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6.9852941176471%,10.194117647059% {cursor:url(data:image/png;base64,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) 1 30, auto;}
10.294117647059%,13.502941176471% {cursor:url(data:image/png;base64,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) 1 30, auto;}
13.602941176471%,16.811764705882% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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26.838235294118%,30.047058823529% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhe2Tb2gTZxzHv3e5u13TtDaSRBc7qDEUJ23pRnGxbvhitl1Z1Ug70WntwD8bjHUT2RDEwRiyFxPfOWSdW6F07ehWESyColSx1MoYEllnS6x/lmjaJun17pLLXS737EUDin/WxiZ5s31f3HHw+z2fz/N77gH+z38wNAA+/Z575CtOVynN8pyFoijL4zb5THHhEks5wzAGAAMATPki17Q1OOgC9m2WY5ORvyfHABAgTxOobHnTkdLUjVwhx8kR8TrSuwcAJpdge5WLLnPbnS+ZyGaiKZygGr3Tt4Pxx2tyJuDeuoF52UzcZirVBE0tUtTk6eDgzdCTdbkQoHfvfN3COvgaBfQWTRA1LZboHr8Z8Amy8VRx1gR27XiDm5KUcqvNWrZyld2lq8pbk1LyLkv0roFzoz4l8TQcAKhswJs+aymRI5EmluWaHWZ6uZVSE4ainFN1uvdU59D9f+tdtMCmfXVlTLF1O11gadUU2a2HH14tTogdsbB4/uzFO9H5+hcl0Li/oZzw5g85lt2maTonCFL/dGSmY0Vs+saVy/eePfNsCXz1TWvVnzJ1YDahbTRULRSPJ34Jz8Z6x367HMhknRf6CXd/VF8RSBUc1ZOKJyUrg/KsdComKdfGBoaFTNfKWGDb8QPukJw8sYIoa2RZ/i4aFvrEyMy4f9CnZbpWxgKHTxx0zZjMPcv0kDMcEQ/H4rFfZcMQ/IO+BZ33ogS+PvmFTeKLui3ipG3qtn9ngtDXhzovxufvzILAyc52flTju5Ji1DYxEWrmpcQfZ34eXiwbwAJuwfqWetr62uo+u0mrHvVP1Y380D+RFXI6805gpafykCpE3ZPBYMPIT+ezCp83n35/pL3x89ahDd61rlwxnjsBz5cfvyNOTb9bGJf26MTI2c4fCRDQ6W963bEPqksluU0NS5+wSsx/4czvueKnBebgFgD8K321q+0peY/BKt9CVvw9P1564Tu+MAECBkAxAAf3l8tp9xW9F6gc7whVBW49eDWaU/icAGAD4GSCy9xFZ0vr7ntuDUi1DyZUa1LPNXwuBB6I3PteAsLcWLqLitMVIChJH0sekqI2ewkIdc+yF0mqBgS2/MEBEEIIJJMXBLUgcIKAyxscwD/+bGHjQiX5qQAAAABJRU5ErkJggg==) 1 30, auto;}
30.147058823529%,33.355882352941% {cursor:url(data:image/png;base64,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) 1 30, auto;}
33.455882352941%,36.664705882353% {cursor:url(data:image/png;base64,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) 1 30, auto;}
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43.382352941176%,46.591176470588% {cursor:url(data:image/png;base64,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) 1 30, auto;}
46.691176470588%,49.9% {cursor:url(data:image/png;base64,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) 1 30, auto;}
50%,53.208823529412% {cursor:url(data:image/png;base64,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) 1 30, auto;}
53.308823529412%,56.517647058824% {cursor:url(data:image/png;base64,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) 1 30, auto;}
56.617647058824%,59.826470588235% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYheWXW2wUVRzGv5k5O7vdbpdl6VbbANvUpmiUpjYE6yWSYCiaoqkajFCwjRBCINEHoq/Kk49ijNHEF4wlWsmm8iBqm8DGWkBdK+JatO4mFNN2b6XT3dnZuZyZ4wOpIaSte5nti9/znP/vN9+cTM4B/u8R1pDFA3AAqAFAAbCqC2zr3803dbRuEokjCMvabJmm16RmBoCx9AypBpirEbD12ceaTV3rAoNPcJFUXdOGK4uphRRuv/2/sV0g0N5C2h5o3Mkz+rilaWmZd0Ti49HI3eCqCLQ+v8PT4sWAkxYeNlV9NKuY301/H0kAsFZaY5cA39/X6SFNngGqG4/qkhqSVC08c30uI8krsu0ROLDvEZJWjM7glpYOQ1OeSstGSFWNka+/up4tZn3FAglO7BDW1e7L5fL301w2wlSEh4YmioJXLLC9fxfPu5x9HMe6s5J0LTOdOHtuJH6zlBl8JQKN9f5tdYHA0xbHeebmF4dis9loqTMq+wQFea8Oqy2X106nFOeleDS9+o5bJmU38MyR3e15t3e/oZsxqUA/jX/zc6qcOWUJnHznoL8uEOjjKfXKkvyJadCJcuaUJfDK0W4+rfPbCUe6rYJ2Xi1o56e+HCt619+dkveA4gvUU0vYa5nUpSp6SJqXpsqFAyU2cPi9E4Svv7dLc4g7CW9eSMn5cOzir0olAiU14BfJQy6RfMDrmcifycS7U8NjZW28O1P0eeD9D1/3LNb4QqKSJrM/Rg6dG7xcUfVLKaqBz868Jl6S1w3T7C3fxG/TPT+cvWoLHCiigV3HXyaT1D1ItOyW2I107/hHw3/YBQf+o4FXT73h0g36liYttCVnZnvCp0didsJXFTh46k2fU8CJmb9TXfK1X3rGRydn7YYvK7Dj7WOAZTUkF7IvEcHavD458+K3o5O3qgEH7vwPMBDHfK240Bzf6BaVPX4zH5SjV49/PhiuGhxYaoBBBOCujd/TQHLsSadDDhrc1MnQF1G5mnAA4MDgAuATEus31l9sbW+MeYLJF376eO5BOQFu+ZOsnSEA/FAdzeJfDR00Re77fWDsjLGJyljlJGtvGJ7gbnqP9DIwZIQ9YGgFg/v2xWktYnLPMcYYJLIfDJ1g8K0dHEAvA0NO6AVDFxgawKpzXVsp/wDsU2hGF9m4cQAAAABJRU5ErkJggg==) 1 30, auto;}
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98.897058823529%,99.164705882353% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqElEQVRYhcWXW2wUVRjH/zu3nd2Znb3Nlm23LdsLtNC6XExBC96KkdJ4SXwwPEi8RiQ8GEL6QEzkQeOTRI3G+KAxYoIoBAxEYzAglIo0kXalCqWlhe1tL7Td7u7szO7M7IwvxpAoZbel9TzNy/l+v/P/vuScAf7nRd6jOgQA69/fxlILEA2NVUGvx758elqSAORK2rxQekO9v3rj+uqPqird7QD4UvdTC4ETBCGsCQV2Wwpye06SZMzjQAsRoDa1BNrsjPZqJq0QeTVPoMT+AwtogZVn/YKf2x9VTdcY5wRcfA6AWmqd+SZg961b8eIg+JCZU2FjDBjJjIwlSoDwrK55gHLY90DgCZOhwVGAy0oQAPRSi5WcAOvkRYdX6Kxwch6a4xAzDTQ5KSTkshwQX/QEKGdjdYdfFNr8HgccNhqig8aqmmpMKBYDi90C9zJ3tV10dtI2K6OZQGJWwqZyHqO6gFHNWnL8pQrY2zaV72TtTGNU0zGUyWO1aAHDe9A1VTBIVRVpn7sVQDOASgAeAMLdGJZi6WuaA62bW/0nf864PCbNYIOfRkPQj6/HLUjpAAnk/EQu3UanYqcjUiIl5WcL0+mewXO/f4A5hrOoIbRZSU9dkO9MqoQn5LdildcKR9lyfD6ax4Sqw0HRCFIquzVgZ7WcUSakNTAUEsM35PfnghcrQFVvqH2WaajqWGln4FtxH8JxGd0RFQmCRQ2n4gm3iVwsgYHwNFaUsVipyIOXwiOvTPTFL9yt+Jy34SdfvUXxXkdzWuA/rHAzPpJ14+D1LCYNBk67DX4bha0eA31DYxhIGYAiG9HB6JHui6M7+gem+os43J0TOHTiXSIaS/o1j3O3YBXr1wcs6Ja9SOsmAoYOmibwVJkFJ3tuwmW1gjBkKRad3d97euhTAHIx8DkFplJpqu/aWEjzuJ97SAQcyyrRdzkJjSAxQ5LYXsEhNj6MlKwjn5KuRCZm9sa7rp7CvXqQ9PYMONauK3+nNciFGoMrceyWBcMagXKexY4qDt58Ar/GMnpqNnN46Pzll2b6Ry4BMEuBA3dOgHhmW9OTrWtXtRc4L47Ggbiiw1dQ8XqNCCoZwfVIZMY7MfnmD9/0HixohaIjL0qgqrG8YnVTZWfWwjJfDqfhLBjgdR2t5Txm4iM4PSxdjvZEdg6cCV+cL/jOAiTJhlrqdrkra5t/TOgYz2rI0xQUVcMWZUw/3jf57bWu/n1TVyOjC4X/p0BoY3B9S6j2tZ6kSZzJ6DDVPCzpaTxo02cvngrv/+VY+DOUMOUlCbjdnLD9+Y594yYrHp7WQWYyaHcSCLLaH8NXJt44eix8FvO48YoVIOoeaXn6TDzfnrYAvryGx32UISajJ44cPrv3ytDUyL0E/0vAFfBXKDW1nT7aRokFA/WcKZM3r7134ItzB6SMml4M+O0CDNvx2MsKQzbfkhQUpOx46saNPYe+v/Ad5vHMKllA3LK5UfU6dymmhciNT3Zl+67uSf052LuY4H8EWJeTZ2qq9mV104XrIx/Hfjr/tpFVEksBBwBK2Lb5YUXgQvnfwi/kzvacQIn/dgte9o5H6233N4lLCr1t/QVtFs7+8ERV6AAAAABJRU5ErkJggg==) 1 30, auto;}
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}
div.testarea{
animation:rwdcur77151 4.5333333333333s linear infinite forwards;
}
