@keyframes rwdcur123298 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGqUlEQVRogdVa3U8c1xX/3Tuzwyw77C50WcDGmJhkgwmmBez1FzJJG1VWY+M0ih/SSlWVx6pSX/uf9Ll9S99a100TVW5cSxYJKcY22DiObYIJZs3HfrAfszN37u3D7HQH4hhp5iZyf9LVrLjsOb/fPefMPXdmgf9zKHLNtaWAqAbUTbl2vx1UprHowLGJxMhb78i0uRdkCki2D0ycTo1d/CWi+3sl2n0upAlQ00cGEwPjP9KT+3rbBycmZNndC7IE0GTmzCl9f28aXGip8XPnJdnd27EUK9F9vR2vnTje2qHHQRiSA8PD8VfGs1Js7wEpAtpfPT6RyGQOKQbAOQOJxeOd42d/KsP2XpAhINl+5ORpoytuRFoBARuK5qD7xJs/gWGkJdh/LkIL0A9mx1Kjo8OxrhZdjRFAcCgK0HqgZ1/fsZ+9LoHjcxFWgNY5evxUamhfuiUOqBEAEFA0jmhbi9Z/9vwFnx8KQJXgcwfCGevoezl96uR4rCOqJzQCRQWEEFCJwECXqmWyPxxJvTp6FIAGQG9cNQm8/4dQAjoPHz3RMzLYf9ig9JihqhEiAOIgohN6uqc9OTnU13fk3NR5uORbG0ML69ePEIZau3tOTpzMdMXjU53x+FjCMGKUAsJBTKW0OxpRsx2GMXXxwlRbKpUGYMAVoMNNJSkILCA2ODxyKDs2fC6dTA61xVr3t0Q0TSEAYWhjhLYRm7Uz2zqVeam/f/KN1+EKkJ5GQQXoPdnJycnMwe7xdsOoOg63uMOjlALgEGXOdQBxVVW7WjTt5+9evNAg762+BklRCCRAS/dmXh4fH5n8gZHMV032qFAzV6s2jxoxY6A33gou1KgNatsO76Sq9uPs0ZH04HAfdkZAigAS8Hutr134xbvZ/oN9TkukxQJFND2UxZmJo2+mVO2jK7fno7k7c4YKGqFEF8LGlX9++OnMxx/PASg1RqFxfTHQNvz2++f+unDvT6truff+8MEHcAs2BSADIAvgTGOMATjUmAsdBambCgFBzhHc4gBccl6++/34ayB0MUsVoBCgzgUs5gAuQS/n/Tuwn/yLFYEICNVB4DBBsbNY/X68lsIfocCQKkAjFDol1GGEo7n6u31w7CQfKgpSBUAQUEooBPWTe1YDp+6aC8xDsgCACgLOBbCzgPmu/+S7roF5SOtJAIAJgHEBOIIDYAAsuCS9aHh/qwIo++YDQ6oAm3FUbcG5K6AMwESzgdPhkjUbc968BVdYIAQUEOs+MDF1tu+V/d1Q6owpBOVa10Dd0YyHj0uqknopM/reb38VVSnljMG0a3zxXx99bm6ubjUIeyKsoMRDCqiU1APH35j4za/f0eN1s6ozVlzhUMpK/JM/TxcSA4fTY+///nddCV0DA3IrG4Wv7i6XzM3V6w3SoVbdj6DFU12f/fDywy83t9poIq5CoWpEQVRzrNpm2XLqNavCOKtZDs9XbHb3xsz89tL8IkLm+7MQuPrL9z6bXpyd/+Kr9WJJsSh1QGm17jAIgAvAsh1eLDvs6eZ2eemzK/9hldyGTOIeQtxG88vrs1enF5ar5eW8aW4z28qbpgUBgBMwC3y7YllPHiytbN6+Ng139V+cCADA2tw/LhWXclu5Jw4rbjO2bTJGqLsPVCoCxQLnazeuztafLi/7viZVSLiNbPPOfH7h5mK9KGBVBaqWwwGAWyZqRY5SbrWQu31tBrC89wWhN67dCGuoujF3+XK9ZHO7AjimACIEwq7BKubp+sL1xcrjO4to7sj+HujbeqXvVQBK969Olx49WnaqgGAUhFBwZlNWWS/nv5y5i+qG6SNKG8QNAEk0n1QE7kjDh9IsPiws/HuamRZsm7uHVM5Rfvr1RvHB57P4ZtOmNUgbaD6pCPzETkou5m79/VK9sFlAQ4BwmFV9fHve2VhZwbML1t+BhipqKQLY6tyt0tLiQ8EZKCGwzWIhf3/mGmCXfAT9RL1mzz8CiZB1Nyhv3PjbX7jlAOCorNy7U1u9d8tHzD88wv6WInAEpHWjhQcz16tPn6wIbse3v775KaytNTSPlf6F2i0ilAB574nrpa1I4sAQBGnJ37z0R24Wcw373u0TAARcwjaAGoA6XBEiqFupL7ptq1YnqhIp3//kMlySim8QuERtuMS9EaorDfpk7jmIdQOVNbgr7x1mvKuXPtXGMBFSgOSfGgCAXW58ENj5VkaFK6CO5kks9IHmOxDwDRA0U4jDJe3lfuim7vsQ4BUy4EbFE8AQonj9xr9LCLgrTxufOZpF7Mhw8F9JK6xY1d2YWAAAAABJRU5ErkJggg==) 20 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 20 21, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6ElEQVRoge1Za2/bVBh+fInj3LrEadIuS29u160d2wSISfBpQyC+7gu/gD+CxA/iD/AVCYSQGBujdPSWZkmW2E6aOI6vx3xwTNykEK0+nYrEIx3FPjp63/c57+W8xwH+xzmkAbDvUiFVZUu7D96T7r//iKbMeaBK4Ia8c7fywSePacqcB56iLLF05+5O8eby6guKQueBngckabEqy9u7a+sykC1TkzsH1AjkpLXqk3t3tz9aWV1eqK6u05I7D9QIlOXb27eWylKpeCNfqK5t0ZI7D7QIiPnNrXsHruf2eI5It+T/GIFCoZxaXZMrYkoUeY4tVOQNAAIV2XNAhUC2uLUub8irdxYy6QxYFKRKBVjIXqCL+iFHQyCf29zYvr1clH49M82ToWOmi6VFYalSmdLDIijbVElQEJaVCuubd/REkv2uaZo/K6bNpfLpZH5NjujgpwY1xBYmLC2VC2ub8n6PQCQs9i2XrGdTYkKS5ciycOdZACSuzihieyBVWlzmS7eWu4rPCk6C72lAMZfkxcL6BoAsrtgDcQmImermLpPI5R2dARyGtQwXlUxCSEsrVSAbdqc8gqoU9QQVxBVkEod31ZcNZaQMiOY4QlXKpK0EkMmVJKGwUsYsAaoe4OIK0I+ePWvv/fR9MpNbuvnxw52nH95IH9Y0Y2+vow5afzx3ugc1ACICAgwAF4ADwIurG6CzGzbU4z31919+tO3hYycp5k8bL37Y//brbxx70I/oERAYTzWE6LqTYaB6hFgOcZ3Oby8RGBzmQTSZr00OnAPPAI4PmK4Xlsro4XUtk/gcEizDpnwGvjujI7rz15eAwLAQOYb1JunJzhmxQbe58hmwDMP6YEK50wZT9wJlAgADBr7nX9QuXH8PuATwiA94fjhFIr8EV9BSUy2jjkdgOD7xzxOIDuC6NXMAkNv59Gnx4ePPTaSzp12f5/LVrYX7Tz5DUDqnSUwTioXYrQQApCv3H6188dWXfD4paLrn5qVyia0+2B22la71Zv9PACkEZHwAo/Ewx++xQMUDpnpa52zdIMSziePZmSTjEtsyHf3vVuJKwgegRaDTbHED3WAJAyYB2J5PzG6zYWj1emQZdeMBWhXB1hWv3+kVE6LIJQCLWLapdDR0m0pEB7W4j4JSSdPbWuuosciJYj7L8SN7ZJtK7TVgGJj0QCGoEqFWk0fq65ORMXIrC4LgWKZhnh4dY/Ymdl09AOitg2OlPzRs4hNXU7V+p9bAFZy806AmdHDWrJ+pWt8YWfbwTavlqo0WZsNl+l4QG9QIuEO13dVamj4k5Ox1vQWro2CWQBhS4njE1k/PrYNGzVBVZaBZdq929AqAgdlTl0fwqSUcsf9To9kLGXa3qQy7umHVD49x3ngXExICgAWcN9zAJROcajPnKo0TvalsdduvDjFrfNQT4vg3Om9cRifVymB1D/b1eq0OVWvjYg9ER5gH0TL71qBKwBio7f7h8+fAQB9P/RsBd2rNpWyh0o2GcPtnlsNy8Hon++MpBoFhCQS7zI3ffQQEDABDBN2pfRmdTFyjL0AeQG/8zCIIkzQmVScMFxtAf7zWxMQjbwWqSTxGL/J80SUmDCcTgQdsXNJ44GoITOOiPLAB6AgIXNp4gHIO/APCPAh1uZjcymzE/Mj7LgiEesIq42ASOk5cwX8BGYsDS1YMbRMAAAAASUVORK5CYII=) 20 21, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJUlEQVRoge1Xy27bRhQ9M5IYmZJomqIV2aYdOXHdIEDbfVtk0Q/ool/XP+g/dNdNNjWQlZEEcFPHsR3beph6kSOKnOnCYkXRchRL14AK9AADiRzi3HvmnuFcAv/jFvh/Nlhpc3d/88V331JyzgKpgPW9vb3qs919Ss5ZIBVQ3tipvfz+xx8oOWeBUgCv7jhbX+88qRFyzg5KyGVYjlMrbTyuolisEPJ+FnQC7K2KsNcrrqZrVatqk/HOAJkAwyxbZdMyNotrVnm9bFHxzgKZAK2yXduxLKs5YFy3NzapeGeBSkC25DjOMF/QXzVluG7b0yzECeNNkFKgWKhsbp8NOI7OJB5v7T6bEocDyBLG/Jd4cZhVU6tsVJWf1USboeo4DoB8IkY2NchAIiBXWrVzRtkM+hkMPQWZs0zA0BOPxImT24iEbMW0K/nimt1rD0PpR7hkhvlovA+SFdCwhBXIF+xtJ6cZet0VQgZD/CUyWslYNRIxksmTVoGCSEQDlhWnPW0oRH53o6ArVTBWbcdJxEjvAzKQrMTVq99+vXj9x+/mV4X8Lz+vmrvVrMY0Iz7Mlr4CACAv37z+U0r/KiiEbtQ/Ojg6PDhIzCdXfykFAAAyYGhFUg5EEOD63VuMk01aKP5PAlI/ZjNAqAARRjIVI05aYpkrkAPjK4pBhRP8yT1AfhqTCtAYRz7DeBRN8H9uLAza5koxcM64AkvypvfB8loICuCKQUVK3vHEclcgVEAoFRCp9FQsaGnbaYAxPgwlvKGSKmLxXZka5LGJBJTs1drzb3pR3vhQD7ORbj9FsWiOJpMCQtwtaC4QCei6pSf7lQEQvHkfCD9TttaevvxpNCkTv6TJA3QHmRz6HZerMIxChhy8TjTw3OQ8UZxbIOuF/MuPHzhjnOUAFvjC7zQaqRjplV8mCwGDdqOhc4ZMBpC9bmfoXbUw+d4ntU4MMgF+/fRkRTHkHgFep9lA2+tgegdKKoRMgAy6Xuj3vXIhk+1ff7oAegKTJzCw1BVonZx03WarpAN+u1EHEDxUrIchdTuCiYHgchB4rU+nmL7acTyyNp5wVfqtXv38vN7s9IJms4Hp732O8adlfjrP/UD5QRPW6/WG5fY6onV+MbqXFqBhfCLHI221e4HUl97V2cdu87oXBO0OJtuHuIXgAHQAxdHQF82B9JMycpst//L6Cu5FfAqnbSRxUwUdkxXw5o1JWgHR+vvYPT0+xjihu5o4DTd7QMP4U3MukAoYdq/d9vHbQ4x9/SWdaGytuUBqof7Z4fvg9uszvQ+S1wFuC7oX2OxH7o08AJG61gEYuNm4Gm6S7wFwR79zv4lIKzCCSF2nLRRgvHHF6P7ceAgBaSR9H6+0GI3YQnMjs1BqX47sKJbCzYp7AHwseIjFxA+NpIXi64WtE+MfsPik3+37REAAAAAASUVORK5CYII=) 20 21, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 20 21, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGA0lEQVRoge2YW28bRRTH/zt78XrjuknsOM61qRtyI0kvRKkolHKLKqRKiC/AB+CNZy7fg1dQxStC4gHRB9RABYGmSYCUJm4aaO52Ysex13ubWR7sxZuQpGp2muaBvzSSvWufc35zZuacXeB/+RSJJIBo43G6JDyNtbf3942+89YNnjafJK4ADa2p4es33n0PQJSn3cPEEyCiNZ/tPzMyOvLa2NirHO0eKn4AoXir0tTRTeSQeuHyK1e52X2CuAGE4sluqSGecETCkucvjNbV1SV42T5MvACUSOLsoHwqEaEiQTjZ1fni6MsXONk+VJwAwvFo59ALJNooEVFgqaZ4dODa2Bgf24eLC4Aca25v7L7ULSt1xA5J6GnQtL6LI5daWlo6n4U/7gaVpr5UY9fZ+OlQSAkLII11IeXaUG9fYujicNUHAaAAkHj59MTDmHY6dfF8a0dTfYOiqg2yKMkQWFeisfGNN8fGUAlaA6BWh8LB578KDqAmE7Ge3lRHMhIlIpHqZJnoJmUuddmVyy9damtr60IFIIIaCLcsBDakNp/pSvac62yIKqrNXAYRZFk3rA3DcrpSqVTnyJURVIL3BtcsBAVQTnX1D7acS8ZLrm3slC2LCgKWjLIzXSgVS5Kqvvb61WuoBO0FL+HkAGjxht6efi2uapnSjlHQLUMnwFrZsGZKljNnmFZb38DAmYGBTlSWj7JnBJYU5M9yS0uyvjvVbivUyayYMJWIaruislg0sVgq67l8vhhjoqrEkklgdqEatArAqH62nisARCKZuexW+qfJmfKmlGwbGenWGFg2vZKe+OLzL+3iatbJbRqskDFQO0r9gwBgzw3AXpqfmP7s0xW4Kol1X73RPNj74bZFokYpl3383c2vUGmro6gsH3898A/juQEAALa2lgDAKpsGGGXr1GWmC6B22uz1IfmuBwbgWhVFATCZC8tmwMFVd28GAk0iVwAZAglDIMx2gd0Ae9e5H0AN4pMrgCIQKEQglO1r2w+xNwNHjoNvd+gKEIkAMBGoHJEWAOcAv94eCVQTgm9iv1yAuAIYYw6AImqBeQHv9R34NOIK4DDAYS5AXYbdABJ2txAM/wWQsH+2DhVXAJsy6LbLXCoAteUjoVZ5gUrw3n7YWxeOD0BpSA1qHT0pIiuKFNLUcFPPUNkOa0UmKuFYYrj17Q8+ksP1klZey90fv/k1TJOhti+MKgSpBu1l5Kkr85EBiFafaL/+8SdqIqISSZQgiEp+nTLblpW4ypJNw9ffPx1rBlm4M5m+E71lI+PNvI7K8vLaC4Jatp4a4MinkLH8YFZfebhIxGiEiHWqqKiEUssJC8whruUQWYBGdbb66N5dWy8Uq39j1UCNKkQeQKEKZeAISyjAMVpaK8z/+LNLHQgCIIqAQADHcdh2yXIEgRBzez27Oj/zK2B6y8QvLyPe7B+pqQtUB7b/Gv/ByG8ViEABkYKIAnTHZIUdncGlbHM1vWDklv72BcxdgQDs9fszxYd3ZwAKARREcVEyLatkWsyxy0ZuZe4Pq2jk8YyCB4JXYj2fvj3uMMOByEAUF5TazHAYs0rbur48PwuU/AXKD8KlCwhsJPdg/PtyZjULWBBEFzBNZusWnPzSUnEt/TuPIA9T8FnYWVncmZ+eBXNACAVhLiHUcejGwpy5k91C7aj0+zo5r1UAWJmpW9+4tGxJMgNsh4RBmZ15fB+Vo9FrI/ZCcBEXg8VHM1PG+uqGEmKgFiWyUc6XNh/PVW/7n8CA3a1EYPGZEXNjYXP27kRYYRCYQ5ytlbncamYOB8/+CQMAsHVv/NuQQ5lVKBqZ5flfgGJxn585qBUtLhDcutHtP3+bzC+kF2RG6zNLC1Oo9Tpe0BZqgZ88AGAnuzE9ORGOx7ry28tp1Pqe/Qa3JSTyMgQA+c3tAgRKcrNTtwHQ6mW56kcAYKOSGdN3P5AEHkZ2SdOS0PW16jeC2ltpBZWZz6PSfT5157mfuGYAAGDb/s3rVn14fT5FZfat6r3A4vtQv7+8de+Ja2N3HADeZma+79wgjjMDB72lC6R/AE0VeAgQ/FyXAAAAAElFTkSuQmCC) 20 21, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 20 21, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 20 21, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjElEQVRogdWa33MT1xXHv7tarVbySraEBdgY/8BOBoxNgICNneAQ0k6cpCnJtKVD0vahT/0D2qf+I33s9Kkznc5k2kx/AJM2TQgkhvAzjm2IIYwh2BKyLa3W2rv3npsHaUeKxtiDdJnQ78wZjWakc87n3HPvnisb+D9XSK27eDsQNQGvpNbvo6WrdBbbuW+8df9rP1XpczOpBLDjfYfG2p87cQrRzi6FfjeUOoC23gG7/9D+aLqnd9voq5PK/G4iZQDJ7onxWOdAJwh6cuiVl1X53UyKAFJdrXvHR6PpRELTgPah4X1tw0cn1PjeWEoAYj17hpLPDA6YMYIEIdoWt/uOvf6GCt+bSQWAldz78kuJnVtSIUsCJNAWB/omJl60Ojq6FfjfUM0DJPsH0vsPDEa3Ri09AghB6GqFPrKnu/vA5Ns/VpDjhmoaILXnyJHE3t7ueArQIxIGceyImsbRtG2/ODn5KoBYJY4BwFQRs1ZNOtvSue350dHEjrgdiwPQAC4IWyOG0W9b1omjhw/t+cEbxwBYFTMrpkxNAbQ8s3swPbJvd6TVMBJhDZomAZ+jVTMM2wgZA8m2tl++e/IUyqtgV14tlFdDiZoBsNIHR8YT3cm2pAWkwpquSUBIQhQhXUqiZDhs/vCFsfH2nbt6UQaw8dQAbOnp7Rwbez6VjNsvxEyzL2KagAT3CAVPEJdAiXPe1dPTdfJXp35Sk7zSNmoYID144Eh6966usXjYHE3Ydl/EMABAQmKpyLkriZbDYUPTNP3Em29ORqPRoH1MKIRoDCAa7dw+Mn74ue2p1FHbtreGDDMKwzRbTGugLxnL+4QVz+f3Cm4p53Pq6OvvHT5+/GBN4gFI02qsF9fWcsXZS1PX3wNbs1ssIwQ9p3c8Gxs5vO9np9LWh5e+vHLjf59cMDjXPd+HTgwRIuC71Tcr8bkKkKYVH3rr1z96f3r2T/cfLL7zhz//BUAbgC4AQwDGAUwAOAZgBMBuANtRPpWaktKHikbAopDkEYBydYPzX6+JVb8KTUkpQEgDPJLwfAKqfW7UxTFQfSoHrw1LKUAYmm5Bg/ABPBoAULiZlQKYmg5L13QiqQNmkGR9DEIVrHYlGpJSAEgNIV3TIUM6IDdLrP40akiKAQBITZeCAt+E8jG53lEZrEAwqTYkZTMJAHAJEEmSAhzw86ieRLV9zgGwipVQhQuAH0tKAXxOKPqSSEgCsFJJKphEg9V2UU7cRTn5WojHVmMA1rZdfS+9dnxHRyLhGxo8IXRD6+jnZiR2++6q0ZLqHRz7xW9/4wifmzpMQ8jwjQ//9lHxmztZlCvvVIzh0S32BAFKjNvDb/38yMmxg8ktBh6Sx5DTzbvMY+f/MVvqtNOd4+/+/nfZUMGJwzRFZtmZnjp3E7izhGr1HTTQMvVqcBMv3818evrC9QU3n/U8poeJmCWZ56wxN1dkPmcu90AWmUbYjxgzUx9/Xrg/f0tFwvVq+BR6MHP6r5nZhdztRY8VPaKi5MQ9SQDgC40YE2SVwkYht+rMXfjXOawtO+rSrqrxYzRzazp39fMbTlZScYWIkSQSAHQCE4zgCfAS9NtfXL61OPPpRZSr//SsAACWvfj+392sS86qJJ0EJwEAEpwz8BLDSi7r3r5+9jO+klmo+Z5SkKYeZM6tM2dXZubmCisSJQcoA2jQ4KPoZJBZupl7MH3+I8CrTTh4cK03Iz22mnWwkrl85lwpL+AWJIQvAUj4RMg6hdKdmakr7r25+ZpkdVSHuNor5vcGgMz1f79XuLeQLeYZSApAEJgQ+sPiw3zu5sXLYA5HdagLAOp/oWg4j+ZnoeX5G8tffPKZKPmQnKBpEpL7WL1/5/7y/NVpVCsdABh4iloIAJC7dOYMyxeZ5AQpAUmM5b++ek0sLy6t8/FgE3Mo2NBKAApf/feD/PyX09JnACR8ZzVXmL9yHvDdykeoznidNQyhapzOZy998B/BBSAlCguz02uLX11DddbZCOD7XwEAyMycP+suLS0JUco738xMgTlLqI7NT6T6gMq/E6/lMuH23mHp+3rm2uk/opTP4rsbVwIQAHwAHspDnY+nBgAAKxZdLRQy3LmP/4lydUM1BpSTZagCcJTBGpbWzJfXV8t2oPgA1ctMYCaqFxi3YqzZaIr/1QAA/GDqlChD1K6CQLn6HhS0D/BEANaNoVWsFqDp9gmcP0lRJYZe8z6ovpIfdZVe6h+h+jtv00dnrb4FeGTHQARSwfcAAAAASUVORK5CYII=) 20 21, auto;}
}
div.testarea{
animation:rwdcur123298 0.8s linear infinite forwards;
}
