@keyframes rwdcur257784 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG5klEQVRYhe2WW4xdVRnHf2utfTn7nDlzzplL59K50E47TqXaWhva1LSFIjRWTXmC9EGIJkTtgxoQogSxCAnRaMQUEw1GYoSoDRUCgmlRYzEoKaP2Qi/QC53acaacM5dz2ee2917Lh12r0hmm6qN+bztrrb3+3/f9/9/6w/96iKvdeMf1rWZ4CWze2MroYYdnni9w4Gzpqs//V7F5KGtGf7LC+H/oNvrEsIlOrTP+H28yj37hg2ZNZ4t55/5PbB023/3qDeaOrcuvWHtnXFUGX7x1sdn1cB+JaBKlFSQ6QGbRIsfYGc23dx9l97Mnxd07rjU33TjAuvX9pNpdao0kO+/cx1MvHZr3HutqAHz69gFS6QTUW8AvAwZoIq2IJSNJvvX1EVIpae6+axUdfTlQgG1jZ9Jsv2UJT710aN5/y4Uuv3XjoOldkQMJRlggIiCIT+oGGB87OMnX7uugo9cFXYOoCkTg59n+kQ4+dl3fvK1YEMCa1e04ng3GIASAhmY5vjwqQ+VNqOSxaUBtBoIZ0GWoXIRqHsu1GVySnff/C7Zg7UqNcg0EgI5ABxCWYuzKg4snIZDglMH2AIWph5hGgGzpB2wGFqf+cwCDHRVEVAMjwVziUlCGC3lwknA+gLQAlQdHgd/EFH2014ZMNBBWjcV9yX8PwOblneZD67NsWC3I9Ubo6bNIJBgN5SqM14n2Q1isEk2DmzXQlkfdXEAHitDzsFJt6GYVIYt0t8+vxisA3HPb+829uzbR3tWE+jlE8TS8PQZTUSzaAxDNQH0SEKBDqBZBNsD+nUF2haiVGtMsg5SYsMyyHsGN7+sxvz46cYUc1T9/7L7nevPZe9eR67KQRDHpHBtcBVERDhk4CJEPgQuRA9oGXAiLoAsg6iCWBmBD6FfQdZ+2Do8t29ajmuGu3x/OPzhnBX74yFZz+2dWomQDgtlYSqYKgQ9KgXHhRBUCiBSUDNQM1ALIpiDRCSoC6YIsQbM+SxCA07cI2TJAf08HX7l/E56rzEOPH7lcCQXw8M6NZueXrsOiigkqCF2OmR5MQ3MKZifhFZ/mcdAOzAo4EcL5OrxVh5IPXgK8FCgNehaMBbJdYA2+B9XShRYWlgzZsC6Hf7G469VjxQfh0hwYGunCsl0wDURUhqAEjWmoTIA/CbVynHkEQQqmHDgDzDTBScOkhEINAgdwIGqCdY2NMzSEcBx0MA2NcQjz2FadB+5bxY4bes1lAEf+fJ4w1OC2gdsOVisoF5QDViquUw3CEEINNQ2uAzILVgvkcuB64CZBWqCWAh02WkVIESBlhCRWgjaadDpi/VrrHxx45ImDYngoa27e3k/vgAHLBZOLKd5sQB70CRBV0AmwIkhaIFwoT0GjCiP94DiAD4062I0q1MpEwsaWHigXrVwQGiFcPrAmzeUKAHzy/v3i6R8dxs9XMKGJR21pDM6Nw3mQXXGfXWCRC0s0eD44IQx40OqCbIKogT0DlhQoS6CIEBqE0EgdAjZaZjly3L5yDnz+m6PizLmi2fXlQXLOG1B4G/xLi4OgClCvQCKC/hbIBVCzIOlB1gNVBV2BIAOOzIDbiuVmMW4KoRJgArAE5/5SZ8+ecWAeP3B0z3qz4prTqFIhfgOaQBrIQ3QY/D+B9CDS8SywvXgqqyjmRLgIzOo0smcIleqIF7UECaMH/8oPnjjN91+cFldU4O9x/HTAinWroD8BzQloFuOZ0OmjMiVaG9AYAzMbq0ApCAKwh4EBsBSE02VUrwuJHAiJMRHHjkzxnceO8eQB/3LicwKYKESIthEICyCSIJrglyACujPw4RLuc4b6FEgNVhqcEaA/FZfZFohaAx2G1MsWs+WAF/adZ+/et9h32P+Xqs8J4M1TRaQJIKqAieJXUMdMxlLQ1wKbx8kMEnNkuQ2BhsCA7WBcD9liOH6qzs9/e5TXRmd5fvTCnO2eE8Drx2apl6ZJJB0QFpCAhBeLXNdBNaBrHEIwEyCSDhQDKIaQdBFtCaLWdkZfqfHA9954V985pyN6+eyM+NXTx4BqjFFkwG4DOw1uJyR6oL0fXBBZwLYgaUMNUBLcBMZJcfLsgqZ4fkPy+JMFtmzrJtmaBrcl7q0JL702LtitULgAmRSkW6EeQEsdEglI2hSKht+8nF8QwLye8LnRvPjZj88SBTbYNig7HstOO1g5sDIUzVIqbjcm0wWdWejvga4sJuFx4NUiB8dmFrT972rJPvXQmHjtUN1s2pBj28eXke7pRkib6nTAL54d54X9Dqm0w7XLQrZtydC32MHyJJWC5qfPTCyY/VXHe7OeufOj/ebFx9aa1395i/nG59bO2dy7bhs2ex9dY3Zs7ly4+f+PS/E39u3HDqks5cgAAAAASUVORK5CYII=) 17 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuElEQVRYhdWXbYxUVxnHf+ec+zJzZ2ZnmNndYWeXXSjQpeWtLQKGNaXU1xpaK760xrRVk0Jo4hcjatNEYyTR1MS0Rr/UxJfGYFLFxtoPxpoS0uBLjC2CEbawC2VhX7pvszO7c2fuveceP1xCJRTYFpPG58t8mHPP8zv/5/z/dwb+n+p7X/2Y2bvrdvOeNP/xN+8xzen9pnbm6+bQgc+YTw2s+J+AyMUs+sjGXrNufSeu65MrabZ/fDm/OPBJDv7wXnNnf8cNgSwK4K6BIjff7IKehaiKiKtkCgH3P7yGX/9qFzs3db1rCGsxiwbukJR7AoiaENRAOZjIRjqG9uUWW9Z5vPiPy5/ZtbXT3LY+T6nD4cTrPoOnGrx0bFy8Y4B7N1VMd7GBiOuggWgWjIuw0hAapIQvPthGoFeZTE5SLNh0VzzWrPboXZ9CGp/W7AxvnovY+42C+cPx6mUQ1wX4wGaHcpcPoQ8YCKrJp5MBlQUBXV3TfOURQ3plP7aXQkkfYp3ABvN4Vp1lPYoVfQ4cX4QCAyvbzd07bqK7LHh/ZZiMqEOjBJYDUR2CWYhy4BZAWKjmJAXLRzg9ELcgDhPgsA5BCLhIL8cta4AXrwPwwJ1d5rE92xjYuQwZVRFDJ2GiCeYoZDtBKQjmwbSg1YBUFpo+IgAWJkA5oJugQ0CCagPlAS6VcvOKw14GcP+WJeahB/vYsMVCmQmIfUilQM/BmRiK46CAABgPYbIB+ankbhSB/CR4DhCDcBOFrALIFEJ4SOVfG+AT93QxsCNPoViHoAlRALYLNjALvAmcBl2DaAqMBMsFKwLagak6LAfaXSi1g1MAUqByGONxduwKE7yVA3t2dpsPfrhEoT2GsJbYLayC40CJBGIEovMQ1UC7QA4iBVEqGXfrCOjfAa+2ElXii0ooDx27jJwLrgBQAA999Bbz9A/eR6krh4giCFsQzicQcQAGOBUQDYKOoGFB1UA1gpkAtCRZ00zGbztAz0ISXEbTmIP9Tw7x5C+PvX0OrF7hoFwL6SoIdNJF+9CKQdfBr0MIjRpoGyZaMAwYB+oaeoFeCW1pUD60ToDb34LuGNJTeOmAvZ8tUa/1m6cPDl6ZA44KUbIJsQsIUBbG9hDGS2w0VyccSg4Z2DAXQj0FC3PQmIPpNFgp8PKJCaQLeEC5D1IVcPKUO4o8/njI2lvbze7vHLkEIQFef8MQ+BZI7+IOCiEVCBtaGk4mQkgPQsCPQRqI7GSJ+u/jhBAGwCQQWaAskBbKFpR7c3zu4TV8a/cd5jKA2dkQHefAagNrCVh5kBY0Z2ByGkYgribWxyQWH52A6gIYG3JA2gF0cn+NADolyCgJJhmDDAFNtpRlz+7beeDu1ebSCJ4/clps+0nJfOHRTZQqFkIoqI/BhXEYB9JJ6uoQnBgqXjKOGPBcyLvQngJLg7sC5EqIpmNicwGnT0NnFtwlkCpgpE1uqSKfNW/dAYB9T/1NjI0H5tFHbqJ/1Rhi5N+J730gn7iRKuDA0jwUO0ClwJYXD+iDmAK1FsRaoFBEhi6mphFuDfDQLcnZs4qfPnuSZ144LUhu3OW1Y12X+f2PsnjhOGLeh1CBb+BkgH8CaCSTMh6IQgIYy4typECuAbPKRWbLCK8TJb3ky3SBeV3i588O8+XvvnKp75XRBIy+vM50dRiYmYKZBRhrJpacB6ox5gJEGSADug0oJ6NWHUl4igLYleXITDcq10OsMoyca/Dcb4f42lN/v/7reHrGZmk5REgBDQ1SYCyFKAF5g+g0xA5gg+iGKKuwUiWk46HmpwgmmqgoQhIyOjrPHw+PcuC5IV46Nrq4HyTDo4a16x1wbMjZYFsIX4OOkxDoBaszTexkQEYIDXht4LRh5bqxKx7SrzFVT/Ht75/mmRcG31bpqwIcPe5z331LIReAcBIVggjm6phMEypFZH5Z8t43TWQUI50CdroNIzxEuhuyhpcP/+uaza8KMDTcpNVyUHY7cSpEpgy60eLClKKjt5dMuRepJCqqg25htAaVBuESCwU6wsgsR/9Zv1bvqwO8ca7BvifO01tRZDzoLqfpW+bw19c8xv7UZOPGWe7a3s6SJXkwGhWF6FihsTExEDaYqYUMDlbfHcDhU5Pi8KnJqz706W0LpqvisXVzIbGREBjpYIiBGEzAwYODPP+XkWvKf1WA69Vv/jwqlvflzK39beTaAAlCKEwswMREYYtDhy4saq/rEl6rPv+hHrPlthwbNhTZOrCS+YWQ1149wyuHz7P/Z+dvaO93XPu+tNk88dj29+aP643UfwC6tK+mN/D88AAAAABJRU5ErkJggg==) 17 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7klEQVRYhc2XWWxdVxWGv73PdO+5k69zbceZmhAsB7uNE6UVlFZpVcKUFCoqeGpAqShQIQRCKsNDkZy3PkBpJeCBSbxQoZCqaqFAA6qayGmmJjSJIUkTx47r6Xq8s32mvXk41MU1oU6KBL90pCOds9f6z7/2v/Y68D+GeC+L932iQ/dsW0P/+SKXLk7QN1B6T/FuCHvve58ePPllHVZ79ezVb+gXfvKAfvDOdfpG45g3k/yhe9v195++l9aNOURUJL/K4cMfXUdxqsK14Zo+PbpyJeSNJv/szvX6u4/10LpeIlQZ/GlQVfIFwf17NrPrvo03FO8/KnDXLSmddi229hTo3pKnY5PDjrszOLkU6AXwPQjmQEdI02N1R4Ev7tvGwGBJH+wbWpEK1yXw1U/l9fd676ZlcwuQQoYVopHjmKUr4HwArCz4JQhr8QKh0MJl09YUt2/Lc7Bv6OYU+Fh3Qj+wezX7HlmL22ZANAnSBRFheqMwUwMjhKZNENYhbIAhwLQQqoIpFNu7rRUlh3fYcM92Vx848EncHEAF8EGHoASEAQyegCKQBta2gWlBUAK3AIk2MFIQlqlPlBi+4PPqBYeX+2oMDNU4MVL7tyVZosD229K4zS5EGoIGqDpaNRBSxfWOgFp86aiIyJtACL6GZhOMeZi9QgKLdV1tPLy7g4e+JimNzvPyn97Uh16Z5lx/jb9OeYtklrA6/Ksdeuf9naAUBFVYmINgHFQNLAemR+AMMApMA+2gcyAi4M4UuAYUK9CaR7fdirAsEBq0gVKa8sQ8f/zdOM8fKnKgryGWKLB3Z0Fv/1AHCBuiKggBhgmehCCAKIAGcBaYAq8EahgUYNtgXa3DRqADsNMIrwwhIA0QICOffNZjR49P/8W3hV/sA9u3tTE2psHIgpEEHYH24zekBbMluAzzE+ArCBzwUyAzIFxgCPQR4ARQn4WFCaiOoysTUJ+CehkWAtastdmzK7OcwLHjcyQSCRAWGE78KPJARVCbR78K9UPg+1ARMAxcacCwD7M++KtAp0EVgdE6VGdBK4R0wMjFm9RpQRh5+i+pRQLGWzd/H63ur47Xet/fBi3tEsqXYeosTJTgtE94IeYTpGAygCsCLgZQNqAeQULE9VRlECMgEwrWtUKqFawciAQIlyuXIp54aoRrc/7+ZS74xR8GRFJV9BNfaZCq1uOaV8Dvh6gM2oGGggkfojQ4PjTKUHKgakDaBDsEVQXSoK0UQiTR2kUYDsgEz744wpGBty257CzYsN7AlCK23AxQBiMCqSGU4EVQ9aBeA9eFyIQRD2rz/4wmYtMwCaL4BtSLCGmDkSEKbE6/PrUk3xIFPt7Tpnd/pAWr1YaECekFqIQYpZBgGswUOA5kTBivQK4FZhqwwYZmF6QZK23mgS2AMGFmDBY8VKaTZw6UeP7UjLgugc7NNt1bBdQ1GBI0YCpYD+oymBoyGehMQKEGCx60NUHBgUwCRAOiEpgF0E4LYlU7yAQoxZmTk/z6wMQ7BV9KoKcrGTccaYAXgNKQtGGtxu3y0KWYV7IJcnkIffAaYHiQMIAAzG6wdgDNrWDn0UYOkWim646I7ls9Xjo3voTA4h74zuc79IOf2wCmCW4GCgXIZoiNomATiBwQgjkPdg3cCDI+JANwcmCvAesO0K5AVysgJcKMFXdXZdl51/plCizacHVa9g5erWFEFms3ZJFWEnQAQsF8iJ4LIQO+CyQhWgN6FQgv/grzgyC7QLSn0VaSsB5i5NLgNoFpg5YkLIOh88XeS2P1/W/lXXZC7dyc0196eAOf2dNKUlTgzavIsVkiSyPaXVTChbBEEIVI08bwFWogRLeA0ZoDpwkjmYUgQiExVm+G3DoQNlpFPPOzo+z99unFvMvmgSMDZXHk8fPsPtiiC3lJz5Yk33z0dgzTBuWDKqM8CxbmEcmmuG2La4QTDQQCaWfjjpfJYEQh2gPhhZBtRwULHOlbuhFXNDZd/POndWdXGvw5mJ8i9CqEYYSZyMbe05JodAiRMDGza5CZdjCbUWYWIULCwOepHw1w8tgoB4++cX0bXg8v/WWIzi1d8RmRbMEwUujQw3TcOITdhGGvRs9dphElmB6cYbQ4w/i0xZnzFc6dLfLia6PvPpBcD68cnuCRL3SQdCVCOGipEbYLhoVSAmE0oV2X0/2Kn/7yMj///cX/7lj+3PFJ8XjvGcqlBbQKQJhomUYpiUIQBSFTU1WefPr8DSVfMQGAH/52UDz69VOMTQYoIwlSEBE3y0a9xg+efI3fHF7ZKP6vMN79lbfxt+HG/qCse6WZYtMtJlJGlEo+j33rdX783KWb+i+8qUW7bivoe+7JkjRDjp2q8+zRmZuK83+BfwAihdbKau7xdAAAAABJRU5ErkJggg==) 17 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGv0lEQVRYheWXa4gdZxnHf+/Me2bOmXPZczZ7z+5mN1mzbS4kqP2gwZY0F4omCmkt1RpRpKCCRURBxEq1XqqIQlXED/1QpGgtYmMLlUSTQNaamCZpgzXNbprLZrv3yzk755w5c3nn9cOkwbKbbhr1kw8MzId3/s/vef7z3uD/PcS7GfypHb26s8th184ezrx8lZdemuXAqdl3pXHLAHevK+lfPXkHXV0F7JQFyiUMI44erfC9H51j6NLCLYEYNzNo98Y2vf9zA3S2pZFmhI5DhAHpdIp7PtzFb359Jw/tHdS3AiBvZtCOnd184v61CF3HQEGs0ARgWkBAd2+GH373DvIFR//k6TMCYFtvQa9Zm6els4XjQ2P8/ercsh1aEWDXbW36gQe3YlogQg9TRCjlg/ZBe6AtkCalYsxjX8kgvGbd29/K5z/TQ7lqUGiCRqOFfQ+c1keGl9q0IkDfuhw97RJhpiAyiVUNVJWoMQ8CRCqNYbjQKGNfPs837iuS71SkwhnaChIsSTrn0NpqwfAtdOAjuwqIxdeJ0iUMXSEO6sSBi/LKCENjhDZxOI2YnsKcgeZiAJUZiF2wTMg7kBN0tNvL6t8QYPfmVv2xPR1s/6BNY+ICUVjDas5j2E0Q1RFRHe3XUAsgFFhVQANeADKGxRCkBinQ0mVNb/rmAb64b7P+5te20NmhiaujhA0LZicJKxVS6TG0BwhQEyAngRCIgFVAK5BTEEZg2aBiRKx4/9bsygB3396q7923gf2fHMRxFIRzEEeY0kA026gRD1yI30y+lB4YKRAhRAugLkKUiXDeC2K9hDCGeh0tDVaXlu+0+dbLx+8a0L/82YfY9oE8GbmIGZWJ/Rl0sIj2K5hBBXMWgldBiAQgtiAwoSGSXNoHUQazCkY2Bi8C4UPokm1twkn3PVowrUdfH6t8e0kHtt+5mp4t7eC54JahPEU8N4n2a4hGFVHWRCOJz54PFQ9qEfgBKAWlFDRZkHHAr4EzDwwkVonWPPaaLXz9sU6mLkd0feeo/sVz58XbAE6dHieub8XAhHQzrJJIW0JlAiYXiSYhHIdAwlwEI4vwpg+BkYgMpGEgD+kMxA0IxyC1AeiV0LYZjAzomPa1GR7/8Q6GL9T0oX+MietL8dnT08yPVtARoCTEJsg8ZIsQacILEEeJaV4AkwH4QL4Iq3sgToG6Zo2ZhlQH0GdBqR+EAVEZEbsI3cA062zaVAT+bS84OVERX3r4CBdfq4K0QdigdZJVgXDBUKCjpOUekL02sxoRpA1IAfigJbAZyOauqcfJh1EdojKWdHnfBn/pLPjt0BWhv6X1I19ex8aNHnhTUJuFCGQd/HmQEpod2JiGSgyGBXUPbJU8cQDWOtDdIPAhrIPpg5kDUwMmvq+pePZSAIBn/joqVMPVT/0gg6MroGqQA7kWLAOUAU0m9BmwEAAqqbwowfEhlQFZAHIOZHIQx6DrEGXAsGk0PA6+OM7BQ3PLAwBs29ZH1NkFeQ1xGV2fRUwPY1UhciGlwLKguQEik1QtAzA8sLuBNkDVQbYndpoWmAqlfBbnfN4YLnPg5QmxLMCeLS36sw+9h0JJg1oE00TYKbjdwTDq2HMQvwb2PEQKCKDhgsyB2Qo0Aw1gBig0wGkFQ6LI4i4EzI77/P4Po9fzLQHoWu3gZILEOxpJyYEL+TRiiwAvxMgHMAIyDdQgVwL6gSzJfjADuFzzvwjSQYdw6dw4P39ylL+N1cUNAQb6bUwqEPvJhI4WQYcgM2A3QVbAbRehB+jvBK8KcR20ArsFlA9tLkwBCy50N6OtFkaHF3j8iav87tjk284ESwCaiwpBNaGPXDBjyOQTADMNUQz6EuQFOKsg3ZR0KHDByic/QSGCwhTx1CJvnJjn+cNXeOGPIxwZWXqAXQJw4qTL/ntNLNsHS4KdBysLQqKNDMgQXWzBSBmQKgJGsmDJCmCCVQKZR2e6OXxsml0PH3zHw+oSgKtXA+bna3T0Z9F2SyJuGpRnFGdPljl9fJLRK4rv/3SQjN2RJFV1MAugPDAdkDniOGLozPg75V4e4E/nKuILX9W6vS1gbV+dztV5LlyOefVshQOnpq5Xs/0eQ+95sIRhmAnEW2uwdNBGGq8WMnRidkWAW75U7Bhs188+fz/F9gwidpO9OFZgGGjZxD+Pz7Bp99Mr6t/UvWC5+Mv5KXHf3md56olXiFQObRav+V9CGwUO/Xnl9sNN3gtuFIfPT4rDj0xy+pUJ/dE967lr73pMO0OjKhg6NrqyAP+BBcvFp3cO6s6eIufPzfDc8Yv/Ve3/WfwLkbbQ3V1NHT0AAAAASUVORK5CYII=) 17 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 15, auto;}
}
div.testarea{
animation:rwdcur257784 0.8s linear infinite forwards;
}
