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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhbWXv0szaRDHP5uckqRIZSF3nYjxRyP+A9dbiMXLmYCQVO91JsULlqZMTvAXonjYeGyRNPJyby+cvpDX4tCsiSz3ant3ECz0EqOwu3OF2bAxidmNvl9Y2H12Zr6zs/PMM6PgHmPAHPAjMA58DwSAB+BvQAf+AH4H/vJgtyfmgVNAPFynDb1XYQw4sY2Gw2FJJBKiqqqUy2XRNE0A0TRNyuWyqKoqiURCwuGw05GThh3PeOf3+01AgsGgpFIpqdVq4oRhGFKtVsUwjJb1Wq0myWRSgsGgANKw864bkb/D2nvgNxFRYrEYc3NzzMzMMD093SLk8/kYHBzE5/O1rA8MDHB7e8vExATDw8NcXFwoiqL8BPwD/NnzyxVFEUCy2axYliWmaYpXWJYl+Xxejo6OJJvNCiANu10jATBmhz2bzXomdZLv7+8LINfX1yIikslknL+ja06cABKLxcSyrL7J9/b2BJDNzc2W9Wg06kzMNszTSLh0Ot1X2E3TlN3dXQFkZGREbm5uWt6trKxIKBSynWjboqeAJJNJyeVyfZHv7Ow0t9/h4WGbTC6Xk1QqZcsUWv49jX3+fKu5Jd/e3m6Sz87OysPDQ0fZWq3mrBPNXPgASCKR8ExuGIZsbW21VMFCofCiTjwet2U/2A58AkRVVc/kGxsbLeRLS0s9E1hVVVv+k+3AV0DK5bIn8rW1tbYz4OrqqqduqVSy5b/aDtRo1PTnZbUbCoVCG/n6+rorx4vFoq3zn+2AaRupVquuHHCEsbntKpVKT71qterUMwF8PJ3naJpGIBDoVCPaoGlay/Pq6ipDQ0M99QKBAMVi0X687ysHDMOQSCQigCwvL8vl5aUrPRvPc+A7njqZ0bOzMyYnJ3t+RaVSIRqNsri4yOjoqKuIOXF+fm7f6vaNpzrgNlG7oVMdeFUl9IJOldAP3ACzj4+PP9zf33N3d8fU1JTn0PZCPp/n4OCA4+NjgC/AL873rz4NX4JpmpJOp5ttGo7T0O6nPgKf6/U6uq6jKMqbfr2iKOi6Tr1eBzhu8LXhTTqiTnDbEYGjJ8xkMn33hHbYLctqknfrCTvF+r2iKHsiQiwWIxKJMD4+zsLCguuQ5/N5dF1H13VyuRyKoiAiPwO/urXRnAtCoZAkk0lPc0EqlXI9F7yEtskoHo+LqqpSKpWap1qxWJRSqSSqqko8Hn+zyciJeZ56OC+zYQGXs6GX/fZ8Oh4GQjydav/yDafjb4r/Ac9rSfGNuprNAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYhbWXv0tjWRTHPy9ByUuRxkbmD0i0SYKNzYgWBmwUlWExlcJCLBOxWBYs0m3if6CwzRIkU4jLNgpKxM3AYKEx0WBYCwvRbCeKmUTIe2eL5GYTNeZFZ77wyL0n95zzvef+OkfDOtzAFDAKDAAfAAdQAW6AAnAA/AX804XdjpgGDgHp4jus670LbiCtjLpcLllYWJBEIiH5fF5yuZwAksvlJJ/PSyKRkIWFBXG5XM1E0nU7XeOT3W43ANF1XSKRiJRKJWlGtVqVh4cHqVarLfJSqSThcFh0XRdA6nY+tXNkf0EWAv4QES0YDDI1NcXQ0BB+v79lkM1mo7e3F5vN1iLv6enh7u6OwcFB+vv7OT091TRN+wkoAkcdZ65pmgASj8fFNE0xDEPeAsMwxDRNicfjAkjdbttIALhV2OPx+JuctkMsFmtejrZ7Ig1IMBgU0zS/KwHTNGVubq55Y/6/lPXfaeCjrut4PB5EpNNSdQURwePx4HQ6AT7SdEQVgV8BQqEQAwMDzzbWe2Gz2RgcHCQUCinRL83/u6mf86dH7XujVCo13xNuFYEpgNnZWRUiS9je3u56qZxOJzMzM6o7pQiMAoyPj1s2ZBgGS0tLbGxsdEUAIBAIqOaoalwAks/nLYfy+vq6cd3u7Ox0tQxnZ2dK90JF4IOalWEYlmZxdXXVaE9MTHB01PGC4wUf/YqAA8Dr9VKpVCwZuri4aOknk0lLepVKBZ/Pp7pORaACkMvlcDgclgzput7SPz4+tqTncDjIZrOq+00RuAGw2+3Y7S+9Tc8xNjbW0k+lUjw+PnbUe+LjX0WgAJDJZCw5B+jr62N1dbVFdnt7a0n35ORENQuKwAHA3t6eZQIAk5OTbyKwu7urmgeq8aab0DRNmZ+fbxzHdDrdUeelm1DhEJBIJCKfP3+2TGJ/f79BYHNz89WxyWRSwuGwGv9VOVavzm8Aa2trnJ+fY5qmpXAODw/j9XoBuLm5aTvONE0KhQLr6+tKFH9K4E/gS7lcplAooGmaJQK6rrO8vAzA5eVl23GaplEoFCiXywB/1/09w5syInUtj4yMtB1jNSOCppwwFotZzglXVlYEkHK53JCpnFA5t5ITKoQUiWAwKNFoVJLJ5KsEMpmMAFIsFkWktuGi0WgjDavbC73u9kkk1HI4nU4Jh8Ov1gXValUWFxelWCxKqVSSSCRiuS54bbe5gd+p5XC4XC5mZmYIBAL4/X4Mw8Dn85HNZrHb7RwdHZFKpdja2uL+/l7Z+AL8zDtrxWlq57ab2vArFmtDa+ethqfVcT+1J/UbtYflh1XHPxT/AQr/uKdQNuOsAAAAAElFTkSuQmCC) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhbWXPUhjWRTHfy9Zh+QVEQtBVqyEJCKoCILIgBamDUZkNZ0gZOy0W9f0btLZqkyzCCYymMU2Nq7KOAuLSTT4cPrZrQSz5gNJ3tnCXDeJRl/GmT+Ed8/Nveec+z/34xwN63ADfmAc8AI/Ag6gBHwBDOAQ2AeuWtD7IqaAT4C08PtUnfcquIEjpdTlcsn8/Lxsb29LNpuVTCYjgGQyGclms7K9vS3z8/PicrlqHTmq6mkZM3a7vQKI0+mU5eVlyefzUotyuSy3t7dSLpfr+vP5vCwtLYnT6RRAqnpmmhmyP9EXAn4TES0YDOL3+xkeHmZoaKhukM1m482bN9hstrr+trY2bm5u6Ovro6uri/Pzc03TtJ+Av4G/Xly5pmkCSDQaFdM0pVKpyNegUqmIaZoSjUYFkKrepkwAuBXt0Wj0q4w2QyQSqQ1H0z1xBEgwGBTTNL+pA6ZpytzcXO3G/D+U1e8U8NbpdOLxeBCRl0LVEkQEj8eDrusAb6k5osqBXwBCoRBer/fRxnotbDYbfX19hEIh1fVz7f9uque88ah9a+Tz+dp7wq0Y8ANMT08riizj6uoKwzAsj9d1nUAgoES/cmAcYHJysiXjpVKJcDjMyclJS/N8Pp9qjqvGZ0Cy2WxLdG5tbQkgo6Ojcnd3Z3nexcWFCsFn5UCe6p3eeK1aUPLwHlhBuVyWdDqt5v2rQuAAGBgYoFQqWaIxFovVycfHx5bmlUolBgcHlagrB0oAmUwGh8NhSZFpmnVye3u7pXkOh4N0Oq3EgnLgC4Ddbsduf+pteozGe6JmVc+iwcY/ygED4OzszJISAE3THtqdnZ309vZanptKpVTTUA4cAhwcHFhWUsvA4uKi5dABJJNJ1TxUDuwD7O3tUSgULCmpZWBsbMyy8UKhQCKRUOK+cuAK+DOXyxEOh9nd3X1RUS0D/f39lozH43FWV1fJ5XIAp1W7D4/RrwAbGxtcXl4+2uWNUAxMTEzQ3d39onHTNDEMg83NTdUVfVhM9fs7cFwsFjEMo47ip6AYmJmZsfRyapqGYRgUi0WAP6r2HsFyRrS2tiaAnJ6eWroBrWZEUJMTRiKRpjmhUnh9fd3UqMoJ1dhmOeEPDfIHEXmnadrGysoK6XQaj8eD1+tldna2jtKFhQU6OjqeXEU8HscwDAzDIBaLoWkaIvIO+PDc6uuYUOHQdV2WlpbqkpX19XXZ2dlpWhcsLy9brgue221u4D33ORwul4tAIIDP56Onpwdd1xkZGSGdTmO320mlUiSTSRKJhDpqAMfAAq+sFaeAj7RWG37EYm34/HmrR2N13MX9k1rg/mH5btXxd8V/ojw4G/Xfi2sAAAAASUVORK5CYII=) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhcWXP0xqdxTHP79rMQ8GNhPTJk6vAupgnBxMdNClA1FjqneCONARtqaDCSN0M3Fpw2JzE2Vr+gYHXdQmzzc4gNx4bevi0HapCRZEEu49HeTa61MEFPO+yc398bv8zjm/8/8oOscwEAWmgTDwOfAGuAH+BCxgH/gF+K0Lum0xD3wApIvnQ/PcizAMHLpEg8GgxONxMQxDTNOUYrEogBSLRTFNUwzDkHg8LsFg0CvIYZNO11jq6+uzAfH7/ZJKpaRarYoXjUZDKpWKNBqNe/vValWSyaT4/X4BpElnqRWjvkf2EsBPIqJ0XScajTIxMcH4+Pi9P2maRn9/P5qm3dv3+XyUy2UikQiDg4OcnJwopdTXwF/AcdubK6UEkGw2K47jiG3b8hzYti2O40g2mxVAmnRbagJg2FV7Npt9FtNWyGQyXnO09IlDQHRdF8dxeiqA4ziysrLidcz/Tdl8zwNTfr+fUCiEiLQzVVcQEUKhEIFAAGAKT4i6AnwHkEgkCIfDDxzrpdA0jUgkQiKRcLe+9X4fphnnH4dar1GtVr15YtjVQBRgcXHRVdGrIRAIsLCw4P6MugJMA8zOzr4qcxdzc3PuchrgM24LC0NDQ6yvr1Ov1xERHMdp+9Y0DV3XGRkZ6VgAT0ILu4sqIMfHx7K1tSWrq6vdFB0BJJfLSa1Wa+sDjUZDCoWCe+5fVwDbJVSpVERE5PLyUo6OjmRjY0NmZmY6EmJpaUnOzs6eFKBSqXjP2Pc0UCwWHxQWkduUenFxITs7O7K2tiYDAwMPmE9OTkoul5PT09OuNaCA34G3pml2ZMubmxvOz88pFAqUy2WmpqYIh8P4fL4OPABM02RsbAzgD+BLgHeAGIbR1oa9gGEYrgbewW0Y7gPs7e11dIOXYnd3113uu4tPmgn7gH+Ar+r1+hfX19dcXV0xOjra85vn83k2Nzc5ODgAOAK+936fp9l+pdPpZzchrWDbtqTT6bs2jUeq4c/Ar7VaDcuyUEr19PZKKSzLolarARw0+T3AJ++IwNMTZjKZnvSELvNWPeFjuk4opX4QEXRdJxQKEQ6HWV5e7ljl+Xwey7KwLIvt7W2UUojIN8CPndK4mwsCgYAkk8mu5oJUKtXxXPAUHkxGsVhMDMOQUql0l9MLhYKUSiUxDENisVjPJiMv5oH3PFEJH3ne0+Fs2E28fTwdDwIB4Br4m1ecjl8V/wFf64wjBWZjLgAAAABJRU5ErkJggg==) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYhcWXv0tjWRTHPy9RMSkiYmHYAdliMP5oxMpiYDDlCiIyrMYmqWYLwQScws6Uyf4Hu2jh8grTLTtio426ZBxk0cQEHzul4A9wBWNeoiF5Zwvzsvk5JuqwX7i8y333nPu95957fig0j35gEngLDADfAZ3AHXAGaMAO8Afwdwt6H8UU8BmQFtrnotyz0A/smUodDof4fD5RVVWSyaTE43EBJB6PSzKZFFVVxefzicPhKCeyV9TTMt5ZrdYCIDabTQKBgOi6LuXI5/OSTqcln89XjOu6Ln6/X2w2mwBS1POu0ULWOmPvgd9ERPF4PExOTjI6OsrIyEjFJIvFQkdHBxaLpWK8vb2dm5sbBgcHcTqdHB8fK4qi/AicA389unNFUQSQcDgshmFIoVCQp6BQKIhhGBIOhwWQot6GlgDoN80eDoeftGgjhEKh8uNoeCf2APF4PGIYxosSMAxDZmdnyy/mf0dZ/E4Bb2w2G319fWQymceOqiWICC6XC7vdDvCGsidqXsI14NX8/DypVIrl5WU6Ozvp6emhq6vr2QQUReHy8pLe3l729/cBvgdWzf/9FN+5ruuSy+VkZWWl9JYXFhYkGo3K3d3ds49C1/VyP1G6Cx8A8fl8FZOj0ai4XK4SkbGxMVFVVc7Ozp5Fwuv1mjo/mAQ+AqKqas3k09NTmZubq3G1S0tLcnBwILlcrmUCqqqaej6aBL4Akkwm6wroul56RtXN7XbL5uZmSwQSiYQp/8UkoFP06dVu1YRhGLKxsdEw+DQiX418Pi+xWMyUuzUJFExF6XT6qwpOTk7E7XbXEJienpZMJvMogXQ6XS5XaNoC5bi+vpbFxcUaEqurq0+yQBsPycRrq9WK1VovNlWiu7ubUCjExMQEV1dX6LrO7e0t5+fnXFxc4HQ6G8pWrXFhEtCA14eHhwwNDT1KAKCtrY3x8fGm5lbj6OjI7Grw4Ip3ALa3t5+ksFVsbW2Z3R2zU+EJvyXqeUIr8A/ww/39/atMJkMqlWJ4ePjFdx6JRFhbW2N3dxdgH/i5/P8UxfQrGAw+OQlphEKhIMFgsJSmURYNzXD8O/BnNptF0zQURXnR3SuKgqZpZLNZgN3iejX43zMiKMsJQ6HQi+SE5uKNcsJ6tn6vKMovIoLH48HlcjEwMMDMzEzTJo9EImiahqZprK+voygKIvIT8GuzOkp1gd1uF7/f31JdEAgEmq4Lvoaaysjr9YqqqpJIJEo+PRaLSSKREFVVxev1vlhlVI4p4BPUD8UN2iearA1beW/V1bETsAMZHgLLN6uOvyn+BQk0O/+jEiuHAAAAAElFTkSuQmCC) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77090 2.4s linear infinite forwards;
}
