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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuElEQVRogdXaXYhVVRQH8N/cRB2/KnOwh3GkyZQiX1TsRW16KeuhhyAU0ycThR4CI4JeegsksCxktKKnSAnUBwUhilQqCD9elEwz8gu0lBqnwLIZdw97n5kztzt37txzrtFaXA73nLXX/u9z9l5rr7V2m+JUwRKswGLtlphhnj7cwkTcg37n3HQMx3EEx3C7aOdtBdouwgazbHI93ZmLhzEH92IS/sJvuITTuJBkO3DNDnyAEwVwjJt6THAUwWTBasEuwVVhBH8t+Chd83w1ya9O7QlJX0+rgXdpcxBBp+BtQV8VuDzvSOB21JHpS3o6k2zU39UK8GtNE0wVbBFcFgzWARYEhwTvpWs9Hkz6tgimCKYLWFsW8Aq2I1ghOC/YI+gWHBkDWKN8OOnbk/QvT18j9lspAn6iNvsRvCIYSB32pg42CG4XBH9b8GzStzPdG0j9xSm1X7RjTbz5DPy7VZ32CfYJ/izh7X+WgL7k3+tp24hBjPtLbK8Jvkw+J+hIIE+MIpMNIuJpmNbKpk2ruE/wTAL3pODvOrKbhwbR0MLuMk1cSAN1lBbhAcHrQ6CCvQ3IL5dZpzFMbJuDporWoFW8Kwee4HoDbc6LJjb6iVGpB9Ee7xG8L7hRMvgTVeDfHEO+T3SEexKu2K6nNvwJjuoUnUp3Et5XIvirgkVVAzg1Rpt9Sa474eoU3OXbWvAXIbr1AdF7rleOqQxJz/oq8M8Z25tn7Y4k2a1D7RdVD6BXu5G2uKiTyvOwORz+HWiwbR5Hn2wD2JsHXzFL3B22gr+oAb5D/Y1gPV4l8x9Dzm0ponUom3807Kzyv3cK6PxkSM9SaRQrwBO113bT1I+Xca3Gs6cL6B3GuYw4gMXmYnYBpdU0iLdwoMazdXiogO77Ze5scbzR7gcrS546u2tMm+z3eQn6VwranYGKGeaZU+CNVNMprB7lWTceK6GPTswwHyboEwPwb1LnC/B4AeWn6jx7FdOa1HsY32MhZuJGvF1xS8wenMFGnGyyg4z+qPPsqQJ6T2KTiHOimO1AZejPAtE9PFqgE/h9lPsb8UABvQuxQ8SZvXQwWwwPy+I3aizcNYKfSuzjRcFsASbod84l8wq8m5H0a9X/j/G8JiPbUegy+p2FipuOOV2i8l/SdR3O4QXlgofvSGlKFRx3AT+XpPwyduNDPFiSzjxdxUXEHCvK3guVOddrcdVeiFbvRsvmGrtR6DVZ6+KBItxAPEA+IhsU030blBeRNctZRHbYmBFZ62PiZriBmDhf4OjBl7ZgHq5jFe5u0Dq0gm7gU9wnmuTXECOCQ7UbtDloitbmhZrhBvNC3InM3Hh5XJm5SK3PjY6Hx5kbzShmp7f9x+CbzE6Trw9UD6LM+kBIevYpvT5AvkKz2fCa2JkUr1dOhSbL2OUrNNm0KVChGf4S2XRabmSN7HBJXyCrke1Veo0sT2tNF03ZnalSrikLeJ5G1om3qp8ezKbaWHXire5InThPIyv1q8Qt7pUqcKNV6q8k+VWGK/Vxe9DTDJjiZyU6bBpKH3bhETFvM1NcfrfEMPOyGEldTLIlnZUoMoCMstMqywyfVpnvhpjtmCTup/qdzZ1W+UpJp1X+9/QPlooGtgRo3WIAAAAASUVORK5CYII=) 23 23, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElElEQVRogdXaTWxVRRQH8F9LUygfftKQaC0JVlETiUFkJVhdGLauiqY7RNkQEzRxpyayQRMUDbZoNJqoqAkSgpFEF1CCGqWwUMOXJIIQwYDSNgqFtIyLube971Ha9/puv/4nN7e9b+6Z/9w5M2fmnKlSOaqxBMvxoDpL3KBJF66gFjehx3GXdOIA9qITVyutvKqCdxdjtbnWOJ88mY97cQduxnRcxgWcwmGcTMrW45x2vIeDFfAoG81q7EcwQ7BSsFVwViiQ7wQfJPesnE3Kr0zeJyT6mseaeKMquxA0CN4QdBWRy0p7Qq59mDJdiZ6GpGzU3zgW5FvNFswSbBCcFvQPQywI9gjeTu7DSX+ib4NgpmCOgNa8iFdjM4LlghOCbYIFgr0jECtVOhJ92xL9y5LeiPVWV0K+VpWdCJ4X9CUVtiUVrBZcrZD8VcGqRN+W5FlfUl80qZ3iPDaKL5+Sf6uo0i7BdkFvTj3Qm+grHk+bChpRdk9sHpL8eEvaiMinZLRKzWYyyLqBRpQ0sBvNFgdS36irzFf6Ej5xdhphiq2yyyxxNphMckKcYqOfKMC0zN/NWG+96P734S5xOTBR6MZHyX0RvtWEDpy4tnCN/RpEp7JAtLvtE/zltyc8FiS8GgTT/DhUWxcjuvU+0Xuukt9UOVrpTXjsFT32RumAXlzcgDZ1CufiSp1UpXJZcFTwjeD35FmXdAHYliVfba64OpxI6RMH69eClw2aMcFnmXItgnpBxrktRVzijrf8KZrr64KHMoTTq17wudgbqXw68PvStAEv4Nr1/FjIecEPgncEjw9BOHu9eh1OZwbKrEsbsNX8MSLcIzgo+FDw5AiE06tV8PMIehsFfBLp1/nNipyJ/y1YWyLh9Fok2v+VEvSvENQ5GhswT1wa5yUXBc+USX6z4EIZdTwtmCdE99UlbsC/x69YiEeu8ROloR+v4d0Sy6/Fc7izhLIdOIL7cYvonVHtirhcOIpn8Us5jIvwPl4podxj4lLlTaWRJ/JaI/KsFZc7qBn4Z6HoHu4pg3AWX4kfYCR8jCcws0z996Nd5HlE/Oi95DMGfirBzl8S5/08pGAM9DjulKYyv0chbhO79iL+Qw/+Te7dosk8UFENhTiNHsegxiWdDlfYgNvzYFUGDpGEKVXjgJP4a5xJjBZn8QdijFW1GGhl90QxKhODPPcRG9BpLnZMEKFysUMMDMfo9gDazDC59gND8bjOfoDsjqxfDPetNnl2ZB1G3JFN2T1xNsHRjN02oAnn0YIbR2mreaAbX+BWHMeL4FHsGfqFKrvMNKXiQsWY4pG5iCkdG00Ro9ObJpj8KKPTZPMDxY2YIvkBshmadQbHxJZE8Spjl6FJzaaCDM1gT6TmtExhjqwjpx5Ic2Rfyj1HlkWrOeJUNj5ZyqfyIp5FYZ54o+HzxKmpjZQn3mhc8sRZFGbqW8Rw35kictfL1J9JyrcYzNTH5UHzaMhUflai3hrnkieNuA8NYuijVjzw8Y+4DTwk3YzkdlaikgakSE+rPGzwtMrdusVox3RxPdXjWOa0yj45nVaZ8vgfsQYU038RymEAAAAASUVORK5CYII=) 23 23, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElUlEQVRogdXaX2iXZRQH8M/mmM5/lTmMmhPEDKWEdNmNyrzzJrycyLpalldeWNBdlHjjRYaJbCYYQmUFJiRhFJQbFoVWhFBoRlrKBE3nIp1j+nTxPO/228+17fdn/87h5d3e3/Oe8z3v8+ec55ynQulUiQaswyo1Gsy1RBd6UY0H0e28207jB3TgNO6VqryihHdXYov5trqWnizCMizEQ5iOO7iBv/ArLqa2tbiqDQfwYwk4CqZGVU4hmCHYJDgsuCIM4m8EB9M9l6+k9pvS+4Qkr3GsgdercBxBneAtQVceuFxuS+DahmnTleTUpbZRfv1YgG82WzBLsEtwSXB3GGBBcEKwN92H47tJ3i7BTMEcAc3lAl6JfQjWCS4IjggWCzpGADZabk/yjiT5a1NvRL2VpYCvVuEYgpcFfUlha1KwRXCvRPD3BC1J3v70rC/pi0PqmLiOFfHlM/Bv5yntEhwV9JSpB3qSvPz5tGeQEQX3xL4hwY83Z0ZEPKOmZtmwmQy8vd+IUU3serPFidRXtMrycl/CE1enEZbYCsfNEleDycQXxCU2+olBNC3n70bstFN0/yfxuBgOTBTdxKF0X4EvLUE7LtzfuMopdaJTWSyOu6MT/OWPJhyLE646wTTfD2XrSkS33id6zxblWyqL5Z6Eo0P02LtlE3plvgGtagxei0t1UuXiXBxdsgCwNRd8pflidDgVuElQK0jOLW5GrmFjcfNs3GkjriJuolSKOynWTxSiAmkA5xqiAasswoIJAlQoPSJzZ6ugSo0Gy0oUehn/5lz/pKs7XevxdIk6cmk5rmpwmypzLbGwRIGX8ewIbV7DS3i0RF1Qh7mWuk2lLnED/i3eEf1cobQan47QZgcew3u4VYSOduwXcc4TvTMq9YrhwlnxC50pQjg8lxSMRM+nticVllQ5g60izmox3EFl/z9PiO7hyQKE5lMLXh9Fu6+wFtvw+yhlP4U2EWf20cECcXtYLr4leFHm8kd37RXcKEDHC4IFQjSgxm82lNlbXhdsK9CIFYLPBL2jkL9BUONs1geHLSqzARl3C34SHBJsHqUhmwU/jyC3XsD7mQGv4P7M2ljw34LvxMzGhhEM2SHoHEJGZ3+b7ZkBqxHTfePNnWJe6E3BM0MYUZtw5Yb1H/T/vjozYHJEo3cFFwWfC94wsKki+DCnXV40mlGrGSbXfuCO4JzgC8Ef6dkQ+4HMigN68K7oXDpEp3bHxFG1GLR9hD8TroPoQUzJ59EU3RPnFjga8bVdWIJraMID5f2wBdFNfIyHcR6vIsa2J4Z+ocJxM02pvFA+TfHMXKQpnRvNKGan90ww+CKz0+TWB/KNmCL1AXIrNNsNzIn9SXCLsavQZMOmhArNQE9kw2mtwTWy9jL1QFYj+0TZa2S51GyOuJSNT5Vyc7mA59LgOvFuw9eJs6E2Up14t3GpE+fS4Ep9kxji5sfu/1ep70ztmwxU6mN40FgMmNLPStTamnKV8dstF/M288Tp14vruIRfxMCMsp2VKMWAjLLTKmsMnFZZ6qYYzU4X46lu53JOq5xUptMqU57+A3mVyREqc08dAAAAAElFTkSuQmCC) 23 23, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0UlEQVRogdXay2/UVRQH8E+HCpSXSiC4KGAIQiDCAli4EGxcGOMCXGh4pMZEJLI04B/ggoW4wCAhLZpgTIy6sBIkkYULbYMmhocmGFGDCa8ECERLXdDW0uvi3l87HWb6mN+vgOdk8pu5vzvnfM99nXvPuQ3yUwnrsAFrNVlnjqW60Y+peAQ9zrvtFE6jC6cwmFd5Q47/rsEO8+x0M5UsxgosxKOYhj78jcs4h4up7nzc0I4PcSYHjglTi0YnEUwXbBF8JrgmjODvBYfTs5yvpfpb0v8JSV7LZANfpMFxBM2C9wTdFeDKuT2Bax+lTneS05zqRvmLJgN8q1mCmYK9giuCO6MAC4LvBAfSczS+k+TtFcwQzBbQWhTwEg4i2CC4IOgQLBF0jQFsvNyZ5HUk+etTb0S9pTzgp2pwDMFuwUBS2JYU7BAM5gQ/KNie5B1KZQNJXxxSx8R1rI6Wz8C/X6G0W3BE0FtQD/QmeZXzaf8IIybcEwergr/XnBkR8YybWmXD5kHgXUNGjGtiLzJLnEgDdasslgcSnrg6jbHENjhuprgaPEh8QVxio58YQVPKvrdgjz2i+z+BJ8TtwP2iW/g4PVfjG0vRiQt3V250UrPoVJaI4+7IfW75IwnHkoSrWTDFj9VsXYPo1gdE77ldcUtlvdybcHSJHnufbEKvqTSgTZORa3FeJ1UUl+Polm0A28rBl8wTd4dF8q1JMmizYL4gObd4GLmJTfXNs5p0wPDev0jahBuIhyjwFu7ez+fhHnGsviboL7gHrsrmwS5iD6y1GAsKbKWf0/MwOgqUC4/J3NlaKGmyzoqClXxd9n0r/ixY/ko0xSFUMsdSCwsU/hfeqSh7WzzgF0XNmGMZNOoWD+A/4BcsxzM5hP9UpewTPIdXcsjtxG9Yhbmid0ZJv7hd+B1v4GwOJfBVjfLdOeWexU4R51Rxu4PS0I/lont4MqeigRrlefdUq9Au4swaHSwQj4dF8RdDy9zIz/ICdbwuWCBASY/zLudsnXJaXaO8sUAdV9DjDyi57ZRzBQp/XOzmSipyW/4rKUyphNMu4npBwh/Cq1XKp1Qpq4eu4RJijFVJDLTybUEK4KkqZXUFR6rQMM4TRANOmYejBSlAVc+eK0RVRkfFwHCMbg9Rm+mKPQ9srFiFnq1TzhjngaxdPtSLj8SIfZfo1PpytNTGit/19EAfdiQ8g+LmsBcxJF9BRZ+Jz1T0wPN1yJjAmZgYlYhR4g4xVjla+Hws/qfCgBfqkNEt+CDh2Tskq6V2lzU4bobi4kJvlhmwMYecUeJClVRsZC4bAgQv1iljQpG5SMXFRs+XGfBSnTImGBvNKEan9+c04F/B6gTg5Tr+X2d0mvL8QKURE80PvJtAbK3xfpLyA5RnaHYZnhOHkuDtxufsulL9bVXe1crQZMMmR4ZmuCey4bTeyBxZ5zh74HoC01rjfZYj+1LhObJyajVbXMrqyVIeEHxeo171LOW2ooCX08g88T6jO7psqLUnkH1V6nQnOfcgT1xOIzP1mwWfihGzcq6Vqb+a6m82nKmP24OWesDkvysx384Uq4xtt1KM28wVp1+/GCu6Ip6kLqW6Bd2VyGNARtltlacN31ZZ5pa4m5yGh8Uz7PBtlRMKuq3yv6f/ALpBzaFBkqtvAAAAAElFTkSuQmCC) 23 23, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEk0lEQVRogdXaS2yVVRAH8F8vlTeoBIKLUhKCEoi4KIVopFgTV25YlpDukMi6ujRxw4YNBg1pUaNxoSQaZMECE42xBIikiEYUhBCDQgIK0dLEgLVwXJzz9d5e2tv2uw/oTL7c17kz/zmvOTNzmlRPBbRjCzaYp91iqw1iGLPxGIZccttpfIdjOI171SpvquK/bdhpqV1upm9WYi1W4HHMwb/4G1dwHr+ltstwQx/ew5kqcEybOjUbQDBXsE1wUHBdGMMnBB+k11K+ntpvS/8nJHmd9QbeqslRBC2CtwSDZeBKuS+B66vQZjDJaUlto/zWeoDvtlCwQLBHcFVwtwKwIPhG8E56rcR3k7w9gvmCRQK6awW8gP0ItgguCw4JVgmOTQJsqtyf5B1K8jvSaES9hWrAz9bkCILXBCNJYW9SsFNwr0rw9wQ7krwD6buRpC9OqSPiPpaj5zPwb5cpHRQcFtyp0QjcSfLK19O+MUZMeyT2jwu+0ZwZEfFMmbpl0+Zh4J5RI6a0sFstFBfSSG6VteWRhCfuTpNssU2OWiDuBg8TXxa32OgnxtCskved2G236P6P40nxOPCg6BY+Sq/P4Eur0Y/L9zduNqBFdCqrxHl3+AH3/OGEY1XC1SKY5dR4trYhuvUR0XvuULutMi/fSTiOiR57r2xBt5Ub0GuesXtxtU6qVlyKY1B2AOwtBV+wVDwdzgTuEiwTJOcWg5Gb2JpvnTWctuIGYhClIEZSvPigEE2Tijg3Ew3YYCWW11HpP7iEr/FplbKekLmzDdBsnnZrqxRaTr/iAi7iBD4r+a2/BvLX4YZ2t2m22GoraiA0o5N4foLfXsZzNdDRgsWeigYMigH4SfyENXghp+BvTQweevBITtn9+AXrsUT0zigYFo8LF/AqzuZUcErl3n0JHTllE3HtEnHOFo87KIx+WCO6h6dzCB/As5O06ZEztkq0Hn0izqzTwXIxPMzLAzL3PvHTIbhdQ2f2imC5AAVDLrmSs1fOYOMkbbpSz83NqWM8uoohF7OPB63M0Qvfj7r08Z82wVHBcA17PuNWAR9nBryO+zNrlfiHScC/L7hVB+BBcG1UT09mwCbEdN9U+McK4N8QXKkT8Iw/GdW3KTNg6qfRs4ppwNJnuzgqjeCy02hGveaqHA/8PA74jYIv1Geej4djgniA0ojsrpju26kYkZ1TDDOz50PBUB2BB8WIrN+kEdnEMfF5wZoS4G+mNo3gacTExKxEzBIfEnOVf5SA7xYXcCN5UPBuwrNntBM7JzIg5oXmK+aF/hTz+18J/msw+FKukBcqpxmemYs0o3OjGcXs9L4HDD5ndprS+kC5ETOkPkBphaZHcU0cSIJ3qF+FJps2VVRoiiORTacOY2tk/TUagaxG9rma18hKqdsicStrTJVye62Al9LYOvFelevE2VSbrE68V0PqxKU0tlLfJR5xr5WBm6hSfy2171Ks1MfjQWceMNXflVhmV8pVxr5bJ+ZtlojLbxh/iWHgOfye2tborkQ1BmSU3VbZrHhb5Sm3xGzHHDwqxrDF2yrH1ei2yoyn/wF12QCsz4RylAAAAABJRU5ErkJggg==) 23 23, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmUlEQVRogdXaX2jVZRgH8M/mMOe/yhx2MWeMpSjZxRzShdq6CS8Cq5uJLLowyejOgi6CbhJCAstCNgmCoDIiFZLwIiknFoTmTfbHkrISlBy1WeG0ubeL9/1tZ2fzbOfPztzzcDjb4fk97/f5vX+ef2+N8qkWbdiANeq1WahFH65jNu7AFedcdQpf4zhOYajcwWvKeLYV2yy2XW/6ZRlWYinuxG24hr/wO77Hr0m2AZd14y2cLgNH0dSuzkkEcwSbBfsFl4RR/IXg7fSdy5eS/Ob0PCHpa59q4E1qHEHQKHhN0JcHLpe7E7juAjJ9SU9jko36m6YCfKf5gnmCXYILghsFgAXBMcGb6bsQ30j6dgnmChYI6KwU8FrsRbBBcF5wQNAsOD4BsMlyT9J3IOlfn2YjjltbDvjZahxG8JxgMA3YlQbYJhgqE/yQYGvSty/9NpjGi0vqsHiOlfDmM/Bv5A3aJzgkGKjQDAwkffn7ac8oI4qeib3jgq82Z0ZEPJOmTtmyuRV4x7ARk9rYTeaLG2mw5CEry4MJTzydJjhiaxwxTzwNbiU+Lx6x0U+Molk5f7djp52i+z+Be8VwYLqoH++k7/vxqRb04PxY4TonNYpOpVlcd4em+c0fSjiaE65GwSxfjWdrK6JbHxS951aVOypL5YGE47josXfLNnRrvgFd6o0+i8t1UpXiXBx9sgCwKxd8rcVidDgTuEPQIEjOLSYjvdhU2j6rOm3CZcQkSq2YSfHQdCEqkkZwriMasMYyLJkmQMXS3TJ3tgbq1GuzssKDfItv8C+uiOf4n/hDTCn3454y9K/CZW2uUmehFkvLwztMQ/gIHQVkPlAeeGjEQsujAX1iAv4lzmAFHixB6d94FS8XkHkSj5Wgm+h/f8BqLBJnFbWui+HCWTwtTn2x9LMYKxYCDy8pMT0RcW0Xcc4Wwx3UDv+zQnQP9xWp+DM8gI8nkHsXzUXqzqXV6BZxZi8dLBHTw2J5QEx4TOKzRXCtgs7sKcESIRpQ7ycbi1RwKRk9GfDPCH6pIPgg2Ciodzabg/2WFfHwaUHrBKCbxXpQpYFn3CTgvcyA5zG2spbPg2JFrRDwJwRHBf9MEfAguDg83o7MgLUkcDfjfsGLNwHdIHhdcFZ1Itj3h8demxlQOBo9J3hkHOCPCz5RuLw4FZwXjWbUZY6x+cDRYeGRzyuCMyYuLVaKJ5EPkJuR3RDLfY/mgH5YcFDQWyXQGWcZWY8JM7Lxc+JnxVPnvyoDz3gSOXFug6Mdn9uFFvSKQdntY22tGvXjQ9yFc3gBMSM4Nv4DNY6Ya0bVhfJphlfmIs3o2mhGsTq9Z5rBl1idJrc/kG/EDOkPkNuh2WFkT+xLireaug5NtmzK6NCMzES2nNYb3SPrqdAMZD2ygyreI8ulTgvEo6w6XcotlQKeS6P7xLsVDuSypTZRn3i3qvSJc2l0p75DDHEv5oG7Waf+YpLvMNKpj+FBeylgyr8r0WB7qlXGd7dKrNssErffdbGodQHf4bckW6G7EuUYkFF2W2Wdkdsqy/WL1Y7bxHjqih9zbqucUKHbKjOe/gcSGQsy4XzGegAAAABJRU5ErkJggg==) 23 23, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur108321 2.4s linear infinite forwards;
}
