@keyframes rwdcur195571 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVRYhe3WW2hcRRgH8P+cc3ZzabPdJk2yKb1sQtLNJtmkTai0VXsR22oJ9ELwjig2CAqKoCC2KLWWqvRBi1RE9K0PilChgha8oIVisaG3RI2VWlBa0saW2kv2zHwXH3Y3xuKD2SQFwQ/m4cCZmd/5z5lzBviv1aaNG2f39PS0TNZ4/ng7tLa1NQVB8F1LSwsaGxsPDQ4OykQA3rh7qJKqRgFs932/r7u7u/OmAohZiAhEBGFuV9XDa1av3rl8+fLSmwJwzolzDuQcHBGYKGCR5w1wdOnSpcumHEBE4pzDaCMCOQciahaRg11dXW+2t7eXTx3AORoLiNoExlx7zPyUMeZkJpO5Y2oAYxOwFkvCZ7CKX4HaUlhr4awFOdcgIl+0tra+m06nY5MLYBYmgiOCcw5CQGflCjxS/iHm01qE1sLmgcy8GcBAOp3unjQAMxMzYxRBDtFSg/rZtXgw8SrWRXaBQw/WWlhrQURzVHV/Op3e29zcXDlhgIgIi4CZQXkAxEPJTMGsugAr563HE1WfYR7fOYpw1oKZHwDwQ3Nz8z0TAmjuQwQWyQHYgRnwSwxKqhSxWiA1N4lH57yFNdEdOYRzOYhzNSLyQSqV2pdKpRLFAkRVoSIQEThyYAKMeojEGKVVwLRqYFatj5aKlTlAGN6YxgZVPZlMJoPxf4oBUVWIKkQEJDmAMuBHPfgVBK+c4HkBLofnRye21mJB6Vr4FCukcf7MmTNUFCCfBFQVJBbMALOAncAYwJMAbIHh7K9wzo0uwcq6Xjy94AAy0fthw/AIUMzPKA8oIJxajIwwRi4CI2cD2Is+yDKcA4ayp3LvSX5bVpXMR0WkBmtqtqAnvvcrAAiKAuSfXlVx2L0D/gVI/74CsyvrEK80KJmucBY4ff0wiAi+56Fpxm2oiFTDWgGzIlGSOVQsgBR/LcFl/RH7s4/jo0uMW889i/bYetTPbENF/AoG/vgUAMAi6Ki+C4AHIgdmuaqqPwMTWYIxKagqBBZfXtuGN851Ys+pTTDzf0LPqu2IlVcDAOZUZKCiIGaIyLEXjlVLsQnktuGYFAqtUIPuExy3vcg03I1kohPfHH8PNWUNEFEQC0T1WOHeYk5Eo7ugNpLBloXf4uHUHjTF/34UMDDw/SgqZySx4fZtmFWeBDGDiCGifYX7xp1A/slFVb0AZagM6rEsUY8ldffitysD6B/+HAdO74YxBoEfgWcCRDgKX6PIcggWgU4kgb6+PlHVbap6VsVDGDo4JwBFMLd8EdYln8NrKwZQr4sQ5TL4fgQegiOiSkQMZsmq6veF8cZ9KgaAoaGhr+Px+O6YNhxtKll71REtIOaoqgIKBF4pyiiGsivTAMHL4fRru4PzZZQN7WJr6cTWEzVvF8YyxQBurF2LL003xtzneabX87xbAt9DEPgIfB++7/WLaEc2tLHr2fBUNus+3nqipndSAWPr9a6LbcaYXs8zD/m+Vxn4Powxjz15sPz9nQuHNzui6Iv9iT1TBijUzkXDpcaYTcag1zOmUURT1lFWVBMv9SfOTtW8/1g7Oi407ui40HBTJ/2//m39CWNt8Pvu/E/aAAAAAElFTkSuQmCC) 13 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuElEQVRYhe2VXWhV2RXHf/uck9ybaxJv9SZmErUq0cm31jAFCxXUauqMMFXsVGT6VPNUsLSl0A/bobQitIUZOzClFOZlmJd58tE+SCuC9MOoqFO1MxZnmDpmcv1KTO69e6+9Vh+SSBhaaKIRCv3D5uzzsNf+7f/aay/4X9O+vXvb9+/f3/Ok4qXzXdDb17c+y7K/9vT00NnZefb69ev6OADJvFeYiZnVAz9L03Rkz549m58qgMSoIoKIoDEOmNmfd+3ceWzr1q35pwIQQtAQAhICQYQokkXV7zu4sGXLli8sOoCIaAiBR0MECQER6VLVM4ODg8cHBgYKiwcQgswFqPdtzPlPYoyHnXOX+/v7ty8OwFwHvGeL/zbb4s8xn8d7T/AeCWGdqp7q7e39XXd3d/OTBYhRowhBhBACTUvgW1/fzuHV7/BZGaLmPX4GMMZ4CHi3u7t7z3+KN+93oKOjo9HMvqMxEkToSr/Mrt0r6RlspKewncqNtVyrnELUo6oAzc65gy0tLRtKpdIfy+Vy5bEcUFWNqsQYERF8LYCDrA0278748Xdf5MjASVbHL+G9f5SWGONB4GpXV9dLj+VAe3t7A/C9GCMhBDp1iB3b1sIKoBEKRRjoK7KxOMSD91ZwtfJ7DDAzzGyJc+6rpVJpU6lUOn3nzp2H83bAzNTMMFVUlYoPoIADPgOsgHQlDO7M8YPhffR2vICv1T7txlfM7PKaNWuy+T/FoGaGmqGq1CRABAzIA0unnSCDpKGBAzt+yde++CpO82zID5FK8zRICJ/cvHlTsoUAzDiBmRGixwScAjIDkUzP71cU05TedbvpaOkl/SBHrlbk5IevcXHqrXOwkGY0AzAL4aNHK8Bd4OOZrwcClCene4YEoZBvpbXQSVNdK7taf8T+4tt/WDjAzOnNjD+F3zLy/gTj5xUuA9eBUWACxiYDItMj+khSzYhRidFoy/WfBVhICmTOreaBXePc1ATnpwKrbmX0FRtYVaxDvHL73kekuWbEInXVesxAJBKjPjSz9xcKMJ2COS5IrJGQciN4/jFaZeltZfnUA/557xrNDSUKhRbqa42YGhIjqnrxhxdbdMEAZja3tglSI00yNBqJS7ivgb8/vMn4VJnJ6n2aqndZqs+gakhU1OzibLD5A5g9qoIVdf0c3HScuqk8lVyVaBF1CYlFogaieiYqY1T8BD25AhIjIhFVG1kwwMzJ1cySjAaWZWtxY9CcKtWGSSbzD6hl45gpqpFqmKSgy0jr66nGGlEVm+PAvKtgZGREzeynZnbLNKFWC4SgqHfkxptYXl5JW3k97dJHE62oRpDkL2omMxewamZ/m403714AMDo6erpYLP662dZdWJ8behhENkiM9WYGBk5TCrqMlVk/S5NnXrkwfuL13obnY7Xmn/NeLh251Pqb2VhuIQCf1q+eu9fonDuQJG44SZLPZ2lClqVkaUqaJldUbWO15punqrX3qtVw4sil1uEnCjBXvxi82+ecG04S93KaJsuyNMU5941vnim8eWxT+VAQqf/JlbY3Fg1gVsc+V8475/Y5x3DiXKeqPeuDVNWs7ZUrbbcWa99/q6MbxzqPbhxb91Q3/b/+W/0L0xXrIKztzJgAAAAASUVORK5CYII=) 13 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3UlEQVRYhe2V72ud5RnHP/fznJyTnJ78MD1J80NpGpM0adK0M62mznVWrOhW2Fo6jaXv1g7G8AcbA5E60SGVMRjbYHsxJvsLhi/2dmzOoTgXLW21ZnNaVmzX9iS6NTnneZ77uq/LFzlnlKGwpE1B8As3z5vn/l4fvvd9XTd81nRg//6+gwcPbrlefvFKN4xPTAzncrnXt2zZwtDQ0Ctzc3N6LQDRineYiZnlgR/GcTy7b9++224ogISgIoKIoCFMmtlr9+3de3z37t3NNwTAe6/ee8R7OtdtIojkguoTDt7ctWvXnWsOICLqvcd7z8yep/jK1OOgMSIyqqovT01N/XRycrK4dgDeSwMAjZgeuZ9HvvYbRnruxnsfhRAedc6d2rp16z1rA3BVAiKBQYEdbb0cvvdZZu56ntiKiPeDqvr78fHxX42NjbVdX4AQNIjgRRAfUIP+LrijLeZLI3v53sHfsn3jAbz3hBCOAG+NjY3t+zS/Fc+B/v7+kpl9V0PgzrEZ+vMlShsgfxP0NUFRS3T33U1fx1bm/vkqqSy2OecOdXV1jZTL5T9WKpXaNSWgqhpUCSEgEgiNMVSG6GYY2gS7yxE7N+3hsf0vsnPwED7LCCEcAs6Mjo4+eE0J9PX1tQDfDyEwvfkhbim0074e6AZagSZoLsBADJFvoWPDNDd3TvLe+Vlq2b/XOee+US6Xt5fL5Zfm5+cXV5yAmamZYapICEgABDCgDajDxD0w0Areezb27ODIAy+wY/DhRhpfN7NTAwMDuZWPYlAzQ80Q0WUAX4dw9ZVf/vGjqpBmKWmWEkct7Jn4Ng/e9RNKTX147y+dPXtWcqsBqCex3AkCZEBaXwlQAa7A/FJKmqYYAQi0LpQZrT5A5/QmTl343V/ff//YKh6jOgCAl4AEhSXgMnCu/q0AF+DCpQohrZJlCWmWEFcLuKUmWv52K+Px4T8ArC4Bs3oCGe8kCdm7MPyvAu3lePlaC1gFTpw7RZLPs664HlyBXFogDYKIwvnSK6sFEKNxBAlLkvJ6kvDnhYyBc02MW4He+CZqBM4svEVzvpXW2gK9hVHMWG7doItm9u7qEwAwI5MaElK8pHjJmJMl3lj8gNpHF7lFu/hPrULNL5JkV+gtjmMYEgKqeuLJE126agAzwwDvG8VTfMiwIKgG5sMC7y2dIZMqqa+S+SWKzZ0ohgRFzU40zFYOYPbfLgipUPqgGwoL1OwSohlBPWZK0GWY1FeRkNIadyHZ8vRUtdlVA9TPX80synxKdKWFdtdPe9zLUtOHXA4G9g/UAmqKaMaGpmFyNJOGlKCKXZXAittwdnZWzewZMzuf+ZQ09XivaOYoVtcz4Kf5csu3mG6doTe/GTMlT/Evaib1C5iY2dsNvxW/BQAXL158qaOj42cT/V99s2V+46IXGZEQ8mYGBhF5OnL9DJe+SHd++Ok/VX798x3tMyFJs51ZJiePnez+ZcPLrQbgf/XjnR+WnHMzUeSORlF0ey6OyOVicnFMHEenVW1bkmZt1ST9e5L4F4+d7D56XQGu1o+mFiacc0ejyB2O46gzF8c45775nZeLLxzfXjniRfI/ON3zizUDaOj4FyrNzrkDznE0cm5I1TZnXhI163n6dM/5tar7iXpu2+Wh57ZdHryhRT/X/6uPAd00whgPNa2FAAAAAElFTkSuQmCC) 13 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0klEQVRYhe3UW4xdVR3H8e9ae59L55xO22mnHClJpRYIFGixaBQ1RtEHXxrjC5NIYgKUEGoiJOCDEBovSEoaY2I02qTKkwRNVWIkEgKJgWpiW53SS7gMTWihlM60U+bMOXtd/uu/fDgd7YMPzrTThMTfy94v+//75L9WNnzYMv776qrX/hRuvFTz7Hw/aNbLztJW7cCJl9Jj+3/TrV92gDFZC0u9XrPf/choa9+bz8VbLytAk6oqkMEac3OzVv7t9T+mHa881W1eFoBIVk2gaYAAysLYbw+3Wwf3PuU/u+iAGI3ECCIDRE7n39VcWxT1v7y0S36yZ+d0exEBaIjgPTgHaQbEQwgQAzbn4ptDzeFDe3ZWX1oUQIgqPoALUDlYOQMrz4DMDlDeQ4z2o9bUX3hmx+zu3dtPLL+kgMolDWFQVDmQCJ0a3NTPNLoR7xTvIyF4NOldjdqSI7u3H99yyQA+qPoAzkPfQfRAAe224bayxjX9itjv4lyF8xUhhivBPPuLRyee/vHD/1x10YAoIjHCHCJEIAEtsG3YMNziy2aIoX4P7/p47/DBkZKMlUXtyI8e2jd2UYCU0CCDYh8gRoUA1AYIWrBqWZOvttawwZeEqot3Fc47QvCrc+bpJx985dnvbXv+ygUBqhA0CgTJ+BCIMcL5LeSh/yCKluXqvJTTU2/hetME18f5Cu8rJMYt1thD2+7YVZbzBYTYF0kJiUIQTwwFSANkUKwNoAJ18NbUaU6dPUarf4alQyO0alfgS0c2gpJO//SZe2XeAElBJXmiCDE6gtQgtsiRwVHkQXm3CxNn32Xq3El6jRm61TS31Dcxmkc50T6AKyf3A8wbkLOqpEBMkSiOIKA9MGeALuQ6VBXM9mBi+hgf9CZxYZa+H6K5YgW11GLV8c2caRx/cUEAH/si4hGJRPHsd1O8d/IU61jL8tYyGm2gAb0+HD13iFk5h48VK1KDJSPLCSkhkmn2O39dEMD5rsbkiSkQxVNJjxer1/n11G+5yq1lU/MzXD18LbkemegfxBhDTJ4bWrdDNogkUtLZnPPEggBRvIp4ogSiOKJ4JAVEI+N+L3tnnmPZex2ub3yamBwGQzIFVzSuIWtGUkJVx78zPqoLAlhrBxuQwQZiCogEJEU0Kzkr76cJ3pk5jGoiZ8UYw8rGWlQzkhTNeXxu3rwBZVnTwR0IaFTWdj+FNS3O5tP/LtQ8eOasJI1YU7KisQaJCZGEaj6wYMAHs5NaKxoaJVgRpV6NsN58no+tvo1Tw2/w2vTL7Jv63QCBolm5fvhz1MwSesmTVMkXbGDef8If7rpDg7gfBKlORQl4H4lRyVLSqW3gC537+NYNexhbt4MNy24nZ2VJsfzvmrOcv4Au53x0bp6ZL2AuD3z9V2U9jWxZ8/YXv2KtGSsK266VBWVRYAuLNQZj4NjMvu0/P3rnn7//8SPf6Paq+3t9/49HDo5uvmjAhdn5iem2MWbMWrPVWvvJsrCU5zFFYQ+r5o3Oh+G+8286F//w6Kurt15SwIV5cvPZG40xW601dxaFHSmLAmPM3dteHvrlE5um7oki9ccOd362aIC5PHHLVNMY8zVj2GqNWa+arwtRnObc2X64c3Kxev9rHt84uf7xjZPrLmvp//O/5l9o3/YQhE5uXQAAAABJRU5ErkJggg==) 13 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMElEQVRYhe3Ua4hdVxnG8f/aa+99ztyTSSYd23E+hIDm0k7t2KlCqtUqBJtCabEttcVLGsEqGGtRrNpQtIRaFS9YabVRUQMB0YK0iJhGkUbbOjXRpMHGIAnp3OfMue6z97q8yw+TlHxQyEnSgODzfT3vj4fNhv+1HHs6Hzn6y2LTxeqLOn2gtR6OdDo5udc99LsnFtJLDrBOxHnSLLcPl0p9L+3/Qfb2SwowVqQwgWa7TqUxfVXbNP/0zHcWHt2761/lSwMwQQrjMSZnqTHHXPVEXG3NfA7lD/3sK//Y3Gmf6vTBgd3ZBivqyMzSCSqNadpFk4iYWJVJdLcQosfbefaFHd98d/Nc+jpeoJ17KYwlL9oUJse3LJX6LPO115hbOhlVm3OfkuD+/o1P73vfufR1vMAz36qt88Ecm106TqUxxUR9goav8nv7HEIg1iVKSTflpBcdJbutM5/Z+eRt9f/Wdx4LNKUwbYw15EWOc5bxgY3coe+mr9VPpTbDYnWahdopqq25j3kxR7+8bc/WiwYoTCbGtLG2wJiC3FjiFEYvW8mHBu/hnXIjtcYildosldo0i/Xpy9um8evPf/ipnz9wz5OrLxxgc2dcgbEF1hlyaxAP8QD0D2nec/lmPtKzg56sn2p9nqX6MqSeLd5lXX5kx13fvf3sPt0pYOv1H+/2Yh9oZBWaWZU1+Qij/cOkK0GVIdLQn/bx1miCogXH8r9i3TLW+aInIB+c2LTl6vH17/3D5NF9zbjjBUwmKgLrDNZZCmexFhCI+iDWkGpYQcKGxjjPVn9EmpRITIs0KZMmJUpp+ZY0Lm++/f33v6ljgPWFaCKctzhvMN7iLHgHSQK+G6QALzDbmqGZ1UjilCRJuaLrShpminbRJInTuV89933XMcB5K6gI5w3OWYxfXsBZwECIQBwUOUw1TpG1myRxQmwTxgZvYUCPcKD+Y2byl/8C0DHAB+/wsryAWApvyNqQViAxoLrA5JDncLJ5nNxkWKeJ44SVyZvpYhUT+hOcbB/av4+9nQMK25ZSkuDF4r3lRfMbmscL1k9dx/CKIXpXQtwdyHPFq41JCpOjo4gVeoTeeDWm8HgfWM36A+e1QG5boqMenLd4cTT8Ir/Nn+AX84+y6cRNXNP3Adau2IAuG17NnicQ8ALrB26AoHDO4700Qwj/PC+A94V4n+C9XUZ4hxeHBM8L+R6ez37C8OxVbOy+ER8cgYAKcEXPRoIEnPeIyMEHDw7JeQEAsd7gxJ1eYRkh4pEghCCckklO1l4gBEGCADDUtRaRgPOChHDwTFnHf0KllDhv8N5SCv3cNvQY16+6l4F4+PWDIQiBQAiBEARNzGB5BOc9znlEwuSZvo4XaOY1KSclcd5GwSsG1CjXDo4yvupWXmu+wpHFfew/9UParkFgGXLN0M0kqouWL/AihAtZ4Ht7PivWFV913kx5LxSFxVoBFzPSNcaW0ft5+Lo/c9+VP+Udl91BCEJ3PPiihOBOf4B5COGV1xftFHAmN9+wLU7zNVvfpR68KYrUnVpHvUmsibUm0hGRUigFx2sv7Xxscsuz3948+9FGq31fKyte/uKhofELBpydr1+71KuUujOK1PYoiiZiHRGfxmgdHRYJY3lh+rO8OJbn9ukv/W3N9osKODtfG69sUkptjyJ1t9bRYKw1Sqltn/xj9+5dVy/ca51LHzo8/PgbBjiTXW9bKCulblWK7ZFS60TCW4x1uYQwvPPw8NQbdfc/5pGx+XWPjM2vvaRH/59zzb8BXlYFoDicldkAAAAASUVORK5CYII=) 13 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
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85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkUlEQVRYhe3WbWiVZRgH8P99P885m2tburntTKZt8+Wco25zii+o5TCZWSN79SUrsRyBkX0piBaZhIxevhQiRNS3iCAoUCqh7IMkma0sN0ssExIjnRO1ufPc13VfVx/OzmlFQXsTgv5wvpyH67l/z/96Dhzgv5YHNj5Us3nT1tljdb9guAPNTQtmhGFwpLGxGalZ6UM9x4/JaAB2uAOqwqISh8rzQWC77r5z/fxrCiAmISIQM7z3japyuG3N7Z03r2wtvDYAcuLIgZwDkQORC1n8U1D9+sZlK5aOO8A5J85FcC6Co0GEcyCmlBd/cNHCxa80z5tfNG4AIsfOOThycC5CGFXBuSjXiGXm7Qo91tjQuHJ8AMySPdwhcg5LosfQ4p+DRHFEUQbORWCiehH5ZM6cOa+n0+nSMQY4YaJ89Z4V8yfdhM1Fb2MatSKKIkSD6/HebwXQk06n28YM4JmZmUBM2TUQIVZgUFddhU2JTqyJvQQfWTiXbYmZa1R1bzqdfiuVSpWNHuBZvGcwM4gcHBNULOKTBOXVIVqmrcW28o8wza/KI8g5eO/vA/BdKpVaNzqACnsR5BFM8B4ICgwKyhWlVUByai221OxGa3xXFkGUhRBVisg7yWTyvWQymRgRQEVE1EPEw4vPAhgwahEr9SgsB66rACZXBZhd0pIFRNFf27hDVY/V1taGwwdARVUhqhARsGQB6oEgbhGUMGwRw9oQl6Jz+YOdc5hVuBoBl+baOHf69GkeNgCAAICqQlXB4uA94L3Ak8AYwEoI74DezM8govwKWqrb8fis/WiIb4SLoi+BEawgB8ghSB0GBjwG+oCBsyFcXwB2HkTAr5mTgy8rgYhQXnADSmKVaK3swD0T3/oUAMIRAQafXlVxmF6D/wlIX1iBKWXVmFhmUFCsIAecunoYzIzAWsy8fjlKYhVwTuC9IlHQcGikAFb8sYJL+j32Zh7Buxc9lv3yBBpL16Ju0lzEJ1xGz+UPAQBeBE0VtwCwYCZ4L7+p6g8jbwDA0BZUFQKHA/07caB/J5K9bUiXtIIwkB+qKWmAioK9h4gcffpohYwYoKoY2kLuk8sJ2ocTffv+NFQ5oR4iCvYCUT2a+374L6Fq/ldQFWtAx7zP8WByD2ZO/Oe/AiXxySgrqAF7D2YPEe3KXRt2A4NPLqpqQ0xAWViHpYk6LKlejzNXetDd+zH2n3oVFwbO5GcWT1mHmC1Cv4/gRaCjaaCrq0tUdaeqnlWxiCICkQAcw9SiZtxa+yReWNGDjqUHsLp+OwCgOFb2hagys4f3klHV47n7meECcpk+fXpYrcvb7q3afZu1ZkMQ2OJYGCAMAtjAwhoDY4AfLx3ZseOzRR+8sYq2XOkf2NZ/Nfqq45uKBaMGDM3LCy8WG2M2WGvarbWLwsAiHMQEge0W0aZM5EqvZqKTmQy9/8y3le1jChiaFxf0zTXGtFtr7g8CWxYGAYwxDz96sOjNznm9W4k5/mx3Ys+4AXLpbO4tNMbcZQzarTEzRDTpiDOimtjRnTg7Xuf+bXY1nZ+xq+l8/TU99P/82/wO/ADqoU3gzOMAAAAASUVORK5CYII=) 13 2, auto;}
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}
div.testarea{
animation:rwdcur195571 0.66666666666667s linear infinite forwards;
}
