@keyframes rwdcur105658 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIoUlEQVRYhe2Wa1CTVxrH/0neBCQBQu6JWCENF+UWC11bYYhBQdmizCCutbYqYBFsqXRn29WiuzvLWLHubltx646dsrNVEXZVLi2xFLo6KoWVCAqJ3GoAQQIUwsWY2/sm737owlqVD539tDM+M2fmPc9z5vx/73Oe88xh4H+wgYEBorKyMjRGvcK0fl2KY6F1J078RWmxTKZwOJwJrTapOi4ulpqLET9FsLCwMGlwcLBg2bLl3WbzyL3s7Oz9YrGk8ZmlS99+6629aWq1+lp2dtaoTqfjCYUiR0XF2e00Te/lcn2iIyMjYLPZ8OmnJ78EsGFBgK6uLuLkyZNnAwQC9eDAwJXgYOWJAweK9Dk5OaWnT59+MyIi0jI6avacPn16n1qthkoV4vjD0aP3li9f/nVzc/Mzqampb1y6dGnA6XQpUlPXh8c9/zy8vbxAEAQIgkBfX1+axWLxEwgEs08E6O8fiAwOVmYmahJBkZSqs7MzOysrq628vPw5u90Ob28vZkVFRQZJkujr60Nra2suQRBQhYQ8d+rUqY0ymQxsNkeZnJICiUQCFpM5v7fb48HIyMiow+GYPy7Gw+JlZX/N5HK5Z9rb2zmKxQq0tLSg4M0CfPDBEVRVVQEAkpOTcfXqVXzyySeIjIxc8LjKysrg7e2N3Nzd4PK4IFgs9PX1oaenB1KJ1DU8PHwuJCw050cZsNlsK+LiYjlOlxNv7NmD3xcXY2TkHnQ6HYqKihAUHAy7zYZr167h5s2bsFgsCwLcvXsXa5OTQbkpeNxuMNls6PV65Ofng8PhcHp6el5pampqnQc4UnJEND4+xr99uwttbW1Yt349lixZgnPnzyMvLx/t7e346KOPwWaz4eXlja1bt2LlypULAlAUhcREDQDA6XSiuroaGRkZIAgCYDDgcDjg4+MzPg9wvfX6obGxsdwtW7bg88//hldfew1ZO3eCyWTC4/HA29sbQqEAHC8vsJhM1NfXQ6FQoLe3F5OTk1CpVHCRJMbHxhAdHY3h4WEwGABoGjqdDkajEb6+fti8ORMOhwPX/3X925T16ypYcwByheKPWVlZwlWrVuHOd9/hRqse09NTcDid8Pf3R0BAwA+Dzwefz0d3dzdIkoRarYbVaoXVaoXdbkdQUBDKysqwMT0dHI4X6r/6Crdv30ZgYCBCQ0Ngs9lx6Z+X2iRSyUsJCQkP5gGUSuXWVatWLenq6oIqJASpP0/FzPQ07g4NQSgS/XcIhODzA8DnB0Cvb4XL5cKaNWtgNpshl8tRVVWFNWvXgkUQOPePv8NsNkMkEoEiKVy+fBlVVdUIClqanZub2wE8dA2jo6OPVlZWnuew2cy9hYWQSCRgs9kICAiAWCz+jzAfPB4PLBYLVqsVUpkMQpEYzc3N2LZtG3ZmZWHz5l9g1DyK6upqSKUS+Pn5YWRkBDdu3ABFUYiNjb1usVjUJpOpUalUUvMZaGlp6Y5PSDBMWSypPot8vPp6+1BTU4MAoRBikRhSmRRymRxSqRS+fn5wuVyYnZ3F2OgoXn99F7hcLsQiEY4cKcGdOyYIBAKMjppx9epVXLlyBRMTE7BYLDAajYsXLVoUPjAw0NzS0jI03wf279+faLpj+nNPb0+k3WaH2+OGn78/PG43QNPw0DQiI6OgTUoCQRAwGgxgsZjYt28f/P3956u/o6MDRUVFqKure+LtiImJmQ5cHNjI8/Wd3pi+cT8DAA4cOBh+22hoj4+P9/6yrg69vX3g8biQSiR48cUXIZfJYbPbYDQYYTAasWHjRszOzuDgwYMQCoWPiXR0dECj0WBmZuaxWFRUlCMtLS3i8OHDJgBgAUBQUPChZ599dmVYWDjqv/4aDocdXB8fbEjbgKioaCRqErE0KAhcLg/fj4/j/IXzOHToEEJDQ5/4l1KpFCRJ4vLly4/FxGIxk8PheBsMhrr5ImQwGMsJgkBbextMpjvg8XhQyBWQyeUYvjeM2LhYqFQqWK1WBAcHo/bLL6DT6dDT0/NEAAC4eevWE/1abdJvfX19fefmBAC43dQX42NjCaaBfkilUkxNTYGiKFitVkxPT2NmZgZCoRAUSYGiKHg8HoSHhyMqKmpBAL1e/5iPz+djZmaaefx46a9/BKBdrT2uu6jbGhYaqr4/ex9jY+Mw9fdjdNQMt8cDkiTR2dEJo9GA7u5u8Hg8FBQUwOl0gSRdIEkSEokEMTExJgAms9n8gsFg4D0KkJycXK5Sqdoe9rEAoLa2lnz33XdP9fb22u5b78v7+/vFNrsdlslJiIQimEfMMHR2oulaE75tbgbwQ68nSRL+/v4IDAxEfHxCeU1NjcZkMp3Kycmpm5yc3DExMcF+WCwlJeV3JSUlNQumDQC2b9/+GwA0i0XQBMGm2Ww2LRAIaC6XS7NYLJrN5tAEQdAA6GXLlrnffvuXmZmbMmeSk5N/dO+2vvJKMQB6bixWLKZra2ufeVSP+ahjYmLiNQBgMhmgKBIkScJiseDBgwdwu90gSRdkMpknISFhWq5QGD788E/nKDc166HpFxobv5nvrGkvvXQ4UaMxzc19uD5gsQjbo3qshyfXmpqYOp3u47CwsAt5eXnZcrmcuHXrlhoAZDIZ4uPjp1esWHFBq03KYjAQMjw0tHz37t0VQ0NDIfX19T+bmpoKzdi0yWvv3sLBl19+2bpt26uNDAYjfXBw0M9iscDpdPjt2bPnm4sXL1KPggAAjEYj8vPzz+v1eiYAfPbZZ0lzKczMzDwxODg4n7EdO3ZkKJVKUqNZ/f2xY8eitVqtGQAdERFBlpSUxM2tKy8/y9udl7dr9WrthxqN5uP33ntvj8Nuf6I+AKCtrc1v7nvXrl07AdDp6entx46VPlbVxcXFob965521ANDQ0ODz/vuHE0tLS4MW3v1xYywUaGhoIM6cOXPR6XReT0zUFOfn5y347n9qT+2p/V/bvwFMkZ5sA2MMHwAAAABJRU5ErkJggg==) 17 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiElEQVRYhe2We1CU5xXGf+xFWfaKwO5yiS4bIoKCJAKrgkDERBEMaaNiNSZ0NKnG2saUqSGmOAatNrHDRNKJnTGYBJWZCEmNggGTjiiyKEQkXDRihF1Qbsp1YYG99Y9UJiQ1E9u/OpNn5pv5Zr7zPec5z3veMwf+B9TXNwiy38gOLS4ucf9vOdweJPj3L7+82GwybQ0JCbnW0dFxy2QyZfr4+Hz+9NNPbzMajYsN8+dXrlu79nZxcbEsOTnZ8lM4hT81+YYNG3KPHz/+N7lcrp4yZcrQkSNH/uDp6SnX6/UXCwsLP5TL5bL29na5RqM50tfXN+XQoUNfLl+e7FlQcGz4QYr8j9i8afPvJBKJC3AtXbq0z8PDwwW4VCqVC3CJRCLXmjVr2gBXbGzscFpa2vGYmJjh1NTU9C+++Kf3j3GL7vchPT19T1dX94spKclpH3zwwU6r1QqA0+lUOZ1O8vLymDNnznd/CXjllVcAPICVeXl5lJeXHy4qKkoDPnogARs3vpBRVFT4WkJCwvsmkymorq5u2o4dO9DpArFaR6ioqODKlSv09vbet7LW1laGh4edDQ31OcuTk7fMDZ97eO/eP7///biJJty37y/eZrP5uajoqINH8vOrp03zqpk+/aHDTU1NRcHBwdOam5s5e7YcsVgMwOnTJRgMhvsK2L17N1lZWQBERUWNzps3783ExMS3Vq1aNak5J5pQoVDk1NXV/TEsLOzDhobG9RERc28UFxe/1djYKL98+TJdXd3IFXIUCgVyuQyJRIJer6e6ugY/Pz+GhoYYHx9HLBZjNpvZtWsXnZ2dANy+fVtUU1MT39PTs2bt2rUl58+fn7Bu4ggGBgYSvLy8/tF+69bgQwEB7m3mthfHx8YQCoUolSpkMilSqRR3d3fEYjGlpaW4u7uTlJREWVkZAoEANzc3pk+fzs6dO6mtrZ3kSHBwMKGhoSNSqXQ+cOMHDuj1+l+JRKJbQoFwzeq01dFJy5MY6B/A3GbGy9sLL2/vb59pXqhUnqhUnlRVGbFYLCxdupSOjg60Wl+ys9/g1KlTuFyuSQLu3r1LdXW1enhkZOGz6541XrhQ0TbJgccee+yvlZXGw4NDgx7e3t6o1WrEYhEqT098fHz+nViFTCZDKBQyODRIVFQ0Wl8/jEYj69atY/Xq1YSFhSPx8OCzzz6jv69vkoigoCB0M2aY7XZb7M2bLZf0+kD7hAOVlZVXk5KWXe/v70/2kHhMbb7ezIkTJ5jm5YWPtw8arQZfrS9qjRaFXMHY2BijY6N0d3Xx/PPpGI2VLFq0CKOxivjHE1iSuAS9Xk97extDQ0MA9Pb20tjY6C+RSIJNJlNVVVVV28QtyMzMjGtubs795saN8JERKw6nA6VSicPuAFw4XS7mzAnj8cWLEYlE1NfXIxYJefXVV1EqldhsNsRiMV999RX5+flERkcjEooYHh7m7NmzvH84D4DIyMhBjUZTJpPJ+leuXPUnIcDrO16fde3q1YqFC2P8zW1tdHR24u4+FU+VioSEBGJjFzErOJie7m5OnjqF2scHq3WEzMxMPD09sdvtVFZWotPp0Gg0aLVajh09Rujs2Ujc3QkNDSEqKpqbLS24gSt20aJf/P3gwQ+PH//IIgQI1AfueVj/sCE4OJjSsjJGR61IJR6sSFlBWFg4cfFxzNDpkEpl9HR3U/RxEXv27GHmzJkT5yuRSJDJZABoNBquXm0iJDQEm82OQCBArVZjMBhoaGwUOR2OqQ0NDcXfbcJQkUjE5drL3Lz5DTKZDD8/X7S+vrTfamde5DyCgoKwWCwEBgby6amTlJSU8PXXXwNgt9spLy8nMTFxQlBtbS1qtYY5YWEMDgzgJnBDo9Gwf/9+3snNffLixYsCg8HgFAE4HI6TXV1dsS2tLWg0Wvr6+rDbHVgsFvr7+xkYGMDLywu7zY7dbsfpdDJr1izCwsImEkZHR0/q+JqaGlpaWzAYohG4wfDwMAKBEK1WS3p6ur7gWEE6kCcAiE9IeKfnTs+V4Edmolb7MD4+zs2WFjo7OxkZGcFms1FfX09jYyPXrl1FJpOxdetWFixYSGRkJHPnziUuLo7CwkKqq6vJycnh3Lnz6GboEIlEKBRKJBIJAQH+KOQKIiIiGLGOrJgYRCc//dS2ffv2/OvNzSNDQxbflpYWnxGrld67d/D28ub27Q4a6uu5UFFBpdE4YbvNNo5SqcQ/IICnnkq99OijEZKUlBRJYuISBgcHuXTpEg0NDYyP2xAIBEilUlzAufJz9Pb2vltZWXnxBxvR+vXrs/Lz83cJhULc3AS4uYFcLv/23o+OIhAIcbmc2O12QkJCnMuWLUszm83vDQ4OVvxm06bt/b19J5OWJ+k6OjooLCwEYHR0FKvVip+fPz09PW+q1T5fZGVllU2ahPdw586d9QACgQCbzTYxQO7B4XAQEBDg1Ol0g1OnTjXn5OQUrljxVI7T6ZqvUiqvuZzOqE8++eSoIdrwpF6vx2QyIZVKUalULFgwn7Fx23srUpKv3+ObtJKdr7ggOH265G29Xl+4ZcuWDb6+fqK6uisRAFqtlpiYmP6IiIiPExMTfw08YjabQ7dt2/ZRa2trUGlpaXRfX99Mh8PhCA8P33uj+YbJah2d393d4yEWiXABJpMJfz///QUFBQPfLxyApqYmNm/eXFRTUyMAOHTo0GLABbieeWblu2azWXAv9rnnnv+lXq+3JSQk9Lz99oHwmJiYW4Br9uzZtn379kUCnDnzucfBgwdfysjIOLFly2/PP/HEk7mvvbbjJYvlR/bVL7+8rLj3vnHjC+mAKzU1tfbAgQOy78dmZ++emZGRsQSguLjYfe/evXG5ubm6+7P/EPddy8+cOSM6evTo6bGxsUvx8fHZmzZtGn0Q4p/xM37G/w3+BSDGgjIwV5+EAAAAAElFTkSuQmCC) 17 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI2UlEQVRYhe2Wa1BTZx7Gn+ScXEgChNyDiCYNcr8JHdEqECgoVnRqa6vibgVcby2t25llteCsjqNot9PtTru22h07VarVYqGUxNJxZ/FWqFBQSYBADaBIEsRIMJLLOUn2QxfGinzo7Ked8Zk5H97/+87z/Ob/P++Zw8D/oIH+AfL0mdPzklNSzcuW5rtnOvfxJ5+o7ffs+Sw2azRHm1OXnp5GT+6RvyVwx44dOYODg2WxsbE9w8OWOyWlJbukUtn5yMjIP7755lsrUlNSLheXFFt1Op1AIpW6T5069XsEAm/xebykhPh4TEy4cPTTow0ACmcE6OnpIY8cOXIqTCRKGRwYuKhSqT+urKxoKy0t/bC6uvqN+PgEu9Vq83/xRfXOlJQUaDRR7vfee+9OXFzc9z80N0cWFBS83tTUNODxeMMLCpbFpD/7LLgcDkiSBEmS6O3tXXH//v2QsLCw8ScCmM39CSqV6uXMrCzQFK3pNHSWFBcXt588eXK+y+UCl8thnv7y1GqKotDb24fW1tbNJEkiKipq/okTJ1YqFAqwWGx1Xn4+ZDIZCCZzytvv98NiGba6XO6pcTEeDf/s2Gcv8/j8Lzo6Otjhs8LR0tyCsrIyvPvuIdTW1gIA8vLycOnSJRw+fBgJCQkzjuvYsWPgcrnYvGUL+Hw+SIJAX9/PMJl6IJfJvUNDQzVR0fNKf9WBhxMPU9PS09kejwevv74d+/btw/DwHej1elRUVGDuXBVcrglcvnwZ165dg91unxHg1q1beD4vDzRFw+/zgclioa2tFdu2bQObzWb3mkzrL1+50joFcOjQIcnIyIiwq6sL7e3tWLp0GSJmz0ZNzVls3boNHR0d+OCDv4PFYoHD4WLdunVYsGDBjAA0TSMrMwtgAB6PB3V1dVi9ejVIFgsA4HK7wePxRqYAfvzx6v6REdvmV199FcePf44NG36H4o0bwWQy4ff7weUGQSQWgcPhgMlkorGxEfHx8WAwGCAIAi6XC0wmEwKBALdv38bQ0NAvxoEAdHo9uoxGBAeHYM2al+F2u3H1x6s/5C/N/3IKYMwxlr1p0ybMmTMH81NT8Z1eD4Vcjnt2O0JDQyEQCMDj8xHEDQLJItHY2Agul4uCggL09/eDyWSCwWAgMjIS1dXVWP3SS/AHAtDpdDCZTJg9ezZkMim6urpxraOjXSqTrdJoNH5iEkCtVq9btGjR7O7ubmiiolCwvACOsTEM3r4NsUQCsUQCiUQCsUiMMGEYhMIwtLW1wev1Ijc3FxaLBQqFEnV1tch9Pg8ESeCrr87AarFAIpGApmg0NTWhtrYOc+fOKdm8efMN4JFrmJSU9NfTp0+fZbNYzLd27IBMJgOLxUJYWBikUinEIjGEQiEEAgEIgoDT6YRcoYBYIkVzczOKioqwsbgYa9a8AqvFgrq6OsjlMoSEhGB4eBg//fQTaJpGWlraVbvdnmI2m8+r1Wp6qgMtLS09ixcvNtjt9gJeEI/T19uHb76ph0gsglQqhVwuh1KhhFyuQHBICLxeL8bHx2GzWlFSWgLL8DBioqNx6NBB3Lx5EyKRCFarBZcuXcLFixcxOjoKu90Oo9E4KygoKGZgYKC5paXl9tR3YNeuXZnmm+Z/mHpNCa4JF3x+H0JCQ+H3+YBAAP5AAAkJidDm5IAkSRgNBhAEEzt37kRwcDBsNhuUSiU6b3TinYp3oNPpnng7kpOTxyJmRZwXBAvGVq5ctYsBAJWVu2O6jIaO555bzG3QNaC3txd8gQAKmQwLFy6EUqHExMQEjEYjDEYjCleuxPi4A7t374ZYLAZN07hw4QJyc3MBADdu3EBWZhYc445pAImJie4VKwrjq6oOmAGAAACVSrX/GfUzC6Kjo9H4/fdwu90Q8HgoXFGIxMQkZGZlYs7cueDzBbg7MoKzX5/F/v37MW/ePACAzWaDSqWC1+sFh8OBXC4HRVFoamqaBiCVSplsNptrMBh0j76EcSRJor2jHWbzTQgEAoQrw6FQKjB0Zwhp6WnQaDRwOp1QqVSob/gWer0eJpMJAKDX65GUlASv1wu1Wg0AuHb9+hNHoNXm/CU4ODh4ck0CgM/n+9Zmsy3uH+iHXC7H/fv3QdM0nE4nxsbG4HA4fmk1RYOmafj9fsTExCAxMREAMH/+/GlBbW1t02pCoRAOxxjzo48+/POvALKzsz/67ty5ddFR81IejD+AzTYCc78ZVqsNPr8PFEWhs7MTRqMBJlMP+AIBysrK4PF4QVFeUBQFmUyG5ORkMwCzxWLJMBgMgscB8p7PO6nRaNofrREAUF9fT/2pvPxEb1/fxAPnA2V/f790wuWC/d4oJGIJLMMWGDo7ceXyFVxpbgYAUBQNiqIQGhqKiIgIOi0tvV6n0y0ym80nSkpKdffu3XttdHSU9WhYfn7+noMHD37zxNlMauPGje8ACBAEGSBJVoDFYgVEIlGAz+cHCIIIsFjsAEGQAQABkUgUKC8v37Bw4cJ/L1++fPBRn/Xr1+8DEJh8wsNnBerr6yMfz2M+Xrh79+5zAMBgADRNgaIo2O12PHz4ED6fDxTlhVKp8K9du/bn2NhYvP3221/L5fKhtra2yL1792ZO+rzwwgtVWVlZ5sk1n88DQZATj+cRjxfUanWxUqlkb9q0aVVERAR5/fr1JACQSCRYsmTJWGpq6tdabU6xUBg60NDQUOh0OkelUlnrhQsXXnE4HIXZ2dlxGRkZYRUVFa1FRRvOMxiMVYODgyF2ux0ejztk+/bt/zp37tzUT+m0Dkilsh6tVvtaZWVlk8fj6QQAgiCg1WrfP3r0qLimpqaoqupAu0gkqsnIyLh15MiRv42M2CJffPHF9ymKEnR3d6/lcDgCADhwYH/X1q3bYrds2fqH7GztB6Ojo16LxVLidrmeMPz/qqrqoAwAPv30n5IlS5ZYUlNTPUVFRXtr6+qmnT1z5ivunj17sj8/fjwEAIxGI9dkMvFmdp8uxkwb5eXlrzxwOoVxcXH1ZW+8Yf0tpk/1VE/1f6X/APrCpROD/o+5AAAAAElFTkSuQmCC) 17 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
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}
div.testarea{
animation:rwdcur105658 1s linear infinite forwards;
}
