@keyframes rwdcur167802 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9klEQVRYhe2XT0iTcRjHP+873atbc6NtTuYUGWw5E5kgHTImiGDEyKM7WYSniA5eCqGL0dHDIAy7jYKgi8dOEQVdCiULTRfGzCLTVftX2dT9OvwmWId4p2si9IWXF15+7/d5fs/z/T3P84P/OMRwAC0HZbwKeAQsAXcAtZLG64A3gFBVVQDrwEPAVCkHJgFhNBrF8PCw6O3t3XHkK2AslUxv6ByKorQC48AJAE3TqK2tpbu7uxCLxaivr7cBUyVw6oYRCJrN5lvAHLAICEBYLBZhs9mEy+USExMTwmq1ZpG6iOglV3SsOQJcA8JWq1UFCul0Ogk8AT4Bx4AG4GwkEjHOzMwQj8cXgHPAM/37/DueAuvhcDg9MjIyZTAYmoGTwCnADXiBFafTKcbGxgSQBa6WyzjAEFL5P00m07iiKDX8nms/RXEWnxUgrIdYTwp2IwS8Bd7/8V0F2oEgUA+8QIY/UyL/vqACNmSRqhgc+yUw7OPfINAFVAOreyXZa9FwIIV3pfjecyT2GoHvyJ0vAHGkMA8E+9bA4YLf76e/v7+sx0yvBoaAu1tbW95MJrNusViqs9lseveCQCBQlUwmLwLXgQLwqlxO1hTJFoElt9s929TUdE/TtLbBwcGdU+Rpa2ubC4VCH4HpUCj0vFzGQQptFHgNLAMiGo2KxsZG0dHR4R0YGKgCYl1dXR+cTucyMA1c1kuuJwUmYBbZcn2ANj8/X+3xeLDb7be3t7dHhRDhRCKxkUqlNoAHwI1yOlBApmEWCACOTCZT5/P58Hg83Waz+bimaT/y+fymoiiPDQbDzXw+/0WvA3oq4QaQRA4mUSAphGBtbS3V2dnpt9vtdT09PQ0ul2s1m81O5nK5gl7jpcKLrP8XgG/AZnt7u4hGo6Kvr0+oqnoGaOUfTscmZN0PAucpCrI4EQvgEnC0VNJSesEm8BnZ+d4hx3CbEKIZuI8cQuLIlOlGqRPRblQBp5EXFYCXQALIVcoBisZbkLteA1KlEvwCN4nVVlpRqyMAAAAASUVORK5CYII=) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2XwWsjVRzHP5Nk2yFJY1MmNcagKCERDdUWRSFW7EJQoT0WCXiwUPAi6EGQ3kQED/XiH+BJ96DeBFllQVgRdQPF4rJpGzcTWlo2taQ1s+20MeP8PLypLAtrM0lcEfzCMIf35vu+853ffN/vwf/4lxHs49kk8DDQBk4GI6d76MDXwAZwEYjezcXTgAASCAQEuOmJee5uCbgESCqVkvn5eSkUChIOh8UT9SIQ8EPWbQ2MAjHgEyALjMXjcTKZDJOTk8zNzSEi1Gq1V4AKcG2QAsKBQCAiIm8BTwL3AUOWZWkbGxtUKhVM06RYLJLNZllZWZlHuVAGOmeRa10IiAGvAy+fCgJ+9xawUbYPGYaRXlxcRERYXl7Gdd2SpmmfiYj7d+TdOKAB7wGPjo+Pp5eWllZ3dnbeaDabl4FvgS+BH2zbfuHg4ECPRCK0Wq39VqtVFZEaYPUrwAFSwNNjY2N6vV6/UqvVfnJd9xcROQa2gMeA+N7eXnZzc9M9PDz8rtPp3EC5dNivAIDvgSuWZZ3b3d392XGcyyLyKyqAXGAP2Aea7XZ7q9PplIEfNU275o3fEd3UwO0IoVy5HTFUQJ2G0tYd5g0URr8E/ewFT6B+y3NAo1cSX6l1CwxUIL3t3Xt2olcHbNSbrwNVwOxVQL/ouwb+eyiVSqFB8nVbA68CF3K53EO2bV8Nh8P3TE1N2aZp/hUyuq7HHMd5DXgXFT5XByngApBMJBL3NxqNpxzHSZmmGZmenr5er9cFOK/r+trCwsJLwWCwXSgUnh0ZGbm4vb39W5f8Z+JDYM27jmdmZiSXy0kikXjeG/8YuIGK5DXgI1TPeCa6deAr4DwQB1KNRoNisYhpmvvRaPSZUChUarfbfwAt4HPgTc7YhPwKAPgCyAAPOo4THR4exjCMx5PJZHpiYuKkUqncBD4F3vHB6SsJY8D7qE0Gy7Kc2dlZJ5PJxPL5fCoSiQwBH/hZ3I+AwC1zvwG2qtVqaHV1NZbP59Plcjl2dHS0juqU/jEYqMJ6BGW1ABIMBgVootq2Ub+kfmrgxJt/guoJdoF7RWQIdUC5BNSBYz8CemlIQDUeD6CKMo/ajNaB6/g8pvUq4BSjnhhQ33/fL8GfPI4mCKXdB9EAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2WwW8bRRTGf7trt7u2aRo3JhVK4gPZ1EqahRKHSJGIkhwiBTU3DqhCCtwQ8oUD4kD4Gzhw4ALiyKWoCInmUEBcQAoJkiuUpK4JguIkVbCddjddexJ7lsM6HKKWrF2HXvpJq1ntzrz3zZs3733wFE8Y2mOs7QL6FEWJGIbxoFaryXaRCoLzwDXgV+BLYPD/dH4Z8BpPHSgB3wBvAnqzxlo5gs+BXtM0sSxLicVihpTSdF13AugF1oHdkyCgAmvABVVVw5ZlYVkW6XSa0dFREomEkc/n01LK08AqcK/dBD4EXsBPPnVra4u1tTU2NjZQVZWxsTEmJydZXl5OCyF6gF8IEImgBDLA68A+EAby9Xr9arVaLZfL5er6+vqzxWIR0zSZnp5maWlpUAhxG8gBoolNPhJLQEVRFG9hYWHZsqw3gJfws/8K8DHgDQ0NecPDwx5Q1zTtsqZpqeMMhwIS+BYYnJubY3t7u7y7u7sXiUTuuK5bBrYAG1BXV1ffBorAV4lEoiClPNXZ2Ukul3uk4aBH8DtALperZ7PZFcdxbum6/ocQQgBV/LpgAAXgejgc/kHX9T0hxP3Nzc3/TEYlIAGAs8DFxvtvwN0j/+ONOWeAe5qm1aLRaNG27WoTPppG18M+KopyKhKJBDLwOL3gRSCNfyuORqN+cHAQyIjaovMuYAB4vzE+NBJB0GoEXPyd3wJu00jSJ4GWd/4UhwiaA+8An5qm+Xw6nb5hGEZkZ2fn3zRXFCWkKMpF4C38piXxxUpbEAI2+vv7nfn5+T8TicQnmqa9puv6qyMjI2cac66EQiFvZmbGSyaT2z09PTeTyeREuwjowBeAiMfjeaDU19fnjY+Pe6lUKjM7O3sWuAHUu7u7vY6OjvvATfzueSyCHEGt4WCiUqmcA87HYjEymQz7+/sxwzAuAa8IIUSpVLorhPgaeBdflLjtIAB+T/8ePxovO46jSSkZGBhISik7p6amerPZrG3b9jXgPfzKeKxzaK4S3gE+wE8wVlZWkFIC6K7rUigUVOCzoI4P0WwljAJ/ASnXdc85jkMoFHpmcXER27ajwHX8yniimMaX4R7gKYpyKM8/Ap5r1lgrvaCCr3gd4BJwFfgO+BlfJzw4aQIuvugoAT82xhLwE/A3vnANjGYU0VGo+LciDuw1iDXlHOAfMqor4wCL+DIAAAAASUVORK5CYII=) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhe2W32sjVRTHPzczbdIxaULNLinRktS2bFuabqWthor4YEFE9kX/gaXgg6hPwoKFBV8EH/wLfBCsv6CLsCAsPojtw6ogdWvRsqa7tU3TkMyQZsZsMpNkm/FhRuiL25lm16f9wuXC3Hu/5zvn3HvOgcfoEqOjo12dl7o4GxZCxNrt9hP9/f1So9FodqXEB0LAReAmcAtYEUKkgPD/JeAtoAK03fkAuAG8AST8kvkNQT/wCfB0NpsNhMPhYKfTCUqSdKHVas0CsivMADyFRPZhfAj4BTg/NjbG3NwckUgkUK1WQ0II9vf3h9fX1z+o1Wo9OJ74xgupHw9cBZ4HeoPBIDs7O+RyOXRdJxKJkM1mWVhYQFXVF8vl8hSwBeQfloB3cWJcA3pqtdo9wzC+rlQq0UKhsLG9vT3caDRIpVIkEgmKxWLFMIy6EOIWHkNxGn4DjGg0ery8vKwNDw+/D7wCvAa8CewEAgE7nU7bExMTx9FoVAPeE0KETiP26oHngJlsNiubprlbKBS+DAaDv9br9S3ABG7ato2u65amaYFms/kH8CHOK3koAu4Cpb29vb+KxeKWLMu5eDyuyrJ8r1arCSAAtIQQd4QQXwDXgBxgPywBLXevbVlWzjTNnVAo9PfBwUEDsIA+d18N2MfJDXWP3L6gADEhRDiVSgHET6wFTgzPEF2IuQiM4bh686wkvtSeQNw1fsWd4w/e/t84azVsAD3AbRwP7J5VQLc4858/xr/w+greBpYGBwfXMpnMld7eXmKx2P2VlZWOux4G5oHXgRFgBfjcC7GXS9gLfAbEM5nMuKqqF3RdP1RV9fz09LR9dHRkWZZ1Cbg+Ozs7b1nWOdM0x5PJ5J9DQ0OqpmntbgU8CWSBZ5eWlvps2x5UFOXVqampmUgk0jFNUy+VSlclSXomnU6TTCaDkiQl8vn8DVVVG5xSD7yEIAC8DHwHdBYXFwMzMzNWOp1WJUlaW11dVTY2Nl7o6+tLHB4eNnD6gNvAKvAjoD+I3IsHbJxi9BPw1O7ubrparcqTk5NRRVHGDcNIZjKZc5VKpVUul68Bl4FvcfLDqfXATyK6C/wMvKNpGvl8noGBAanZbIp2uy1vbm5K9Xr9K+AHnER17IPbM4aAj3GqnZ1IJOyRkRFbURQbx1MfPQqjJxEDXgI+dQ2eHBpwyS+hn64YnAtlAd/jpOF5YA24jhPzO49aAEDBFVHCCcnvOA1Lx/3uC2fpB2Scvr8f54ned+cScOSX7B8+IVC3sw01lgAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2XTWgjZRjHf28mmUkzszVZMk27tW1orP2guEWCrYpioXjQguLBm8SLIGKpF9mbsOBl8aDYwx6MJ0+LKMheBEXQQ/XSsirVpclqTNqyTJN200yz2ew442FmQcruZjItguIPXmaYj//7n+d5P56B//kPcBoI/9OdxoGvgA3gR+BVYAJIdiskBTRwAXgcUIF+IAsMAbeFECXgdkDdjoSBy8CGqqq/AgXg1vj4uJPJZBzcaAx3Ixjq4tkY8AUwnUqltN7e3jhghcNheWRkhKWlJSRJegQ3Pb7pJgXvAo8BiqIo8tjYWNK27c/r9fqjpmkKx3E4PDy06vX6KeA7IcQtwOnGzL2IA+8DBV3XN1RVLQCXVVV9TwjxDPAJcCiEcGZnZ2uLi4t/ABXgOSFENxG+J3PAWjab/X1+fr4wOjp6sa+vb6anp2dGCDEBPAQ87Rm5puv6n/l83gFuAg92Ehc+DEwDrwDPplKpr9Pp9EeO47SbzWbLMAzTMAwT0AAZeBt4GUgDV3FnysFxDYSAPqAthAgnEonQwMAAkUjEDoVCe+vr69ZdDE8AV4CiD/2uCAsh4qqqxtPptHzS4kHoeuU7StCVEGAGdwWMANeDigSdJkngYeCcdwwciaARaOJ++VVgE/gtqIHjcuwx8O8ik8mElpeXT7T48DsI38AtPj6WJCm5srKSzOfzd3v3TdxC5aKqqk8MDQ111PdrIAdM5HK5xZ2dnQu7u7uxQqGgHXnmPPAakM3lcq/btn2pUqmkOwn7nQVngXFN06xWq9W/ubl5ZnBw8JvV1dWWd/8d4CUgCohSqXTKNM0rwCWgcVwDMdzN5my73U4oiiJVKhVd07TZubm5L/f29j6zLOtJWZYjw8PDg+12e63RaHwIfAt830ncz2akAS/i7nAvTE5OnpEkqdpoNOxqtXpdUZSpqampUDQatYvForG1tbViWZYB3AB+6CTuJwJtz0QEWBNC9C8sLAzoui5vb28/0Gq1orFYrKdWq+2Uy+UPLMuKADXgZ6B1P2G/BgC2vWY1m816tVp9KpFIaOVy+ebBwUHSMIxr+/v7nzqOUwR+An6hQ+7v4CcFf0cG3gKex60RAAzcMt32WhEoeecnbgDckT6Nm+Ow15HsXW8CZcD0KxbEwFFOewbAzfmNE9DsmjAB/w//AjRGDB4Q3oGiAAAAAElFTkSuQmCC) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2WwUtjVxTGf/clxox50dQkU2PGJlVjFStNx7aKumoVBtq46EZpEQouSsFdoe2mf0CXdeOqUCgUuho6g+3Mxs3gFEoVLQg1MVGibZ7EJFUTkxeT3C5eZigDU2NiGQr94HEfvPPO+e45937nwP94xjA18K8ZuAmoQOpq6NQOF3AXyABlYAFo93q9yr8d2Aq8A2wBGYfDIUOhkASiwJsWi6UjGAy2XMbhZUvwGvAN0D0yMmKdnZ0tDQ8PKz6fz7a3t3ezUql819LS0jQ2NnYWDoflVRJoAbqAr4G+YDDI/Pw8iqKgaVq+p6enlMvl1GQy+arJZLrjdrvPA4GApa+vT0QikXKjBFzA28CXwIuAUi6XTUdHR2Sz2TWTyWRTVdWq6/p5LBa7vr+/397c3Pyzx+Oxqqp6zePxEI1Gi/USUIBXgPdtNttLdru9nM/nK2dnZ4mDg4NoLBZb39rasum63jU6Otp0eHhoSaVSvkwm0+ZwONY6OjrKJycn5sHBwdz29nZdBEzAc8CHdrvdMjQ0JAqFwmoul7tdqVQ2i8Xiw0KhkIhGo12pVOr5hYUFs9PptCqKMlQqlXaSyWRS07S8ECIXj8frIlCpZqE1n89PzM3N5SKRyMfpdHodCAMJ4FcgmUgk3lpZWSkkk0mKxeKurusPdnd3C+l0+o+dnR39aQHEBQQe4QXgc0VReqWUX0gp7wkhkFKCIUS9QBB4HTgE7gkhrEBcSrn3T45rJQDQB7QD68CTh6qz+u0EyAIOIGuxWI6KxWLlEjEuDVejDhrpBUEMYWoCtHqd1KvdLoySfFpd685EvRk4w9j5bxi3IVYvgUbR8Bn4z6HX7Xb7n0Xg94AHQL6/v/97l8s1OjU1Zf67wfT0NBiDyf2q/ZXiPhABTpeWluTAwMBnXq/3DQC3240QoqO7u/tuZ2fnZltb21rVvibUegtuYMx/1yORiPD7/b1ms/nhrVu3Yqurqz7gl5mZGQ+gBwKB9mw2+9Pp6ekPtTg2X2wCwLfAIOAKh8MOVVVvhEKhj5aXlyvAzOTkZLvT6aRcLhc1TYtrmrYphFCklFcmw53AB8CPQMbn8yUmJiZ+DwQC+vj4uFxcXJR+vz8DfAW8C/TX6rjWErRhiM8u4D8+Ph4ErgkhmlpbWwmHw2xsbGSFEJ9giFMOoyldiFpLkMYQnUKVCPF43AwQiz0WQZeU0orRKZ86gj2JWjNwDhxV30WViLm6ljHG9TvAbYydH2MMMxfiMvPAI7yM0QkPqo+KMQfEgdJlndVDAKAVY1QHIwt/1umnISjU384f4y8wtmC+uB0vbgAAAABJRU5ErkJggg==) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167802 2.1333333333333s linear infinite forwards;
}
