@keyframes rwdcur142196 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYUlEQVRYhe1XXWgTaxp+MjNJZyZpJk1rftqShOOqlR6F46LYdttdWSkaWim4eiF7saC30ptFDuqdF/5VRRfxxtJiRdzi+gOCiCBsY4q1HJde+EOy1FLiGmnTTOabmaaddN69aK1tkdpz9izLwnng4+Nj/p7vfb/3eZ8BfsH/GI6f+JywMHMLs70wl/6bBISFIQMQAbiWECkBmAVQBGAurNdEZi0EuIWPeXme90uS5Jdl2SdJkiwIggsASqXS7PT0tGmapmqa5pRt21MAtAVC/xEBAYDM83ygvLy8WlGU2vr6+toDBw78esOGDRGfz+cDAFVV1VQqNd7f3//DmzdvMoVCIcMYy8zNzU3ic0R+NAQAflEUvw2Hw/va2tq+TyaTQ4wxyzAMKhQKpKoqqapKhUKBdF0nxpiVTCaH4vH4sXA4vE8UxW8B+PA5VWuOAAfAI0lSxO/31x05cuT3nZ2dfywrK/NMT08jkUjg2bNnGB8fBwDU1taiubkZzc3NkCQJMzMz+sWLF3t7e3v/nsvl3haLxXEAOj4f1q9C5nn+V9XV1R2nTp26xhizGGP05MkTamhoIEVRyO12kyRJJEkSud1uUhSFduzYQY8fPybGGGmaNnPixIm/hEKhfTzPf4P5g7smCAACfr//dx0dHcenpqYMxhjdvHmT1q1bR7Isk9vtpnA4TE1NTdTU1EShUIjcbjfJskxVVVXU19dHjDHK5XIsHo8fq6ioaAEQwCqpWLn7umg0emh4ePgHwzAokUhQMBgkWZYpHA5TV1cXjY6OUjabpWw2S6Ojo3T27NnFewKBAA0MDJBhGDQ4ODgUjUYPcRxXt9Yo+D0ez2/2799/3DCMuXw+T62trVRWVkayLNO9e/com83S69evqbu7m7q7u+nt27c0MTFBDx8+pKqqKpJlmVpbWymfz5Ou69aePXuOeTyeRgD+tYS/OhgMtt26detvpmlSIpEgn89HDoeDJEmiy5cv06VLl6impoa8Xi95vV6KRqN09+5dmpiYoJMnT5Isy1RRUUHJZJJM06Senp6/BgKBPQCqv5YGAUAsFosdfPHixbCu63TmzBlyu90EgARBIFEUSRRFEgSBABAAcjqdtH79ehobG6ORkRHy+Xzk8Xioq6uLdF2nwcHBoVgs9gcAkZUEuC8QEARBELxer8+2bWQyGdj2fPWUSiUUi0UUi0WUSp+1xbIs5HI5jIyMIBgMwu/3w7ZtvH//HrZtQ1EU74JqulZ+cyWBxTolotWTtQQOx7ycuFwuEBHm5uaWXV/tXSvzYc9vtFRijKkcx6GmpgYcN89TEAQIggCHwwHLslAqleBwOOByuRCLxbB161a8e/cOqqqC4zhEIhFwHIdCoaBZljWL+Ya1TIxWRgAAZovFop5Op8c4jkNDQwOcTiccDgecTieuXr2Kc+fOIRwOQ1EUKIqCTZs24cqVK3A6nbhx4wYsy4LT6URTUxM4jkM6nR6bnp7Wscae4C8vL2/s6Og4zhiz8vk87dq1i1wuF8myTA8ePKCPHz9SOp2m/v5+un//PmUyGZqYmKDr16+T1+slWZapvb2dVFUlxpgVj8fXXIYAIPI8XxeJRA49f/582DAMevr06aIKhkIhOn36NKVSKcpms/Thwwd6+fIlHT16lBRFIUmSKBwO09DQEBmGQclkcigajR7ieX7NQiQACFRUVLS0t7d/n8vlGGOMenp6qLKyclGKKysracuWLbR582ZSFIVkWSZJkigYDNKdO3eIMUaTk5Ns7969q0ox/wUCNoA5y7IchUKBsyxLb2xs/K6+vp7bvn07Xr16hXw+j5mZGeRyOaiqCiKC0+nEtm3bcO3aNTQ3N4OIZs+fP9/96NGjF/l8/p9ENIn5Q7gMq7ZjURQjlZWVdYcPH/5tZ2fnn5a242QyiUwmA4fDgWg0ipaWFuzcuROiKMI0Te3ChQu9fX19iZ/ajj+lYtGQxOPxRUOi6zppmrZoSDRNI8MwSNO0mYGBgeTu3bv/HAqF2pYYki9V26oRWEpimSWrq6urPXjw4HcbN26MKIriA2CrqqqlUqmx27dv/yOVSmU0TfuXpmkZ27Ynv7bzH2VKOY7zS5Lkd7vdXlEUPYIgCMC8chWLRd0wDM00zUkiUvEzmdKlWGnLP62B5ba8iC8o3s9BYCUZYPmPyafxC/6/8G9hukoyIfI5UAAAAABJRU5ErkJggg==) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSklEQVRYhe2XX2gTWx7Hv5mZJDPTZCaJNW1qSS5LW6u56v6RaqvpKiu4hlbqgwq6yILigy9FuMilQkHrk2AfXJZ9bKFFVNw3EaVgsXHUIJcVQbq0ClKiDZrWyZzMJE3G+d0Ha629xda7d1kW7hcOh/Mw53zO75zz+30H+FX/Y7l+5nfCfM/N9858b/83AYT5JgMQAXgWgdgAygBKAKz58apgVgPAzS+m8DwfkiQpJMtyQJIkWRAEDwDYtl0uFouWZVm6ZVmzjuPMAjDmgf4jAAGAzPN82O/316mqWh+Px+sPHjz4h8bGxmggEAgAgK7r+sTExNT169d/GB8fz+Tz+QxjLPP+/fscPkXkqyUACImi+G0kEtnf0dHxvaZpacZYxTRNyufzpOs66bpO+XyeCoUCMcYqmqalk8nkmUgksl8UxW8BBPDpqFYdAQ6AT5KkaCgUaj5x4sSfuru7/+L1en3FYhGpVAr379/H1NQUAKC+vh6JRAKJRAKSJGFubq7Q398/ODg4eG9mZubfpVJpCkABny7ripJ5nm+oq6vr6uvr+wdjrMIYo5GREWptbSVVVUmWZRJFkURRJFmWSVVVamlpoTt37hBjjAzDmDt79uzfamtr9/M8/xt8uLirkgAgHAqFdnV1dfXMzs6ajDEaHh6mtWvXkiRJJMsyhcNh2rJlCzU2NpKiKAsw1dXVNDQ0RIwxmpmZYclk8kwwGGwHEMYXjmLp7ptjsdiRx48f/2CaJqVSKaqpqSG3201er5dOnz5Nz58/p2w2S9PT0zQ2NkaHDx8mn89HoihSOBymsbExMk2THjx4kI7FYkc4jmteLgrcMgCiJEnVW7du/Wbjxo2/LZfL6Ovrg67rqFQqAIC6ujrouo7R0VE8efIETU1NuHz5Mk6dOgWe52EYBi5cuIByuYzNmzf/fsOGDfWyLIfwIYesGP66mpqajitXrvzTsixKpVIUCATI5XIRABIEgWRZJkVRSFVVCgaDtGvXLhofH6fXr19TIpEgr9dLwWCQNE0jy7JoYGDgWjgc/jOAuqXHsFwEPJIkyQ0NDVHHcaBpGiqVCogIAGDbNizLgmEYyOfz0HUd6XQa58+fh9vtxtGjR8HzPMrlMh4+fAjHcbB+/fpvZFn2LV18OQABgCAIgqAoSsBxHGQyGTjOh9fjcrngcn3+cokIc3NzGB0dRalUQjweh9vthuM4ePXqFRzHgaqqynzW9CxdcymAs3jixfJ6vYhGo1BVFYLw08tMRCCinwAuN9dKALZt2zZjTOc4DuvWrQPHcQgGg7h16xYuXrwISZLA8/xCVDweDxKJBERRxLNnz2DbNnieRzQaBcdxyOfzRqVSKeNDwXK+BAAA5VKpVJicnHzJcRxaW1vh8XhQLBaRy+Vw4MABHDt2DIqiwO/3Q1EUbNq0Cb29vXAcB9euXYNt23C73dixYwc4jsPk5OTLYrFYwCprQsjv97d1dXX1MMYq7969o927d5Pf76edO3fSixcv6O3btzQyMkL9/f00PDxMmUyG3rx5Q+fOnaOqqiqSJIk6OztJ13VijFWSyeQZn8/XBiC0GgCR5/nmaDR65NGjR49N06S7d+9SOBwmv99P27Zto5s3b9L09DRls1nKZrP09OlTOnnyJPn9fhJFkSKRCKXTaTJNkzRNS8disSM8zy+biJaTACAcDAbbOzs7v5+ZmWGMMRoYGKDq6mry+XykKArF43Hau3cvtbW1USgUIlmWSZIkqqmpoRs3bhBjjHK5HNu3b99Xp+KPUWiIRCJdvb29fzcMo8IYo9u3b1NLSwupqko+n49kWSZZlqmqqopUVaX29na6d+/eQjHq6elZsRh9sRyLohhds2ZN8/Hjx//Y3d3918XlWNM0ZDIZuFwuxGIxtLe3Y/v27RBFEZZlGZcuXRocGhpK/dxy/PEoFgxJMplcMCSFQoEMw1gwJIZhkGmaZBjG3NjYmLZnz57vamtrOxYZkuVe2xcjsBjiM0vW3Nxcf+jQod81NTVFVVUNAHB0XTcmJiZeXr169V8TExMZwzBeG4aRcRwnt9LOv8qUchwXkiQpVFVVpYii6BPmU6Jt23apVCqYpmlYlpUjIh2/kCldrKW2/OMY+NyWl7BMxvslAJbCAJ//mHxsv+r/Sz8CQBMfMXyMjUUAAAAASUVORK5CYII=) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQUlEQVRYhe2XX2gTWx7Hv5lJpjNj0vxpkzRtSS5im0Lvy+2q2LrpblkpGlopiCKyD4v6XpBFLhUE8VFUcB98WlpSEVcUUaQigrCJo3b1el9EL+kKpcYqJmkmczLTpJPObx+Mse0W7b17l8uF+4XhMIQ553N+5/x+v2+A3/QLy/YTv7PXRq42WrWx+v8EsNceGYAIQFgBUgWwBKAMwKi9bwhmIwBcbbFGnud9kiT5ZFn2SJIk2+12AQCq1erS4uKiYRiGahjGgmVZCwC0GtD/BGAHIPM8H3C5XK1ut7u9u7u7ff/+/b/r6OgIezweDwCoqqqm0+m5q1evfvfy5ctMsVjMMMYyy8vLOXyKyI+WHYBPFMWvQ6HQ3qGhoW8VRZlmjJm6rlOxWCRVVUlVVSoWi1QqlYgxZiqKMh2Px4+HQqG9oih+DcCDT0e14QhwAJySJIV9Pl/X0aNH/zQ6OvrnhoYG5+LiIlKpFB48eIC5uTkAQHt7O2KxGGKxGCRJQqVSKZ07d25iYmLin/l8/odyuTwHoIRPl/WLknme39La2jpy+vTpi4wxkzFG9+7do97eXnK73STLMomiSKIokizL5Ha7afv27XT37l1ijJGmaZUTJ078raWlZS/P85vx4eJuSHYAAZ/P98eRkZGxhYUFnTFGly5dIr/fT4IgkM1mI0EQKBKJ0NatW8nv95MsyyRJEjU3N9Pk5CQxxiifz7N4PH7c6/X2AwjgM0exdvddkUjk0JMnT77TdZ1SqRQFg0FyOBwEgACQJEmUTCZpfn6e0uk0nTp1ipqbm0mWZQoEApRMJknXdXr48OF0JBI5xHFc10aj4HM6nb/ft2/fmK7ry4VCgQYHB6mhoaG+OAASRZEOHz5MiUSCXr16Rdlslm7cuEFNTU0kyzINDg5SoVCgUqlk7t69+7jT6ewD4NtI+FuDweDQ5cuXrxuGQalUijweD9lstlUAPM9TQ0MDuVwu2rx5M926dYuy2SyNjY2RLMvk9XpJURQyDIPGx8f/EQgEdgNoXXsM3H8zQJAkSd6yZUvYsiwoioJqtQqHwwFRFCGKIjiOw/LyMiqVChhjeP36NY4dOwZd13Hw4EEIggDTNPHo0SNYloVoNPqVLMvOtYuvB2AHYLfb7fbGxkaPZVnIZDIgIoTDYUxNTWFoaAh2++p5TNNELpfDs2fPEAgEEAwGYVkW3rx5A8uy4Ha7G2tVU1i75lqAep4S0aofWltbEY1GMTAwAEEQ1gkcwPP8h0ms1em+dq4vAVSr1WqVMaZyHIe2tjZwHIeZmRlUKhUMDAzA6/XC4XDUPxIEAW1tbejp6cH8/Dzev38PjuMQDofBcRyKxaJmmuYSPjSsVXTr3YGlcrlcmpmZmeU4Dr29veB5HowxXL9+HX6/H+fPn0c4HIbH44HH40FnZycuXLgAURSRSCRgmiYcDgd27tz5EX52cXGxhA32BJ/L5eobGRkZY4yZhUKBBgYGSJZlCgaDNDU1RdlslmZnZ+nmzZt0+/ZtymQylM1mKZFI1Kvk8PAwqapKjDEzHo9vOA0BQOR5viscDh96/PjxE13X6f79+/Vq5/f76eTJk/T8+XN69+4dvX37lp4+fUqjo6PkdrtJkiQKhUI0PT1Nuq6ToijTkUjkEM/zGy5EdgABr9fbPzw8/G0+n2eMMRofH6empiaSJKme59FolDo6Ouq7liSJgsEgXbt2jRhjlMvl2J49ez5bivl1ACwAy6Zp2orFImeaZqmvr++b7u5ubtu2bXjx4gUKhQKWlpagqio0TQMRweFwoKenBxcvXkQsFgMRLZ05c+bvd+7c+VehUPg3EeXw4RKu0mfbsSiK4aampq4jR478YXR09C8r27GiKMhkMrDZbIhEIujv78eOHTsgiiIMw9DOnj07MTk5mfqp7fjjUdQNSTwerxuSUqlEmqbVDYmmaaTrOmmaVkkmk8quXbv+2tLSMrTCkKyXbZ+NwEqIVZasq6ur/cCBA990dnaG3W63B4ClqqqWTqdnr1y58n06nc5omjavaVrGsqzcl3b+o0wpx3E+SZJ8mzZtahRF0Wmv1eRqtVotl8slXdc1wzByRKTiZzKlK7XWln98B1bb8jLWqXg/B8BaGGD1H5OPz2/6dek/a6gstVlUEFIAAAAASUVORK5CYII=) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGTklEQVRYhe1XX2gTWxr/ZWaSzEySZpK06R9D4v8GekHqoti6rasrVUMrBdEH2YcL+uJTX0Qu9U0fRZEuoiBLi7Xqioo+iQjCNo62K9cVBF1SHzRGKTRpZuZkpmknne8+WGvbW7T37l2WhfuDw+FwOPP9zvd95/t+A/yO/zFcv/KcMDdzc7MzN1f+mwSEuSEDEAF4FhCpAJgBUAZgza1XRGYlBLg5Y1U8z4clSQrLsqxIkiQLguABgEqlMjM1NWVZlqVZljXpOM4kAGOO0H9EQAAg8zwfDQQCDcFgMNbU1BQ7ePDgHzZs2BBXFEUBAE3TtEwmk7158+aPr1+/zum6nmOM5WZnZ/P44pFfDAFAWBTF7+rr6/d3dnb+oKrqKGPMNk2TdF0nTdNI0zTSdZ1KpRIxxmxVVUdTqdSJ+vr6/aIofgdAwZdQrdgDHAC/JEnxcDicPHr06J97enr+4vV6/VNTU0in03j8+DGy2SwAIBaLoa2tDW1tbZAkCdPT06Vz584NDAwM/KNQKPy7XC5nAZTwJVm/CZnn+fUNDQ3dp0+fvsgYsxlj9PDhQ2ppaaFgMEg+n48kSSJRFEmWZQoGg7R161Z68OABMcbIMIzpkydP/rWurm4/z/Nr8SlxVwQBQDQcDv+pu7u7d3Jy0mSM0dWrV6mmpoZ8Ph/5/X5KJBK0Y8cOisVi5Ha7yeVykcfjoerqahocHCTGGBUKBZZKpU6EQqF2AFF8JRRLb59MJBKHnz179qNpmpROp6m2tpZ8Ph+tWbOGLl++TO/fv6dcLkdXrlwhr9dLAAgACYJA0WiUhoeHyTRNevLkyWgikTjMcVxypV4I+/3+Px44cKDXNM3ZYrFIHR0d88ZHRkYon8/T8+fPqa+vj/bs2UMej2eeAADyer3U0dFBxWKRSqWSvXfv3hN+v78VQHgl7m+ora3tvHbt2m3LsiidTlMoFKJAIECXLl2ifD5PFy5cmPeI2+0mjuMWEXC5XBQKhUhVVbIsi/r7+/8ejUb3AmhYGgbu5xzgkSRJXr9+fdxxHKiqikqlgmAwiFQqhWw2i1OnTqFQKMA0Tdi2DcdxwPM8RFGEKIoQBAG2bePp06dwHAeNjY2rZVn2LzW+HAEBgCAIglBVVaU4joNcLgfHcbB27Vp4PB6MjIzAsixUKotri9vtxrFjx3D79m34/X44joMPHz7AcRwEg8GquarpWWpzKYH5d0pEizY+G/R6vXC5fl4+vF4vdu3ahU2bNiEQCCzaW/qtbxGoVCqVCmNM4zgOq1atgsvlwps3b8AYQ3t7OyKRCNxu9/whj8eDWCyG5uZmfPz4Ebqug+M4xONxcBwHXdcN27Zn8KlhLSpGy+XATLlcLo2Njb3lOA4tLS0QBAGmaeL69etQFAV9fX1YvXo1FEWBoihYt24dzp8/D6/Xi6GhIdi2Dbfbje3bt4PjOIyNjb2dmpoqYYU9IRwIBFq7u7t7GWN2sViknTt3kizLVF1dTXfu3KGJiQl69+4d3b17l+7du0fZbJYmJiZoaGiIFEUhWZapq6uLNE0jxpidSqVW/AwBQOR5PhmPxw+PjIw8M02THj16RDU1NSRJEkUiEert7aWXL1/S+Pg4jY+P04sXL+j48eOkKApJkkT19fU0OjpKpmmSqqqjiUTiMM/zKy5EAoBoKBRq7+rq+qFQKDDGGPX391MkEiFJkkiWZQqFQpRMJqmxsXH+1rIsU21tLd26dYsYY5TP59m+ffu+Wor5ZQg4AGZt23bpus7Ztl1qbW1tbmpq4rZs2YJXr16hWCxiZmYGxWIRuq7DcRy43W5s3rwZFy9eRFtbG4ho5syZM3+7f//+P4vF4hsiyuNTEi7CV9uxKIrxSCSSPHLkyI6enp7vF7ZjVVWRy+XgcrmQSCTQ3t6Obdu2QRRFWJZlnD17dmBwcDD9a9vx51DMC5JUKjUvSEqlEhmGMS9IDMMg0zTJMIzp4eFhdffu3cfr6uo6FwiS5V7bVz2wkMQiSZZMJmOHDh1q3rhxYzwYDCoAHE3TjEwm8/bGjRv/ymQyOcMwPhqGkXMcJ/+tm/8iUcpxXFiSpLDP56sSRdEvCIIAfKpc5XK5ZJqmYVlWnog0/EaidCGWyvLPa2CxLC9jmYr3WxBYSgZY/GPyefyO/y/8BCZxLLtubuF0AAAAAElFTkSuQmCC) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur142196 0.8s linear infinite forwards;
}
