@keyframes rwdcur90783 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIXUlEQVRYhZWWXWwcVxXHf3c+9mt2vd61HXttJ3ZiNXJd1zW4AQRVSGlAKq5kS5aCSiuEGvUhTyDeKiFaEA8t7QsPkUBICFSBhEqgfIhQqVIKagu0UpU2dZ02MYmTOHZsr+39mN2ZnZl7ebjjjyZRG450NTv3no//Oed/Z494DpQLeEAAWMBPwAH2AU/HWytNaF+C7BmchId7ACh2QKIG2BCmYHM/bO6FagGup+EM0ADWgbX4925ZAVqWBfzw8mUAfjA4yI/gnhhPC7juwthVGN2EA+9BYhmXNsChSNpJkkLQcANaNIo1XK4Ac+DN4bTN4H5UgkocbD32ewWoxv4NqxXDeU4HfxBoCJDfIr/+BejNEh5p4VoGeezP3MdDn5+g5+AQuWKBwhv/BCVpdfdST6WoX1qgefY9brxzIWWz+sj7IDdxzh7ErZrwClAARoB/AwnAEk+C2gP8GL4M9ABrvyAf/lkYJxMqHM0CE0ePcuSJxxk8sA9bCIzLl5DCIPmH3yPW1lClEuGXHkB1dqI8j1p5g/OvvYn9x5dJ4bIfvAh+VdStqAAGsAysmYPwzM+hC933fBnn8SXk01ep7h2jk+nvf4+HTjxBwTZRK2sEvk9o2kQKrMVFzJd+RzR6L61SL1GjCeV1EkmbnsMP0JGwMK/e4MNmzbJhzAI/qduQBTaAyPwATsZdkJfIT/wHeeIDyN3tdDH1nePsHzlItLKK+d9L4LeIDBNaLVQQEu7pwW66iFqdqNiFVArht4gQtCSY/f3IQ4dY/vAa9cqK2cLpzxG4NrwT88Izn4EMwLtOV/LXAT/9E9VSUbTx9W8/RvddBwg3KgTJNCKMEC0fw3WRocSsVjGqVYwgRPg+YaGIUgqjvIbCILRtItfFTCbIDw6QeGMWxaZ1gXy2A+tUkqAK9G8BsF4Ocs+mCY70YjFy6IscfOSrRPUGkZ1ASYWUEnOzQuriRxiVCpFpoYIImUwhnSytXB6zUgUJUgmscpnIMJANDyvn4No2mxcvYyGz6yT39NHcD3zOAox386WvWRX/WBKT+zApHRzAWrhKK5lB+BGGbGA2G6hmgyhUqHqD5Op5wmwOZdu4+QISCxFIjCDAqLkgJUIKBAJZc8kdGGDT6WDVrTCB/4DSty1hAbxTkd8IiKwOIEOejGki19Yh0USZJolaBSOMQEY0ExlEFJGpVCGIaHb1ELkeqhkQeCHJWo3QMJCWjazWMVo+iYaL5WQotWVJu1dwcYwIUha8Zb396KO92a6eI335AsWMQ8kyyQ/sRRSKiPYC5noZsbmBAFQyCaaps/N97ESCVE8PhCHC81EJG1GpIJpN8H1UJDGuLKASSSQS4+AAxsYm1Shitrwm7zr37ptCQTa6dq22/YH0fWg2UXv3glKItTXY2ADLgiBA+D6qsxOiCNJpDajRAKUgm4X1dcT163rfMGBpCeG6YBiooSFIJlHZLCiFOTHxqCWgHqTTGjVoha4uSCSg2YRUCjIZHVAIlGXpd0AlEgjP00AMQ9s7DmrfPoy33gLX1cAtC9XfD7aN6uvTSYYhgGdsGxWLqHwe1dGhg4N+CqEzMwy9LEsDC0N9JgRICfW6DthoIM6eRRw/DvPzGmh7u47R0aET7OiAQgHgorFdesMA29YOYxFra1CtaiDt7dooldI6QYBYXka8/joiDoTvI+bmEBcvavvZWQ00m0XlcmBZiAsXEBsbqFQKYNNSQCjlTgm3pFpFLCxAFCH379d7nodoxP+q5TIiCHRF4h7jebpVto164QXNCyl1yzIZnX1bm26ZlpYFjImFBdTAwMdAiFYL1d29U+I4623JZlG+D4ODuiqmCY4DfX2odFpXo1bTvCmVNHGDQOvHrRSwYgErOM4tFVD5PMIwdKkMQxubps64XkdsbGj22zYqkdDEivVFoQC2jbRtxOLiTgKOo9u8SwwBy2rPHm4R20YVi9uMR6kdYrquXjdu6P0tp5aFqFT0mRCIINCVbWvTdjcFBz1ufVyiSGcKO9dlNzk9D9rbUbaNsG19Xq0itnhkGKjeXk1ay9pJBBBLS6hS6RMAeB7i+nVtEGcA6A+TdRNWKVHZLCIIEOWyvi1bLcrnIZnc1iMModHQ7Ww2d5MQcerUqf5arTaXyWSybZkMXa0WRj5PUilM00QYBmarRbJSIXQcjCDQXzHPw6rVaPb2EiUSCKXIXLuG2Wzid3fT6OzU8QGzWkX6PmGjQcv3uZpOsx6G9Vwud7cAGBoa+s38/Pw3jZiI01IysCvZu4Ekeoby4rINADn0VPEv9ETdC4wB12JdGesejv2cBzbR0+mrQ0O/nZ+ff8wAmJiYeN4wjFBKiZSS1ZtoETOCRgxgE5hHj7e1ODjAanwugDng77GOjM/D+NmEcGJi4vlt37Ozs8ujo6M9Kysrh4iN9gJtsYGNnqEbsbMr6LG2BrwWP6txhvegh8u/ABdjUH3oAbAe687de+/PTp8580vYRcLx8fGnFhcXv7K+vj4M8FLsrBv4B3ACPUf/FfhbbPM2t8o8uhVbchQ9i78X6y8Vi+cnx8efev3cuVuNjx07NpbJZMqAunl9F9Tju977QT0N6snb6O5eY6BOgPosqEwmUz527NjYbXDvyNTU1GHHcVZ3O5kGdfwmxwdAPRsD+yQAW8txnNWpqanDtwl5q8zMzIwXi8Vzn+a06w6DF4vFczMzM+N3FHxLpqen20dGRk6aphncSZDbLdM0g5GRkZPT09Pt/1fw3TI5OXn/8PDwi+l0unKngdPpdGV4ePjFycnJ+z/Nv/g0hS15+OGH99VqtaNLS0sPViqV0UajscfzvARAKpVqZTKZlXw+/36pVDqTy+VePX369JU78fs//ZHbTQV4h7EAAAAASUVORK5CYII=) 11 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIaklEQVRYhZ2XXWwc1RXHf3fu7MfM7nrXu7bjxI5jx8HYxqQmCQQohBQFBLWqpLIUKt4qlUoIVapUIUH7EqlSqYTUqg+oQi2tCupDWyG1UBS1tFQUQoUqaEhqbAIhwU3isM7a+zn7MTP39uHOJg6iJe2Rrmbmzr33/z/n/M/sWfEoaAnEgAJwCfguxAQEGnYCs4C1Cj0X4eZlUiMOje39kO+DeBJ4D1oK6mm4lISlArxZgA+AJKCAHUAHqAN2dH0XQNwH+mitBqUSPx0d5WvwHeAU8Fug5yip/Svw0CDsr9FIZoEZICBFD6CBj0jQZI3zEVoOWg4cn4A3NsMZYB4oRq9PAluBfwAn7AAgFuPJ0VEehYeBbcDoMsz+guw3ygQP3krDvglY3fE5Onfdib2pQCabwV1aRLsOE/l+Whpy5SrVv7/Fx28uJOOs3lqCW9qwtBXOSrgDaAHDQDUikhQHjBO8DDcAk8DMGVLeK9iPJKmMhsCNu+5g/KYZ4rftRU9NomJxRKlE7PXXsJaXEfUawYF7UBMTKKWonFth+XcvoV74PZIGPqni52kMAGsRibeBF4ETcjscedl4nQSaL5HnRcT3tlLZ3Es/U488zPiX55CDmwhDDefOEXQCQqUQXhPR6aDTGfxCH4Efoqp1klKwae8enG0jnP/wY0r1lZQFHRfejcEysAIsAoNCw6hJGxwjP3qM8OcTBLkxEmz56gPE77mbttLIZhPng/cRSqGTSfzBLchaFbm+BkBY6ENJiaxW8At9oEJsoIrg+A9/zNpHJ8mQqu+BJ4ZodIBxYLs8YnIS/CuVlS/41k+ylLcUiLP1gXkyN0zS8ZpoJbArZWS9Dp0OOgjA9xGeB0FIkM4QOA6i2UT7AcqS0Gyha3VkMkluxzje2+9h+e24DTf142eEITAsj0AaCJ71c9+W+Pu3YVO4cTcD9+4n6ARYzRZWq41otVHCws9kkZUy9sWLaC2wymW0FoTCQiuNvboKfoBudxCtJqxXcHSIa9kkz57BAidOPOHg14GaDfDn/Mh0c63+FQdJHElh5zS+52PX6wTSRugOobBASmh2UG4OkUhjew0kEj/QdHwNSqHjDvZ6GQFo24YwRGlNemiQYqpAu1GihD24i+xfM1Q8GygvrrUfShDaDtCmD5lK0SlXUUFImJDEOj5ojQx8tGXRseMIwJJJRNImtOKIcg2EQCmw6k2CRBLRboMKEL5PmEnj9uZpNUqsgvUmcvgAPG0feexxdyjQdw+n0myRkvh1E2RnponZNjHPQwiBaLeQy8sIrwEI1MgIOtMDkRYAEALicQhDrOLHUKlgnXgH0fDQoaB91+2w50ZYvURLKRqlS7vOLy2UBYDfamkj5dCEuWv1ugEBRLMJxSKiWkX39YHjgFKgNaTTZm+nY/Z5HtYzz5hnpaBQgOuuQ83OQi6HLhQQ9TpyZOROm422ERzAdRHr62jLQjsOorcXnc2adWFo1lSrhqTrGjKtFuL99w35TAZ6esB10YmEiVC9jmg0oK8P4NTVBLqmtVl44YLxPpNB9/cbb3zfjHodUa1CzeReT06CUqY0pYSZGXNNpQxpISCRgPV1c/U8AGVr6AuqVRNGyzIEGg1EtYool03duy7EYpcJiMVFxJkz6N5es09KA6CUiczAgAESwniuNQwMoPN5hJQQBIYUtGxgRqyvo5WCXM4QiPKuBwagWkUXCoZxrWZCm06jN20y4Gtr6KkpQ951YW0NGg302BisryOOH4dsFjU1BY6D7ukxhIRAQN3G/ERenf9UCtptQ2J01BzczbPnoV0XMTAAjYYRmPHGREBKsG2IxdDj41wl7ljsSsVEJjTEg0qlTSJhZtptaLWMYLqqtm1IJExK2m0z73mIWs1EpqfnikZqNQOmtdkXiVUPD18hGlksmRRXl6HWiHPnDAGtTQoA0T04CMw1lTJCKpWM4gcHL4OJU6dQ+/aZaNk2OpFAhKHxemXFpG9oCGybWDIprq4CIUwuPc/kt2vnzxuAeNzM1+tXVD00dDlaOpeDmRlEuWyEa1mISgWxvGwIXbhgzt6710QE059dXYGDgwgpjXq73gcBBIH5CI2NXdYCSqEzGfNRkhKxtgblsqn/rjPVqtGDEDAyYlITi13WmHj++eeHa7Xaouu66XQ6jeM49IYhMdvGsiwsIUhGJaVsmyCVAiBRLqNiMaxOBy0lzb4+couLCKVoFwrUhobQtk2iWCRRLBIGAS2t6XQ6FG2bWhB4ur//egEwPj7+y9OnTz9oRd+BA0oxtiEq2zFt7UXgQyDE9HF5rrS4i8AeYEt0/4Ooqr4ehnwJ05EuAEF05oXR0V//6uzZByyA3bt3P2lZVqCUQinFH4HTmOZNRwANTNsUA94CfgT8DTgGPIFpoV/HtPV54I4wJAxDhiJCYQQeAmch0Lfc8gSABFhYWLg4MzMzWCwWb+56/SHwTgQ2hmkYK8ArwGsbIjMB9GL+BOwGBgEBlIAl4HogFZ31h8iRXVNTzz796qtPA1hdwNnZ2cfz+fwSn7B7MU39JeA3G8ABbo1Cflv0fCwCXYjuiYDfAH4WObWazS7tHxl5/JM4ABw+fHin67olTOQ1oHeCfgz0FzfMdcc3QX8f9Lc+5V133A76vujedd3S4cOHd34qeNcOHjy4L5VKrf6nAz8N4FrWpVKp1YMHD+77r+Bdm5+fn83n8yevlcRnjXw+f3J+fn72msC7dujQodz09PRTUkr//wWWUvrT09NPHTp0KPc/gW+0ubm5PZOTk885jlO5VmDHcSqTk5PPzc3N7fms88VnLeja/fffP1Kr1Q6srKx8oVKpzHieN9BqteIAyWSy47puMZvN/nPz5s1/yWQyfzp69OjytZz7b6mp6XmMp3W3AAAAAElFTkSuQmCC) 11 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIU0lEQVRYha2WW2wcVxnHf+fM7O7szF7sje8OThunzcZuiknSUPWSqtCCWkvEwhCgEqp4Qbzw1AfoC6W8IiQkVIFaUR7aIhFRLoIq0BYQVYUChLTQS9Lm0tiJcby2197b3GcOD2c3jtqKpohPGs3MOd/5/v/zff8z84l9oHYDdwE7gQi4H74D/Bl4HTgAPBhCoQNjbegLoJSCLUE2IQ0g9mHThH8rOL4b3hqGLGABJlADvgLsAnxgEdgEnjEngJ9ubEC9zguTk9wP30dbCNy0DJ/04UAMEwGYK0AA7MLBwSQgi0nIBnGhQ2f7Ghx8B9wqnN4BL43AO0D7qphrQB2wgevMYQCl+NrkJD+C6S7jGR8OncS514VDFh1ZxsHaeR079u8jP10lv60fZ3GBimkSm1nGk4SLbkDxxCu4L79ib7C6L4CZdZyTk3R+acGbwAhwqYsxAtwgvgpKAY/DDiAF7Do8dAHnsx6dgT4g/dhtjN5zF4XdNyLtPGkmizJN5OIiIghIR4ahVIJiCeV2aC5d5q3n/0jrF78loMEITm0nnSdHwOtm4vpuKTCm4NtPwkcABfAXyp++gPlQlk7fOGXGb/s4A5+fwxwfh8srsLxMIiSxlIjNBmJjA5pNkjghShRqo0HWthi99RbsvdO0Ty0StJadBZwZhf3SIMHf0PqoAhPGP+HHXVb8xhmsnomSJxLSYtnpY/DBB7BuPUiQswnzNqmZRQQhKklIZAbh+4gwIvv3v2JcWiLYcT0qjlHNFnHHo1CwmShZRMtNGq3lrIN5e4Eon4Ohrt5D2QM/41QKJzrJD8/TKGUxKX/xSxgHb8GLUiJpEqcQZnPEmSxJoogRRGaGWBokA0PgdshcuECcAu02cn0dzp4n22oxNnc/jjOGpGMt4Hwq0QK8AJyVXUWmv+pkvpEh2TWCg7XvIP17pwjXN/AthygVpK0O1Bv42Ty+VSCMIUwlSZwS9A/QnjmIW95GHMSkXoisrZNZXMAv9mGWy4zceQdrONSg8iblEeAc8JrxKESro7tvcNutH/QhZYUc45+bwyqXSYOENIU0jMiurWOurZJZWyNJQQUReAEqTgjsIgkCY3OTSJrgeWRqK2RWLiNcD3PlMk4uw/rFdVajiDcwRsxK/89HvdaqCRA22g/lUeYIKdspUcxlCdY2yYUhEsh6HpnaMkYcYV2+RLR7L7FTAAVJmhBnLZSUhBiw0UQEPrTapHGK2Nwkd/oN8vUVBsf24nXWWQXz+bqa3wffE4988+Ht/RinhvsqhaFCgZGBbQztvYmMaWIkKUYUIbwOcmUFhEA0GqjBIZTjQMaEOIE4BseGNAUEoraCPHMG0WxAGMFqDTY3aVWnWPMDNqIIt9nw971y4hEBEPm+4mqLIkSjoZ+TRN9NU9/bbXBd7dNqoQoFsG0ol7VvGCJWV+HiRcTiImSzUCyihofBMMA0UYODkMthTE3dbSqQcRxvAUSRDtBu6zMuBGp8HDwPpISNDcTyMgQBmCai3YZKBdXfrwlEkSZZLKKqVf2ZCwJotcBx9PPYWG+rlyWwT6ysIOp1PeR5mmm5jLKsK6So1zW59XXwfcTFi3qu0wHfRxmG9jcMVLmswXI5TfjsWe1vGKR33okaGEANDQG8bXa/yxo4jhHdNCKEDuK64HmIIEA1m6i+PoTnoaamdO2DADU2pv1Bk5cS1dcHaYpwXa2XfB6KRSgUrlRaQGpeeZNSlyFJEOfOaRKlEmpiQtdZKe0Tx6gdO0BKXYpSqfs36Voca+KGAWmKGhlBuO5W7d9lJnD+ipC6poaGwPf1omIR0elo5q6r0wqIZlMTzufBdbVefB958iRqfBw1Pa3J9NZEkT5FS0s6Q10ypoBaVC5vUeql0rIgm9UliSKdEcuCTEZnwbYRUaR14XkoISCKtNq7PoQhKIUyDEQUIU6cQPi+zmAUobakv2XKcRD9/RqkUEAsLCA2N7V6y2XUrl2aiGFotSsFhqHLVizqrFmW3kiS6LkwRFnWlr46nd5GS+8hgGHomvcsl9OAlqXFJCVKSi1KrWSd+tOnUcWiTnMYkpZKYNtaJ56nyY2P6/H+fu0L2fcSME3NrisstX27DlqrIZRCtdtaeJa1lUApUXv26B1LiZqY0GXome/r3VuWni+VejOhePbZZ7e3Wq1Ttm0XCoUC+XweJ5sln6YYUiKkxK7VMLtnPc1k6IyNkWQy5JpNHRiIHAcjijA7HeJ8nqBYJOO6GK0W0nUR7TZBFNEB1oTA9zzXrFR2C4DJyclnzp0794CUV9oDtqUpk8DNwO1Agu7X/gE8bhgAjCYJn0G3N28DtwC9CGeAs8C96KMmuj5m139l586jvz5//gsSYP/+/d+VUsZpmtK7VoEcum+6Dt1BvAD8HkiShCRJOAQMA/3ArVeB0wU5DvwEeBH4FvA08BxwI6SPDg09R2/N0aNHX52enn783XLYQLfgC8DLwM+A81fN34juZOlm5xIQd9e92h2fAGaBL3ffV4HGnj1Pf/T48d9B7zMMzMzMPLy0tPSJer1e7Y39q+tQ6e7i3fYH4I5uppaAJ97HJ0WXr/tPpVKpnL5w4MDXxalTzfc4Hzly5GbbttfRHfI1X9PX6Gfb9vqRI0dufh+eW3b48OFDjuOsflgSH3Q5jrN6+PDhQ/8VvGfz8/MzlUrltf8XeKVSeW1+fn7mmsB7Njc31zc1NfWYYRjR/wpsGEY0NTX12NzcXN+HAr/aZmdnD1Sr1afy+XzjWoHz+XyjWq0+NTs7e+CD4otrJXLfffdNtFqte5aXl+9uNBo3ua475Pt+FsCyrNC27Vq5XH59dHT0T8Vi8cVjx44tXkvc/wAhHfYFcCsDmAAAAABJRU5ErkJggg==) 11 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIUklEQVRYhbWWbYhcVxnHf+feO3fuy8zOy+7Ozm52kzS73W43m2Q1wZYSC0rUxAhZuhJRuhWpoEgpCH5QELSIIIqCHyL0Sz9Y/CQRkWBUStWCSOmLfdGkTbbrZrMvk5nd2bk7Oy/39fjhzLaRSk2lPvBwZw7nPP//+T/PeXjEQyDpmQ4MAD+DR4E+IAKGgIdDWKlBVIFiCOV+yLeBDiQhJDHs7OIuduG5+2hdH4UMEPRC3436r/XcAqaASDwE8mKrBcC863IRjgMnegeMGozH8JktGKiCaQEbwAQ5dlwLswUmXWI86sBNIIH2BLx2Nzy3D270LgGQB3aAMjACrBt7t++BDwITQNSFzFXcT7m07i+ClgEyB6bQjs4wfPIB3IF+9qdNUtt15NY2UaPBQL1B88YarT+/7Fzn1v1vwIn9uH84RWvJVDBd4FXA66mzI/ZS0AMHyG/AF6/hfjmkVT4AmNMfJnP6EzizR9H6+0mAxHEQjQZ6pYJot9BXVpClEuGRI2zXPRZ/81uav7oEeGRxK7O0nu2DKlDrgZtAWh+H7/76HXCeZHB2kdQPodl/kCJDZz5J5rGvYoyNEicQdzokfkDgZKDZRGxvI+p1xOoqsrlL0g1IlYfYPzLEuN+kf6tNxq9nruGOpzHfzBCmgQLwBiD0N+EJlTa44A7f82LY/aVHlHfdQe7+xmNkTn2cjpEmQqB5HnS6xKZFkkgSoYEfkGg6xuYmUtOI+3IEaQtteRn750/h+rsExRFSnXqqijmdI6yZqhBfBKr6E8ATEF0ZuCvtea1LEY2xwzjMfu0rDJx8gI4fImNJqlZF83YQ3S5SQpJIpB+o35pOMDwCcUKYyxOl0qRu3UKOjiHKw8QfOk7r9VUsGsYy7kCJ8Fkd1oENfU/6Wc39STnwz5zCYOzYCQ6d+ihBq4MIAvTdNtbaGnqjgbm8hAwjwlQaGUQkQYTe8Oj25ZFSICNJhEZqawsRhsRuFpHNkPGbmNV1apjOTbL+ATpXgP06wMLI1Ky71XzSRmhlDA6cOYWey5P4EaLtk65WsFZv4rzyErGTJbJsQj0N3S5JlBChkfghoTAIhY7WbKK12hBEaK1dpB+S/dPvcIASIYuYBx3XvZINO4M6wEfi9I/7wuBYFg2LfsYePEESxshuAJ0uVq0GfkBQGCRwsgQpC9nx0Xd2oNUijCHpBiRdH9npkqrXwQ/A91WthBEMlYm3mlTDNtsYYjM09EN0/ia+881vjQ5I7WopX8wUcznGsllKd+3HqtYw/rlEcmwWBGgbG8hcDnQdggARx3vZQxYKJKUSCAFxgraxjowTpGEgtreh1UKsryJfeZUdy6aS7WMz8LtTS9c/LyQcjRcXX2V3Fzk6iuh2ARAvvYS4dAn5yCPIQgGxugq1GoyMwMYGFAqQzSoCloWcnARNgyhSoM0m6Dqi0YDlZUQQwMoKcmYGhoeRpRL65OQxAzBIpaBQQNTr4DjgeZDLIU+ehLU1xNoaYmkJbtxAnj6tgtbryOFhSKVgYkKB71k6rb5BAEkC2SxS0+DgQUilSCYmIJNBwGu3nUIF8TzECy9AGEKphGi1EFtbYJowMwOGAVK+3YRIEkStptakROzuwva2ipVOq7SEofIoQqbTal1XD9C4HV/m84hr1xDVKnJgAByH5PBhFdxx1G0BcjmIItB15NAQaJoiUa8jNjaUeoYBSYJ0XUQ2C1tbiqxtw/IyGAYSBgygimkiTRNcFzk5SWJZCsg0wfcVW98H2wbHQUoJcQydDmJzE9bX1Z5iEXZ2lOx7RWnbyMFBRVpKxMoKYt8+pOsCzGgCVqVpqkNSgqYh9+1TB3Z3wfcR1arq+bduqT2FgrqN5yFTKQWUJFCvw6FDyHIZMhklte+rVBkGwvMQrRZUKuoLXZUCxUaZEEpq21YKhCFiZUWlqFyGRgNZLiMKBSVzPq9eR6ejSASBAtc06HZVTQQBolJRNTA5Ce020nHg9nngbTMMCENkOo3oEZD33qvyqevqmfm+Ath7hmNjiOvXlTq6/nYNCMtCFovv9IxaDYRQdVMqASTvJpBKqZvEMXJkRMncbqsq1jQFoGnIXA7heWpvfz/SshCVCrJYVAXrukqVTAapaYibN1XqhFBKqleQaO8isPeO02mVu0YD8fzz6rdpqoC9jihzOVWMm5uwuYns71eqxDH4PrKnEJaF7OtDZjJI21YNKggAdsXFixdHm83mVcdxMplMBtu2sW0bC3A9D7PTwa5UEFIiDYPmxATtgQHVNsKQtOcBYFerICV+sUiSSpFoGt1CARlFJGGILyXx9jYd34fNTYx6vTtz5crnBMD4+Pgv3nrrrS9ot3Wzg0nCw4AN3IOaLG8Bfwcu6zoTcczjvb2rvT1p1MBaQw19T/aazaNxTB74K/AXTePxJOHo6OgzX1pd/Z4GcPz48R9pmhYlScKeLwF/BBaBp4CvAz8ALgFxHOOixqhe02UdiIFd1Cz/cm/ffXHMIaAIHAOSJOE5iPZNTv60dx9lR44cuYAaUO/YB0GeBvlYzz8N8v7e+u17vg3y+yDnems9rH+3hYWFvmKxePX9krhTP9T7FovFqwsLC33vIgBw/vz5o47jbP2/SDiOs3X+/Pmj/xF8z86dO/eg67q1Dxrcdd3auXPnHnxP8D2bn5+fLRaLr39Q4MVi8fX5+fnZOwLfs7m5ufz09PQFXdfD/xVY1/Vwenr6wtzcXP59gd9uZ8+ePTE1NfW0bdvee4Ed7jkgbdv2pqamnj579uyJ/xZf3CmRM2fO7G82m6c2NjY+5nneTLvdLnW7XRPAsqzgs5ZVt/v6rvxjdPT32Wz2mcuXL6/cSdx/AfIPMfkku2EMAAAAAElFTkSuQmCC) 11 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
}
div.testarea{
animation:rwdcur90783 2.6666666666667s linear infinite forwards;
}
