@keyframes rwdcur29759 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJg0lEQVRYhbWXW4xcV5WG/7X3Pte697W63W13O023LyR20sRBgGYMgjwgnpIJEiJSMvMQxMzDvI80j/PAIxoJEOIiJAgJICICCcOAEgIRSoDcjCckxml37G67uru6uupU1alzzr6seYjtmMSxDIL1vM9a3/73+pfOopMnT+LvHcYwhqlFvaZQFAwiQCkCACgBLpcCTAQefAKJTKMzKNB2Do7oLy/mHENrhnPA2JgS83NxvLhQKd9662Tz0PJ487nfbp75yldfX7tyXlUD/ZED4+bfGhU1FfgSmaazl/bosQsd+kVaoAsCbpbDMRCGAif/YXz56NGxI8tLY8tz+6qLEzOVOWBuP1CPmzMv/df3f7C23kuMAwCVaSTdZDgXefJ44IWYqHgnqpH4wFiZ7tzs0I8u9ej32qK4GTUEAfP7/DuOHir/Z3NSfSjp9qpn+olfqy4Ir2QADDutS/10p1043xcAADl/YHHPk1SZKvPtFcXRMLcIAjFeL9Nqo4SjgQKMRWekqcu4sRrMLs6S5NNbm61PPfOLs+0XXmidPnprk5dXpiu22JNCJOf+9+dr3/z1szsXg+AywIGFxcI4uXVw2j+4ulQ5hDynrV4BEKlKLPY3SjhRi7FAQG9U0M6N1CBAGgO31cYvg0rt+/fed1SfuOvA/jfXO73nfvNG3fO9V556euM76+eHfSXfSiIXFxZgWeySEsPDt1SOHxj3p3R/gO2+hmVCFMpyOaIjjTJuj31E2tBWWqBzXTWIjGF5vtYIz9/98ZkPHj82+emNzf6pRx4+9Yd6TR2v1MrP/+znG48Ph7a48olcWFgAALR7bksqN35wrnTHVEX5RZZjZAxGhYMgEnEomrUSrdYiWpTEg1FOreIdajjHiGMRfvDO2j2HVur/0moNX3vipxe+9OorWyt33jX90cKIJ5/9zfbTWrN7FwAJyrd2i73GmDw4M1Va8gWTY4fWXobeQENKgSiQUSnklXoJt8U+InONGsxA4FN45FB0z8L++J/bu6PXfvVs+4t/Opu2ymF2//RMSVxs5d969Y+DPwnxNvXbAAAsi+1uopOJSf9Yox5O6ZFGZghZbpFpB89X8H0lAg/NaozVWoxFARqMcrQMw8xO4765Wf+Bzl7xyosv9//7Yku/IaWbtLpYGYzox+feLH46GjlzXYArjdzpuZYXoDo/V1qNPBGMhgU834OznCap25GBisLQE0ogij1eaZRwWylAVBROaJN/NC94Y23dfLnTdeekJABUOPJeG6Ti+SznXMo/75x3AkBKkbe28516jZYOLtbfx8bSYJBDeWrYG7iXWnv6nPRoslINAylIKOGajRir4zFm0xRnLu2K7yQprcnLtyQiQ0L0ALLXc8+7AACASe72B7o/Pxcfq1X8qUGSwTkOlVLDTo+eOL9VvOorOxv4oh55AkemEDUrvCQkNUNfGHMjp9wMAADe67qWzrO4OR0eK8UqTrojeIonPSXTvYF6ZKttXta6mJybkDOf+EAsZiY9sb6lp+OIVmsxFiXRIM3xLqfcLACEEvnOrtksRTwzPR0dscbKfFRQ4GFeCRrsDLxHN3b4pd1u2tjXDOZq4zW/rxWGwzwKlV2pl+m2kk+RNtgaaXSZwTf9BLgsHZPY29rO9qolfv9YI5jTuQU754WK5xm02828Jzp98fLa+aGXWndLebIRVRsl6EwLWNOsl8Vqo8zv8yXZtMDF3CB7J8R7AlyBsE5s5WkuJ+pitRR55SLXEIIqocdzzlKrl6tnkkycurDR9Y3Lj9TG4nB8ugprGVbrqBTgcL1Et5UDlLTGpWGB3Wt744YAAMAgMxjwJeV0c3YmPColqWxk4CtMhT6axuJCP5enJ6tiabi7+5H1C3sl6fsoVyIIQWAGyOmJWlncXgkxYww2kxE2b0qBKyo4IZLBwAxW5u1yc8LbN0hZWGMReDwX+2jG0o6HMv8nKezhi60Eb7zRRmEdSrUIC7dMQQgBkxVhFGA59jGe5ngtybBN9J4ArAC6Oq+JbdPo7O56bOIwFDGEN87McNZRqNyiz+kdSS853BmaNM3lm1Kpi9tbw25vkFNU9oMo9kl5CiY3KlR8wDneaffpd5Zh/hyAXVm47GPEdoFJboLIgG1Tmv5DZLN/vNQNn2h37EZjzLt1aqYWmdygvZ3QdjspFU4kOepfSbn+BeFVHrWy/GS7Sy+cfX07L4rRrGUXETOkgM+MfLtHT2UGydsAzL6w6Wek7fwHIHOW4TNgNylN/yFy2V2sKo9oih8epnjTp3xxcjpeMdaKtbU2Ao8wMV7dTV3pa+3U/x/tZMuwvMDCf5lk8FK/kw07nd5+Y8yYrwSkFPlOgp/1c2pdo4CbFqb374KzVaeq32aS29L0P0cuO+Fk5VEn4++BKHckO51dnbTbncM7O919OtdY2ldBVAoD7eRuP6MXckPDK3azEHsW/uksQ5al/duVRNnzVHd3IH/Sz2jjGgXsvDS9B4lIOhH/Wrj07reKV797uXh25aWcUJuDoRHD/mC1UaLyvskYTkjpe5iVRFmmab2w1GcGiADLNGKSOzbPjhFny54Xntvpe98dFtS+CiBccadnOp8ltj4DdWI35WTlYSfjx0AQAARA5q2uJMNQl9i6Zj3WR8fqoWKSUBLVUoj3VwLMeZI9AqwUCGKfD8Se/jCZwScIpkkyPLs78n+gHXXV5esLwfqQZD3mmJWkfMl5tcdJkPHc4F8B27AU/9gJ77mr7hByw6ry15PcLu0k+mP1qgcpCYGP2amafbAW8ydHOdYLQwPn7Fiapvv3imwqKxh7fT3INTIAUJenTchOLxpGKAAEnM1aS/dY6+4HIXSi8jgLsX2tNd+aIv6LPV3+ers/mm1MeIeqtQjDJAPIKiV5thS42UAxssJCC4NQMrKCMdJyzTElbwPAlZlt05JygEg0ZNey6DgKTjGFp5yIH2NSZ68zpoxG+OROn5sHhP/5+eXmUjEqsP56C2aYwzHgmMHsECgLIR0yq1rWer9zl3tKXc0lwuedN3XGCu+PILXBJLZBogOI7rUN+M6wEN1ER9948f+yblzde2BmMjwhfRmaxMIWFtY6OKORFQbdTHW1aPzQInwKgAMAurqcsqsClIGoeK9iNw72uciPT4+7e32XngykWVDkqtY6N9LIkpFYH5j4J6zK34JQV3dD+ptvx+yqAna/L+ySEq7JzNBOdI1TZxzJsyCRXHtcvVeevzpIJA7idMbeaVgIXJaaxfV/z/4ffM/5jznbvwIAAAAASUVORK5CYII=) 3 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJvklEQVRYha2W229c1RXGv7X3PmfOnJkzN8/Yk7HHHkeJbWKcOFBCWtEqUIT6QFsJVKRKVIU+0Ic+9L1SpapS/4C2EkKVUKl6gRZoEbRQLiql3AIigSRA7k7sjO3x2JnLmZlzP3v3wTEkIuGidj3th332+ulb61vr0IEDB6AAKAUwAnDpTJfO/4+IIoWBEyOXFQgCBSJAiM0EggBmaiqXNjBmGWpKSjgbfTrc86mhAHxRDikVwlBBSqBQEKw6ZpqTNSs9N1cqz0wNlQ++vXzqod+cXNi6L0as+LZKPvp+Ps12JXWMS4V+u89eqLfYow2b3g4iOJ9XDakAw2A48LWhqdnZwq6pHYWpsdHMZHGbNQaMjQM5s7zt3V88/sTC+a4dSQAQcRyNR8HgGzLWigQdCY0VR3LyvnRS3ZBP0aP1Fnuq5dDC51GDEVAd1W+YnUn/tFwSX7E73cypnq1nMzWmpSIAg1ZjteesbwRS1xkAgJcrtV636+yobs/MMEYUhxE4J25oqmKZuNEyqEoKXS/EehhT8GlqKCVNz7bvWVtu3PnKS2c2Dh1qvD87V1ZT0yNWHLQ5Y/a5F15c+O2rr62vJBKXACYmt7eGh83BN789c/3M3Lbycr2D0A3ABQNnzDQNtSuXwt6khmQUY80NqXUtNQjgUQS5toF/J6zs43d/Zzbcd/PE+OL5VvfgG2dzmq4d+dfL9T+eXxr0BN98gddqNbTacnVqR1rbd1N17+h4PrV4fgN924OmCXAGltConDFxY9bEJAP6bkCNMMYn1SCKIsWXsnlj6Y7bt+2f31O6p77cO/rYn44ey2XFvJVNv/X8i/WnB4M42PqE12o1MM6CDz9sr05OmqWbv1ybLVeyYqneRmujh6Shg3GC4CxpGpjOpbHb1JEKQ1pxQrRxmRpSKpgmM/bflL1rZjr3g0ZjcOIfz1148MMja9M33TxyaxCxZ197o/lyGCp5BQARECnWubDUac5dPzQ9OTsxWa1YWF3vo9N2kExo4JzAGDEjwcrZFM1nTKpCoj3wsBJLxApAQidj10zyrtq4ef/GRffEf17b+OXpM04jbXj3jmxLsZWG/7sPj/dPM/axdLxWq23VD8urwRqkF92yvzxvDZfzlaKB3iBAuzWAnhDQNAHGCLrOTMukXbkUTekcgetjNYiVXxmhu8Yq+n2tdnDk8Hu9X680wrOcy1IcBtN9l545txg857oyuioAAGg6k8eP91bylhy6bm543hrKa0OWQN8NcbHlImFoSCZ1ECMIjTMzyccLFttbSKoRimPD8f1bHE+dP7cYPdTqyHOcEwAKJGkn+g57y/OVz/mVjXMFAAFggjnH3t9YnxzVJ6uTQzvSQwZlNAHXj9G2PaTSCWQzyc1xqgmYBs+VLLankqNJinBmYRWPtPt0disREUXEWBeg+GoWvgJgCyKMWHNx8aI9uzM9WxjOljM6QdcYPDeE3fORyadQLFogRmCMkDCEKBXE6LaiNiIYlB/ItZ6HllJQnzVFPwGwSQ11oe7XVexg90xhPpFLWsoNIBjB7Xvo2h4yhRSGShb0hAYFwDAEFXPaUDbN96YMtZ2kcnuOWg6uZtfPAgAALcHDk6d6dUMPCtvHMnOppNCcvo8EJwQ9BxfqHXBDQ2UsDyuThOtLSOJgGjcyaTGdz7DdSU0lPU+u9D20QVcfXtcEIADEee/E8U4jn6OJ6qi1UxDIdTaVcAY+lhYvgnQNE9tLKJYseKFEJAmMczIMMZyz2HzWpCpJ2R24av1qalwTYAsiVqy5Wu/0Ropitlg0y1EkYTshwBiUVDhxvNF3A+mM1wpGeVsOABBGEowzaBo3M2m+ayjL9pq6TLmuXBn4aF8O8akAl0K1O7Lu2H1Ux8z5QsG0Bm6EKFbQdAHT1J2zJ9eajabNRyp5Y3x7EYahwfdCMEbgnDHT4OWMSfNJEW/zXHmh52H1iwCAOAtXG0Erm/BL1dH0dNJM6FEkkUhqGB7JGKWM0NZOnNOOntzQcqUsqtuLKORNRJGElJurK45ik8lgSqOo4Po40/NojeiaAEoA9NG8JhWXmfK+tbZkczNJYbli1YZKFsvmTJi6gt9sJli7rR177zyee30Z6XQCk9uLGBrNQSOC3XUwsD04PU8TJCcZ4Lf69E4k4V0JoGSaSe82UnFNEV8GUQQVl3nUe4BJ9zaHUv9srHivlYpievfe6mhhKIVj7y7g9Vfex9klD+tBwqmvyWMvPX96PZChVilnkuVqHjKMUT9/EQPbhYqlzhlStoM3bZeWPwZQSmex810et34CcF9x4xUoWeJR7wGS3s2SW49JnvyrE/Gzq/UODY3ouzutfvbvTx2C1+ojnc8glbW6umE93kfmVwsnNj5YW20kwVhJCKa3N3qwWw6kVCBS5sCjdy/26chlCsgRFnV/zJR3oxSZPyjiTR71fkjS2ye59WfJzb+AyJOguN1XS0ferZvHDp+eWz+zaNx43Qi0ZBKKczOdEkYiabwziBLPXOzIg2+8sRR3W+2dg65jIpaAAgDFew472OzRwcsUiKs86t5HRFwy81UmnTs2k2ce3UoOXNoXjA38kNXbbXdioqxNT01YzIkFFBeY2DFUmZ0tThkJEssr0VHb4YcuLHV1f2Bfx5kydF0gltRf67AnN/p0WGyVn6moJpRXgYJgce9ugKTkmd9Lbj4FggCUAWxCbDpDO0WJ7MOSU82J1D7FGIojOczuqaI4bN1gJFbGg6799eaGOuz5htG3Xafe6OV0ISAhFjoD/r5UH7lAMS7dO7WocydUnCLiBJF6HUwsC+XfzpV7B8B7itgyQOpjf4rlvgsZBv5ssZzN7/vqTlw3NwalFBZOr5mdZmunIcL9pi7nocK83Q8hNC67rv7kSlc8HkvyNxVQMJQMJyMFgwFIKK8Sx3RXHMt7QTAks55WjDUvt+YmAHkBmU/UbRR3560f7flSrUKpAlaXT6K53EbgR5BS6qRiZDWFpu/j3DLbiLXUq0FMNhFwqQQyrVRcjklIgNkheCdWrCUpcVSRcVQy82+KxJmrDSkF1ur4yUfePNTBTR80vrfneppZrbfRa/XBlYSZABiL4LoeSIawQ+uoUuKwYpv99FEPgBlvSW34VMy04yBRV8SaINYCWGerAa8VivjKqcX4wZ/9/OCZfXsz90d2dx9zBoVCmlDMETqtAEt2gIE0NnTDet4nvrS1DujAgQNbQygDkAei4FqJPjOUEpDRTEoL95vk3moZwfV5K861OhHqF6kZ8OyzwrAejnA1gP9rKKakLJKKKwSZUwpQxFpg4jwRsy+/Ka71xP8WJInxJsCbW5a51k/RfwHV36Z49w4UUAAAAABJRU5ErkJggg==) 3 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJV0lEQVRYhbXWW2wc1RkH8P93zszs7Ozs1Wt7HdvrNU42ji9xQgiBBIrTCwVEL4KGqgpqCw9URara50p97HurVLRqVfVCgUCpoECTAg1JIAmBAiEmsRMnseP17saX9Xrvl9mZc/pgmzi3pkj0k87Djnbm/OY735nv0PDwMKQEAEBXZYARlGqDMhIA4fMJ25YoVxwE/AosS4IIUJSlpytCAi5Fmk2G3NTqd77BGYzZPPvbfIm9X7epRJ9RIYREoyEhBBAKKayzwzC6Y15zcLA50htvihx/PzX+m9+enVj5v+Lmdl9XyN7dGsADhkv2EUHxutn2QIE/n8rxF3JVmvhfsyEkoOsMw19oivf3h/ria0PxjnZfd7jN2wF0RIGAEWk78fO/vjhxMV+wBQAoLmYNe9TaEy5FCwMMAMGji026hg6fgf5klv0+nWfHbAfWzbLBCOhs127t7zV/FmlWthdyed94saD5fTGmemwA5ezMpWJlPmMJTWMAAN4Z7SJhVYdcqoxpKgdnBCKCqpDhcVNfwENxTSGratF03Ub1vyGkFEatUHhkNjXz4OF/nc98+OHMqf7BiIyvb/U61iJnrDD5xpsTf3jnyHza5VoGRGO3zNqC1UMhdTAQcjc1KnUoKgdjDFxhzGPwaCigDPlNbjo2LhWrMiMlcD0IAdy2IWYzOOTy+v/68K7+xu3buqJTF7P548cuBFRNPfnWweQzFxPlosKXHsBjsW4hiE/fsi6gDwxFNqoubuQzJbjcKlSVQdUUmF4t2BLWN0bCWsylIr9YcFKWLW12tYLItiVP+IN64t4vt92xaaj5kWSqOLL32ZFPAn5lk9dvvvf6m8lXymXHWrmFx2IxSFCtVHISfX2h8ObbOvqJMyWTzsMwdei6Brehwetz621tZjzaaW4IBRRRKDamFvNOhfPLCCEkDIPpd2z1P9S7PvD4zEz5zD/2Tz81enJ2/dZtrTstm+07cmzuYKMhxRUAAChXRK5UrqV3bO/ouvPO7rW1hkOZS3l4AwYM0wXT54Y/aLD2dn/7unWh/q5Oj1s4jZlEqpYhIkgALo30vl73Q7Go8VhmoXrm7SOZX547X5kx9dqjrW0elp6p/2l0rHSOscvoTwGMEZKp+qxCVuGuL/X09/R3R+qVCnILJQTDJnx+N/wBD4IhA+0dgeDaDS1DgxuaYn4vLZ67UEjWao7saKNdHWu072UXrZMffVzck55pXOBcNDsNa32pSq9OTln7q1VhXxcAAKrK5MhIIdnkk/aGgXV90Xh30K3UkF0oI9zqQzDkQTBkgvlNQPHrZjASH9qyJj4YN+rp5KKdTmbvcySlJi7av87mxOTS8pAlSD1TqrD3anVZX71k1wAAQFFZ49jRuYmBOFfbu+IbQ2u6DLdSRKFQQ1t7AFqTCcADwATgZ0BrZ2t759D9D4bVeqn6wb43s3sdwVMrb0lENjGWB8i53s65BkAEEGfVw4eTids383C4taffG16jKMihUrHgbWoC4F0GrIzmIBDt37y1nW/qk9NHjqbT5apwFH7z7+c1gBWELVnu2NHEzN13aBFvsKvHCIR4vTwPnUuQFl5GeFaNoA50bmiPdsUf/bZRGRlJT42eLdcNN/vsgBVEsSzTo6fTMzt3uG/RjPZuw+9FOZ+B5gGAZgA+AAYA9/IwGdAWBY/13/9Ak6ZiPv3GgblF0+Q37CU3BAAA54RLs43UzPR85e5t+jrmaotoHg21zAwUg69C6MtDxVLbMsNAz6Zbt7Z17thqzf/z9el0w4G4ugBvCgAAxpmYnKpO5rOLYuuQa5DpYb9iMIhsGuSmVQgXruyZ3AA6e9s6unoe261V3j12cfpiol7XXVcuyU0BRAAx1rhwoTTVqBb1jb36AHeH3ORmqGZSUA0JYKUmrnlDDoS6wXsGv/5NU5tLJS+OjBYLLu0y4qaAFYQAORfO51PCrpjre4wB1WhRVMMPYBFAAUAIS8V4vTDCQNPAPTurvtETicn0nLWw0kduAJAKQOLyTyfCncp3Gw60sbOlYwq3moe2tPYAAxwwUb/0DhRvCUALlrbl9WLBBKZ7M1NJTypZPlOqY5HoaoAUJhO1L5J0YpJ4CkQ2pBPhdvEJJqo7wV0fN+A6eG58MRXrcEU7u33dwCQ9vefv2P/qCdz9FQ1AE4DgVZPPARjBzNmP9XOfJHoalbqVr9CIZaN6GSClxpzKd7iT/SnA65LrhyFFM7eLT5CobRPcu1dw90tEVK83WOrEh6lCcWZi3bNPHVjjSU5hINLA4QOj6N0soLoDy9kgAHkAY0DxAxzYfwqzyQU3h9Neb9BorkrjqzIgWpmd/zGTtS1C8f1FEp/jdvEHJGq3C+59XnDjBRDVlmqCRNViibNjC5UmWe7bdU+g6c4tIViWxL5DKfT11Ze/FRzANIATOLzvJM6fTqFWsUBMBho2TWdK/KiyKv0BElYUxHOQULhd+CGJ2m2C+55ZPflKEFHF4cbLWSGjE3n7R1oa4Zreiid/chfIvwHAOQCnAAAnD49h/HQKlXIdQgKQkjGSYUZS+xTApB1TZG0NJBTmFB8GSAjue1pw42UQFEDqwJUIByyXqhh/PHS66q3a9P0d34qHyb8VwFoAI3j9xReRmS2ikisjv1CCcAQAgmXLXLFGp21BtWWAZEw2erlshISUCqf6WqH6XyFGtipKTwJO0CHjVcHU46t3BwEQxBMnM+49qo/EfS2BxwF/GFgAxHmkxpIoZxewUGZQlaUDr5ASuTI/NFvgr9kC1lINSLjJKe+CU95OANNIuBhElETpa0xWd4LUtMPc+0F84erNRUuZyE/P2eNEddeWbWwt5KTn4DPvotmZw92DKorFGibmBFSVoW4hkVpUfzFfVt4GAcsZEKaUTsQhRQCs0ADPOZJlBblGJOkjghkvSVLOXz35agRUNfHn56b3TIy/stARlLvNSqbv3m0Gi7Rw9HjyOF6yUWIeq1jXX5sv8bdWTtaXi5Dp7wm1Zdxh6hhISUpicyCWBVju6gK8EULRtcS/R61fjSnWqXV+7G4L14fzs42W+VSF1SoSNW5+lKmoz9VsNrdyOKHh4eHlMhA+gGogsm40yWcJKZxoxGjc1axWv2qVihunqrykekK/Kzv6XgGyVrrGZcD/ISQAJkWYpL1GSBJgynlJVFvdspQb3fx5BAGQxDKStMzqa6vjP1ErHZltFWLcAAAAAElFTkSuQmCC) 3 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIG0lEQVRYha2WW2xcVxWG/7X3PhfPjD3OxI7txPElaWzjNKVQaCuEqlBVfepTWpAQFbeK9oGHqkIICYlHnhHqQ6HwAAhCSSsqlQhUVaLc1VIoTZDSOhfXcW1n7IzHcz+3vdfiYeI4F6c1VffDSCPts9Z3/v/f62w6evQoRABPS19/aD9rmWqNRP/LCaWEj2ZZK2h3HPqLBmkqIAKM6VY3IoBRkhvMpY/s6Y2/xaKrq83gB5WOOflhIJgFWSZgBkolo/aP5nKTE72FI0cGh2emdg+/9s/lsz96dm5+c7/RSvyBXHZsoBA/5Rs3S8QY6hOjKAgrHe9k5qhBO6RgAcJQ4eh9u6cOHy7NTt1Wmhrd1zc5MNI7CoyOAf254ZH/fP/5F+YX6g3LAGDyHs+WcvETgbG3i3QL9Zjs3uE+6fM0Sqst73hiqboTCEXA/n3+Jw/PFL43PGg+06jV+842G36xb0J5eQugXS1fanYuV1L2fdVVQARWBLFI1xsRAojgG54dKMRPEUm41vJ/EWW09kEQIpxbubh+/8snL99Rq8YrJgje/Po3PnXA882EixZ87fvlN/69Mp8kAt/vPqP3jU1WCaodejxjNA8BQLePQCve1ePLTC5QIaDf66R4XyUI0NaCVyv4U9BbfP7hzx/O7r5nfOziQrX+2j8u9Hu+d+qPry79amGx3TS6W0iPT0xyYtWiJhhfZ5/QCnkQgajrhyYp9uVxezGve61T8+0ElVsTkLWiF4u7wsUHHxi5986PD35habl5+rnjp//bXzR39hYLr7/8ytJL7bZLr7UNVqhVaXsn1tvBicyhA0jXChBEAGuzUs5LHh0rZd+ZHNZ3+r6CbNOfWZDPqfDuu/qOjY/lHzt3rvrOiefPP3PqzUriBSZcKbfeW6+m8bXP6ImJCXQhVINZXQo07wsMHyQivamCsICZg3wPTR2aKg329fmrS5eSJRHIpiUsQOBTODvTc2xiLPe1ynr0zl/+VvnhufOdciGMHx0ayauVcvLzM2+3zilF1wNs+p6xKrPocmjkgKfd5NU8ECAiyFLnhYGaCn3arzWVN5q8kKYiWhOUghkZwiOje/2vVDfSU2++1Xx6pZxd0JoHXZZOtyL63bsX0z9EEdttATZX6miZQJ3Qc4eMluGutV07QECnlWrP8MTERP/eqanS5cpGsthuOwfhYV8nDyepLM0v2GeqNX5XawJAKZP3TqujXo8TSbS+PsU3AQiIE6veVVAcGndEKy52Ia5KgSRKVf+ucHJ6ZnBycKCnurjUvhCn0oliXGo06ZVOQsubb0lElpSqA+S2O0E3ARAAFspSVhc1SegpO6s1csDWyQCAjUqTlMLY0FB+fyFv1lcr6dkowTJItXc6ObcF2HxbK9SOM3UBIvnA2FmjEWzZARAprK/VIcz7h4by4yN7C43qRnq+0XJW/R8E2wJsKmFF1S2r5UDLSGDslCLSXSW6O4gI9Y02PE+NHjhYmhgb62uuV+OF9Q2baLUziFsCXAOx5lhf8rXs9Y07QETd0kQABESE2nobxqO909ODM6Ojhezixcb5diTRToR4X4DNlTq1LKLWAsMHPO3Gr8xqEAQgglIKlXIdRBjcXeqZKfSQrJTjuThF54MgdgQAQBKrlgiqGRh3yNM83NWHrmZCaUKlXIe1dtfuUjjdX/TsWiX9QIidAgACL3FqWZFqh8Yd1kp2AVuDCiCQItSrbRBQ3DOUnx7aE9rL6+lcFMstIW4BIAYg3vrrhpXrfFmEizH7ryqB1siOaIXc1qm4AkFAq9GB5+niwdtK02NjvXb1cjxXq7uO2iaY1wMIFxTH95O4CSG9DCILccPaNh9XHH0OKjhl4b0RWT1vrXiBcR/zDPUQ6KoSBICUQqPagR+a4qGpgenR0YJdKbfnGk2+SYktABFfuc4Xtat+F9CJ6PDPEB7Utvk4cXwP697nWPe8SEQZQ9UzNuc9JbtCY2/XCmZLhU0IwvpqHSJS7C8G0yLOXlpN3rZMEW0LAB5Stv6kkvguNn2/FNJr2jafII7vZt37G9a5EyC6+il1UDXHetXXMuwbd1AR9E2ZIML6agOtRlS0UXwoiVyjHdMcgxK6CUDcfm3rXyUizSr3V8WdB7vN+359Y/PNHhmrFceqHGge9QwfoGsCsXmrAghRJwNb22/IHmSmVpzpOUb3xn0VQHH6ac9Wv0TifAH6SXgP697jrHMvgqAAKIDsjSFKnX6PRVUCzeNGu/EtjwkCAgQQCBwLtJKBQLtJEbURZXoOIHsFQJTm6CHP1h6CuDyRJpj836HMspHkAS3Rg4BuCqllgG68DEli1SJENQPNB7XmEVy5L8mVHxGAGXCOocjtUZChODOnM9FL5srOUDibtIJQAQgk3uscHXOOHwUhZNX7kii1dt3RvGYxKK3G3kmlkBukzrcDY2flSmcRAouARWAdI0ml006xkDI1AHTTC3BBxA07MgyoRgZdc6KqTMFpofA0q9yLQub8ds038+CEOtWO91uFMFfKRU962k5BBCwMZoFlIEqk1ojDF1ou/3QGc4a2AACo8HX29px1ynsbZJaE1BpIVQFVuzGAt4LIhBqVKDjOAtsfdr7pqfQOFoFzgiilci3O/6ztcj9xZOY3o9IFIL3GpvAsQDGI0lt22QkEU209Co5nDq1eD495Krk3tajVksJPWy73Yya9cu0c2FKAVOPDNr4Rwgq1aklwIrLmTKjT+6xDo+PC3zOptRuHsdmuyEcBISAbOfNW4vQZAVhAdrvv0f8ABkAlshRA7VYAAAAASUVORK5CYII=) 3 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJwUlEQVRYha2WW2wc5RXHz/m+mdnL7Hq9u17ven3ZdWxsY+fimNzcUjCUgiLalyBQW6FWVCpS+9qXqi0vlfrIQ1upRUi0qhAVkBYQLSAu4tYUEcjFcdzEsRM7cbybXe96L7MzO7Mz36UPjuOEuAEqztuMvpnzm/M/538Gp6amQNdkiqDUzBZZERIEInylwZgEq8mhPaKA60pABFCU9SQKQVDiOr8zpvPvVJvKm6UGecfycBUA4P/hEEKC50kQAiAWU0hvTzDYnw2HduxIpEaG4qmPP8nNP/X0ucWN8woXwKwWLnfHYSidxKlK2ZtcrikvlExywmXQ/DLVEBLA7ycwdVd8aGwsNjo0GBvq6W7r7+gK9wD09AG0B1NdJ39z+G+LF+sGEwAACiJAzSYzjZb6936dPpGQzcfbFHdfLhR4YdVUXl0z5CIXX0wWggC93drE2EjoiVRC+ZpRq7fNNwwt0pYlqs4AwKoUrjSapbIrNI0AAADNZrMgJLKWI2q6xkd0jY9w1+nyaXJfPKoMh3WFuYLkLVs45HMopBRBxzAeKeYK3/7gnfPl48cLs2M7UnJoOBnmbpUSYiy99fbin/91pJT3+a4DQARwOa5xLrlPV7Z7VGtUK003rLUO9Pfq491pPRoMKpW6xcuOIwQhW4MgAGUMRLEM7/vCkcMPPTzm7duf6bt0sVL/+KML7aqmnnr3vZXnLi5bDYXiJgAAgASUliNXNUV2dXe3BTwMvLV82eAUWuORNt+ewYH24UwmzCTI3JWiaxOKNzcpImOSLkei/uX77+s6ML4r8chKrjHz/F9nTrdHlPFwJHT0zbdXXrUs7m48cg0AAUACsTxXNjIJ8vXOuL62XKUvn18yRbNW7Q9oYmxgILZ7+1hHR7LTVy+VnWKlwoSqbmIIISEYJP4DeyOHRobbf1QoWHOvvXH5D2dOFYf37k/e4zLy+pGPVt/zPCluAtgIJrBEuZdIJJSDyZ7oyVwFXzQawizl15KW1bwtnQ5P3HFHenj3eIJRwgtzC6ZFFQQpAXwa+kdHAoeyfcHHymv23IdHyr9dON8shPzOo8kuneQLrb+cOWsuXC/hTQBCIjOaYjXg53tHRzv2RtqD75+aa73mSt/FYtEMrCzmMnqADo+NpSYmJ3u6BrbpjZWVRiF/xZHZXvJwT1r7YaXqnjox3fh9vuBdoFQkuOcOmzb+Y+mS+4ZtC3ZLAEQALknFqrt2b1p9YHAglvaE/Ghu0f0UqG+2aUtnfnY5XauZ/ZlMdHxyMnP75IG0S6kHZ2av3O8xyC1dYn+s1MQSpQgA6ApU58wmOeq0ZIvSGzvnJoD1hgRgkhY8qxnP9oUeTKZCxkrOmjUdyAvUTnHQVpaXyrHTJy70+nW1f9eu9O4Dd2Zi/X2R+RPTtWfPzjvLwSC9+kHIkJA6APKtpnhLAAQALrBlWqKkojMxdFtsfzQW+M/MbP0yIjY5Kmc4aguNhuc7/u9z3YZhpYe2xccGt/d33PuNdAXRvXJyumYpCsLnGdiWABtSMEnW6mt2K9OjHRweTkQliONn501TVYgQqCwD0WaQasbCmVxq9tRSKt3p7+sd6tq9f7K7a1uPr3FhsVrIF1zuu+p6XwoAAEACSCZJya410plM6FudnXo9f8WaNUzOEAAEkqpAbZqDtlQqNtpOf3Iuiy0nPpiN7RzY0T16x444c1t2eeGCaQgJsJWB3RLgqhRN0xKryKyJgW3tk9FYYOHsOWNJiI1tia4kyoJAbbFueJHF6XNDnst8md5IX7Kvfc/tA5Fsd9rXKK5apVLZc79QE94AsS7Faq1s2+kUPTg4EE8LkNNzC2Z1Y6dLQMk4WYnH/HjXVGbvzu1dMeYJKF2ptRGU21PJ4O5kp08nKPKX805Vwuaq/1yADSn4uhTdqaT2QCKhe9W6O1Mqew6lCJKLYFdUHPzmXYnvj+9M7gEBzrm5YvnUiUv89IlLwbWSkQoF6Hiy09/LGc/li27uC1fgmhQShNUUdelZu/p6w9/oTIby+YJ91rI50anz8K4R9Vc9qcDduZXG6Q+PFJ46Nm38aemyczKXqwWXz19OrxWrYU0lQ6GgEm85Yn7NEEXE/wkgFQAUm5c8RXnzB1xIahp8LqKLqW2ZyGgopC6uXK7HM1Hn533p4L5qjR0/NmP9+nwBnzM85YzN1RM2VxasJuuqVSqDZsNR20JqxqfS1lpdHPM4ODcCSBEiwrkXJc9KpDlAZCB5irLG40TY9wji/9QD37tWzYxGI3BwaKgjO5gNTmi8eZ8UUF1Y5k9eLJHDXGKLIAAiCiDKikTqeK6zz3OsqF8lWjCg6Y0mHG3YuLIJIKVGePN7lFd+AUBbkvo/ACkSlDUeR+HsFzT8vKSBV7gkNY9DtWXUdyTi2t3JTv02zoSvUHQ+Xsjj72yPlD5jPlICWZPMm/Ba5ihBhEjY18YFXaxaeEzZPCc6kFsPovS2SaIugBSdlDV+jMLZI2j4BUGDLwKigwDQZMp0sSaeOX50OdvdHcp6LgfTgcWmi4Ut/2SRmIBKmQsAx+UgBQ/6FTFAkCibFiVFOwq3D4DWQIJCmfETFPaB65NvTgWyqq2+VaqRf5ZXLcdzGYAEBgBia+eVmpQiJABBSAQh1+8BArlWASJZVpFOGiQohDceAkAhaNuzggZfAQQFQPoB1iEQADxBVldN9Tnd5+yhhB0ASf2UgMLEZ1Kvv3sbJa0hqSCoClmfKg6ulCCuVkASIr0RKr0YCjdGRWsQqW8OCTJVmD9Vef2XRHgTAPJaxRABbE+ZrpjqYdPyyn6N70y24+j6110THzQiOuKB1kOJiBxNRHWIRoMASBzbxUtCoqtcxfRL4fUzCX4CAD7ppDnHQ5yLRwHBL0j4VUnI6g2jCQAc0ClZ6ktCtIYHA+yR/nTgMUVFll9li4Ag/IpMx3X3UFhjj0oRCAV0H+i6Bs2mnKta5AgXwK5KIEJS8hRHRQAQwwNa45JUBPpmJPpnBAm+LFE5f1NvAYAn6UXDDT5jmG42E+Xf3bddn3A938VivsFc206rhO3U23zt0UQnUIJQrdq1coEfrjlkGgBgcwqI/6hQO+c5Uc8CKisSySogqQCQ2vUNuFXYTD2Wr8GTiuL8bFDX7h0a7twzMhwFzaeABADXZSCEhAvzJSNfZC/la8qLHkcTcQMA6apQQk8DoAOI7q2SbRUSQKw11Xe8IjZrjeqy0fDu60wEe5I9UQUBRCFfaxYKzfmFC/brxYb6nOXR8xvjilNTU1823y1DoyLV7hcTAZWNgxRxCeB6jFyyuXLMdOm8x9EA3NyGXznAxqolKDUpgQCAAEAmJIjrE2/EfwFHKzBsATON1AAAAABJRU5ErkJggg==) 3 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur29759 1.3333333333333s linear infinite forwards;
}
