@keyframes rwdcur194856 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 12 0, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhdWWW2xcVxWGv3P2GXs89jhObUeu4zhusGN8qVMiEwj0gpqmdSKUVmpaoAWEUPPQqhIPkBckeENCFTwhJHigSOkDpUWqAlJfoqo3II3akFhgTJuoNUmatI4vyVw8M/uyVh9mnFgQLjOkkfilrXN0dPZe3/nXWnsfqENTU1PJ/gcfvLeeOf9Jpp6XBwcHk0wmMzs2Pn7LJ4eHX52dnS3/rwBxPS+rqmj19htRHM/cv2/fAzcUQEQkeE/wHgmhV+GFPXv2/HrXrl1dNwQghIDzXrz3+KsgD6vq7B233/7ljx1AQhDvnDjncN7jroJ0ieqvPrNjx+Ht27f31rNmVB8v3Lt7dwlIiyohBIL3+DVXFbkURL49PT399H+zXl0OADjvxXmPc46V9hYuDW/GWYt1jpozHSLyi1vHx4+MjY0NXHcAv1oDzuEkMPPZSS7s20U504S1tgrhHD6Ee1T1z6Ojo08ODQ39yzh1A4QQJKzmv1xBU02cn9zJ2a8+RHFiK7ZSwdVAvPdtIvKTJEleHRkZ2Xqt9eraiAA2btx4UERavPc4A/MTI2Q/MUb5pi6We7uJbmojnjuDlMqICKoK0B9F0YHu7m63fv36Y0tLS9IwQG9v70ERyXjvsZGwODFC96ZBBjs6yWc7uNzRjhvoIS7mid7/EIVViATYbYzZ29nZeWxxcfHD1Yd1SVW9iCAhEMoBnMUGz7Z0C11NTUw3p7mQyVLp6KB9082kD7+EMWbtmDTGvDk8PPxDEflBIwCiqogI4j04R8U7WpOEu+NmOk3CW0mKU0D57FliazHGkBiDGIMkCSLSZIz5fhRFSd0AQBVAFbEOvMV5R0mVzU0p0nHERVvhbUAvXcY5V4UVwWwZxGTbMDN/wRhDHMczdXcBIKiiqmgQjHM4Zyk4R0WVFJBXhVIBWVy60pbWWuzOnRS+c5DSo1/BeY+19q36HaidiFqDMNbilxc5um6RhRDoT6XIOQelImF+AfW++vXGEG0ewKcMK5+aoKW4dD797OHT9ddALQWrLmTePMFKLsfcmXeY691Mtqcf09wC5RVk7hziPcYYRITk5h5EA+QvU0qn/lhYWJBGasDXQKoOHPsrySvHCSP9hNFB8ltugZ5+sBU4NQdUT1EzMACdnYgtQT4HlcpxaKANqTlQ6+0rqeDkKTj+N9jYDduGYEMPyJX9htSddyEmRvMlKOTAVk42BKCqsjbwWhAA3r9YHf+geGgIUUGLeSgWUGdPQgNnAWtqQL54P0zcdjX4v1HU14dINf+UVs7L07/5ABpJQW0jUsB9/nPwyCOkz53DnDhB5fAL+FPv/POcOCbasAGxlWr+a/Y3BKCrRahKUE9ZPXFfL2ZTH61TU8jp0/g3jlJ67llYWQEgdcedom2tsS5fhGIOdZU/NQ4gcp+KfFNVH9fzZwZcphla24ib08RJQjwyTDI6Qvv+/YTZWSrPHJoP7737RlDp00JuOytFsPZEwwAnp6cXgKc29fX9KCwv3KbvyqOkmr4e2rJdob2DqC1LlG4hbmvB7Jik+dOTPy1+4a6feVveQjH/B2wpxtkrDtT9T3gtme9+qwmTPEAqdYDm9N1k18W0ryPKroNMJofokL9v77x56nu/1A/+vo+zFzrl+SPVudcDQF8/FvS1ozP68u+fibcNH6JwucClxS3kltsp5pspFlr1ty++GI9tPUqpMC6Hfvfc6tzr4sC1ZJ74WkyS7CWbOUBL+h6WC9vCj39+On5o9wZ5/sj8xxX3moofe7gnPvClyRsa9P9GHwGyxhAs/uld/gAAAABJRU5ErkJggg==) 12 0, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFg0lEQVRYhdXWW4xVVxnA8f++nPuZCzNzYJjbmYE5hWHGkYzQFqXVlEKHxtCm1WrQGI3lzcREUx980DcTX0yavrSa1qgxtsVI+tKSoLbEyICCMBoYAqgjM6UU58Yczm2vtb7Ph5kBvFQ9UyTxS3b2TvZa3/fLt9fea0MdMTo6Gn7iySf31DPnP0VQz+D+/v4wnU5PDA4N9W3etOnoxMRE9f0C/HoGq6ro0uXnPd8/+9i+fY/fVYCIiLMWZy3iXIfCob17976ya9eutrsCcM5hrBVrLfYW5ClVnXhg585P/88B4pxYY8QYg7EWcwvSJqo/ue/ee18bGRnpqCenV58X9uzeXQGSoopzDmct9raziiw4ka+Oj4+/9N/kq6sDAMZaMdZijKHcmGJhUx4TRUTGsNyZZhF58QNDQ0cGBwd77zjArqwBYzDiOHv/Nt7Zt4tqOk4URUsIY7DOPayqf9iyZcuXCoXCe9apG+CcE7fy/Ks1NBbnyrYdTH32k5SG7yGq1TDLEGttVtDnwnj86MDAwD3/Kl9dHyKAzs7OZ0QkZa3FBHBteICGjYNUW9qY78jhtWTxJy8jlSoigopC6PeQThzItbSaNU3NJ+bm5mTVgI6OjmdEJG2tJfKE2eEBct399De3Umxo5npzI6a3Hb9UxHv7XRRQJyiErrttt9+QejQXT5+YnZ19d7WAr4hI1llLJI65rQMkO/t4sGkNzakUpWwT8+ks1c4cfjaOd+4SqopahzdfwhbWd9ht/V9cFyZjLYnMsbBegKqKqiIiiLVgDDVryIQhD/kJWoOQk2GMi0B1ago/igiCgDAIEOcIjp+HoZ744tN7vtHwwhth3YsQz1sCqCKRARthrKGiSj4e475EgnwshgC6cP3mWxEZQ5TvI9o8gBv/MxIPse/Mn627A/ieLHcCdUJgDMZE3DCGWjJJDCiqQuUGMjuHMQYRwTlHsGMHbnSU+M8Po5kEURSdrBsgsUA0WgaoEkQRdn6WsaZZZpyjJxZj0RiolHDXZlBrERGCIMDL92JjAeXtW0m0Fa/4tdql+gHpuGilCsuA9G9PU15cZPLyBSY78jS09xAkUlAtI5PTiLUEQYCIEK5vR9RBxlEVjpVnZqRugGvOWIrlpddLleDEOcK3TuEGenBb+ilu6IP2HohqcHFyaY5zBL290NqKRBW0KYDJmVMA9QPaGsWbWUB16ddk5VFw5iKcOg+dOfhgAda2g9z83hB78KNI4KPFCqwL8MYunFkdYF2TBFOJm4VvhwDw9l+Xjn8Iv1BAVNBSEYyHlspnYBV7gaxtFM0mQRX5+GMwvPVW8feKzXm8ri5EHBSvg+9dkZd+ehVW0QFdkxXNJlDAfOTDsH8/yelpgtOnqb12CHvxwj9Pev5rUF2HRDVIKVh7ZuVW3YBwsWwXv/AIwYZ2nFqqavG7Ogi6u8iMjiKXLmGPj1HJXIdCN7zyC8J0RmxPg6+/v4rm0nBl7ncr+ereC7ou3/hZ8Mfp2coDQ4XSh7qao2yAW6jiRJHQh1yOcGSE5MZh2J7H2775mly++ku/sLEkf7m6nrUJOHzsWR0bn4BV/JKtRHdXl7+w/4mtpY8NfIZ86+cIUm3edIRXDfCSKfwwDp0xggrfLA/vfD44fmSDxou/plLyee7HffLy4cn3Bbg9gq9/OU570+N6f+EA8eRDXlF9psp4DQ3o8NpF73yxYB959Jr/m4Pfl5i3z//WC61y8MjS3DsB0F+dcPrG0bP6vUM/8jMtP9Rc6gb5xg2a0Eaq1QSultEfHHzdzzaPeVFtSL794qs38XcC8HeYsVML+vLhN/1Y+llvbuEk3bksyBN+S+5V953vTnnJ2Ft67k+lO13334b/9FPt/oFPbburRf9v4m/E5AgNtVxTEwAAAABJRU5ErkJggg==) 12 0, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFsElEQVRYhdXVfWxVdx3H8ff5nXMfWm7b20faUvqA7WphdtBMInMBXdlo6lI3J9tkspHOGp2axQcSY+JDZtS/wERjnDGORV2m4rLNuIWEGVYmhbphm5DSCU0shRVa7i29vb0P5/ye/KMDjG4xtzwkfpLfX+f3Pd/X+Z6T34EC0tPT4336gQfuKaTmf8UtZHNra6uX+vr28faej7WsN8WD4+Pj+WsFiEI2W2tNrqwUXVK8a3r3Z8Z6n/z8fTcVYIwxxjqUP3OAyleH6i/svPfFO5/98e+7u7urbgpAa41BGKkUYnSC2qd+SVBW9uDFb39p/I7+zz58wwFGa2Osa5RWSKVQeZ+Sn/6W2J9eq0oMPPJ858/3vNzV1VV/wwCvDw6ijWMCrZFSXlkcGyX+je/jV1T2pX70vbEPPbS9/4YAALR1jLIWKSXZ0iLm25uQQYDM5oj8YC+Rl16Jzz/xhV/dsnfPwXXr1jVff4ARRmJRUiKNZuwjt3O+r5t8cZggCDCHBlnxla/iV1RvTT/1wxMf7Lv/y21tbe/bp6BzAKDy8ce+GT08FFGZLIEnmN3QSbptLbmmOtzcIkxNY6TEfeMwIh+EMw8/2huqqu1eOTt9JJFIJK8ZUNG/a3f48FCRTqeRLsx2dlDygXXkK6q4VF+NUxFDTE5hcnk480/Cg38huLO7Mdi8baDOz8kKwfDc3JxZNqB812O7I0eOFutUisAxJDs7qF7dSmu8knRJnFS8FNlci8ikcd6ZwWqN9+YRhB94mb4dd3tlVb018zPDyWRyZnkT2Lnra+Hh4ZiemyMwmrn1HURXtbC5rJx4URGZWBmXimPkV1UjYmGckxNYa2F6ivCxQfyNW+rVxo8/XivzoYqwGPIKBdhAG+OGMMZglAIp8ZVkhedxl4hQ6Xq85YU4DeTPnkUEAa7r4rkuRmu8fXuhc1M4dX//d0qf+4lXMMAJjLGOwFiLCSSoAKkkOWtpCoeICoeLgc8/ADufQkq5hDUGd00rbkkMd+Sv2K7NqMT5sYIBBNpYHKy1WG1wpUTKgEUp8aNRQkDaWsgtYpJzVwBaa9xNm9A9PYRfOwCBJAiCtwoH+OoqwFrcIEBdSnK0LElCaxpDIRakhFwGPZvAKrX09K6L09SMCrlkuzYQSbjTju9PLGMCyuC48C6g+M0RsgsLTE6dYrK+iZLaRtxIEeSzmMlzGKVwXRdjDF5dLcZqUAIfOZRNJEzh34DUyjoCC0sTGD6J9/pxdEcjem0r6TUtUNsIgQ+nJ4Glv6jb3AyVlZggB9qDuTPHAQqfgFTG2qXmvIuw1sLoaTj+NqyqhtvaoKYWzJXzhtDmLRhXYNM5UA5Mj40uDxBcBVxpzlUQ71xcWv8R0daGsQabSWNzAvzsKCzjZ4SUxuKAtZh7Pwmd6682f79U1eM0NGCMhnQKpJ42z/zxAizzFYCDBeRH74AdO4ieO4c7MoL/8ouo06f+u+YTO3FqVmICH3wDfn708qWCAaGLMyq9cSsiEkNbRd4qREM97uoGVvT0YCYmUMeOkjt5BuI1MPY3vNISo0pXCZs8BcaDhdm/LxsQObR/m43X9S/cuumLgVfXHORDOCwgQh7C8xAd7XhrOyhNLxJM+6j61bPm7OQxa90Gm8l1oV248PbI5fs5hQIuZ3VDg5jf8an12ZYNj1Cy8lGioSqcRZyIgxMtQnhhHFGOsPK72S0ffto7eGiNPX/piD07JThxoMX87sDkNQH+Pe63ngxTFL+P6vYBwuG78JRA5HFKSiHWtICaaVPbemfdn+3bZ5OpPk68Umn2H1yqvR4A+8awtocGx+yfX/iNaC3/NSq0iIquIZMvJbMYIZtbYV964VXRXn2UdPpW8+zzf7hce10m8F5xn9gpiJb1Un3LAIKtzI7dpvf8YkJsv7vG7D84e6P6vmfE5x6sFQMP3X5Tm/7f5F9hAuY5BiP97gAAAABJRU5ErkJggg==) 12 0, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFrElEQVRYhdWVW2xcVxWGv3P2mfHMeOxM4ktsx7cY29RxcRJTJBwQrWqncd0oBKVJqxYQggahRIinqsADb5VQy0U8VOKOuEgVpCVKHgDVtCQpxQmNiR1wnMYB3Dix48v4Ntdz9o0HJ65Ugqpxk0j80n7ba69v/WuvvaEA9fb2eo/u2/dQITHvJVHI5ubmZm/p0OHRe3p2bt4m3JOjo6P59wvgFrLZWmvysVJUtPhzk184NPLIlw7vvasAxhhjAs36Iy9S9lp/zfVH9h39+PMv/Lq7u7v8rgBorTFSG6kU7qULbPzhd5Gx+IHZTx8e3bH/ycfvOIDR2uhAG6U0UimU7xN/+efET/WXJ3v3v9jxzLPHOjs7a+4YwImTJ9G+MoFWSClXF28Ns+7HzxHESvcsP/7lkQ89tOfzdwQAwATKKG2QUpItjbL4wQZkECDzOcIv/4jwwKuJpZ5Hf9L6xWf629vbG9/rvILGEKBs92Nfi5z/a9j4efxoiL/33A81FYgrE+h0Fjs3Sej8AH7bR5rkvV1PVaNT64vE2fn5eXt7APoOfDUycrZI5XMEnsvM9g5SLVvINVQjcmm4MolRCjE2hJP3w9muh/u82LrujSr1xtzcXPL9A+za93T4wmBU5zJIATMdbZR8oJ38hnIWaipwNsRxx69gcnmYv07o4iCytbNetX74YJWr5YZo+Mz8/LxZM8CGnr1Phy8NxXQ2TeAYkh1tVNQ105woI1WSYClRimysws2kcK5NY61BjI/g+L6X6+zeKSLxvkqbPZNMJqcBvEIBrJTK4GK0Ruc1yIBAK7ZGopSHwwwXRZiKleAnEpTWVRM59ipCCMS/zhOeuEjw0d33yR2ferM1fuqbdnn22YIBkMpYx8UYg1EKpMRXkmLP40G3iDLhcdYLMQbkJyZwgwAhBJ4QGK0Rfz6KU9MaTnfu/Ebx6eNewQCO1sbgYKzFBBJUgFSSnLU0hENEXIfZwOctwC4uIaVcgTUG0dSMKIkjRv6BaWhDpRdH1uYAYK3FaoOQEikD0lLiRyKEgJS1kEtjkvOrAFprRFcXureX8B//gDOWIgiCs4UDKGnAWQGwFhEEqIUkA+uSzGlNfSjEspSQy6Bn5rBKrVQvBE5DIyokyHZuIxKbneTUS5fX0AJlLA7cAIi9eY7s8jLjVy4xXtNASVU9oigK+Sxm/OrKmyAExhi86iqM1ZCT5D3zl8zcnFmDA1pZx+FmG8SZC3gnBtFt9egtzaSaNkNVPQQ+jI0DK7+oaGyEsjJMkIO8htTsIKxhDB2tzM3quQFhrYWhMRi8CJsqYGsLVFaBWX1vCH3ifoxwsakc5ANYnBhaEwBKvnMJ3wUCwLXZlfUuuS0tGGuwmRRkM9ggPwRr+A1RylhrwVrM7k9Cx7Z3kv8vxRM4tbUYoyG1BH4waX760nVYiwP6xhgC8mM74IkniFy9ijh3Dv/YUdTYpf+O2dKFU7kRE/iQzYO/Uv2aAERqXmUbO7B4aKvIW4VbW4Ooq6W4txdz+TLq9AC5P52GaBym/o1XXWF0cblrF9+GvMJmFv62el6hAJtC6rdO8noyv76mJVvfnPCLImiTRzsW47lQUYHX2Umk5wHczffAcnbGTE+/5u7alTHJa9XMLsD0P79nhy+MrsmBoeHhOeC5utq3v+W0J7YhW5600cRndSxSriMWJxbGiURx4xHc7e2Et7e9kH2g6/taLjSRs2+Qy7n46VUHnEIBbiXx9a+ECRfvJV59kHD4QaKeS9TFKSmFSOUypFrUrr4Z8fx3fmanpvYwMVRmjvSvxN4OAPv6GW1PvD5iX/n9L90tm35BTqZJqyaWU6WkU0VkMsX2+PHfue11A6SW7zW/Ovqbm7G3xYFbSRz6jEso2kfxxoOERA/pqa362z+47O7fWWmO9M/cqby3lPvUgSr34GP33dWk/zf6D62p/JcOCx2KAAAAAElFTkSuQmCC) 12 0, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
50%,51.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYhdWVW2xc1RWGv3P2mfHYnrEdxo6MM3FMamONTWyIDCWtAohwsQIKkQi0XIWACHGReGijSjzQB0RVVe1DVSHRhxYJHoCAhPIcIZEHLhGkcdQaUxxRKwkBHNtJ5n72ZW0exnaj1m01UxKJX9rS0Tl77/Wdf621NzSgycnJaM/dd9/WyJr/JdXI5MHBwSjZmZ0ZvWrLFfmhwUMzMzO1/xcgbGSy9158/fERSbZO77pr9+5LCiAi4qzBxxXQtT5RiXcm77jzzR07dnRfEgDnHM4YsdbijMbXyoj4eyWMZrZv3/7Tiw4gzok1RowxGGsx1uLiKk7Xuh3h69f98PoDW7du7btoAO8dOoQxWoy1GGNWhzWmDuJkF4TT4+Pjj14UAIBVB4yh0tHKueFNGK3RxmB0DWPiLvH+T1u2bDk4Ojo68J0DOFuvAWsMRhzT10/w1a4d1NqSaK3rrmiNte4W7/nryMjIM0NDQ/8xThMAVtxy/m0txieSnJ7YxskH76E8diU6jjFaY4zGWpMWkT9EUXQon89fudZ+DR1EABs25PaJc63WWoyC+bE8mR+MUrusm7N9PQSXpQnnTiDVGiKC9x6gPwiCvT09PWbdunWHl5aWpGmAvr6+fSLSZq1FB8LiWJ6ejYMMdmUpZro439WBGeglLBcJvvwGDysQEXCrUmpnNps9vLi4+M3Ky4bkvbcigjiHqzkwGu0s46lWupNJjrWk+KotQ9zVRcfGy0kdeBel1IVjQin18fDw8K9F5MUmAES894gIYi0YQ2wN7VHEzWELWRXxSZRgFqidPEmoNUopIqUQpZAoQkSSSqnngyCIGgYA6gDeI9qA1RhrqHrPpmSCVBhwRsf8HfDnzmOMqcOKoDYPojJp1PTfUEoRhuF0w10ACN7jvcc7QRmDMZqSMcTekwCK3kO1hCwurR5WWmv0tm2Ufr6P6gP3YaxFa/1J4w4s34h+GUJpjT27yIediyw4R38iQcEYqJZx8wt4a+t/rxTBpgFsQlG5ZozW8tLp1BsHjjdeA8spWHGh7eOjVAoF5k58zlzfJjK9/aiWVqhVkLlTiLUopRARost7Ee+geJ5qKvFBaWFBmqkBuwxSd+Dwp0TvHcHl+3EjgxQ3XwG9/aBjmJ0D6reoGhiAbBbRVSgWII6PQBNtyLIDy729mgqmZuHIZ7ChB8aHYH0vyOp5Q+KGGxEV4otVKBVAx1NNAXjv5cLAF4IA8OWZ+vgXhUNDiBd8uQjlEt7oKWjiLuCCGpA774Kxq/8Z/L8oyOUQqeefauW0/Pntr6GZFHhfTwFgfvwjuP9+UqdOoY4eJT7wDnb2839fE4YE69cjOq7nX9emVj410wX1IvQe5y01bwlzfaiNOdonJ5Hjx7EffUh1/xtQqQCQ2H6D+HR76M+egVIBr/VfmgcQud2LPOq9f9KfPjFg2lqgPU3YkiKMIsL8MNFIno49e3AzM8SvvTrv/vHFR85LzpcKWymXwMRHmwaYOnZsAfjNxlzut+7swtX+C3mARPJhl850u44ugnSGINVKmG5FXTdBy7UTL5VvuvFlq2ubKZ5/n0opxJhVB4JGAdaSeu7ZJCraTSKxl5bUzWQ6Qzo6CTKdkGorgB+yt++cVy8894qfm91F4VxW3jrYnANryf3q9xrYD+xXP3tigKUzj5FIPuLb2nOkOztIpX4JPM3i/C/QccdKcPiOHFhL6qmHQpTaSRTtJdFyC86Ou9/98Xh4z63r5a2D8xcr7poKH7+3N9z7k4lLGvR7o28Br3/6/XrpQ0YAAAAASUVORK5CYII=) 12 0, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
56.25%,99.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
}
div.testarea{
animation:rwdcur194856 2.6666666666667s linear infinite forwards;
}
