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5%,9.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHjklEQVRYhe2XW2wU1xnH/9+Zy87Osst6vawXDMY2xbFWFQUeGh4sLlUbWYZyK0sCFYgmJVXVkkvFxaR11gspJgmkJVEvCkIVFuHiLUmIgFiteiEPCX0ouGnkUislTgtmsZe9787s7Mw5fYhsIdpwqUL70v/TmYeZ76f/+X/nOwP8X/9j0fgiiigDgAQiAOL8vw4ghBDt9PTUKjivRU0WGLQTSNx3EDa+WCZvXSIzaZMqS60FlFozaAwLIcS4M/cVwDTNizU+/4rp06YP+/XJjxGJzb8WL1wFgD7R57TjgHq/QBgAaJo2zxeoea/lgZalx3KxjQysZSV19QPAOun5hz3KWKTijoTvBwgzTfMiAPh9gct/vHAxu9Yb+xUBFwARfpwdHJDd2Kbp2s5QzeS2N81v/SGDxnA7tnxmIEzTtHkA8JdLf03m89nflUslzoVoP2F2IYUrMgcPNTU1LyjlizvWuGNDEqptgBL5rDIy0QWLENN+L7qNVfTsUYBHAMgO2f2aW+sgkvyKUP15I511BB8VwNBZ8eLa8XefmP2yKzlvqp1IrL3nrpmgD2HQWkHd9Ro8p4JotAH4OJwOs2KePVHsmpY3MnmFacEz4sW5XuZvW81iAwDwxNyfPDzlc/5IX1/UWYSY/B87AADtOKBOgyeSw9WdnOwFsluWQU5WVtSz+VyuQyV3MKw3BzLGNUxCgFu+TOrzi5tH//ze0KV8IXfQ5sql5vq61Oqvz+Fjg2M82hflRPRptQEA0s0P8/CoKOBDAuySTOp8pojps2bPYjdSY9PtqtMvkzK96lhMYS69QgVZ92mesZEbtYxJk4vZch0c50rrg82ejQeXXx35SHr1wKajlZlprxjEoLjjFgBAAmu5hXRKgjqU4F3zAWR7BjaEBUdQgHc4vHre4RV4XbWwYSFfyLOf/u3JQSNXCZGQwozQOvSnjza/+nh/79mjv2kbGRmLVO7QNf/iTxRRlkFjWAVvOyP2nfia8qwJAVkIka3yKrwswI462wNrlG5IKkDEIAuXmTPSFzic3/pqJrUp0BoYWL6UN4bKvHySc3tIgCdNTE6dQ9z+VAc+cSHBZZipM2LfiQ7a1neyuksLaU0AUYCIAhUy/FF5N2ShwjYFbIPjUPqpSwCBAHbsRvfiUq4c9lRCEZfmavO4tR2MaJsAtSooh24N6r+1xYuk/RXaXk8QJ1fLsYHRyjBnjFjC6H6fMbCQ3gACwS/CUDUVGwI9kV8acZ0DrIO2nuecyxkxojbMbAj1FePziRBRiB7TdVfI57EC0Wgfuy3AuAsc8pDFy0OyR6ReKzwzAABHCp0DeSQhIHCIfxuMGJqbZrGNtT26xFiQCAGbLGajgj0frJcB4LSzb25wWu3lmoD2jSXt84Nfvpy5PcC4Czb4KJPZSUlioz1Lj0cAoPuLibk2t3DcfgYAcKTYiY+Hh5kQIuh2act1tx50axqrmg5fxbpSALBC3vGSZVSWPfjQF0JjN9JBc8qMibq3bdJ2bFFVRY+csvZeXFcbG3ap7pBZtJjMXSgYOXaK71HXyru5IECQDclFmNnUiL8PDzOrzHmA16ezInW6SsUFmk/VZUW6VN8c7hm9PnL+8Mdx844AUURZXp8dUipmBMQ2g1OYgalcAEwwpkALgCE4RW/w/6ywiT3ii0P3agAAq+RwI1/JKkLjFhk4Znz/yjp9T9qmyg8Tpfj+8Rl0+2MKn9yUltH36m2ICAGtgFRHYEyGxAAWVJm6XDAedLvdzCELuk/DoX9sx/pAHEfTMSynTluGyv0ImxlcO2/A6CFY7/bjFeu2GZjYIyJyYKc45NTb4kevENCmM32xytyLFaYsNHlJrgoTtqigqakZJCQ8GtoPlXSsUeJcQOQF+HAW1wcI0mUZ7rQXgYnv39UoNRDggLCX0tZeFVrDa+Wder27Zb5MarMMlz9R2vW+2+vC6I3rUIUGo2DC60yFxnQQY7ZF1juvi/hCDZPO1aGF12DaxNS8K4AQBrkASwM4w0jKPzXpWORA8RGVEclvit1snee5OaZZ4TNapiBnpMEFR0G6hiOVbczj1WSCWLiSut6ZghmLBKosg5q764Kb1Y4tKqBHdHLt1H1aGxGFejOd8ir2gxQIcPkkRkR+wTmMkoVT1b0TRb4qbTcZV0yCdF6D7/kc1Hf78eTdZWBcXiRtFXy0KpsnHclK9mY65XU1seQb/LmgI+zTwiLOq8R5lbJCiNSG2r1pANhQuzctIIo2zGIVZVbACAyk73wQ3aoEEtyCmSLQ0C9GOtn62u4BEFJr2K6XEkZ8rhs+zG58gLvInQLYW+W8mfqOr9cs5w0OQacBSp0R+x7iAHcjfW8ZuNmFiiIlV3u6ns7nSh8UssbrDqqLv+s+HACg5y9bJkDJt+yeb4Ijea30ocm5ME/zFzZp8L2ximI/FlBSY6hMANx1Bsa1CDFZQTkkwwm9LfZfXEldxxlYQCFNPsF3fmk16/65JYxzHM4iAI0ExlzQ0jMxJ1lE8fB1jIxoGEiN/3XdM8CtEAAPESQmwJiAYxPUNCBswJZt2AEFMgugjrtQNzoDs0aB6mgcSybuBP8EdZ1tFeiLpp8AAAAASUVORK5CYII=) 1 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHkUlEQVRYhe2Xb2xT1xnGn3Pu9fX1dRwc4zj/CIQAKfUHGqpORVu6wCZ1AQWqUqXVVFVlAiptEt3GmpXQjThjrCMDae0mVQJ10hZEoSZ0sIR1azVB1W0UiSR0Gg0eJKEIMI7jOE7se3197nn3ZaGgRvypoJ/2fD1X5/3peZ9zznuB/+sGERF92TXZTMUZY2zmz++jvoUflBMRfQMvhlrQrrWghX8ZdRkAWJbV/5T3lR+CsMzh8h8QSlqAJVVYSR/iIoqovF8A3LKsfl3Xl5YU+5/ocXa96jdmrWeMNnKIZYAR7rK6TjfhtfvmCJsG+N6C3z69oGb+6oEzZ86lxsYfU8ktOXjKzY0jBWUqVlCVhG0Gkj58eE8d4bquLwUAf3Fg6HRff9qyrMd6ZOfjAJUH2Zyw6kGrbuhtoZJZDZpr9H+ObLpnjlxP+5Oe9jmHc5FLzfyld4lYuQfe9w9R5KVni179tHZRDS6cP5+czGbPFyjfzcBjAkriXmTkOkAj2nUPrMU6tFZAht+hn9dPrz1TtP2KizR/xkylHZIJAmIq591M0WJGsS9RWqIn40srRDT69F2DXLcxhLO2Bj2hw3skiBrxJPvJpwCwRt2yyzSz6Yw5njkqd1bqirHYx/0NKultQX9xW+kcb0PpQn9Y9A6EGtGufmEHAKAJr2mV8IYncLlNMrFM9agqmJNWXdqxzMTEKo15guVGbWDcvIoiBORe8YL2q7XRgX/9MzaYmZzYK6RrsLaqLLn22SVy9OyobHm7Rd7uTrspSD5UiCQuJRwUuhW4kgzkX7BwYUAU7FUM7F0Glhq3rqVdXOd7xQsaALQebqlXFdcyx8LGntyOy2V1s8NnLqQWr+lac/rFRa/fNqyfw2vCJs2L0nCeZdsMj6eBmAySRNq0cimVtJMa15tLjZrAaH6Yv21vQ9tDXRgZGsllc7lT4KK7pGzWg19b9UjRJ6cu9F76TzxWyOUT9i3C+jk6H+JiApOJQ2ZH3ZQ5lXDyJKO5jpDG9OAfacc6FW6eMEcgSeIZbwTDF4bx1uRPDSKpOQ6V2aYIP/+bFUvGL2XbDmW39wvOGgBXOIOqGTMyY4OasEkDXGEG3qZzT0OZZ37omjXMhSzAxXVwcK5AQYHyYGAoIG9Joj6COA7w5W6u15frteoEiydtMuPZXHZQkNwrocbeo87LNz52M/bHh7gQUBIM1A3GEon8iOScccaJ789u+ThkzAUDg5/Koeka3Lqb64abS4BLklxKqY7TFW3uvLkhIixmDGEXY+vfo87LwM0v74wAUUSlCispocZsmYupXkpqRUwGQiXYWPbr+gziIBDelN8FZxy18xfwfWNbdYXzIGMICGZzgTzOD59DNNthAEwNVs4eWle943UA2PPIHtctAT5zQSa4yrsPpn9WWffwfME4UDWvCkLasGgKT/CtYMRxcWSEPxf4xVyPW19jeIygR9d5V2rrQMGU6bV826DC+F9tM9/86OMPhbau2NNolVbz2wJMu3DU3nkQACLvP69Jh3LDQ0OWQppFBBuAyOfzUuQBWYCfcR6cv6DWzxXOv+3dsWQ25oCT++QRsXOz4yD44dG+gMiB933y0e0Bpl1o8r5SAQCrXa0HxhKpU2Yu1zdhjveB0OcifUgSpYN6NRgYPzgZ4cmxa9zweWAU6RjHFa6CN6/l25J2RgbNlKMOnh66qeYtAaKISivnSjazzVUFId4UstBtS/E3h+RxAh0/RNvqABIJaxhROwIA+N3llzHvwUpIXuCCFfw5TPhBKC6hCkFSimi2Y/e1i6nr98EdzX5N2KQ5cIc55EYOFjZ4kXbIiXz1KSUSy8tckCvMb3gMfmCyHRvm7Ia0AelITGVyMi9yaRWuJIMSB9hZG84bBpTBKDrs2zowLRMBCZBQwIqO0a7lKtPqv190wFaZVqvC7VdJ4x6fGxuqd0MjHeakBZ9TAZ0b+BPtDNjM/kCB8oGOohNlqJNdVttHd9SCaYVwVhJ4CkDvWt4+UMIq1VF7ROOMqQFWATBIy8rL6rpSTJgpSJKYVK5iX76VA0Cv7NxQQOHrpahuJBT4c/rRR+8KIIqo7LG290qoMQbEprxXk6oXQvFCvGGu/5iIUm+l2vlg/5B0ZEFaTlbmKScj3/yDBIDVyo8tglxyEf+uySEVmMTV63vf8fzfghaeR005uVhDkc94+YGlNYsHTw9lpjJmmhE/6fHozeDMT1JmrLwlZs0qURljxUSUGU+PSZLSAtjZXtr1+HIW8ZxAh3XHDky7YMNKMrDY/rH2h8/1D8fAkHRT0TEX3Ms8KMaimgekm3mSAD+ay1hJn10hchlTglgPwJIEpFayzY0efHYK7mqw9CEujti/7AeA/WOR+sm0edhBYXkAVQYAIzNkW11TW+pIUhwS8avZ85aUZPXIznU6it9xwxsnuJKjyN/dMbxRjWhXj1OksJL9aCnAvuOGJ8TBAy6mqw7yQgJDNpknJJxGADUMnLuhp+ZhSXwKU7+/hitXdAwkp2eDL/QP2Ih21YVcSIUTAmSIQeEEzv9Mnb0rWdtXABKAUAVEwAWVB1Am91HrXyLs71VAIdGBFWJ6r/8Cr+u8D7vl4o4AAAAASUVORK5CYII=) 1 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIdUlEQVRYhZ1WfWxb1RX/3fue35eTkLiu89WWNIHSeVBSmAaTMgrShkrpWhVwCogNV6VjQmolEP2IKDhmHR0tgw5pk1CBpBR1W7IU2kFVoU18CKlQiSZTP1bczg2jSh3X2IkT2+89P9+zP6rnOTT0Yz/Jeu8cn3fP75z3u+c+4Cpgmubg5fzfFfP/xF4ViUvFLf8+JwA4fPoLMk1z8PDpL+iqE08Hd+Hvsl1fZnsjudejh3rKNgBwl2kIIR5CiAMRfqVV9Ybry0mPHuop25W/fccFC/eOltfY/NjqKWvKmqYtBIAsmgMAQNR9rpNBBU44/egXlcFurIuzK7YBvY/CNM3BU4N/Ktu94fr//b/8UXJtAKi8N01zsFztQXrlnMyl8D2epxZNIDc/g5aGxVirXOjK9Jj1zgYAwMpbjfZKO9w7inDvaNl2fZVXtyDZNX7u27JjVtOs4fHs+OrxiYksp9KHgBHfbe7umdA6bqvGpxd1pLKq8GOry9VVVnk5lDVQ46s7NO+Gefd6FOUUB5+nw7tGh7o+bOzY6vWcD1p6sIGI6Nsd6Q3XI9w7OiXp2RXbplTq4nzH4+Uu7DsuGABw973W1vjiT/19ySOmaf6YAUcAavCzWUFZx3rN0LoCddd0LFeeXZhBSwMRldXuLuYm3PL6Gxeu+3ZNSV7273wdleJlbsAKPTKraOd+SILWELGG92l7+308ckw3tJrW61vw79OnUxO53OkiWQMMPHYQLw+5KnfXcO2jh3rIVfu+44JV+m/60SpW+Vz54UWIaDrM+RqU9e/Q8w+7/k5v94m+XHfwEe+L+WwhPVYikSQgJnM+wCQl1jexuWf9ja/dlljY6PT3d06rkUuhTCCEELcQbDCgd1Rhxvqd9NgPlvL1JziXDoCwZH/pt8H75YgNQMikpItkJ+v8VTFvkzEws7E6NvjJl4l03pP6GFGnMoFpmoPf3r6V/rKg+tEvbPhSBvyxDEbi9/Hn/mPo1bWapi6pqqk+sJRvOEGEsXq9VX4r/3RyBm8OOo7omN0a6Do19PVGwYrBKr0YWHvd7xUior5QHyeiKbOjcpC5/imKrkaj80fzkZ4SigMSPCkGqm277jqfU7SXMLCDe0vRQMYcHVNVtT3H08qu9Mamk4fPBGXJc3vJxBrYdvDVU+ssAAj1hUrrrn91yhyZrhPs247FWKt4MTNosVyXoesdf8lFmkJGJFkw82mZlM/epd+E3dgHq5/H3Na5GI4P53P5/GFwZ6Cu/prv7Tq7+Ykn2/+w8utTiVgxbyVtmKlqJKadIxcRCCHEM2hpUCA6wFiXJunzQZD35J45pqpqOwBYljVUeb/at2P+27mN2r386S01dVUdHmhzOHg2ly3E8iI/IIQTI4iEiWsu0shFBNwuAJ4gA+/SuN5Rr88NjJpnuCOK2C+2llt6vxQBA0MRlimIjhCcjwB+p8q19gatVR5nidTbE5ua7uVP73FI7BSQY0UYyUoS0875d83tnzuQkgw0AMaSSWtYcM74frGVh5QoAOAheSsGSlEomgJVU7lmqFwAXJDge3LPxDI0osy5dk4g5I3kGUPQw9hqw1ADNV7bFwr18UsSuHBImCkBOWaLfEz2UkqpYmJV04vQDQ2WZQ0RCA9IUXDG0Tq3jXMwn8S5nzH4HjCevdGBhReOPSwzoizAZH/TjHidT1t11+Jb/D+JZy5NAACqkXAciOR7YnunJPHkvFvmOowDzdc2IzxjW7tJkyiSBUYcXw0PcyLy66q2zNANv65pvGiWxAr+bMoxMfZeafuNdsFaetvdNwfOf5P2mzNnX55AP/qFDDO1XNm0kEn85JeD8ZE3z27EmXjclEgxiWADcCzLEo4FiCJq+3LPB+a2tdZyiXPGOGZgFjipny3nXSdLJfg/3X/E5+TBj/zr88sTcLtgeaRENj2+czKb/+xn0oaPCvn8kfFC5sg+8YLiIS0uiMb82mz81Y7yB2uiSH0zyo1qHUaVhgxGuAy+VILHb2eFv5Auyds+/+WHlTmm3QWVWISI/BF1FxezJ3/KgPmAVM/AuQyJA9yvcGUZceHXdZ2XmA2jRsOcGxqx6f3OoU4juoCEEDIUUYsG8016oqacmLGph9GlsBhrlRLUIIdYw8GCBq9SAM4Jwrcn35UPeZ9bYOgGb21rQzI1CmEDoiQwmc0Ly8mPyfCkGKQEwE7spe5fdbJutR9R+7KvwEUBPgGQc5B+94QCbY7MlPZmfd4tMlNaV2pbFsikcL1aRfKbUSikoTBh4rWRdUMaN/A3etFnM/sTCdInGqo+Xs1231SHpvJEvCICAZwQH9BLRwHgXdrSWsea5PP2sMIZk32sEWAQPSObMHveTIwX0hAk8HjTq+1yNfBQbTTNQHcUUbxjJmYvIhR5BnVXJkIX/egX97B1KgDczyN9k95zKdkLR/LCyWAkvdf5NQeAyD9+gZIoCrOUExblRcvN9SAmahhjcwhiwVc43pJH2jeBc+WT8YoIABd2xHK2obkomwMlyU603dpovzH61DGH2allfFMvAKysjjqiyMaIKCUzdSz+z3Piz5moTKBJB+ZkEXk+gREUkObTHseX64INM8XAYpBw8svBM7Fw4wuySlUHPFBvD3tfTl3fcoNQmZ4C+P581ky9ldooA8B7pe1+gKUISAtA6EhfnQYqu2B5pETP15uC2fHcsYmxwt4Sinf60GwAMLJx2wRYggQlIJC4T3puDABWsM1DGmreOUAvPUjwpM7DKhO4om1YiUWIyB7kAzJKAYCtUqEHOLhvL0XvfoB3fyCAuE2FjwVKiwC0MHCuQktfiwWJSUzuGsXIiIahlPttcNUELiYhAgwSJ3BOKDkMShogB3BkB47PA5n7UC9U1Cdnoy0JFJNR3FU+jv8Lszkv1MQtQ7sAAAAASUVORK5CYII=) 1 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIaUlEQVRYhZ1Wf3AU5Rl+3m/39vYuyXG5HJdAAkrQyETrgPYP28kATm0HMVWhJgUtbbSlrdPpjxGSGlCPw2gFbVX8q1WnoQqUxEDjKDDOdDo6jo22ELSQQiYkYYSQXI67y4W73dvb/d7+0bl4gfBDn5mb3fe9/d7n2ed7390FviRM0+z9smuuBPFVyGcScXGuML7vZsGFx08GDvNXEXvZwpeL87nE83N4piNQ4EADGgQzMxC+oiu6ri/JF25vKp92d23dO3HfzYILf93HJTW1j122nmqaZq+u60s6uMMBAOYtTiPBDfTZneiUMzmQF3Fm1Xa01dno/sbDAICq/S0AgPam8qnrm9rHOB+fWbUd7WiZVkvki9WrG+8EgLtdjy2bRHpRAtdXrMAvtQY0THNE1/Ul+W3IEya2VywvvOZM3bO4+K6b2sdQtb9lWl7X9SVTxUt9/vt+Pu+ltX7vrB8T8XoB+46DvCObRW2FaZq9eSGFDkyB6B+FYdWHm6a5cCVMCfAFSv9Zc1PNPXsmwj8UEDUeFK1fTeHdXuGpe6ik7eGsp7ZiBV7W1unrbr+YrKl97BLCpvYxnFm1/RLCttdeR1P7GLqPS5om4A/Hf9J6+EhvsrEk/B4BRwCuCFJVrepBs+7VW0Ols+o013htfmsKiWZqtLbunQCAzd3/msrlBeWbddqCVZ5wVb2ycfU9tOHgSmzsZWZeRU/958GiZ08/sXj36bXFWw/X02/3MjOvwGOLgcuPYX4C8vNemDdNs7dwHeVPliGse2Au0qE17+etD+bzjUVb+ogUv4s1f8qIJx2WUQb6VSG6SNH6vb6S6J5Yy9nGxk6ls7PxkqkpxEz9M7UFIfRZGvSojqLu9fTavwGgXjT3mVnzgGGkkykjkXpbbpurK95FB/j5RpX11qDf17on1nIWADo6GpxlCKsXExbGlzRvoQMAsAIva3NRVDuBs62S7DtUj6qCnKTq0g6kJiZWauQJVnirAwnjHIoRkJYvEbtleXW0eV/D4vuLW75lS9eJ6sry2OqHbpXjfeOyoaNBEk2juMSFaTP+N/NnH8fwedRBrkuBK0Zg/8IbbgjYOWslgQ4RKP5ibM0xl9BFWsQ1t+6uOPHJUO0jVduHHRPrYVm15TVltZ+eii/yf/1rFb+6cceMz5EZtyD/p4V4TIHWbyI9sDcd9p4aGAiwRJAhVzoy17POu72qxF0GGxZSkykRKpujGRPZELFSIQiL+j8dWu/xeJsP7P573cjIeG32Mg+0GQUAQAlG7QlMRiXbXfeI5qNOlqW0OKCRHnTg1Ktwi6gxDMkSLCWGTg1BkZpglprjcPmfTjV/88Ouo3WJz9OtZKmttqC6g7wjm0Jl6OIemVFAJzqlCjMmwf3M6GeJeEhfgH3O00EiCmTJ8AMQb+W2wDYZtiExaSYBEAgQ3/M8mUlPZCqKsqFat+6ue9fZthcADvGL51zIXCJiRltKMGrbUKIE7gJRNJodlg9oYZBgIQREp/0kAKDLiUDTNbh1t9C9biEBIVkKKaWa4BFt/nXzQw1F4QwA1IsNb3q97pCvyAo0NHSIKwr4wgW135KZfrWIY29ZEQRCpfB4dazzbQMAPKBEIEigesFCIUABRYjgfvMZ3SZL2MhiYOgkiDlVrzQfC84tGywN6A/fueK24F2DiSsL+MIFGe0y2moURUS33LXTIgFUXlcJW1q4X9mEXZnHjxILnB4eFswc9Lj1e38QeGa+R9dFznRkzpBJ20RSIfGeZWTr/ziwcen4+XjQnD3v6gI60SnfMZ9+FwD+PNKKk72DI9LhzNDgoKmwZjLDavREbslms9LOAjIHf0d6a2jBwmr/G/HNnxEJlKEKgt093fa2xxwHwUeqtkXtDMSR/358dQEAkH/zPVC0acOFVKbnfDT+iZHJHHk9/psTYBxxsT4omZNBfR4IJNb4IoidHxOPVr+02FusI4ER8RZvblotnortTUbmG3FHPXF4cBonzUz9BZYhrBYjFbLBtQQsApRyghAqFAGIoCa0e1nIYFcuItbO2gqvT8f8m+bg5JFBpCeykqWUKjTpR4WZwLkeA8bvCNZHh/CKdVUHAOB9RGwHdkxCjR3kF18hoM4rvMs14VnuEq6luzKPj+TYxJqSCBYsqAaxgtOfRaGRFy7hBoNTDDmcxNhRgjKowhMvQWCq/jV9lhsIyPf4+V4AOMAvLFdJW1zpqblNJa36+3rbrSpr4q+TYUTPj+G1MxtgTJooceZAF16QELZF1gcKlA90FL/fZT6xsxRzp96a1yQghD75bWqpBIDVIny0lOaq49awJojUAM0BCHJtICLn1czGQ4GnIVliUjmHN7PNoqhEVwm8NIfc0tmYt+xRfdePEiid4r1qD+Tx/68gb62X3K1en15HRCHJjHQqnQQBbp8iiMjPUsJIW+jOPTdF8l2lxRTSZRKUHh2+bRPQPjqEX19bD+RRglFbg4zmVLPLUazRhbfPsd5Mtqo2WTGH7XfYIilzJGWOkswcW1f2XBwA1pU9F2fwBRvmhRwyYhIjMBC/tjEsRCc6pQUzRqB+KDhxsneof20gfMzNxQdccN/hgQ83Xn+TdJMnBoi3Mykz9gvfX8xMypBgegeg2Lv8wnckID2If7keKHQh61JGJ+LpV1MT6WN74pFbHOSWB1DpBeBNDVomQKMseRQSo+fSA6aUbLpYW6zDt38VhV9iuGLjyH41AW+Ybxw2M66Y5aDfceTv76aNO5jR/6r86XzDyPaMGIM96YzRx8zHDXmhb5+z1W9Js48gTnTxU5EgFuzUMCtWjcSUgGtuwkIsQ1h1IRNS4YQAGSIogiEEw7EJWhxgG7BVG3bABVUEUC7dKI/Ow8IokItGcKedr/U/hooyOJ1S+CsAAAAASUVORK5CYII=) 1 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
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}
div.testarea{
animation:rwdcur7902 3.3333333333333s linear infinite forwards;
}
