0DsPwh3gsflVuoDBQ6Mv1RUPRqHzsKE7RWkxDwh3at3jqbLTy93Cgs8MUrXBjhfXw53givqbQFS0YO2JsXW5dYSjFd5LOSXqZ1gcc+zcnP+TVTvSX0cFB2A8AEFbCP+JyXFboGuvILcgdM3LXyKpcm/ZnZdePe+Yqn7nGS32WcV70fQcDYb9fEM/Eo2DTgkKQ6xo7buzTBsX3fONbbzh7ieWcJRyResYWvpnc21cfDyLN4utxsoe8hOdxtuDrf+TZr/3Q/eJ1fc8ZOWKkq9BSyBSC1yzsq58HNdjEH0SewQv43JCX/snxn+LNzzN8Q+GckReNnDD2lLEFuY5Cxwue2zdfD7IXj1dyTq1y4gOOXSG7hN8usv5lfAWvKpw29im5Y3JH5BYUOk76wr74u1+D4G4K51pi728c/RfZdak77gxxHcdBZqBrXeHpLQiFRWuuWHJuzwfGaRqhvVB4+ku0b0tN4bDyoCc1Se+X9pHMLR23dXys446OFX3v0LxZavTcQQOAEL4rLRfGpQfZJu7itgTiZnl/V8s97S3r2fA2jw6ucUd5GAAghB9J64AtAH1p7XDXZP1wB/cEPS097fK66RIPDzL2XG3syGEBgBDeNdk/tSGtFKtVZN16WBOsa1nXsmrsVzwIId73rpZBYycOchDcTSHcEONClNJhIO0ndCXXqr9P9fsxxjJj0Vjul1q+vXVeN/Q25c5VUx02AAhhQ4xbx2oDqRwWTCDUD2TSFlwwFowVLspciGO/Fg0U2lpPGAAIQYxpf3FTmh7umwCoZr4KRC41zXm5U/0T0aDctO08cRlQKQT9GHWl8WBgcq7Qqj1WQajKIkdXUKAtyIUnFACEYCVGC9I4MJQgVPtn9THhwcOZsAXkyQUAIbhVQtiwPQt2lkO9JAoJWl5mQzPNIgAIwfsxekWCUB227gRQXYvatWOanbVZBQAhuBajM5KbQ9shVMb2g9qqJJpplgG4bGk5eO9G9EXbs6CeCTyYDc0BHGYn+Eidt3bzslPLwVVp+/hhX6fsZs000xkA5925Eb0sAWhJfcLOUqhr5zcLn6xZBxCj01ILXAGol8HOUpheswwgRksma+bq48s6iCr4ndnw5GdAjFvBlN8cyk2CH0ulUM8Edi+JT9ahn8/vov/ZD7Pnmmuuueaaa665Zkr/BbYCU65mxg8xAAAAAElFTkSuQmCC) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGs0lEQVR4nO3aTYgkZx3H8c/zVFV3T+/svCQxcQkRXyNC8OTFgygEouQkguakeDHXeIgiShT0IskpgZBD8AUDKonEQHDRQEDJQYhK9BBNEEF2zcZk2ezu9PR0V3d1Px6qpndXV9MtOzNt7B80T09NNfX8v/1/e55+WGmllVZaaaWVVvo/VZjzvnQEzzwU5fPeeFO6WT33YGRNEk20JYWJjqQw1WqurUnakjY6WCPcz5IZD3HeG7v6zbukZSBIMiPBRGYsqDAVTITZ3xNMl9Z4FgAQVbp21dGQFIaYisrG4IloJKpojA8qwsMsqfEsAKC+uWo8IQkmWkrBVDSSKQWVoBJVgrEUfsASG89CAFLzgRpCkASVwrAxfCwzEo0EY5PwJM985MQBzfuaaW4AxWWFIKqsNZ4QVTJj0bgJhbGoUqRPcMdzr3rmY28/iIlfK81dBj+UKLXtKWYXp3J7jiEY65gqTKyprJlaq9+Hpxd5zqFroRzQVlo3mlkTVY7pCU1SjCpRKVOKyjo3pE9xbfuIa6q5Aayrv8bCyKY9hSkIprp2RBOFgWjcJMX9fFCK6S6WFMLcANrYwpra6HV71lQgSNbsiiZaBk1FKIUZhJGQPscSQpgbwHF1T9fFBjJ0DGchcQlCXRkyQ7mBzLDpFUaku1kyCAuFwPFm7GKzGfdDIjedQciMtAxlBk0oDGceIX2RJYIwN4ANNYCN5vVMqGFsoWXquD1d48sglAoDmX7jBQPBECPSN1gSCAsB2GzGH9ZlIJwMl66vo6N0XCk2EHKllr0GwmDmCZSkh1gCCHMD2FR/2w82xjeXw5OB7eZ/2+ga2zDQMrFmV1tfoa+wK9oTDFBiTPoJRwxhIQBfvdL4fYUfBa5Tv27ApolNe9aMtfV19RR6WnqiXQwwwpT0AkcIYW4Ad1/d+H2F7wZuwo3q8QZc11SJjr6uHbmLcj1RTw1hgoy0wxFBmHtDxJu3s+HBIH09sYeLOIaukfMmLjaNU5KbWDfVUy+bc7Q5n9gOaY7nXFPN6wHzTip8M3AL3oX34N14p4kT9my7YN05Ha+LLqjDoMW44CxOJg7ZExZaC8ypcE+ojb8VH8Bt+CBuNXSzs7a8ou0MdtHlXODPeAn3Hi6ERUJgEYW7gvRcqvP9QG3qObxi5GWv+r2O084al+v8Dr8mnia7QLw9KZ89nHA46Aekl4akwCRQBcaBXuB04Plwp+/89GnFY1E8Q+wTR+RNgXjtVDjwOR5GwkmvnyJOCBOyknyX1hmKk5tefvQ3nvA+f8g4G+hHRoFJZIo/DQ4WwmFl3DR8lqxP9gbhNJ7HL99h2vuyV3zai270R5xSh8p+oSzxKwcH4aBywD8rdG6X0gN4VZ3sXkCvLfqbG70oyFxn2ynRGXVRuKDOHTdJHncwOeGwt6pSuhN/wV9blO/FRyUf1nebi27xhi1n5V7DG2oIO+jj4QPwhMPygH2FcFJK2yjbKDAQnNf2mnVtBLkNXYUtNYSL6pC4T/Kt+T1hrvsOGwCEcF5KMnUbUmFX5ryWdV0tkFlXaFtTd5Q9dTg8IPnSm0OYu484iEZoHoXggnpfqcKeaFduR8sFHTuO6dswtC15myvXGY/4j81S+vwCfdRRAYAQ/Fa9IKrbpUxPrqdlR1tP1551AxsmtnC9esV5Pb5/dQjpXsnmApM4SgAQgifUa4JSbHaQcn0tu9p2dQwcU1pXOa7ed9hSg/jxlRDS/Y3xGwtM4KgBQAgeUnvBUGx2kHJ9uYGWgbaBjlLX2DFptjW3iScbCN+TZtt1iwA4iiR4NYXgvpQ82PygMhS15Qqp+RWSMNt9jnKZKFfXkZ9Jhhiqt+/LBR68LAAgBPek5NEZgEwuydQVIzQokigJcplMpk6l+zDKZpxXywQAQvCFNPWYqJQUMwga8wv7W1M1iCgX1YbsQ1jEqGUDACH6bJp43FTRuHs+M3d2UxMY+94QBZGZR8yrZQQAIfOZNPaUNIMQZ85/ZQ+0f24hE8W3DAAIhU+mkZOSXGwi/moALuWFrAExv5ahDP5b/cJXTrTc2Zw9GjU/vdcnUTIjuZFcJVcpVAqTZvzf6ATfVB/37b//3NdOtN0xO3lWgxjPXpmxXCW7DELLZO5nLO3JjcuUxp4ybU6d1GcRO6bajanFZWPW+EPu/Tos6WpwEaWpxyRjSVGfMxBFI/v5/19zwmLf6jIDSMkjqKTmFFqd5MaS2BzGulQV0n/pzMsKICX3q1eKk9nZw6Ri1gSPuWpZXAzEMuaAt+zB7JVWWmmllVZaaaWl0j8Am+5pKj11t18AAAAASUVORK5CYII=) 31 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGp0lEQVR4nO3azW8cdx3H8ddvZvbBXtsJcRPXiatASgttEYJSQOLUE0JCcOcAFw79E7hzQYgT4oaEkMqhfwCqKlVCHBAIQVt6aKvS0EPVpE5SEuXB3qd5+HGY3ezGcdR1Fdursh/pp7HGs/ub73s+3+/+HoaFFlpooYUWWmih/1OFGa+Lx9DnkSib9cJfRPrYVR97o797o7aDIQoNd7RAJdO1IkpdCx8wZ8FzAADt0XFshWrUIgp0kCOTa2jIJRKFRGk7XGIOg+cAAJbcH0FEOdU6aie05fKRC7bDtn0+OjeaGUAHyZ5zYwdUagAVGjBywbuhyxwHz/0xPVBtNYQOlketo3bGuLVG5wLeDV1nXm1sPuwbftj6VA7YLxXGLijVcJ6LvBby7TOvNjavfTe/8jBu9jB0oBqQIB0dEzWIYFIQK3VBLDHAszH1Rsi3zXEazAygZRJ4ahL82BXRvUWxQKH0dFzyTuhFcwrhQAAydfDTbRoA08HXP4vRwONxxfthZy4hzA6gpEhIwsQJ06mQmNSCsRNyDFSWFHMLYWYAzZw0HbWkfvp7HcGkJoydkKMw1Jc5H9d9EK7PFYSZATQKkoqkJM1IUrIwgdBQR5VOfWYMYKgyUIjYiFuuhktzA2F2AMP66ZcJVcXTHd4uRm4YgUhGXziObOyEHP2RCxpyp+KTboT35gLCzACyIVVSQzj3CAjPZOK7A7JRamQmbeyEyqQW9BVKA6nCSvyWnfCPY4cwuwN6VCmnz2Ny0+HLLfE/u3VaNDKypE6HMYSgdsEQPX1DiUQuKGTxB4rwx2OFMPNQOB3cF/xY4YsdlgYs91nJORFZxwbO4hweVZ9bVmrpS+QSlRBf4OGuNxxIMwM4+RQe/KTC59do9+j0WOlzsuC0GsBjagibOGWgZSA1RBQ1iL/hmCDMnAI+2aZh6xHx6mWyJo0mzQbNJq20TotUXQ9uGdjR1dVX/2eN+BrhuSNPh1kBzHpTYeOceONiHXjRotmi3WapxfJoELVr4LYdt5TqeeZpPEosCNmRQjiIA2ZVOPWEeOdfVA1aLZbaLC3T6dBp1U64acfH+rpWcZ54hpsp70WeDEcG4TAAQFj9utj/M1VGbNQu6CyztsbnTtJs5S7bddMF8gtcanAZ/8UfIj8+GgiH3UEsX0JKTIgpsUXZobvOX8+u++Gdt3l9g0u4o15xHU8pfxkO/R6PwmYx/spkXNxXB3oVbz3vxauv+PlW27WTDJepWvV4I46GltVLhwvhqIpNjD/BbVzHR/hwneGPXPYzv7fl5WU+WmN3jXyZqk3RrNNn8KfDg3BYNWCvQnhRjE+qAdxcobyAM1bd8Lyzet3Eaz0u32anTb9D3qZs0Xw2uvPG4dSEowIAIbwnxmSJ6ox6aLQss2tTz3M6iki7y5U+t3r02wxblG0aT0Q3Lj58CEcJAEKoejE6ox4YtySGOnZsWfaUIKJVcaXH7ZzugOGAYZONrejqpZkhzHTdUQOAEPw9Rt9GJig0dJ0w9JiW/uiiFK2C2yXdnH6LPOPc6ejyx58IYeZh9cxzgYesEPwaiaCUGljSc1K0ia1R28B65ETOapflbj3fOH8y8uAg49ozs08rjgsAhOAFQZTKNQx05E6pA39UPXk6jVM4UbE6rCdbSz0eX9kXQjz9hSjrm1nHkQLTCk3fi3e8LpVrGVrRcEowUI+FmCzFp8hK+hXDki+1o3/376ZD3NyIYpfkAI/1uAFAWPWNeN37GobaWiMI9bipGl00hpAhjaQFWcXTjeidPMQLq1HZr0ecZWP2zucBAIR1j8ePXNWUW5LpCE6YQKhMFl3HIPoVacVX0ygfUKSUGaF6cEd7NS8AIJy1ET9wS1OhoyFXAxgvsTPZg0injllZg8hLiooy3ff799U8AYBw3ol4UVdTZlkYvXUySYXpLbmxG/oIkbQkjxTlvt+9r+YNAIQnLMe35FoyS9yFUJrsQe4HYqh2wvAAi2vzCADCVzTimypLwt29xrETpuPbC2KA5DMAAMLXJPGforbxFtu97yZxL4DxPmV+gE7mGYDfeXnzm8L236YgjNdK9oMwBjE4QB9zDeCnvn/lt17Z/I6w/Rfxbh2YBrA3HcYumFXHvjc3g+KbKn1BF131m2g76vcUd0fnxq2vdsBLZltEmWsHIF7UNVBqyDTVdaDl/nownQ4H0TwDiB+6LldJVVJRQ9B0bxpMA/g0EOYVQLzmQ4VKqZRKZUrlyAV7AexXD2bVPNaAz+yL2QsttNBCCy200EJzpf8Bjk1vr0jX8OYAAAAASUVORK5CYII=) 31 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF3ElEQVR4nO2aTYgcRRTHf69nenf2I24+NRsSEBORRPzCq3qJBryIBz/uEjSC5CYoBL2IB/Gg5hZyUJCcRQ/KehHMQchJxEAg8SPGJBjdD3dnerp7ep6H6pqqGTemR3dnO7H/UFTvbM10v1+9qn5Vr6BSpUqVKlWqVOl/KinYTjfgniNRvWhDfRQIgTGvjAMTeT0ONIBJ77oBOgHdBtSfAUpmPAwBgBjnB5KXwCs1IM1LDegAXVOX1XgYBkAnrwfNGASR5L+aASkEL636rdLo33kAOJOsN9TyUsdACEFe6WtZSgWFW3YwEBKvTjAubz+L3WfyGswdZnatH3itVRxAG2d07P3t17EregwOneTK3BF2rvVDr6UKvwZ1J2Z2r+X14Jsgn/WZwrwJpoBpkDeHus/IVdwDMkwvp3lte7wNRN5nEc4T2qBvA2sbR6ypigNo4uaB9iq1D6FF35DQd4GSQigOQDGGxRgQg71u68GSzxF6vPcrpVJxAN28TjCGpRgY1shWfm3rJv0gYtCTQMkgFAcQiyldzHxgjY1xxrYGShMHJB8O2SmgRBCKAwBjfCyQCBJhhkITY5w1uAmseGUZByKGIIb0M6AkEIYA0Og1l0wBRCLc28H2tG/4n169Qg+CJNA6DZQAQvFQmDpQR1gGLxCWGNW6QFd78T8ZxlsUt1YIMTHDJEgbJIWFc7Dlnl6rDdEQABoI12CV5ZB0VLUj5tcsiAy3IgQXQE1BcBsECUgGPy3BnTMbB6EwgOsY3/u3kEPoSO4J6rwhy1uFmJE0A0EE0oVuAF8qPCEbA2GYSfBGDyfGhglIQ2gLtAQWgT+A34CreT0PtRUIUsgCmAdeNrPByOeEoh5QtGdEaKmyGcggSaGTQtKFRJ0nTILsMJNhJ4DLwAUC9ukmzsvSSD1hiDmgsERYVGU3kEI3yUEk0E6hrca8rVA/AM0AvifgZzYzzywT+hCRfDUyCOsBAECES6rci+n2xIBoR3A1hiiCIKN+H1yqwRnu4DJ7iZglYwb0QZD3RgJhvW+gyuO4d6LdNIxhLILnF3n1o/0cl/uJ2Q5MY9bY5pWLHF73ZxyFm6nyIsYou328iYw9nOUxHv5iN+nBRagv4MLKhN6Oqhxc1+dcryHgS4QTqnwATJOxmYg9XOFuPqzNEJ6CdHIbPLANNqWYGNsuMhLQsyAH1m04jAIAgAhHtcVp2uxgnl2cYZpvQwh+Bb7BmLc3hK0hjE2bV4Tdg9PLILvWBcKoAADIJI/oeVb4kSm+AxYCkBWQi6BbMVFJDGwJYLIB4TgmnExBl0Bm1hzCcKvB/y7ZxzQXgF+AVt10tMxjgoGLeX0NE0A1BTohvU1GbUPxYKlQu1F6gJUcQfRJlI6Y9UDQhO4CJkocw/Rx3vG9VNtYDWo10AykdiNPKBxRbgQAAPkc0btQpGP2CFjGxMQTmDUDuM2XTl6HQD0AVRC5HgRFfwfZXuhBNgoAgPywJLplp5phEIEuA0u47XdwEDLcdnwIZAq1v0FQdAW3BL2xNhIAgCycE524XZEYNMJ4QgNjpIWgOAi2hJj1xVgPgqL2nzcPAACJvhatPaVuZ2kF09M13DStGLt8j6hj1hYNUTI/dV18UTnqt8D1JNmngtiki7+/uOxd291mPzGTAE0180QH6NotqGIqCwAA0Y/F5Rn9XWa7n2iN9xMvfs4yxYEoqDIBABBOrALBzy+06E/GDGSlexAKqmwAAIT3xRlmDbdDYDAvOZiytxAKqowAAIR3pN/QwRTcQDoeb+lwKwAAEN6S1ZOwqyVofQ9Iit+kzADg6blZ3pD+EyjtgeK7v21zk88BTp8cusqzc7O8Lv29PHg96P5x8VuU9uSGJ+WYmkXRBKZu4E6ljHvFhskhsF+ggH1liAT/ScpRdePankKzR/LEq903hsoulBmA8oIX4dnlcYI7mGlBgDuuN6TKCkCD55SuXQZb4+u4k6g+gOGi3z6VcQ64ZQ9mV6pUqVKlSpUqlUp/AXk2h+wi3pS4AAAAAElFTkSuQmCC) 31 31, auto;}
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84%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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99%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur221736 1.6666666666667s linear infinite forwards;
}
