@keyframes rwdcur207414 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEv0lEQVRYhe2WXWxTZRzGf/0857Rr3ejWtdu6bnOdjPERHDBxGIyACehQ9MYLExUNisQYgx/EBBITE7kw3kCiTolEgjER1KgYTRRRxLnNbayTOBgM2aDbCtta+nXO1p3XCwIBtsHodmPCc/nmff/P8/6f//ucA7dxCyifu1DMdE3jVDcqdofQUupM809dgMvtIXKhH0mxzWgXzBMtPrf1PdH00wE6W49Qt/IBIrGL9CcE5/vPYTSaUOwOYbFKAGhqEi2VNGQqYMKDzpxc8fizm1EHulle5cOsKHx/uJGOtlasig0MFqLxOOFQLyOamjE5TNIBNRkneGgf2zY9Q91TLwKQ697FR8ko/eEhVFUjcTEyHd4bC7ivZhG+/FkUFeVzMTLErk92097WhCQrZDvtqLKM98759J09g6YlxbnTJ0klYhl1YkIBACbFwcFfj1D/2Zf8+EeQgbM9+Px+/P4STKiXycnOyWGgd9IyN8U1r8Bd4BMbtu4QhUvqSI4ZCB7vprm1A3tWNpu31+PxeNDTOnpax5XrYsXD6+g51UVxWUXGAq5IV+wOYbFY+HznW2hqEq87F4/bhbfQy789ffR3tV0i9uRjMpmJRoaJDkYJh3oN4VBvxgLG+WaVZGEwGplbVUm2045kcyLLMmarAzGWJsvhxF82m+P/BAke/YtjHW3TegXjgmhEUw1C11FVDbNkJZ5UiSVUorE4yx96jF31O9i2ZRN1q+dMSF7oLxOK3SGqqmunFFgTqlfsDjGWHmXevCrUMTPa6AhGfZTDjS3k2S00/PkN+776kHgiyfmBGF/vbzVcfdaWlUUsMnwlI6ySLCbLiwkXi0oDQrZn8cTzr9N48ADB5t9Z/uBqTFqM3R/Xs2XbI0QiSRRFxmg0IMkmOppH6Ow6hZoWGIwmhs/3YzJbcOa4SMaixKLDUxcgKTZxOV5zXHnCIsm8/cEeNqy9/8r+J59eKpxOGxWBORz64QTekgCyM5dfDv7Mqc6/ASguq6Cn+wSamso8MasW1gjF7hB96fQ4T195bZV4dN0Ksf2dd0VoYEjoui6+/a1V1C6rFdWLqkXtvTXCX1IsrJI86Tzc9Gt4rK3RkErEDF6zedwNgkctxOISKd2KJy8bgJLCEu6uWUqRr5Bsh42iAi9waQ4yEnAjdJ7oRJJtDF7op+nocUKhPvbv2UlrYwMmA2AyI9td3LXgHtwFPtwFPqHYHdcIycgXSbEJoesUByopDVSRo1hw53vp7grS0NBIMpmguMBDRZmPvvAg8VFYtmot332xh3Co9xrOjAQodocoLC3H5pjFcDiE0ybjynPRffoM4VAvgUA52dl3UF3hJ5ZSMVoUdn26d0KujCwomz0fNRGnK9iEntaQJSMWRlhQWUIgUM7KlSuQjQaSiSTpdJq29vZJa00rRq2SLDz5bnxFXjCaka0mAGSLiXVr1rBk8WI2vvoGzS3tkz7DaQ2hwWgkEksyq6CMVDxOf3iI4aEoL2zYyPqXNvP+3n00t0x++2nBKskix5Un1r/8pjg5KoRVksXlKW9pbRW6roui0oBw5uSKG/3ITsuC6wXJtiwsVguDA31TrjstC67GiKYaRkc0SisqZ6rkreP6kLmN/wX+A01K5whrYDeRAAAAAElFTkSuQmCC) 15 15, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhe2WW2wUZRTHf3ubS7fda7fdLdtSWui2FFM0KiQlQICi0HCVRBKFBAjqgyYaxOgbJMRoTHjzSRMTE19IjCRyCZqaQEBEy6WlQOhFtrKwXaC3bWdnZre7n080LS3SlhJf+CXz8s185/znnP93ZuA508RXFBKSrIjZimedzsOBUFiUV9XOVu7JBZRW1gjVmT/hLVVnvli+/k0G78VnVYD90YVE7BbeQBCA/vs9Yv3rjVhtdoZSKfShAVLaMNXVNbS2XAbAW1gk5pQvoK35nGUmAiZskmRF2Ox2CoOlBP1eDn2yj/K5EQ589SVnLpyjpDiIsDqwqvn4i0u4E20n3t3F/XhsRgImtCBtGpbsyAi2jMbBfXtZs2Uz94w+jh7/CVe+ip4Zwev3o6hOmk+fxOMrnnFymKQFkqwIn9tF/eJqAi7XuHs21UOB24PWnyCRSFBaWc2ls7/w0C9p05i2ENuEBbv9QEVZCWWhIFpKJxnvZjARJ5nSyAkr3jwHjOjkqTI2cvQNDJLLZTH11Ox4AGBjwwpRGiymIN+Jbhik0hmGdZPEg16SKRPZmsNicxDv1bA4ZDqvXZpxC8ZtlGRFrNy0E7/HQ09rE+lcDllRMQ0di80BgNfjRlIV4vc1krrJnWgH2lByRuWHMSZ0ef2i+sUlmLrGbyeOkLHYCAX8qKqThSvfwMhkMTJZ9EwO1VVE9z9Rum60YHdIeANBHp0bU52W40wYvdlGx9WLABhBPwB/x+5SsaKE9q4oAZ+XHXvepX7ZahbW1HHs2FE6OtuZu6CWRCw6WoHicLlIGynSpjF1Acn+3tEAkqyIruhtPB4PTlXh+l9NAKzfuJX339kDwM02mdpFMK8izIXmOIFQWNTVRkhlrYwgceX3pqkUYPJvQdo0LP0P7llUhxVNN0jcjrLklaVs2bSR5LAGwKlfv6dkjhuRVilyq9TVRgDwBMro7rg2peTwmFMwFklWRCBYwrbd7xG71gLAj0d+sOzau0zYci5Up4MFoTpWrVrLsXOtXLp8mettLSi2LADNzRf/M8eEQTQZyxrW8eeZ05xvOj4a7Ltvzlo2rGsQc8JBtm7fRaisDGeoir7ePrTBAcxUH7dudY8z42Qn5YkCdu8/SDad4fy3X4/b3Phag8haJPLcc/jjaoyIYSOe6GVoMImiSKTTeUiKjLPAhaGn0LXhSSsx4wGyYsNbQjIHcHk8SHIBaXMIw0jT398LQFHFCyR6Ygz19rB2+x4Of7x79gREFi8Vbq8f+4hOxjS4m+ghpQ3jc7vw+YsIFHppvX6D6vnz+OjTz9i2afPsVUB15guHJGOkNErDYSoqI1y52kKhz024tALTSGLPZaiKVHMndpufT/769CYci64NW3RtGIDI/CoxkNJZ/NKrVMwN0nmjjYDPzY63d7J8eT0rVzc+Md60BYzlxKkTltLKGmF0tkOmDlktwOPxcejzL/jAcZh8X+HThJ8avqKQ+HDfftE/mBRr1qwWkqxM+k/5TFj0cr1oaNwqstnsaDJJVsTD65kLeBz/u4DnPGc6/AuqZMXiIiveeQAAAABJRU5ErkJggg==) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+0lEQVRYhe2VS0xcZRTHfzP3MnfuzJ0XIzMMlIcgtLwp0ILBRNo0lYXGaEwTbWNqFyamkbhQ2kU3JnbXhYkrEzVNjLqwdIPxFRtjQ5tQLUIHClJeQ2HKtNIClZl7hxk+FwYiFdphSuKGX/Jtzvlyzj/nnO87sM02abJnX6so3lUlHjeOeSPHwUNHhcPjXTeBatPE3du3uR0Jr9peOHI8LTGmjRy+3AKx78UjJOJxOj//iJb9B5ElC7qhE7oZIhpdZDYSRnN58GQFsFqtDFy9vGG8TQuwKFZRUlmH2+vHrM/RuLcJi+pkdGyU6ZkZokYMuzMTgJH+q9hsdkaHglsnYEUEgCTJlO8q4+zZT7k2vsDXX3xC0mJnemKIGwO9lFTU0tN1YdPJ4SEzAJCXtwOAZDJBcCDI5M0pLHIGmVlZ3LsVIjTYR37RTkzRhXRyP1yA1/uE2JUfwKFpmMxmGmqraa4oY25qCJMRw2XXqKlrwuPORE8ksShWsXI2I2DdslkUq/B4XBxoqF611VZWkZTsBIdHCYWncHp86IZOfBli9yJcHxpE1RyUV9XTdeGblNshPWg4+eGXQpYkKhqexazfxTBiLJvM3Jmd5d7CXwR8PuaNZUKTY2iaA82mMWckUWx2VLuDwd5uksnE+5uugEWxCq8/hx3FpShmmYmxYfI8CoYRx+lwYpYtzEfjuLx+Spue4/xnZygtLMCfncu333UiKwoutxezZCYyPYkRi6ZUhTUCHnTWV5SQ6XYDoGkuZAl+vtJH2d596Iv3mRkL0tLSSigcRlFVAIb6uhkdGUm5BatDGDd0078PwH1DYLMqACwndABUVaHr+3PEogscOXyYd9repLmqiBy3jdjCPAX5hdQ3NotMX0AE8os2/E3/U4H1OPTy8yJyK4LHqZEhSUR1A7vbRXNTI7uffoaiwhI+OH2a4f5rlO9uYmw8RCIZZ3p6CgBhlmk/8zFHD+zeMM8jS6XaNGFTrShWlYA/m52lBZx4tw2vv4j2E+2c6zj/z0dVVQNLcewuD7JsweN00NHx1SPjp9QrzeURS3GDV986SfDSD6iyhMWUZD4axzBijI5P8GRpOcWVexj//Rd8/mz0xQUud1/ZGgGqTRNldY0YsRg3+ntwaBo1NbVkBQqR41H0ZUFv36+4Ak+BWGJ+JpTyIMqpXHrt2BvUtrzE26/sNwHMGjomzSd+6+0hx+vC4fTS0tJK3o4srv8xTGdPNxbFKlaG+bEFtJ06RU22f82T/fPONDleF76sbCbGR4iEQ9RUv07XxYtIGRkkk4lUQqeHatNEeCYiAHJy88Sx4+8J1aat2QOb3Qlp8+NPF4Su62ktoi3lfxewzTbbpMvfjHF5mPrdDx0AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2VS0xcVRjHf/O6jxnmxTAMgx0coAgG0MBAugARS5U0GG36MI2xaeLORDdGN8aNGxITN8YYdWFiV6aLJi6qCzdVY2x5aXlUByJQW8prCsPMnWHunUePC2VB5HElMWrCb3nPP+f8z7n/7/vgkEP+63j8AeEPhsRemuaOLtHc0bWn5sBIsiI6uo8Ll8cnJFn5yyGByrCI1DXuuGYGixkDDa0xKkIRhr+5Sm/vkwAUhY3p6RlCR2oZv3GNvKHvu9eBDMAft+w+MYDNSCM73WQzaXKGQbEgSNxfYnYmTi6bOZAB+36Cp473iHy+QEdjiL6ec9S3tDM2PMXnV66wcPc3nIpKfTQKkiKmfhr92yasuy14/AHR0BoTJeGgvbUJbSPJa2+8xbkXzmMtZKmqCmOXZSRJIdTQRvSRx+jqGxAtbR3i8tCM6TzsakDfzLIwN43NUqBk6Hz19XfoFoWR4SHeHhzE6fPj85bjq4rg9gdJrK6wdO8O/ecvkM1kTb+AbaeP1TW14vV3L/GgVMJvF5SrDsYmb6F4ArR0PoGR2SC/qZHSNCgWuH7tS0qlAs88f4pL77/HF599RKlUfMeMgW0ZUF1lIhyp5UhtI9PjQ0iqB9VIUywWaGtuIj6/QGVLC+4KL6nEMsnMJlabjabWdk70D3D18qcU8gYVoTAZLS3SybV9M7FNsFMtP1pXg91qAYsVl+wgaxRwurworjLc/nJkpxtN2ySbzaDlsjjd5cQnRqisDGImlLsKtsx0tjahSA4cDgmf24VdUlHVMq7fHAeg7VgvLrWMyfgkP974Fn8giKHrrK0umaqIXUO41Vh03cDv85F/AJmcTq5QYj2d4vGukwjVy/zsNKefO8vcL5MAJNcSaKmkmbOBffpA3tAtNUePCvI6XqeMzWYjb+T4+dd5qosKgWCY9eXbhB9SUJwuwh4vGS2NtrGGhCLMdEdTz6S6ykR9NEq0qhyApY0st+8uEuvpZ+PeLDU1DxOfibOaWCNYVc3ynTnTv8CUaCsPJ8+8RD61RGr9PordzkoOkquL2OwSn3zwMcOj3zMxt8jMxIjp9mzaQGd3H28OfsipY1ELQCwWE0XZj7a+glOVka2CyalbBx5Ke3L64itiJZHYVqJ/Tklx5sWL4sLLrwpJVg48kvdlp40jdY3i6WfPih9Gx8SW5h8zYJZ/3cAhhxzyv+R3yuhrASxTJo4AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYhe2Wy2tcZRjGf+d+mTNnzmkmqdFeZhpR2xGEUgRrEaKI0IUbL4hIXLjwPxAFFxGkO7de2r/ACxSFiFQXLiQUrHWToVDbVJOYSeaW1LmdM3PO+VxoCqVN5phxOb/lOfB+z/d8z/e+H4wZM2YEdMMUo9aQR1lcVbWRRaQSYGeyws5kR97tvgXEcczJ07McefiEMExbGKYtVFW78/9+LhimLdK4o6YREAZdaeXWDfHsS2+xtHiJ29VlKpUaSRwDUCgeI0qEqG5UkBUFVdMJOm2iKBlaW0kjACDoduYtXeHE8QKzs08zOTVJLpvFdT0c7wCe7+H7eSRJYrtRJ4oG9MNAGlY3lQMAiqLgGwOOz0zzyquvYZkWlbU1Pv/ya366fIWgF2JaBl7W4c9/nUnDrgLOnH1Z1CurtJs1kFWcjM3Wdpu873H00AwAca+FnAzwbJWOFIOi401MMXmwwdofy0N3D3scwebq7/OtrQZCCAQCIaloisxMYRopajHo1Pnmq4t8+933BN0Orj+NbmbohBG+l2Xl1vIHIzkQBl0JIIoG/yS5UcPXjzLodlj44iI3V9a59PMS/aBHEsec1Gx028U2Lbbq25RKJVEul0fPQD8MpBfPPi/K167jWAYLCz8AUK1v0b69hZN1CXo9dNsl4+QIB30qGxs0qxV0wxTDgpiqD1gZm8eKh5FVDVnV8HIuU3kfgFNPPcNHn5zHzR3gwcPHkCWVbqeFk/Mw7czQTpkqKAClUkk8emSaMAzu+u7kH8K1TTaabRx/ikEUc3nxR+yMg26aVNdX2W7Udr2SqVtxZbN21+K6pqNrOt1mnTAY8Obrb/DpZx/z3AuzxP2At985x9KVRam6virtdQypHNiZA6ZlcebJJxD9hCQJkWUDP3+Q+XMfUiwWuHr1V+bm5vjtxs1UTSiVAMO0hWFZuN4EDxwqUph5hGTzGq1uwC/l6wC0W39x4cJ53n3vfZqNOkIkqQUMRTdM8fip0/cNkm6YwvUnhG6YQjfMO4Mq7SCC/xDC3QSoqnZP399Z/H9zYS/sTFYYpr3vt8K+X0Q7qLqOoqQeqmPGjLmHvwF98kDgTpeXWgAAAABJRU5ErkJggg==) 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,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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEc0lEQVRYhe2XS0wUdxzHP8Pszs4sOyyzLKw8XLAiEC1VJL5QCELBt1xsPWhMWpMaY0zaRJv02PTcW3uo1ngwJtWaNO0B68HY0NTYViVr1a5SIwvItqDAso+ZnZ1lejAaUbdBpGma+D3O4/f95PeY/2/glf5vOvTpcfs/My8qKbUra1+fU4C8mT4ouWR7RetmUpMTSC55ziAcuW40b9phhy79QFtzE1bW4mroN1RJwCkKIAhz5U/OSJKs2MsaGtnatorx8QmOn/oOv1bAvJIi9HSGW7fvYJomAGbamDVRzhK0t6xhUWkhB997l75IFFF0MD6ZAlFClPJZurqVN1atJ1hdS2Nz+6xLMq0EkqzYWnEAf0kZE3Yh5ZrGwJ9R9u3fj1JwGoCUkSat60RH75NMxOnac4CzXx2Zrf+zJZBcso0gIDmddG3rpHZBJYLqZyAyzPBQFN1IARCfnKS+aT0HPvmYRk/erEvw3Bcll2wH55cTrKoka5nYggvDSFNasZDCQg8pPU0qNkGk/xa3b/f9Oz2QMkyylomehoq6RpLmFJalM9h/F6/LRtO8zCuvonpxPZKs2AAFmv+FeyEngBaYj54G0eEk8keYe/19ZLIWrc2rObB3F41LFmAlJ7nZ+6tgGroAYOhJJJdsS7JiP4KaFUBDSyexsVGS5hSqpmEYSTo2dbG2oY4PDx9ifk0N8UyY9i3lHP5owzNGspKPyyUDD7NSVVufE+i5AF6vxvrtO8mYBlLWIBbtJxoJ43D7OHP6FD5fGQl9jEh/FI9HZeuWzfbKNetsyekEwJOvILvzWdrUbjes62BsJMqjLD2tGTWP5JLttq5dDN75nRtXLgoAe/e12MFgCWbaQ6RfJJ0xOff9WaYsk6qqSkoCxbgDdfR0n8ZIJXI26ozOgurF9STjscfmAMe+6BGSqRThmwlWtG7myJfHCIWu0n2+m2XL6xGnMkwMXMOTr1BTsyhn7JxnwZP67NsLWBkHnQvPTLv+Y49OeZlGWVERXsWBt6KCQJGXc6XFJCZjZOM6Pq2QwcGBaQfYk9mYEUBb0PPc9DkdeXjUQsLXLvH++W/o6HwTEYMHo6OIooI7UInm9GFLKrGxUSbu/0UiPjkt1qw+IB61wG7dvpvxkSEU0SZ8K8xIdAjJ6aSzZRVx3UA30oRu9KGqHprWtnDxpx6Ghwaf8RNf1Hzj7n22U1KwMhYT9+9hZzMIeXn4/MUIopOiAjfBgJ/iwgJeC5bz1ts7CV/vpbc3NPspeFKSrNjYD8vp9qgsb6gHoHXDdryqm9CFbgYG7wFQ7PeR53Byd2iYi79cnRuAp2GW1FWT71ZQZBeqIuMS8xAQEBwOtm3dws+XL/P5sZMvN4Y5Zdv03YmgpzOMxRLEdYN0dormdc0cPXES05HP0RNf/2OIlwMANu7YQ+3KDgaGR7l05Tq+eUHeOfgBsqJiWdbjrSnXHjkny53kkm2XrBCoCJKKjU3r9lzzP+cAqlcD4MFIdO421hcB8KgF/90Pyyu9jP4G2w20x4YYlXgAAAAASUVORK5CYII=) 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:rwdcur207414 0.66666666666667s linear infinite forwards;
}
