@keyframes rwdcur27182 {
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2.5%,4.9% {cursor:url(data:image/png;base64,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiUlEQVRYhcWWa2xT5xnH/z7HPj4+to/vTmIcY0NKQi50W8KCKZcMGghdEXRrUPkC7dat2yS+rEPTtCExpROrqvCh+7Cp7QcICEQvmoZGoSxBAmUlocm4LVkSXHJz7MSxndjH9jk+132YmFpga2AJ+39+n/f3O8/7vo+ODv+HtO5orF7hzLcpKmjdkwVvdFf51N11/tQvJdUUvPR30179k4If2Nu8qT6UbzfRhobZNBBLcrfGstSlJyLws30bnl1fpR7XpKRPhQOiJE9cj5e2dnV1J5ZU4JXWrdWNgfShp8omWlyO5fZMzo7ZjIRokrzycVf3CAAsmcAP92xt+po/dZwmpwPJfBCR2DQyeQ2SVIhNZnyn761bEoHWlmdWrQ0V31xeYgsADmg6PXSagNic0NE9UX6wq6s3sSQCTU1NluZVqTdZU3qPz2lxU0QRqkZBR9oANaOOJL3vfhEOAMRiCpQapo8w5ORPzEbRrcEITZVgMVtR5GOY4wqJRAEj99csSgfC4TAdsM695TUN/YgAAZu5BCZKxUxaQiY6NT2ZJDsz4vLT93/9Ywt8Z/vG0hBL1LZ/cLnzvdca22Yy2U2f3h3aFHK6YaQNIEk9WKsDZmMB5/qp19/ouHbqP+31SJNw5856Rpa9coUh9ey3V2vHb8bIjhCbeHWeJ9lYroBvVtggmmhYLBYIfBLjU4M4O7C2mYW5p6apqXD48GH1/j3JRxHY/XTFrg2e2aNZQZd0G9PhVE5uOnGdZxSJx+oyD4IeMyyeUvD5AbE34jwN27cKtdV162vqnvoVpQkvrautqAmVOFLXh8dijyVQHfRTFr0Q+FPE2Fdm5L5bFfJb52AGZRSQldLgOQE0qWEszmtKyXNMbU3t026nLUgbKZuZoZc53c515S7znqCTHu4ZHB96JIEDuzZvqAu5WrrHpLHh8TtHbHqurMLDYHBiFsUCh0pvAPUrAih3B2IWf5OxZEVliYVhQJAkAA2qpkJTNWgUQ1MUVWGRDCcGo1F5wZcw6NZX+530zs9nkj6/XfIVFRFGQsD+8DIohBn20gpEk2kkU9otS5V/jcdT4iN0Gng+DyKZRlFTQBgMIBQFrMvd4A15t+AqPl5wBy5eH+1fW1nmqmJTW19srDLWBMohiiLcDi8GlCDisOGTnr+Nhb05t7+8spzylEOvN4BIzcN87CPoOQ58mQcK8a/Rk89ke6703b624EH01qtbfhP2S7/YVOVmSaYUl4dTOHblNriihsLMHXR3dw3pi/LB6Rx1KlfgVbFYhCgWISoyJLcd9Pt/geNyDwhJhqJqSApyFFjAHNi2bRujqqp+NptoGM/MsiYji/6713Dqr6OoLQdS6Wn49Er0w4TxwPfWkM234vJn2RifqHOkS6GpEAkN4o6N0K2pAHl3EuR8FjkdEYum+G5gAZfwpQ2mP6xkbx8FIdXdmTUQy80muGgFGQ64M6OAIRVxVYk+Lkn6vlov/3NCU5PpNFdvc3kZUZYgCgIkRYFgNiFX6kFBUTExMf77d098eHZBAs31zh87rfiGwxEkrLQKnapgmiugdpkH22oDIicyx4J2bn2maP90IEGu1knpKjUXMU/nmU6NpMw6HVhNVSFLEnguK94cmWi/OZo6FIlElP96BD/d98wejym52Uhw61QwILQ5sFYGn/1jCnN5GSts4g0rYz7T9tGN37btbeiP5gw9iqykrTbT/qtx3/4zvzvd9/zzW3xelm3xu9hKRZbiQjo1dPTMxQtf5Dx0FP9gd0NL48rPz9OUBQY6AI6LQ1YUJDMquFwGI+nKgzGOeKe3tzd7f21rOEx/cPWq8FWdvZeHdsBAiD67xQSXMwBZFuC0loEXshAVBZJquMSlbe/09nY+AAeAR4E/VGDfC1tXfT00+prbtRKCkIUsF6EjNEzNapHhGdehsZx2obPz4fDHyZeO4I3vV7VXBth9egPlzmQTKPAycgKgKPnCQLx878lzfWcXC3wv/+7AjqZGfwkbedlisjllRYCZNsHO0tA0NXrjrvfXJ8/1LDr8SwJ+h7TJ6wk5i1IRfGEWkspiJOF+fShOnjzxx4sP/MksqsAruxpe9NmLByOTeXACDUWmhBne9Xb/6Pzb/f398lLBAUC3fXvY+UL13E2Py+VXVSDLE1cGp4gj7R2XL3x1+f8efZARX5bkvH94nErMy+6229P5jvPnH3zfSyag1wmbJ1PM+9Gsuf3Uny9de1Lge/knYz/yOZC6gz0AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiUlEQVRYhcWWa2wcVxXH/zM7Ozu7szu7M/vwY/2Kn7ixk6ZuHTuOozShjk2TFCMMDVVBlKYKQrTiQ1TlA6qrIASIACKfyktUpZCkAbUNxMUprVUHnIamLo1Tv7bxY7dr7/u989qZ4VOBhtI4kh3O53vP73fPuUf3Evg/xEMP9N5Ry8WOEyAZ4naChwZ6PU2+4qNbawrfklTN99aC8yh12+B9u+rubc09z3PWHamchqmF7BvXk/SrGy7w8GCfr8kn9vXcoX/TRts70zkZubyR/kCqPHx+7OLchgp85bMD9b2tyvNWItqVL3BIpSXkRAOBYCKaKvJJACA3Cj4w0OvZ1YbnODrVxTsFUJQFoixjKaqcnU3VPjw2NhYHgHWvQF9fn21ng/a5WiF5yOOkdui6HSRpwExRyIvmV1Bz7Ysv/Qr6h+vXXaCzLHiiwWM7YjHlwbMsGLMKucRgNfY+FlaY8A9+/G/4ugoMdXczLp/yeLUw+aiZbAVp9mF+KYiSziCRkSWSKC2H8u5nbty3LgIdHR22JSl90qMtPJLKM6CtJPwc4PfUIZFaif91tmxoJUVPjYyPx9dN4InB7TvLHFT9pJg+1c2UTi7GI49UlltR4auHj8vCYa+CJAaRzqnpmFG6PDL+ZvHj8tySwIEDHbZP0Zb+pIS5eqc42FxOfF6cV4fafbH9kqhDkXW4OTvcvBWxxHx+eTUajxbqz+ZyDnJ4eJgcHh7Wb8xpuhWBysoW015/5idWUvHHc5Abyiz3vzaXb9bMBMy0Ey1CFeq8gKin8PpV66/ztr3nvdVt2+/Z3DRMG9KhrrbGzZvK+MTk7GL4lgUO9vTYt1TSezIKFkcXiWuRaPhoT6PNpdAupDQLdCIHt1mFRmVL8+GAbviGtt21ZfOAR+CbGYZ2sTbGL3iErmo3+4U6gZm99N7SzC0J7Otqbbuvlfvh67P5awvBwHdEMV57p1+HKGbxt/kIdDENO8PBSWlhn38wW9XaybMsC5OJgAHAgAFD12HQNoax0I2san7uvVCotOY78NMXRt9uONJ3WUwFjrd7U66G8mq4HAJq/AK2Nrvgc9lgtztBqukq+LdB9FQAhg5RKoIsRkBICkpmEwhNg13w3O3b5NuDCZxfs8D3vrz7sc1Ctv/OgU2uElpQkCTIsgiQFqxqAlZlJ969fGVuR1Ol3d9QXulmrCAIwBSNgz09gqzXiWJPB0iChNlMQ+DYemCNU7Bv3z7BxYtfz5UK9cGoigvTKhQlgTo3jwMuEy5em4RUImfsBHm8yZ542iJFoCocAKAkiiAzeVhmAzC3t0BlrdAMA3GpFALW+BgZhkElC8EaCUlUuBT4vQqmwxmspldhFJagZBMzoRj5RIVF5s5e+uDJqevhaCqVRDoZR5K1IHJoAMXOdpjDEWgGUCiI4VBCvHjTChw8eF/l9irj6EpkGSvxuL3G3g67WURXE4VMWkcsuQpZisDvqvl5i0/ubSvTdz7zd/5rzNQ7lIX3wkTT0DUNJRuDXNc2MO8vQc1mEQku/+bcuXNx4CZTcFezd2u9c/pnZS65y+upM62mgggkZbBmG7bXeYsWq3DO7xA3aYTjytUk+yJvynzDQ2cHlfQVR0TkLxgmmiUIgoOuQwGQJQzl3dmlE5PL6W8HAgHtphVwmuTGCrcZPF8LQ1dxXecgxoqYDgawaKr57fdfunr4u4fufiyjUOFn/3Txbdv99xxr4fMP/SPV9dXTJ3/31v79eyp9HNdf5eZatJK6IiUTMydOj77yn4yP/ZQ+/qVdn2kqN560ELE23ukU4okgNDiQyWswSHtxNamfmkoIT42NjYVu3DvU3c28MDEhfdLBPlFg9+7drqEt829WlZc302YLVFWCokooSCYk0gmEUs5f/OjU9OG1Am4W/9UCOynbXHZD4B0MVLUIiiiBtQCSyoQKavmrixnuaWB6vfgfFXjwgV1VvQ2lpxjG6wlFcyAIE1RFRFHhli/MWff+/o9vBNaNfKPAkcFtD3Y3zZ7khWZPLg+kcyJMFANJKsWvrtDHNwL+EQG3Q+7xuqs9uiGBoXW4XWxU1hyjsyuuk7/8w/jljYD/S2Cov6fZyeY6YzkGmmYgk1OL7yyzh599efzljQJ/GMSBT++s6W9P/8VCEY3pvAyS4mcuBchjZ0YmXtxoOABQFZzUb4LcmC0Q18NZ4VisyI2dGRmN3g44AFC0kbl3JkiemU4KJ/782sSG9fp/xT8BflvYcqtSyecAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGdUlEQVRYhcWWbWxb5RXH//f63utr3+vrt/gtddK4eSGkaZoiaBMySgirt2SBwrShrtIGC9U2MbFRoXyqsqJN21QqtEmbNAmhTeo2bVU2AUMQWmWbeVED1UIhtKkb2th1vTix47dr+9q+r/swgQqokExJdz4/5/x+Os9zHh0C/4fYH94bHGjLT2hytZu4meBwOGzta0wf9zmUhwxDbjgXsz5N3Sz4oa8OB+/pIY767LZD5UoJc3H6L1dEx5FNFwiHw9bRHcTxRof4NQtLewtiDpm8gvkk90YkElE3VaC/v58d2V76ld8mjhmaCdkCifRqSppLNo8XCf9zALBpb+CJA32Dd7Znx/1e7whJOVCRSqjLMt5ZqJx46nfvP/zhuU3pwJFDQ08ELAtHdcPkMJEkzGQOdZLAciGOhVTji9ef3XCBR0Z7D3b6csc4s50x0Q5E4wkQpA15sZrMisJ0sWz9x6YIhMNhq0VOHA/a5g7W69sYJy9A4A00CFuQWs0nTs357jk5dWYRWPhYHrlRAoVc5oBZiz5mt3kcXpcNNosKE22DIpcRW0bkv/BPx//UgYMjQ81Lkr6020/sDfGF/ZPnJaYncO1AwAX4PM2wWgUouggxm4CslJCWml+8Ua11CwwPDwsPtGamEnn1j6zJaO8O0I9UJBldAQ+KmgrGrMDj5JDLpvDGPA5XlcD5pMLP3aieaT3wH+zfM2LWFbZarxbOXCOLLro0FvA12hazy3CY6zDIKnhnK2pSDG9fzOqr9N5zHR079vW0h34cvrvvG33dbdtDPmf23KX40roFBgcHqZEO+mmeVkKnY6bZaCL2070hIui08Zi6mEVWSkEg3GhzB9ToCjvNNQ+39HR13u3zOLezLGPnrOwWV4OrL+jmHmpxsZfemr8aXZdAPB7Xb2kJ5d6OFeV3riz8jDLE5i6fADvP4/0VCTWNh1Og4BJc5ILe5dy5axdn4zmYSBIgAMMwYOg6wFhZhmHaeIX+/Xwyufav+Nnv7zvW1eQ4NBCiyO/d5XRkCnkIdAUeuwn3dzfBTJPQlVKZI0X5S7e1uiw+P2DoqFbKIFdrgKpCpUwgNQ32Bs/t3pB3CDN4Zc1jmMgp/yyrpJSRGceKxGApL0MzzFA1Ax4bh0YHh3a/R/LYPKrPQsDCsrBYrBCWs/D89nk4XjsLUjdAECQomoZL4LYB65iC9zLqfNdqojDz7tngnxZ8aOFqmBjtRrpO4+WLSdQ1Ouq3eSY6m7iOW7c6Jvx1mSVJApKZArWUgdbWCJ0kAajQdAOrNTW5ZoHxb/b/fCu/Ohawe7y3t3cgXbmIS2kC0CRImoB4Kh21WEJP7msq7mskxd5YLC6xLMsSMCCRANfbBtVihg4DugFUKtWlZLb6JrCGR/gUQBZb2SdpKrWzaNjRYNOwq9EOM0PBw5SQEZXFgur70W1+PbAs6mKlJi2WS9JdgttnkRUFsqZCo0xQDQNVhx01qYpkLPabZ//w1799rsDRsd5f8HfgJyZS7qtpAdOFxRUUcxW4OQEkTaPFTUM1HKe2OhnqVq/2+AcZbLcSYqdevmJPVazThonhSIIQFJaBQlEo16vyXDT+zLvx3MTly5c14DP2geHhPcJX2pcveAQ9SLFboKk1lCoiook6SuUyUrXWI0NNhvtKgX05VTCf9Tj1YE2q9vR4yt+eSTknTv79zL9GR4cavYLw5aBbuEVTlVQtl40+c/L0q9dzbijw6AN3DA33rjzvdTcJMOoQKwakuorX3ivjalqdLtOhByORSPmTeV/v72cnZ2Zqn3OzNxb4zoN7vrBjG32Yp7JDNt7pkCoZsCyP1UIBqs5hIW0bP79sfi4SiRTWCvms+NQUNDmWxrfY7ffznAt1uQ7SaoaiaTCbHUim9F/PfCD/cnZ2Rt0IOPCJfWBgYID3u6gOp90GAnWYSAM2Sw08xyf/nbc+fuoCdXh2dnbD4MB1HbjvvsGGnc7cY2bG3JlIZSDJLExEHUWJfX02xTz85xci8Y0Ef0zg3nv3eL/YfOWloM+zu1iWUayQoCgTVsvUm3Mp4YeTr2wO/CMBP0O0+RvsuxkzB4uqAlCSaUk4NnfVfGJyelrcLDgAUOHwnV43Jz66nDeBEA1k8tTpaNbx3cmXXo9vJvgjgR6v8a12rzyWE2tLFQWnZ9POiampSPJmwAGAInRp1/kEc+Ja2XX0hVffit8s8IfxHyvbvWxgcRtdAAAAAElFTkSuQmCC) 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,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) 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,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgklEQVRYhcXWaWwU5xkH8P/M7Dk7O3vOGrzr9dq4+KIGUiC2S6iwHQuoTRqh5ezxoVGPRPQQUqUIIZwPbdqipB/4UFVVm1Y9KE0UIUhoEmTLirY4oeYIDfYaNr52117vek/vMff0S0FpSIOpbPp8fp/3/5v3eUczBP4PdfCpHb56Nn+8IvAB4lEG7+3u9rQ3ZE9yrLhflGT3jVn657pHFf6Dr/U0dTbqfy3yynZRNmIqJr02nqRfXHVAcPdu92OBwjMdLdoPXXaTZz5JI54sIJplz4RCodyqAg58pat+Z0PmT3bTQnsyzSE8FUOmICGRxVC86BgCgFUDHNn9uG+LP/8LFyO2G41rodfpIcsljMfoYzfTtt+GQsO5VQH093+BbuMM32v0zH+/Zo1zDUPbURFkCJKGCs/HPkyv/d3w8GDu7voVBzSz5VPrOOlZQSJQFswgkIcKFunsAmZT1LuDg4OZj69fMUBvby+9Rp86yNG3DjMGN2iHDxWBR2JRQImfT8wsMkPxHH0KuPMffSsGmJmZOeX1TzwrKhwKpTJ0eh7Vnmq4WRHn37c+9/KZ0dc/re9/AgwMgLwV6mH2NGRPX52jf5XkhYYWV/YwzVCorWmC0zwPm82DQmEWvOIsRIum0f+210MDThzZedifKAUFZ+n3tQ5pP6XTduiVuYCVdmA0aYKVNoBhapFcnCqMTWZHYbBegWwtDwwMkAMDA+on96MeFvClFt9mnVb03pzTMus5snsqp1alSreh6RwgeB0aq40QlAVcHiNvZU09rzi9G9o3NNeeNKj8ofYNDa11VY709YnpuYcGHN7T6f/RlxvO58vaR29EtPdmEnMvPtla5SEZD65M56ERabR6GDgYZEZnxLje29+6LeDb6yeIZpJz2hmzyet0O9t9Lsv+gNM08d7YTBgAyOUCJIuW1OmZyWvRJTUSnTgdy837o6ksJElGtihiLCbgdqaMiVh+umx8YnLjxjbYq6rgHh2HPZUBZdCDIkno7VX2uqbm48GODhPwMHegqGMEUbBvrTX+uLN2nV2V8qhzE9CbK/jWF1tgZyywWmxwmOTHHq9uheCpgqapoPxeOK6No9zdDkVHgVQU2JzcFk+dpwsjuLhswM6A8TttNczeAGchdRSFydkIZFkApUgoURxgcCMcjUe8Lo/sa6xtYk1mgCRQ9q2F8ZULYN028J9vBEEQ0On1cLKW+mWfQDAYNNxcmJ0WFemNv98I753IEgBRwoHNXrQ1efD2tQgUxMIuM/3C1nryuKJIEAQeJEmg4rBCONKNcp0PIEkQBAFF07DIy7FlA8x8fFeLf/YPn3MGYFwvg05o+DBaRqFwBwRvRya9GBaJ6mON3nx1Zu56RjIFZIef0AEaeNoAcVsbREmCKslQVQ2lUmUulq6EHgjo7++nfaZUjyIWn7gdzYDPkKAZBr2b3TCSceSKCSzl44ss7T25s57YJ5GOiRdC4qHd6ZHrm0yMhzIYoCoKZFmGrChQFAU8L2AhOvvHCxcuLAIPeA2f3MQd2ui9fdbnljut7DrEsnEkihTWsyQ8rCeh17NX/C7z2iXFetZjyLZTcmqf11jsV/NXXcmy45JKGSwUSbKqpkGRZVSWCuLNiemXbkxnTkQiEeWBJ2DRl3xuOwObzYtKpQTILETVissfzWGqbD3KMdyYsygdvTMjD/1kJHzx27u2HGx2l74xkmn/7tnTZ0b7+rqqPSy7y+diGxVZmucz6fDLZ9956+MZn/pT+tzBjq5qJh+s4ZQ+2qTzEVoJRZ5GoQzIhJ3/2z9yfy6TzmOhUCj3yd5gR4fp1ZER/rMe7DMBT/Xu8O1p/WDEarb6LNY68HwOPF9CumiGKJYwk3X99JevXX1+uQEPqvtG4DCWtjitZp/T4YeqVmAgKVhpFqROw0Le/ZfZiulnKxV+H+DrfR3VmwKlp81mDplCBUajBZKQRL5iv/zPKHUqJhYuvvnmqLiSgHsjeObpbV1dLenfMFZ/IDYfQVkwQlZkLJXF6Vup+n3n3gldW8ngu3XvY+R3pI/arGxAlfOw0E7UcAJqON27abH2wGqFA/8ewVf7trdx9mynqNmQLwuAjol8EDWdGMuZ3zp3bvi+m76igGDPdv/WusSruYLgEVQWqZwaHo/z33z90vuXVzP4HsBl53extH49Sdkm43n6+bEMhs9fGkw+inAA0FFyOngjYvhrOGt46e2hwSuPKvhu/Qt3bdQ8LSdjkAAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGeElEQVRYhcWWe2xbVx3Hv/fpa1/H71cc5+EkbZTnWqjWuJUqN6tKHxGUshaqjkkdDIYKrBOK0KjQOk2lYgjExEOI8VIpj1JRTaRqqrCiAhmZ1kR90KVJ0yR24tiJff2IH/deX99r8w+dtpGyZiTl9/f5nc/nfM850o/A/6F6ewPedqvyVEXNfox4mOBgMMj1NOeOeSzi14qK5rge0r9MPyx435Hd24KdzPMOnti1mCIwFhKvxyv0i2sucCAYNAY20qdqzIknixJvuhmNIy8qmJznBvsvjIprLtDdqZ2qMee/TEKBqulR0jQxlLT1XY+VfwoAayZw/At7H2+yhD7d3ljaR5AW5AsZFIolJLPU4Ctnr/743ro1Eej77KZj1Ya575BEgY5nzGApAVKJQzo9i2jaeuvda1dd4NCuzV0tnuTzZkOZ5gx1KBbziKRSuBtj/iKI3h/FVecF4O3VF9i5c6chEw9/d51jfL+x6qOuirYIVBT43A7o2UJmOOz80un+oTvv71s1Aaq09Jlm6/wzFqMORp0Ml4kGozNBSEaQSC3J81mfsFzfhxI4EAhwnU3cwX9GKudrbaUOv1nqu52O9tTYKDgtFCiSQVFlEF4Iy/GMFC2otWcuX76c+p8FPr51q9FhJRpVtYQ2e/o5usJubTDLjW6rfsdcNg8LiuA5L1z2KhRFATdmqGdHE+2/YhiGvd+e1EoEertbHt3mS54vFrWFv85Qo5fGYke2N1FtFUZHkVoOm/ytcHjcSGen1Ku302SUCCwGNqw/vLHJ+60d2wOHujua2/1ua/LaRCj6oQRamuoMmlpaujBFToTmp0521xO1wXY/NZPVYzR0C1aTFyy7hBsz5OvOdfvtba2tW9x2S5srFDEzXleN1eXorrXzBxts3MSbY+HxFQl849D2g3u73D+heYfE05Wjepaqt1Ep+F02DE8vIqfySCRiCPi8sHm31Jr8G3kjbwBJkqgaGoHicaDE6QBGz7E6ttlYYn49FomoD/wGBIkYqdD6WZ9Fe7LDW0tnC06QihdaWYG/pgZ+3oO3794Ro6W6EXNNxwaz08kSqEBOCtAJWejyIgoWEwhVhcnm2OTyu3owjIsPLJCWpEwkNp3/4+gC3OYqcMUw9j7iAMvQ6DJqMFUV0dECg57KbTHoaFqv14MgCNAzsyCuh8D5q0F53aBIEgzLwmbiG4EV/IJNHmZfDS/vb3cm8OdJCa02FhxnxkgojNkCD748Pdblq764nons5JbCXarLB4IgoLAMlGc+AdHCo/zv6UMrVyDIagQAyAeBH//89pNieepzb8yEUG2uwuTkHGwGHVjehemMATMJaXxY8D5XpK3iq29xR4fnlXgmk0E6KSDFkhA61yHvdqCslaGVKygUpGgkKQ09UAInTpwg2djFPUaTuMFq2ohqSsS3DwMMW4WpuTBGp5emWxvqX+rSlz1ttsyx8WjlqjB1gxY8LtCMDpqmQtM0qJoGTSujKMtYnJs909/fLwDAfUeyYDBo3N1ZOVkSw835grRDKevZiqYDp4kgdCS2NToRSaq3soXynXVOseO1O66n683FVwklrVRKKS9Rt3uo2t/0kSqjwUeRJDRNg5TPKTcnI9+/PZv85sDAgPJfE6g3aV0uPvtVyqCAqvFDLCSQKcgIL0hYnC/FPZz1T+Np/jcpmbqrZ+m+OdU4QmRLL7VbdYffzLQdOfvD34309vZ4XSbTLp/d1KKppZicSo5/7+zgpXdz7pvA0U898tSOrsTPbdYGyEUJBEFjKqpgbmERkZT5Z6cvTTy9XN+BQIA7Nzwsf9DV3qv/SODAnqCnwVrcs75aeJHV2ZDNRiFpduRyMciKJR6Tm76SzBODwMSyG64EvqzA5rqZHzR4mMdZzg1ZKaAgMpBLEkSZRCKLX/zy/Bt/WAngg+o937C3J+B1mNSgzeICQ8qgaQZ2ex1sFnOkQvtevibUvrCacOB9CbRWS0/weqMjnkyjpFFgGBaLAvHbodv0s+cG/r7sQLEqAnuCQU9PW/QVl4XcF0tKSOZIMJQGUeFfvxYxfX3gytrA3xFwmQpb6l3cQZrhoNc5UO2pisbTpTPD4+SpgStXMmsFBwD6scc2u6z63CeXijYwGod5QRu8GSO++PvX/hFaS/A7Ao96leMNTuUJQZhbiOftp9+aM5waGlrbU79HIJ1THHKROR3JeF84N/i30MMC36t/AfEhvfaMbH6aAAAAAElFTkSuQmCC) 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:rwdcur27182 1.3333333333333s linear infinite forwards;
}
