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10%,11.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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26%,27.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
32%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIrklEQVRogc3aWWxcZxUH8J/vbB7HdiZ24jihpEm6ENKFElpUINCUpbQVW1UEPCEQIFSBhBBCPFa8wQNUgCqoEEIU8QKqxKZS4KGLCqpaVHUhpbSpk7ht4sRxHNuJ7dnu8HDm1m7qSVLH1D3Sle259/M9/+87y/+cM11WRnqwHevRj2Fcg6H2/aN4EA9hdIXeed7Sj6vwddyD5zGOU6ijddo1g39g12oou1gquBm/w4sWK5krtJR7W3orLf3rWypDcfUPtpR6sud+ju6VUib/Op4t4lJ8C59BjyRHsUzfOtZtpNxHTx+lNRS7SZJYWa/x/L8Y/Q9haq/nvSsCYDM+j69gC/LW9LNhCxsvpG+QfIEkt/Tq+jxTx7K/nkKtw3sS4Uc9GMP8SgDYgTtwI2KXN21j88X0rlta6VaLtBk/tZgc4+QJOC78ZSkACb6Abwj/egS347nzAbADd2KPJM/gMNuuoDIcO75Y4WaDk5OcmqI2R3WOZj2ATB2L3zmAZzu86wJhnjvbf28RUexrZ1hzRgA7cBd2S3KJLW/jwsvoWUtX14LiJyc5fpijo7HL9Xka9aX+3xi+i2NL3Mvj07hUqRynPD2RSJt72jp8tROITgAuFTu/W6GUuPAytl4WDpspPjfNoRc4cpCpCaTZ2uMi7o/gRPvGKO7HAx3eV8FHkVcZ4tJrODzCwb2JenV3W5clT2IpAN1ip/ZIcqH8tisolOJus8HEyxzcy/hL2ZppPNNW8EFhKgecgxO25XK8W5JjeBu9lXgnjDyZncQd+BIOnQ3AMK5Fon+QTdsX7L1e5dA+9j0eNs5JPIxf4d42kOXIVvQo90VE60piw7ZeRqPK6H8TaeNGEQl/aFEQWCruFfFZbNRKwylbrbgzNsLIE5nyB/BtfA+PobpM5QkHvkUrLepeE9EtlydXoKefU5PMThM55O/CRDsCmGsrc4lmY51TU4nxFzn2MuMvximwD7fh95g9D8UzaeAmaXPIzPHY/b6BSISFEqUyx4/QqPWhV5jpfCcALTyJPwl769JqDarPJ9LmnIjLtwmnTJdYvxyZEj60W7MxYPpYAMgiXrGH+hyTRxIRYB4R3GtJABmIKWEa97aVfRi/xk/aAFdK+ex9oyLKvF+zUVGvBj0pdEeyLHZH8KhXCyjhr6h2ApBJKkzkAJ4Quz/ZfuFKSwv7RRj+iNnpomKZdcNxCoUScyeZnqDV6sd9GDsbgDdaWoLhXoOLNepxCqVyRKYkCV9s1PqxF4++2QAQQaSJG1TnS/oqrN0Qp5AvBq+KiDSPPyeLFnYLDy++8Tq/Ru7FM6RBUZqN+DRfiBMJuRLbMwC7hHP+Ad/HbkFrV0umZbTj5IngW4Qzl/siPwT9WJ8TrO8X+CS2iSz8KXxcELAXrGzEOVcp4GZaZZWN9A/Gp8165KNGjbYJfQBXKvWw5e1hb7nCgDiVu7BnFZQnIt9RjXrQ84wNlNZElg5TH05wHXqVylxyNe/Yw85rM8TDuH4VlCcAjCCoS9qMT4vdJHmCx12Tl7U+khyFYoSs7jWcOBoxN0xsNWRe0PEwm+wEkmSh1mYoWWolXYtLxQ7PvCESvpc2dcqdiYzZpWlcRMzNvVIyVqxgG+R1SjTBpo5x+IWIRvXagjlxNBF8pyFtUGvXH0kuTClku+DrqyH3Y8z0BM88wpMPRHtmoRZ5MBGhsqbZoHoqlnV1RfkYhcyQ1QPwgKiHH9esHzc1Hr2l6izRnnkoL5LGrFq1x+xMkCdYszaYYKM+ICLVfasAoIE/4p+iyXCryMAj+ClG86JLcEKzvt7cTNhXkouqqLfC3AyRC/otv2Q8Xzkm6PyjIv43tAuaRKB5CkweWWiJ5PIMbWk/Yqfoh6621ITtv9IsyIlO8hBulqasG4o6tKsrQEwdpTpbEkTvL4ItvmkkC/Y1fEza7JcvMLg5+HexO9L4xCEiK+/D0/4/Bc2yJAMwi3dptXaqzweAUk+cQndPdCZmp4t4p6hd91t5EIkgk+/De0X+OSk2tyOZzABUxWDiFvVqQb5AZWM4c74U5dzEIZqNCt4jfGZ0BUFkpPJufFmw4VsFM16Pl8WA5DXvW1yRjeOtuNz8bGLtAOW2L3T3RjU0fYxmYwBXi7A6uULKfxg/ww75YlG5L6dZ79ZqXYQP4Sbhe0+eDmIxgHnB/W/WqK1Tm6cytDCoWLM2TuTEOGmzR8y7ztj6PgcZEE3dH2C7UpmLroqrsiF0bdQSzcYGYV73CEt5FfrF8pwYATExFv3PWjvoFEqsvyB8I2Lx+VRs/fgcfiMat1uVyly8i7fuCCq/+eJo8pb7Fq/pOf0fnd4brQk7vE7auMHos4l8KRqt+QIzE1liy1ot5yrdgo5sFVl9j8gt/WDDBdG6H3xLVqxEPjo8klH6VDSzxs4GgOjGfRN3Spt7HNwbp7RpO2P7Myb4KP7dQdl8W8HrRS2RiIiyXeSbgXgsYe1gjKg2X7Tgb8SpH9gbFpA2U8GJbrdEt7urgxKcPuDoH4zdr8418B38WKT00+UT7XXDr4VWCH7VW4ksP7ApKMvigcnsVCg++mym/MPOMOA4E4AMRIyYFvzlGREVlhpYrxctv136B1m7Phw/Vwh6XixHMMi6z12LXt+oc2KM/U+H/6WNbOeXPWLSXnibGHhcK8jcj/BSh+d3YKtcgQt3sukidIWiSe7VCmeSNqNQObSPw/szH4O/CVPuqPy5ACAi0xeFScwKZrhUZiyK5DOgtxK0PN+hR5Y2Y8dnJmJENT7KqWnCJEdFJLzbadOY5QIgnOfAWZ4pCq4eplPoXij90jSqveopZmdilyePMDMZDhvPzeK3Iic8p/MseVkAzkUagpp/0JGD0dXIGgNpStqIFmGtmo1cM3lJhMhfisLlxArq9Lpll/hCR8ZbFl91kUXHxXDiHvFFkatk+WAZcrYotBzZIojZdV79dZvHRCKaFn40YgXGU/8DyVT0eP5jhOgAAAAASUVORK5CYII=) 24 24, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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62%,63.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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70%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJcklEQVRogc3aa4ycVRkH8N/Mzuy9293tZcv2QltaaMu9BSyGQhFFJeAFtRD94I2YqHiLGKImJiqaaGI0QSFBjfEDEUlEoUqxiCKVi0VooZRuS5eWXrbX3W63293t7sy8fnhm2KXM0gtr6z95M5n3nfec85zzPOd5/v8zKWOLDN6JpTgX9cX7vdiPLdiErdiMvjHu/20hjZuxE8lbXIfRjhX4ljC48WQ7Tb2tIb8RDfgHFmqeQtMZVFbFk6EjDA7Q38vhbvoOo1B6rweP4178DV0n0ulYGtCKVZjtus/xye9RPz6e5Ibo6WTvdvZtY8crvPwU29vo3hsGMlA05E78vfj9mKg4zsHVYjqy6BeucDTyuALzpFJc+j6az6AiQ7aK+kZazmTWBSy4nMXXM+8d1DaEcX09GUlhDt6DcWjDobEwYB5+Jvz1JhzBC2WMGCoacaO+nrQZ82idQ36IQoF0mlS62GuG6jrOOIsLr46rpo6uDnp76kiW4Hysxd63Y8BC3CNmpQktuBArsa/M73twndzgJPt2sGUda//Ohqd59UV2tZMbpKYhjEil47NpCvMXM/vCcKmuDvK5Wbi4aMSukzFgIX6JRSqr0+YuIp9noLcB3XhSzPhI9Iplv8aB3VU2r2HTf1j/JGsf47lHWf0wax6j/xCVNYyfGKuTrWLKLOZdFjHz6rqUQm4qLsN/RjNiNAPOw124xLjmtA9/mZu/GUG3Y1MK0/AXdB71XoINeE0E4aFix52SpF9usFJvd9audp5bycbVMePNrdQ3ka4Ig86+lIo0W9enDPa34KLihO0/HgNai4O/UrY6Bn/j15g4lXyOZ/9KIVeFp/FymffzeBEP4CHchz9gOR5DB8ZJCvU6O7JeWsWONurGM3kGmWzEx+wLKeTY+GxKPtcq3PdhEWujGlCN2/ApVTUp7/ssy24vLnPxp2v+Rk9nVuwSTyi/I5XQJxJXd3El2kT8/F4kvImSwmQd7RVe+Ae145g6N1yrIhuxsXE1+3emUFeclAMjO8gc1eG7cAtpzlvCB2+lcVI86T0QPnxgD+REEBecHLrE5vBnfB3LHNjT6t47GOhn0XtoX8u/HmDPa6V3ekSMjYpmkd4TU2Ymfrgi8UgusTJJLO9L3HpnoqmlVA5swIKTHPzRqMT1orxI1Dcmpp+TyFaX+sqLGuozolwZFcvQryKT+NhtiT8djME/kk9898GRg2/Hu4/V2AkiXWxzg/DxkTXT98Vkle2v5EKN+ASqtczk6o9TMy6edLSz/K6S63TgKyLVn6z7lEOh2OZHhBtPwjqxGWzF4GgvlgxYgKWyVVx2HTPmk0pRyPPP+2LfjkbuF0E4loMfacTLxSt9vH2UlmUpGjROjhqlsjruvvYyzyyP7ZPn8RNvMRtjiOOeoLQo1JaA6fM466JiE3nWPcHmNcR2+FvhQv9XSGMOzibNgndGdQgDfTz9UGn2XxXu879wnRNBrUi0DYrek8ZMTFFbx7S5UZMQ2XHnK6UXVzpBojGGSIvS5aOC9KwSxGkZMhmcjVp1jUyaMfzatjYO7ifcZ9WpHfPrqBQ09XYxzpGJ9yfoyGAWqKln8vR4VMjHtnnkMFGPbztlQ34jlgmG1qCmPmJ0zkKeeYiu3a1YmsFExM7TMCFeGxrk4L4gIpHCT5f7vB8NzrqIGz4f5c24ZjY+S9duODejJH1kq6ISJKrAvp5SIwNOj/wxUcQncxdx1U1RsQ4NDIsF1JcvBwqFIBWBnNOz+6SVfD6TDdJTBhmlCm/wCL0HObSFl1bxynOl32xVhkicAtSK8j629nQxfnNDJRUDejNYDw7s4rffYfPzwbz6ewn/X3FKhz2MZjRIpxk/iWxl3O3pDI0psD8jtJgOXbtbPXxP6UFOSIA/EgnsdGAGJquqo6llmFDt3V6aXNiSwVOCVHxDVKUvioTxjCgdTlf2XYJa4ycyY97w3b3bQt2LjWVTRsz2/YJv1gv6d7pF12Zci6CY04oGDB2J6qDvMOzG1lJmKwh/7zm6pdOAtEhgs1VkuPwDVNfGk76ekCTDKTZh81iyqrFCKz6JWnMu5vwrh/2/fW1sMIFV6DsRA06FsZUiHheqyLD4Bs4sUu/BAZ75c+hIw4r2m1SJcg3OxAVCq9wnqF+bsQ/utPD7Zah08TVcdXPMfpKwbUOoepEDHldek3pDYwsEoW4XBDsRhHuD/x2pD2WiqSWEhEfyISz86WAIDRWZRKjjy47V2GeElJFHSBzTzwnJY1iZuF6s0FhggZiYGPytd4aUszIJaeeHKxItM0t9rxC71KiYrCSfN01JLL4hcdtvEnevSdzy45Hyyk78VJCNt7sat2JIfWP08UBXDH5lkvj1hsSiaxPSCfbgupEvlouBekHZ4kDi0z+IOjyTje/VNdx7Bwf2tOILWCz48v1OruxOCxklo6klVLn6pnjSvY8Hfx61WYTcr0QMvo5y4u4RXIr5ejpT6hqCRFTVhmY583zOPDekxj2vVUgK04SW8yHBr2uLV5VwsRpvnRgTUTpfr/9w1tmXFNvv5o8/48FfMDhQwKP4tqO00XIGDOElXCqfa7V1fUohFwOvrouVmDqXeYsZP4GBXrr3ZiWFybgcHxDxcaMItptwTdGoNm8+UyCqgQ8p5JoUCqFMP/Irlt9N/6GCKGu+JGLvDRjtfGA/1uAyg/0t2p5N6e/hjNmMK+r4DRM474pQMmbMD/UiKZDPZxVyjZKkBVPF2dr5YpfZLhS3oxXtQyIwr3C4J2XdEzz5x9Lg1+LzIi7fhGOdUi4UnHSxqpq085bwka/FoGvGhXpHcOiBvlAytrUFnz64L1J/bii4RftaYu9+L3aU6WuBODSZWfxewGp8UYhqZXGsM7JdxUbmyufOsmsL6/8VasX4SRFspbOubBUTpsbyz39H8NeF17DoWqpqeOFxcoNN+LfySahTZNhZYq9/FF8VKzYqjueUcq+I/CMk5+jtrrNxNc8/Gtp9RSYYU0UmLsKgTDaMqqyODeClVXR2pEVgL3fUSYtwqxfEac59oqQf9XDvRAwgfPQpwRUmSArTHOrKaF8bwu+LT4QxnTuDlkqoqIjPQi4M2t5WoqmV+J3yZ8AlWf1AGQPL4mRO6ptFQH5CSRQGaWrrqGsMjamyeljlGzwSlDWkkOdxtf+D0r1R/FHjWyK9j6yZRrt2CqVtzOqosfqvRK1IYjOFBDhLJKeRf7dZL6rIp8S+Pyb4L7lJXy2CWh8HAAAAAElFTkSuQmCC) 24 24, auto;}
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}
div.testarea{
animation:rwdcur156384 1.6666666666667s linear infinite forwards;
}
