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2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF3klEQVRYhb1XS49cRxX+zqm6r763e3p6xs54/JrY44lt7AgFCXkRxQYjFHaRxQKxQURsWHnJgl/AGkSkIBawQUJZR0EKBPEQJGRDcJDzskNie3pmenp6+nH7PqrOYTEOmOzuSKYW9yHV+c5X59T5qg5du3YNTYcq0I78pV5SP++VB3vz4LVpRX2mxlCwh3GeBn7j/En9wRMZbuSzctSf0om7A/uTeU0jakiCmxIwrPHaCr559nTyQjsNwthqtpgU3zm6oM82dX4oAix+5cL5hesrqwutT3f0lbs7wU8rJ/GRRbqaRBQ3xWucgiRCr9eLV9mG//xok14a5tGHq3V9ZvmIPyUeGUDFYyXgPdwnd3crY8J3Nof6jgacJ52kf/ap5VOb05m9v1U3wmtMQMDje59Mtq2xCKNQAuM3jq9ETy8vpYMoKirgMROoPA1GM/2wlxbPHWvjRZbqnFF65u6d0cv3HhR5U7xDRICmguCDdhsvRlHxQ3E+TtsR70zwbuXQKP+HIgAAQcDTpBW6/bzoT8c6Trfy5U/3/D1VoGkpHkqIVKkScH9rFP1YfPwgn8vN2cw7UOOqbq4DANBZiOT46eW8vZi+r2Q/YcM5G3KH0KGDCOjDHwONDWuXABZQ7oXGAsjnjaLYyGKvJUkyx1ArR2xyZqpU/zvns0/LGiYBulmLu1Fk2IPGZY3h1k5VsCFYVcCQtlJTX2lF9fUwdpfIIJba9OvSvFuJed8LjwAIPYQOmC8olMlqhkDHBAqzQL58JJEOM5iYwAyEAXWW2nR5ocuXkjafSLMQnU62HcfJ3+5tla/98c3dt+kr166Gvaj8VvrE5GZxfHZpfrQMJQSCwqCzExfRMBy7CIXLRCRSwEC6rTg7dXIp+8tw8Ke9eTk+j+A5lCTOe2eU2AojmVkszhIbrnB3vFKEO8EUrlYcKTv40tLp4vyTp/+wN9Ef2dj6jXQ1/+708uiZu6cGmPdKUAwElrHgkjjN47g0DqWp4Y2AQoUawS2bYhujr1tA/iEJkxDUA1oBVgxOD5awutnGaL3EG51b2JUCUgA8ZNy696/4e63rX7vy9PkHFiAhYjZiYLwB5CB/QoraerhQIEZABLAyIAoG4FCD6WCDiCisEEgAEMFYBgJC2k6QLXXwZLCGrclteA9EDmibFHc+2OSoarEtPd+ZbSa/aFcL3Y0tc3G6Uti6JQicRXsvqqJBNPIBxhIfbFllSDsy2UKv1fl7Pvv9tHLTDeWv2ppFVCsmhhVGlBsezmfZSb/UunbsXHhq1sX+MEc4NFipOlPjk7de/+39X1mvVAyL8NfVVrufDKOr2Uf1OjFCdWboSvve3JnbNXEfSvJZmfWO8TeOr6c3+u+lLwV79XZ7ycX7M/PGZE63iA6iwIDdCWR5a29v/chqdKFt09W2pLYqdHtnRn/eGpav3x/ILUsARGk6rsNXJ3XwOzPXjAgsSpUopgJyeKhw+rC+8krXXe1FKkzJU+E9qv3S/HU357dAj9QgGdzfVxvcrzqhRdcwuPKYFjWGzlNF9DklVFDhlAo8Us/0n8fBSwlwtfB0UrBzZAFYVWlB1YL+dz4OFudKj2HpMXzUF/MjQtR0VJXnMpcsZHumMhqr+hZUw8NgNSZAANggTFK7fAz++/ujchwYXWUG/18OIwCoK5+N94vQO1kLuI7jOHbdtjkxmDXHakyAIR1G/YXRfv3xpEx+DuHTxyP/7SySy4Exce2b3QkaEwiNLrdCv+41fHswT15m+KO9sjiTpbIWWZM1JdD4OLas3TikXhxZRwSZO/Px7gS3J7mDF21+zW9qAICjyNqlrr24mOjFVqBHk8CvlZUvmq4eOEQKnNDIhEH/xMnsWaL5zZ1B+SA0/sp+Gf5SFdVjJ1ALPxjP7W+iVvTFp87yjbjer7anNBwX9k2vzZoSADBra2uNDESpHk+l34rkaBzIud1hMelP4p8N8vAVJ5Q31QE6THsOACG7jaXUPZ/nMp4jebV0tH2Y5vTfhYHeupidtkkAAAAASUVORK5CYII=) 16 16, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGF0lEQVRYhbWXz29cVxXHv+fe+37M+Hlsj+3x+GcdK7JMWpRA0zYCmlhdtGk3WUAlfkhIZQESiH8AiRVCAnYsukHQ7hASKosKqQugolXqhBA5aZOmlZs6tjP4t8fj8czznffePYdFyI9WgvJc5aze4r7v/ejcc7/nXJqdncVhQgQgcDTUQ9NRUZXWd+Vqy6JBlE/HHGp3dlXK7NeG+/HVE9PR6f7+or/ZMr98463d32uj+OECiBtQyd6Pk+bmd4dmRqtRpEzgOXxxpv/cjZvxm7WNdDWPnMoNkCVPsq1/m11rrLuvaCwLrl9ZQpbYEwP9ZkpyyuUEEEWSzrAkI2lGCEIfmRBWFmpoNtqVri49hZwEeTOgAAkFooJigMFKN8YnymjtWuzutEynkxZz6uUFoIxFNUSQJZ0OOHOoDEYoPzICZiBNGMiZgvxFqHRN4DWNzyERMDHeh1Onp6GNtp3VtA7ku4f5i5D0Jsg0RRgba3uIWx0MDXWj1FOspylqeeUOAaBikIoJgu3NJmordWzX2wiKQZOMaTx8AMASKQsI2DGsTZEkGSrVnqy3L8jyOuEnAASAc4KN9USRSDhS9aPqoB8pgrGWIf+pLyICkYIIwCxIOinSjOE4rws8UIQi3Lu9Hk8ffzSc/tXPnpo49fTUMFShCD5Ibt7Y+Hju4r8uvvn31Ru3lhOTpY45EzALnHPI0gzWpnAsfB/yru797/8KIK5zcuv2znfOzPY98/LL58aoeCwCDnxgA8gsjh7rt0cfqy6+8OzU/JX5WmNleWhke2sPgVIwSsFBcGCT0POykwN96dGiR0WjEdoM8Y7FwgGjBUZGmWqpTLUg4LuXhc48/ZWTLt7+qeHdZ//4+o/CgbHHASzhd3N/wesXL8Of13hiYgovfvNJHJmpYnFlLbleq/n1/TaSTgrWwPzOLVTLA3ax0Vht27hYYDJgmDaz3SJZ2dfSgqjEtMMlf7XrHb8WzummWaGUMsNJ+0VJ6mdnzx7zB8bGASzj+//4DV6ha/jClwil7Qh//tMF7DVifO+HZ3CZlv3flv6KtDeFhoanAiwd2USBbobWuSlKADDu2IEGSKEqDCAFEkuIt6NvBGuD57s/Gvy1/2HhbQWwTwQVtzsA9gEkGI3KqBAQQMODgnMpjp+cxCOT/YgKIUIU0CURClKAcgTtADiA3Z1CVgYgH9AeQPqBGmAwZV5MmYrhkEEAo/zoNeG+mQtvLTzzxmtX/Oe//jh+8ujzOPHBOOZvLcILNZ74xRSeO3ccMAoD14rJt3ae8mNr0emkiF2K63tF9EY9drndrolLw8io0GnxO4aTLWBlT6RJqY6DRrAY3I7+5tfCS6qt1+HANDt7RolLTqm0+VJk7OmXfnCq8tzZY8XiQMHAOYUUAFGr1bCL59++deP6tfV63Gq9YNsHk55RKPeFWFvbwvDE6HvvfZz8fK+R1qOQSqQRZoRkp4OFlkMDGRLqqFglqvmgARiAmHQwJ6q8aJFNvfrKR5OX/rk99tjxocHx0e4yAdnK7f0PLl3eOv/+h62l1LkKt9e/zGlj8shEGYWgAnQYLhVrrb663cTCzv6doyAALICiBzrEp6zvfjMivZ5Ar6eCuYvvWnXh3WVT8Cl0LJyksE6QaaVBxGUiUQSGiMClGUQYnDHYyb3zvruh+gxn/EQ3vLeWiAlIbIoEIJC6v1AAJQIFqHtGZLSCVoAcwgkP0wtCEfEF6g6NUugb7EGh4IVaIcwrlnseEOFIOItEGJ6vUewKoZhx0LKRZNwrULkmgvwDCbsKJIsgDL/gQYiwubUPYiqx66oQ/FxyhxjLsxECl0CEzkGCza0WNpe30B144UHi94r4/7P5fF4ApYBQCIqJYG2GvUYMSg7gGVEQMZ9rHvh/ggixAjMBiOMEcdxBUPBR7O9JvNC08urlBWBR3iLpsEYEaKVQCDz0jw6if3J40wT+0kN+mADQwWUVlP9gvOKS76msr9tHdbgXflfX9cTpxdxyk5OT+f4giqH996ELC0b7zVKX8ZTSO8sb8uriOr+jFOVKAh32eQ4ABC6XQpnqCqhUb9PVOKX6Z1nvp+PfzxjwoLFR7IEAAAAASUVORK5CYII=) 16 16, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQklEQVRYhbWWX2wcVxXGf/fO7Ow/78be2KmTbB2XJA5xkiaOaFOsqAptQVXVQlukilLxwFOE4AHxygPiqQ88IR5QeQOiSi1CSuEN0RCVYKqoNQkxqfOvOE6y/reeXa93Z2dn7tzDQxxUgiIxFrnSaF5mzvnud77znaNOnDjBZk4nSDi4rzDy0vOPPp0Irbd/M/fH1UYcaK1SxXE3k9xaYWRYP/n97x46+fgTO18kNIvlUtb90Zt/P53LOTZNLGd0dDQ1gLAdTr7+WvWHz780/sqFv14vr9zxHzky8aiz6rc/vDHXWVMpSNCps9ukqqO1k4cPD79AknDq1Hnz3umLFPJ6cvLY8NGol4qA9CXQEh0p5bvPDA+XtMTy0aXplf5M3Bxfb32lsnfv1mo+rxFJES8tAIdkWExYSaxYVSzdrmyvzLZWmmQ8V1cqBVeljJkagIgKepFEDb+jYXjs9TcODx94+hC5we0BSvlhz6aqQWoABmdZ3Fzr5k0f2DH+1ddefvznb38H2O/X6925ducha0CUMy86U7s2uzgCrgf7PNgF9Pk3/tlYzuXS3Sm9DyjH1453u9uNgQWgBnSBicD3u2Ehnw5A+jZURI6jA60EWOfKxSuc/f3fgFWiOEnHP59hQASSRBABhWjtKJsk4LqK+4zFuo6KlFJAxNpaSKsVAh1skqL/7gEQAZMIW4qqsn9fac/e3eWxoaFCfzabWW624k+v3Vibv3ip4c/Nh0YsWGtNwZooMQJEhGFMux0BXeI4+fdljBGiyFLqc7TnaTpBYlHg3DcrXCW2cOBzmeNPTQy+snvPwJHSqDdSqLqVrVtKwaDqr0HpKtjLnfranU4Qt20iFjF7SgUHyNJzYnrZGJDCU8d3jpu+pNxe7xXiOBod2pof3lktF9pxZKYvL89+PN06H35KnRBLbgPA+JDzzcnjW09umfB2XP3Cgj/Pgu3Q8ArkchOMVV7liwfh0IvFwa4pshSBGKAMCmix8mwDnwbgj+/an/1Ja3/R+EiuhRl06PX1aLhrrFv50kqtj/YZW8v/Kf5tbko+cOe5qYz6xc9e/suB7w1NnmGmOcs/cGkVcuC53FXoAU5wklcxrPMmpzB00AgOHmW2MM9lEkJGOUqbgNvMotDAXT0qwGzQHYENKfldhs6F14Z+2vtB/gM3n/WiKhV7kNHgDktum1ZZNn538SiRBzQuOapsJ6CDRuPikJAAHpaQDgEtGji4KAS1kVw2nnvtIWQCQQfSxZCA++f3l379yFCp/9DkSGXHtq3NWW57dVb7c7hUGWKSfcAWAyr6Nl8zYCJQZRCvS8Bb5FmlyZd5IprDn/uEWtQm8ELagy6qkCevI4xuE9fWcc60Pim+Z97NnZcpZ1EWse71Jd795a+u1p+51f76wYNDR56s7ja28lgAhGZZFm8srF2fbk1dCMNkyYi0lKCVxN8qFfVze8e2Yf+QwWlk8Z7NzizM6B/fvJafj+JMQeeKI32DuuJUvHKoE9qryeX1K5yPZvSiAiiCqoCboNq3fed375xe+PDsueU91R350WLRLSeWZt2P5+4s9OZXm0k9sUR3/UByOds4NvaYeu4bbxyjV49ImgmrjaB1/VL7wo1ZM3+39u7U3bfRVkSLKINS6OJ9PqA2lBJZvTy/LMu3loOpe70sgFKgtMLd8EwRcUnEM3HCeiskDA3KWrpBpHuR5f5lSMAqpeyDtqT/mAWf/UYp/ivYxtGJtV4cW7pBhJgEV0EUxsRxaifexDASXJNYL44SlFgmDu/Ey2ZAuRhjU8+WTQCwFWviquCQyThUHx1AlKZWaxe0SO7hA7DxqLLhiOeVWFpcD65eXYn8eqt/YKBc0cg2EWYf6lbsYIddnfQLcGchmPloeuXC5Zma9Zcag47EY2mSw2a2YiU55eBaK9b3o+srfpzLJbEOm+uFJPEqiNYo9T+rMTUDVjmLSntNZcHGUTWJu593HHBd11hRQZrkmwSQmTG671wUixXbO+qqcGygnCfbV6wb3Pm08dKLULtzkim/ZSToz2b0ibFd/e5AwSEWb6oZ6mkR7t+g/s8AANHZs61IR+uhWdy5LfuC67i1azXnnU5P1R66CAFQyobWO3fLd2qx8H5idb3W4KwID7TcB51/ARkwGkvR5fU3AAAAAElFTkSuQmCC) 16 16, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaUlEQVRYhb2X3W8cVxnGn/Mxs7Ozsx9erzfOZr2JUseNcFJM1IqmSYNLkYgiFxEJqRcIcQMIhEBCXHDFFfwBNFdFCCEk1AsqQEiAaMmHlEZpSBND0joNrtvYjmOvd+3x7s7Hzs6cDy7sQFqqqFMEZy7O0UjzvL9z3vc85wyZnp5G2qYBeD2BzxwtPvbsdP34hhstv/z7u2e9QEWUpNPiqaMDEELjyGH78e9958gPxh4ZOtltevNZi9MzP33nD9SkKo0WTRtcAxD9wdTpL+z9/thEeebSq3PO3I2lqRPH6l9+9plqTel0eqkBiJKjtaHo21OHqzN+y1958cVL7rmzb9NSKfPk00/VDkWRTKWXOgUM4uBQQX22WMziXjP89fUr0US3dedLSSIrk4d2NfI5BpkiCalXgEKVRJwUQAiGhp214XrxeuQNIqeQQbXqUMrSVWHqFVAg/no7jDa3glJj4sCnPn+qsSr8vCB2XZCo7fu+RCbz0eeVGkCCNQd9tO6tduuNif2nfvjj001A2sCj7623Fhe7nkT1fwmgQVvEsBZbze4RwBkFJqtAhgL51q232007my6r6X2AUJ9xY0MkCsCa6rs3kS07AB4L7670IifHUsmlLkIA4JwoSgEg7Jy7MN/56/lbAFwRBIlIq/UvAK0BpQGl9M54u/9QAEqgpAIQuBsbYaffTwBEUDKlCwHg20E0dSzUqmW+vzxkVJy8wTVob6ubLK+txyvNduzHiVZaA1ppxYhUUioAgzjwBzwZZAHESuwYgNZAkii4WwIjFYOOVEweDaRyXSHMDAEl/96qnBFtNyp6Zn/NfL5czxy0J1gpt9uwCyIX5iNnJWtkb0axercfiFVCqW8wSi1TN/aO5QFompQljTMCACl98fSBI4eerKxGsTC7flirlK361FTNsR0jd2dpa+vc2aXLf3l5fTba1DGcbQDyjZkTXztwwvgWm9bVzhNB2Ee3QNGvOsjTR7APT21Oqr3DNRGiFwUYxBkwYcMscFA7ROKewSvYg0L5KzgZAVgewI976PN72CoLSGcEDg8w4G148TvYnL2A1i/WX+Ln1Z/4spojgpx54dSF4nfJwWu4HSVolbLwHROamwAMFHEAx/AMpnANc7iJ62CQYKAwYMFABm3cgoECdmMCIfpoYw0aGgm2oAAwAPH9OoMJF6oVoXHZi0de8J7PXuRO1hJ74Ig2xvwFeKaCV9DAzscZEBAwUBRgo4hhMABs5wnhQwFIIKAAGLDAYCLGJjgAgu3Tk+30EWJQlGMFGqoQAgLg119zf2Nl2dcnPjlmOofzq5toWRJBOQsTFYyg8VYd1n4r/IQ9rhqoCw4WZcBKFMRaRdf9FTJ0FE5pBsfiCGr5b7gb3cYK72CrbEIXyijxPGyuQaIFdK4shfrnvZ9Z59UrrKkXoPg/VvRL3d81W5NzznOV0cxUY7ymMKx6ukNC+S5p3vA2Zt/A5ptakR7hJDIIUwZPvrpn1D65uzHUSs7nuLLNkndC/v31t9o/urEcrHQiy0zM4XpplNRz9XzJHspmBz3ddi/jkvfnZFYpCBQBsgfgiSa9FZf9tv1GcKmYC8aLV1mdccITiY4fqNWOr5f7MVwAIIRAa2Xl0H3604/ncTx3UMWLUsUjEvdavnvxtda1+Tv95vbS06sUoDfgUUZ9KqVWiYTgDsEDuxD8/nggaWu9h1arpwE8YEKEgL7PLwnVCnQQJeiHsamUQjxI4HkRkkThvt5O/hVAtj2LEBgfYvzve/XgSU4ecqwLqRBFCeJB4nCiIRKJIBhAiFTXwf8E+Kgt2QEwDVo5enQvKCWglHAldWq99ABaOUqIapIwWBnO6/USRCKx1gxszmD+HwBkjeh4XMPG/O31jatXFjsy6o+Xq0MVk6OqNd57WPr+awAGVeWGqnBKsLgcvrpwx2/a2Prmo2AVBmsfIbiSRi89ANFWMcfNgp3xu55+vRdqRxLJN9zA6sespDV/aAF/sKW+kChQlzJjg1NACrErHvSfgJYm0RpKaqT8M0sPIAmfj6R1NugngtPBKaa84+UcQy5juEqR1bQEH+NOyFq+sH/pev366Aj53OR4wXGYUgNpXur22azWD/eQDza2b9++1AyasFWp2N1Kge+qjdp7QLM3lzb5T9yQzqYJDnxMIwKAQBiXF9ZUz4vwxyBiy80eLqadPQD8ExG4GsESh/Y8AAAAAElFTkSuQmCC) 16 16, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWUlEQVRYhb1XXWwcVxX+7p07szOzs7uza+9m7bj21nVIakKUWGkoJFip2lIpRPz0iT5UQgIJIYQQvPDKIxIvVFWFEAgJIShUReQBUEVCU4XKClGaJm3imtRxjL1x12t7vbuzOztz7517eXB+WkGRJlI4LzMv9zvfPeee75xDjh8/jrSmNdBpC/rME6WZmYNDx5ZudhfemNt+PeKaE5IOi6X2DkBIhSc/V5j9zrcO/sDPsdn5a+uXbcfkf/hT43XG0jGgaZ1rDbhE7vviiYlvlyvusdN/veau3lg7cvTIrucfO1QY1TodXmoCFMqbHCPPPVzzj8zPb5x56aXzy5eu1Fm54n72M49XpwZR8mAJGCQZz3nq86Zp0BvLwW+CKHtq4eoH3HVYdebQSC2fS5fV+4lASSWyCgKa9TJdmNmzgtOWX3RZqeS46fFSmlSgzWYf3SDy93+yfHjqEdc++vReZRUrYacTt5obIhVe6ipQoK3GhthsrAe12YMHnvvxj55YHqn5w0Bt8YPGP5cMI10VpCagiVHnibkQ9OPDQGn/yKT5CcC3AKf+/uJ2I5czUuGlTgFAeqZlrRiUKmBr88LZv4foXQHQ3FxZDXo0pRClJkAIVD7L+nbGkEB84bXTNy5dvlwHMOBKa5kW7yMpuCsiBIAG/pusEhCVtQ2+c1PZ4kLToB8DEBwgKjUBveOI2kxVsxmMOjaGGaM0AW2EEerdvm4NYiWhAY27IVNSJEAUqygUMo4kACGV0kpjh3yiNFbrHEO+QacfzVoGJVhrxHyzJVQhf+/ezDK0X3aSk+VS8iVnQk9Zk6RkF5hl98xN65ZzXRPrahTqG0qjZxqM2xmmfA+PjhQLKhLCSh5JlMhIBRijX/3yvmPPPD3RpoxA0KTilYzRg3tGK0CpDEi5FTSv/PYX1869+uuVFVrYCS/brcQ3qrPim+Sk9OPpuBdj4EaQpSyy1WHs2v/wy2Mni0954Xa5KymIsmFJD5ZnQdtrWJ/JfL+NNvIU6Dy1b6ayHzAkAAX0/T76eYm+laBrxZCwckbzU9/zXrm01/zZv34nFtQVIskPfzL7j8x3Bwdu4VYIdJmL0M1AMRMEDkZQwyGMo4qLuIgO6mAgYDBgwYEFB028BwtZ7MJecEhwKGgoDBAgxCoSAAJAAsBFFQq53hLkmS4qL3Sfdc4xxzZpDkxuIx/1EVoa2rvX0HZq2oIBDw5i5MFAYYLBgAEBDg1AIAaHgAsPEbbRwwYSbMG4/WbEbaQECSQkKJjSMSQkwBb/Fr88ydnXh6YrJetJryfRdRW4q5ABUAL/qcW7JxI+NFGTRYwrC1bkgrkumN8BXzgFU42jOH0cn+7l4Tbq2Jbv4ZZ6H6suwP0RDHkPocx2YxghZPsdbL1y/eetF4I/YkEvQLGbW8Yvg9NyaeQtfMV7zT7g7jFdPYxusk4brfNsuYHO229d7tWJptxglDNqRPms+sJUzftacbJ0KXgzB8PP7gsew5lz79ZfrLeD7jaXatss5LNVjBYmC5O65hd5xkH97fbNd38f/2XjClkiQwCZAJhQpN0I2KlWqObcph63rxtjAHgsaT0SaEYiaSmt+F0dIMBYPpqyHA5WzMpkXoPvFbS51W+cnVufW12LItwuRQCYxzZjrM0IgDBUUlMizSGCOxJzd4DiCW3GAzTJABfv1PIdIfqwIBECqjVoHEtEoaBKg4lYIuhGVAh1T4nv/UiZQAKAmflP4f2IEpIPfz9O0zUQxokVBDHCkPtQwtWaYRDGlpQqdXNL3461ZkGfF4OetJyMnjn6+IjluhRSJixJUg6E90MA0K7gvBJFFLZFR6emylwlCTa2hJ8x4QLoPlgCKhk2qZik2sLCfHOxG8ilnJ3MFkr5mmeTsYZGI81ukJoAhaoUsqSaczPh6pr81fIaX6x6nekpkFFGrClCcDENXvpHQ8GcjMFMw2x1OuR8P4YXgFv97sBWieGnHTHSLyaEblLDXCPQiijlKxEeVYn0hVA85rr3wBeTBGyFK+fPSmvl2vHzVLaf9bOwQGhzEGM5Ld59TMWk1+WZV0MhDpVL+kRmj+fmjEQNJJvrxXQxLZ5Rq9VSHSAAhKJbKsHWUIHVHtqdr3JtX1haZy92IuOd/8t2DACbffaGWknCdqgPtzrs6kafvKk/Zo78X/Zv8doC53US5xwAAAAASUVORK5CYII=) 16 16, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur29787 2s linear infinite forwards;
}
