@keyframes rwdcur86876 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHyklEQVRoge2X708TeR7H39PpTKed6dDpLy2YFoGCICCYaMyZA2PQyO4aQrJPbmPi+sQH6yb7F9zt7T32wV04HhwxdyHxfCRIFB9wEn+Q9VQKC1qoBY5Kp6UtrYXW/py2096DjWb37tDCqcnl+komk8z3O9/P5zXf+f4CKlSoUKHC/zPEdgXnz5+vJgiiSNN0eGhoqPgxk9oJ2wp0dnYOZjKZz+LxeICm6RzHcWmWZT1ms/khx3E/mEwm/8DAQPJjJvuf2FZg3759pWKxCI1GA4qikMvloNVqYTQaUSgUwnq9/lkgEAglk0mYzeYner3+e5Zl/zE8PPxRpbYVOHr06F+SyeSXPM+jqakJJpMJBEGApmksLS3hxIkTyOVySKVSSCaTyGQysUAgML65uRlIJBKFUqm0VVVV5REEYZllWXF4ePjVRxW4ePHi3rt37waNRiPOnTuH48ePg6IoEASB+fl5nD17FgRBIJFIYGlpCV6vF5FIBJIkvRHL5/MoFArhaDR63efzPc3lcgWSJGMmk8nD87x47dq1zQ8mAAB2u32DoihzX18f+vv70dzcXFaj+XwegUAAa2tr8Pl8CAQCSKfTyOVyePXqFVKpFDY3N//45MmT211dXS6SJMXx8fFdCSjfVlhXV/ddKpUavHPnDmpqalBfXw+apt/aYKlUAkVRsNlssNlskGUZxWIRxWIR8Xgcs7OzmJiYwNzc3NcqleprgiD+ThDEpwBi713AZrP9eXJy8luLxWJ2OBzQarXo7+8HQWzfcf9aRpIk1tfXMTExAYfDgdXVVXAch2PHjuHp06cwGAx/UKlUux74ircVDg0NZUmSDGu1WmSzWayuriISiew4SDKZhMPhwPz8PNRqNQRBQCwWQywWw7Nnz/525cqVwm4FyHdVOHLkSCqbzfYrFAoQBIFYLIbOzs4dBREEAT09PThz5gwkScLMzAz8fj+sVisYhvnW6/XKH0ygpaVldW1t7TOz2bzHYDAgmUyioaEBPM8D+PGff/3beDwexONxKJVKKJXKN88VCgUoioJWq0Vrayv6+vrQ3t6OlZUVrK+v//rw4cOfNzc331peXt7xVPvWWeg1Vqv1QWNjY1dDQwMUCgUOHDiACxcu/KyOz+fDyMgIAoEAmpubcfLkSVit1p+NiVKp9OaeyWSQSCSwtbWFsbExTE1NgSRJGAyGX9XU1IwNDAxky8ntnT0AAC0tLWaSJE8xDAOdToeNjQ0cOnQILMsCANxuN27fvo2FhQWk02n4fD4Eg0HwPA9BEECSP4YhCOLNRdM0OI6DTqdDQ0MDent7EYvFMDMz8/nz589T0Wj0+3Jye+sgfk11dfVNSZJC8XgcBEEgnU7j3r17KJVKcLvduHnzJrxeL2RZxv79+2E2m7GwsIDR0VE4HA4kEolt26YoCtXV1Xj58iWCwSBKpRK0Wm3Zm8eyeqCnpyfmcrl+QdP0AaPRCIZh4HQ6UVtbi1u3bmF9fR1arRayLMNoNEIQBKhUKqytrSEYDEKhUIDjOGg0mn+bZvP5PO7fv4/JyUnMzs6iUCis6fX637x48eLlexOYnp4uWiyWVpqmuzQaDQRBwNLSEra2tuD3+2EymZDP5yHLMkqlEtRqNViWhUqlQjAYhCiKkCQJNE3DYDCAIAiUSiWkUik8ePAA4+Pj8Hg8SKVSIAjiu9bW1vHZ2dlyUitPAADa29tlWZYvyLIMvV6PjY0NhEIhNDY2IpfLoVAoQKFQIJPJoFAogGEYcBwHhmGwubkJl8uFRCKBqqoqCIIAn8+H6elpXL16FTqdDuFwGARBhNVq9W9HR0fD5eZVtkBvb29EFEVLsVjs1Ol0iEQiqK2tBcMw8Pv9UKlUkCQJFEUhm82+kWBZFgzDoFAoYHV1FeFwGGq1GlNTUxgfH4fFYoEsywgGg5Ak6au2trY75X79HQk4HI68Xq8/wDDMKZqmEYlEYLPZEIlEsLKygnw+f9bj8XxRVVUFlmWRzWaRz+ehVqvBcRwoioIsy3C73bhx4wYkSYLVaoVarcbKygoIgkgyDPO7kZGRHS31Zc1CrzGZTD8olUr4fL7XO0o4nU7U1NR8YzAY7h48eLB7eXkZuVwOGo0G6XQaoVAIuVwOgiDAZDJBpVJhz549qK+vBwCEQiGEQiGkUqk+u93u2kk+wA56AAC6u7tfRqPRKr/ff0SWZUSjUdTV1f1eqVRevn79etrpdHrb2troYDD4S51OB5ZlkU6nIUkSGIYBSZIIBAKwWCygaRoejwfz8/NobGz81G63393N2buslfin8Dx/kSTJP/E8j+rq6jQA4dGjR7mf1jl9+vRgKpX6qqWlBTzPIxaLgaIoKBQKOJ1OtLa2QhRFLC4uoru7+yDP866BgYGdprI7gdra2i8IgvirRqPB4uLitu93dXXd1mg0n9TV1YHjOIiiCK/XC6VSCZ1OB5fLhf7+fuHy5cu7OgfsWuDSpUsaAA2Dg4PP3lW3o6NjiWXZRrvdDoZh8PDhQ+j1eoiiiFOnTlUNDQ391+fkHQvshI6ODqUkSd69e/dWq1QqzM3NQa/Xo6mpqWZsbCzwPmJ8UAEA6O3t3SeKokOW5b0cxxWTyeR+t9stvq/2P7gAANjtdqssy3Vms1l8/Pix52PErFChQoUKFSpUqPA/wD8BphtPg3fmUaoAAAAASUVORK5CYII=) 6 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHlklEQVRoge2YXUxTaR7Gn572cE4ppR/QUhSWClrQ9WOVkKxMiFH0hjFu4pJ1J9lkXC+YRGdu9iNzsdmbvdlMdOOF6RCrGXUzJmCyiYpRYkQjsGwpA7RkEV1boENBaE8/aEs/Tk/fsxduG8UpUHRvdvu7a95z3vM8//d53/M/BQoUKFCgwP8zklwDZ86c2UII0YqiSERRpACAoihC0zRkMhkAQBRFamVlZXcwGPyRKIosIYSJx+PqSCRSxfN8KYCiVCpVStN0sVKphFQqpQghEAQBfr8f8/Pz/KlTp44pFIrvzWbzpgzIcg04HI4/KJXKDoqiSCQSodLpNAwGA2loaEBpaSmkUikAUIlEQnbgwAEAACEEqVQKJSUloGkaoiginU5DKpVCoVBAKpUiHo9jcnIS9+7dg16vh8/n+30gEPgSQOyDGggGg2cNBgP27t0Lg8EAURTBMAx0Oh1YlgVFUdlry8vLQVEURFEEAKjVarAsm/1N0zTkcjkEQcDMzAx8Ph/KysoyK/E5gK8+uIHq6upvKysrf9XS0oKmpiZIJK/TJpPJMtV/B1EUs9etJpFIwOl04u7du3j69Cl0Oh2i0SgWFhZACCnejHgAoHIN7N69+0ubzQafzwdCCBiGAcMwb1V+NRnxmcq/KX5qago3btzA0NAQdDodRFHMRi6VSgmbNfDDpQQwMjIS0Wq1Z3U6naKiogI6nQ4SiSRnhXMZSSaTmJiYwNWrV+FyuaDRaCAIAoLBIGZmZtDc3PxJbW3tsMPhSG/GQM4IAYDJZPqqv7//LyaTCfX19dnTJyNuPTOJRAKDg4O4dOkSCCHQaDTgeR5erxd+vx9tbW01Fovl+80Iz5A7DwB27Njx9eLiIieRSN7J/UZWYnJyEj09PVhZWQFN0xAEAdFoFOl0Gu3t7Zr3FQ+sESEAGBoaEqqqqs42NDSoa2pqUFyc316rrKxEc3Mztm/fDpfLBZvNBp7n0djYeLCzs9P5Xsr/w7plPHHixOfbtm27dPjwYRw6dAhSqfStjEskkjXjJIoiBEFAOBzG9PQ0RkZG8PDhQywsLKC8vBw7d+78iKZpq9lsJv8VA6dPn9ZzHDd88uRJY3t7+5rRWc9IKpVCMplELBZDKBTCo0ePYLPZMD09DYPB4GRZ9uPbt2//Kx8Da0YIAI4ePboyMTHxi9ra2uq6ujqwLJtT5FrmMvuIYRgoFAqoVCqYTCa0traira0N0WhUOz4+/gXP80uxWOy7jRpYcxMDwIULF6DRaP7GcRyePXsGQn54pVef/WshkUhA0zQ0Gg0qKipgNBqRTCYRiURgNBo/OnfuXMkHMwAAOp3u7tzcnMftdud8kW3kVALeNpq5Z2BgAG63G1KpFHK5/Cccx+k3NBk2aKC0tHR2dnbWFg6HkUql3hETjUYxPDyMaDS67lxvGhVFER6PBz09PVheXgZFUSCEUJnu94MZsFgsAiHkeSAQgNPpzMYoI8ZqteLWrVvo6+tDKBTa6LPB8zwePHgAj8eDWCwGiqKQTqd7ZTKZd6NzrLuJM+zZs0cA8GuaprFr165slOLxOCwWC5xOJ+x2O3Q6HfR6PViWXXO+VCqFoaEhXLt2DaIoguM4UBTFURT1m97e3g2/4Da8VHV1dd8tLi5+s7S0lBVPCMH4+DgWFxez/X5XVxfGxsYQCoVybmye5/Hy5UtcvHgRDMMgFAohmUwiHA7/fHh4eGKjmvIyYDabYxzHvVhZWQHHcQBeV/H69evZfSGKIvx+P+7fvw+Hw4FwOPyOCUIIAoEAuru7kUgkIAgCEokEVCpVa2tra38+4vMyAABqtXrC5/Ohv78fgiDA7XZjfn4eNE0jmUzC5/PB6/X+1mazeR4/foznz58jHo+/NUcsFoPD4UBfXx+USiU8Hg+2bt36jcFgsFsslnz1r92Nrqa+vr7f5/NdePHixe+i0SiuXLmSbfI4jkNxcXG4vLz8cW1t7ddPnjxxqVSqLQqFAiaTCUVFReB5HtPT0zh//jw0Gg28Xi/kcjmWlpb+6HA4Anmrz9eA2WyONTY2viwtLcWrV68wODiIurq6bAwCgcAXs7OzdgDo6Oio6+npmaJp2lhUVISamhq43W50dnaCpmkQQuD3+9HS0lJ98+bNhc2IB/I4hTJUV1fvCwaDP7Pb7RBFEXK5HHNzcygrK4Ner/+Ty+VaBIDR0VHh+PHjN/r6+n7JsqxaEAQMDAzAarVCpVLB5XLh2LFjh2manhgbG9us/vWbudW0tbX9NJFI/GNmZgb79u0DADgcDqjV6k+amppuWSyWt3qNjo4Og91u/3sgEKhVKpXQ6/Xwer1gGAZWqzXv568m7xU4cuRIKBKJJOfn5w8vLy/D5/NBq9WCpuk/37lz550ojI6ORg8ePPhPQsinHMchkUggFouhuLiY8Xg8m/qMfJO8TiEAuHz5clQikVxQq9X7TSbTZyUlJdiyZctnRqPxea57pFJpv8Fg2G80GntlMhmqqqr2W61W/v2kvyZvAwDQ29sbm5qaspeVlf1VIpHsZ1n2266urpz/63R3dwtarXaCYZhPAfzYZDLZN624QIECBQoUKFCgwP8O/wa/c3+Ekq25CQAAAABJRU5ErkJggg==) 6 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 9, auto;}
}
div.testarea{
animation:rwdcur86876 0.8s linear infinite forwards;
}
