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10%,10.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHUUlEQVRYheWXa4xcZRnHf++5zuzM7O7MbLsX2oVetnQRi1RBoQgEqgWCBATTSKNglCZaS5VAm0IUW2OMLabGK/YSCt5btQYREi5STaCGyxZoXAq03d0u091t9zY793N5Hz/UnSq7U9pPfvCfnJwn78nzPr/83+e85z3w/y41GbS3WmIqRTQMSTngOoqUgmSD8PYwpBOKVUtDIhZ8968mX78y5EMx+FWP4mXrcxiGwc6dO9Xpik0nazJwHUW9r5lZpwhNAYQF5wpzG6A5ZbD/uBA3oEnAiWnGJyBqK0IlLA0fY3lK4axcKQBbt249YxBjMohVQma50CBCkw0lTzEwquicK3TODzmhFQ/uM3nqqMk/+01+vM9gX0bxh5dNunsM5IBJy6HtNDc3s379elm1apWcCUCV9Jq5hjQC6XphzkzFS/3QN6FobVd8uEXY/neDwE+icfA9jTIskhFFvpylwS1xTWvAwTz8rFmx+4YHABARNm7ceFo3qg+XdZgSCMQtTWeTouIrdh9R5AsWmGlK5ToC51LUjNXowYcwmu9G515ElV5GiU2UF2k0C/zogix9FeHgkpVYloVlWWzZsqUmRPXBZ+abMuhBtigULQPPsxjMa0QErU/d3ytz1p/BbEGyuzHUTNrVw8TNXs6/+hYsy8JxHCzLYseOHdNCVHsgmRAWJDV5BSMjihO5c0ilUiSTSRobG0kkEsRisUno6hW++ymVTG7GabocEovpLV5KXl/E8rf3UF9fj+u604JPqvoWvDEIYhsUsgaemoEXNmGaZUzTxLbtakKhUJgyyfBru9SFa0/IsSdtcolfcPToNu7pH6NBv0gikaC+vr4mQNWB8QAOjyhKMouy+jgSv7Vm0nRKJLtI3fMSqfhaqHMYUPcxNDRET08PBw4ceH+AklaITuDrCEb6S6j2+84K4JtDC+l4t47Gex8n1taMVh5jY2PV630B/IKiEjTh0UZ4fA8c3XjGxdc98jcZt+/lLm8BjX2KGZf8FCN7LwBBEFAul2vmVnugZM6gHHwQNW8nKhxGDa+ms7MTrTVhGBKGIVprMpnMf03Q85u3RV34NH/sWETno7dyYxvsSL+D1hql3n9DPAXggSgfFQwCmmjzubzzgR1E3JCbD7aybMhnXfxBHnjuIrn94Aq8i4X2Pgjt1zg+cBvXte3iYWcO1/UafGNT5r11apJUAUxpIDAaCI9uA17DnneE2McCopbDOf/I8RTLaL+shU8nhjnUEWXpYQO7fzdiRlEXLuR4X5Lk1XHu+tpbtLW1obUmCAKGh4dPa0MVwJcOOG8rphtBje9BO6vRwyDdFscqAaOpC2jqqMMqacJEDKu/AGYcnIuxdJRoq+A9E/CTz3ayP7YEOLkVK6Vkw4YNNSGMU2EeGX8Tye1Hj+7Cj42TuB3cj8DNDlxezPLW3hxjts/E/mGGzj+MPv9O/HmL8Csez5fL3CIxBuY2sKvlcQC01vi+z7p162p+mMzJwDXj3wpKh9DjXRhhN4Y1gXHEQ40rxvocjGw3L+RvpOfSZ7nylR66Eldhze7FPy/Ds9Y4xaebKY5u4reffIPRrYt54slPML+ti2KxSLFYpKura8N0AFVrovYS8Zt/DrEFkH2CWGINlf4TKKUwDAOlFEopcrncFDt/f9edkl7ewObss4z+ZRGvvrSVmZmVXHatj2VZ2LaN67ps3759Su6pJlQKvzgB7jH06C/xyxXS6fQU4lwuN2Xstm071RWXXCu5527i4KufJ3n8Du6e+QzZ7gIDH72DSqXCyMjItEtQJYpZF4hhziZXacWwPEyrn5npI1MSMplMzYaqSz8kKxYOMNr/MGvSFTKB8EDhXEQEEaG3t7e2AwoPQxI4M9YStnSih34NrK1Va1qtqPs2V00UuLEFbshoRiMRyuVyFWA6nQJQQiVMQzaOFR8kGPkTtJxVfb7XWmDFkPCCb3DMiZKNlWC0VN0TTguAEgJeISabCTMjhCrEcRxs2yYSieC6LpFIZMpWPKnF8yNykx1n0C3y5tIyTrJMbD8MdudQStUEqK5Joz1HKtrBE5ekcwU5Wc3116/HNE3GxsYYGhoin89POVyICOaVx/BOCLN+aDC8SRNdoqj7osnrDlXrgyCYtnf+owcMbALKOEz4NrYOeOaJm3Gt7XihIogmIHkIt8Gn/X6wlyvG1wip+w2CMUXhMUEWGsS/LOR/JyTKGq2peZSbAiBoFAYmIah9aOs4Dc44fnARyvwCRulRvMJhVH2Fnu9UiO/yKfcp3D0CJSHfBQ3PC/p1RXavoicaTut07SVwzhM/dCmKUx21SWHzVdCLiDg/IBfsxVYdGNYbhJExfFVBRTUhAaLBjZqEoeAdDaatcVoHoA7/5A9RNcXXDp5xAItjxMweGo35FCpfwfe/D/5BREJkwgVjHC0Kjxhh0H9GhacAhGJiGj5KBO/fw6YxTKj3YZpCIZig6F+FRT+GSuFJIyazMXQzXvjIyTkYPet/w/+5/gVDmUPCED57/AAAAABJRU5ErkJggg==) 1 1, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHXElEQVRYheWXW2xUxx3Gf3Mue4693l2vvbaxAXMx4BAI1wTSiCgBAk1fkFASKqXpTU2tVEhUSpsQSkXiPiQPQaEpoq2oaSmkJaUptCGobVIgXArhoiLiplwcbDDG9sLaa3u913POTB8q1k3sBfNWqZ80mtGZ85/v0/ef+Z858P8OcWtQo09S/SpJTroEdD8mJTjSQAG2blGtHsbUDBLmSfxePREW0Kb20i87WPb0HDRNY/v27eI2XCPCGFKiYQkTWyvGIETQDCGcKgwjha3rzM4+i6cXcTobw9KeJMVjlEiJIS7TtuspuuRPaWhoUABbt24dtRDt1kAJHUMFKNIiFOtFlMiJTGEVdd5XUSJNh36RK24tAoOE14ySGhnVhSVnonM/Qebx96bJVFVVsW7dOrV69Wp1VwJy0sDPFEq82RRrEYSewMZmnPcAaTfHJfU6aZqIidO0Gj+n29hAu7aba9oOMrxPjzxIWFvFkdca8fl8RCIRNmzYcEcR/7UHFqoSbzalTCSglxOzdzPgJKmQ87gmjjIY7CZXqaG8LKocRLWBupzDrAthnfeTbYd7c5tx1FUc7yqPPBfDMAwMw2DTpk0FU5KfqPMtVzZBqr3FVKq5XNJ38rHYhlIKKWW+/zx070HkN85i1lcR2RWh72KKabzK1JW7MAwDn8+HYRhs27ZtRBH5FPi8KkyznyvGbzmlryfOp5SVlREOhyktLSUQCOD3+2+JzjdP/0gY9wTwVofpnv0vWJKi2/dHzrwTJBgMYlnWiMJvIX8KfN4EjFwJ/fJvJLQYqsYj4gbQdR3TNPMByWRy2CLO+piYedFWl79cTRZFb8e7+Ntncfx4nEAgQDAYLCgg74Cm9yBlMUIz8Mo83NpMwaCR8MtpvTxz2KLoUC/eoVrGLPATjUZpa2ujubn5zg50qhM4oodcRRbvSYGYUQY/Gr2A/WdeYuX0NyitmsWbOy/RFunCi/eh6zqaphWMy89IkWWAQdLWIOIrFWgNk0dN/q0Pvq3aJ87lUPMPmB+9wEwVwNvbB4DrumQyhd3MOxCS95IuvUm6VCK3dqD2xZg+/X6klHieh+d5SCm5fv36ZxZ4Z//H6r5Pj3Lgayc40riQktZ6lmY7OSclQty5IObfCJlVKl2dRG4MoZZGUC+3Me3DHOsfdehonsPe86sx3zzIyz4frb1r+NKDzYxpkyhN0DJpLMZH/+Q3dWOpfesmDU3fKchT0IGMlsPFQ1zPQGsSMh6Lp3jUlQt2XptK2t9DMNxH+en5lD3RTmVLEKwLaKKf8VEfNyoeIi320PjnHdTU1CClxHVdYrHYbW3IC9B9Om4IVDQHv7qOfdKlq9zjWKtBpv9hrCnV2OZBrMAiUsVxXCZieS0IdDJBiR0z0H3lbF75C86VnwRAKYUQQjU2NhYUMXQMw0Ww3ES8NgOxeTruwz4WTdF4fBoEAi0k2y9zI5qkP/seLf21ZLw2Eno98eADJHsfYWDWYfRP7iNrbKHPPAqAlBLHcVi7dm3Bb0LeASkd1PksHIoimhNYxxxaahWW8MjKTtyMn+y1AO1zMji7e/jDyhSLzQHS3X6Y/QEHLyxgUWeSjsorvDUjjbu1lVU1y/JOFELeGn9FmUpXpOExHcb50D4cxDioIYRA0/7TCyFIJBLD7HxlzbtqhruPnqrT/C7icdLJUrf/i9SHujAMA9M0sSyLpqamYbFDFxJ/KaIohXhpPKo6hMpepvycb5jiRCIx7NkrP1khvv/GcrUnHCdWVE5t0yTMI09xU9Ux+Zkfks1m6enpuX0KAMgJ5NudEOlDHekFxhS07vPY+Pz7ovpny1Tx2qlUxF+gQ77KgN7PtcNnUEoVTMNQJYwNYqSCsHsQ2jOI9bWjJr+FCc9vJNATJsUpPP08TuBPZDKZfBsJeQeMjIZUAsoE4ns1aHYIuHpXAuK5t0mLE5jhzTQsSfGPG5JDZ9P5mnBbAZosQxdZVD+I9zqQWh8+nw/TNLFtG8uysG17WCm+henltaqqahOlYZc0iheXCOIpnbFHEgghCgrI78qAcY9irENWj+NUDGBNkjyeWYGu68TjcaLRKIODg8MuF0opzr4YZcspRWUJPDsP1v9VsaQeVryu5XPvuu6IxSjvgNJAeGC6Nl6vg1yRYt+as5DzI5++iBICqwJCnRp+zeHrj+p8YYLi16cVYUNjYa3iLxfgUq/gygC8sPf2V7nhDlj1SgZdRLHC8WXJTu3C+qbAOK/QripSz9WiDvQhfzyIKWB8yI8zmMRAsnCGTvsNSUcUTFuQTCm6u+WIPAUFBEtmKj0gMEsFSTlISutEmS4iIDHXgftQGPH7PuQOhbbKRn3iIffk8CHwh01yMUlWOGgTdHJnvVGRfyYFReEQZthEygFKfCHcVALHSyKlg3vcAzuOfUGg5kPmiQxGNeROabjjFMllLrktAlwNhshH9Xc0VAltP5oFKmeiS4eQfyxJ5wZp2YM6oBDHJGkXxFIDrrh4QmBUKtRcQe67d0f6P4V/A+LARL62qR5DAAAAAElFTkSuQmCC) 1 1, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFvklEQVRYheWXa2wc1RXHf/fO7NO7znpZ/Ii9SUyckCYBEwo4JRAQFc/SilerBoFKkiZQJD4h0iJQKRJEqkAIgUggjiJECiJIoFakbZRGTdW0gBMRcJOGOhBiu/Y6dhzX9tr7mpl7+gF1aVhnveynSj3SSDN3/vec35x77tx74f/d1H9ugpctlVzOQMGBMxNo5XH3Td9BKcXOnTtVOSdnObz9RiF1Ct2YQC6/CJnIsPaMy44dO2b0UWz0LUuK5eQQ8SDjoAKaZXVtRKNR4vE4sVgMy7Lo7OwsD1MXF6IR9MplcMs1qI+OcdkHPTQ0NFBfX8/27dvP6m8XAfIZPCkgykMiDloJIyMjjI6O0tfXh9aacDg8awa0bxwr62CkgNn/HmpghKGhIYaHh/H5fCX6IoAnBcRyiAby2PMVql0wrxqMMSilEBHy+fysAN+8V3Hi/SzTf+ki7wUxrc0Y84Uf13VLgb9EyREJ5FEBRegew/yHpEQsUtr2VVv3LFx1H2hfBp83jW6sK6svAkTCLjoMzFFMHddE/LPGmtF6exRDRw1XbFAE5zsoJ1sZgNWkiG+E4P0eYwct/rzGqgrgzdv8zL1Ys+ZxTVuHoA59XCFAEGSR0HwtNKz24GhV8dnYtwH9SQ2/ecFQyAuRxtJxnxHAmYLTWzTdjymmDmriU7NX/Ey2xL0Ea+vFDLwb4scva67eWF5fBKj7vpB3FN5+C98+P6umO6oCeOuiE/yq8DZLM0l+9xwc/Wv5wi0CeJcLjQ97+ONQMx0iZuZUBXBoJfw0vJlvHL4Op9/Pg9t1WX3x7eQLmn9usqk5GeEO8z3uVHdWBeDdfgWR+nk0mrnMMUE+3lte/2UNfKSwPhX8/7K5lHauVzdUBXCl7mb/d2tZTjsTR/xYgQqH4PxVCr+2qTVhPqCL9d7aqgDOy44xOf45e+0/UXs+xBIVDsHoESFUsLhV38wWtvKk9URVANNekPbhGOvcu/EihsFjpjKAXJ8grnDM/IPd/Jrn2VoVwN9G53Fhfy2/9G3Gbk+z4qYKM2BZCoNhWA0zLKeok+pmwdz+etTgAIn7Bqlb6PDSj7zKAOLXCHZAcwHzWK8e4C5uqwrg2i0niWvNvnw3iYUKT0Jl9cXleOyAwl+AI9LDo2xiSE5VBTClezn02GusvNph271CZvUPaDj2xVycaTUtZkBpcLRDWmWwdYDN9tPYtk0gECAcDhOPx0kkErMCOH/spD+V4ffPQ96rx/T2kcvlyGQyTE1NnTsD4QYh5wiBSVihltIkLSxfvpxQKEQwGMS2bWzbpqOjQ7Zt23bObVn3AY+BngCpwSTy5i7U8eNM7FmDUgrPK62HsxzNucCWaCpCs9PEMllKg9Rxej3F3Yznebiuy65du2YEqL+1QdJOK4UfrkX+sAf1yOP4vrUKy7KwbZuJiYmSfmc11CzWYp8OEZ32sdhtY7d+h3V3bUJrjc/nQylVvGzb5quZsPftFfPO66hnX0UdPoA88SjRD/9e/IBMJlMCYP/3Q7BGyGTymIIwaSb5rdrNDW9dyvvShd4YJZfL0d/fTyqVIpvNkkwmRUQYeulFZHoaWfltZGcnvPEy8vln0H2CdDqNiGDMzD+kEqL6K7XkewIkJkOETS0tNPGK2kpSLWCDt4EDqovaYJIjkUFc7cKFCzHj42jXQxa1YQ5+iC/rEPaE8YnhsrFKMgAw8p5RodaCpFGYSYMj5+HXMCIpjMnztP0zorkYD2U34eJRM5aiV04TER/Nn2l63TQBTzMoY7MGnxEAIHvSU15LThAYSg/xAA9iK4sFdit3sIZTaoBW3cyNch3zzTye4hnaaOER/TA/10+yxz1cUfBzAgAUBoxyFzlyxpkkm+0haELMteOk6OJTSRGQIDdbq4npJpaYJItNCwkMewrF4BUd5yo+8y3wxyRioixhAeM6jdEuvyisIyohVshPvra//xn7N7JiYAbC+R5PAAAAAElFTkSuQmCC) 1 1, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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60%,60.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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66%,66.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRYheWXXWwUVRiGn3Nm9mfa7tKybSnUUgg/rQQaCbRIRYkiISWBRA2CGMAgxah3SlQImkB6YUzUIIoGJSpILBckKhYC2qgQKgpSCH+CgBgtNLLd0m13Z7vzc7xouqa0lV3w58L3ajYz+37Peb/vnJ2F/7tE70VoMUokAQn4wY1p1PgXIaVk27ZtYnCLgZW33KsSpxTCBZGwSViCRVMeYfv27X28Uh8K56OUK0kmdJyYQmoO5u+wetFaLMvCNE3i8TibN2++IUzhx5qKfxjAMyqB0m2sI5Jku8Nws5jS0lKKi4upr68XfQAAsqu9yu20sOOSAtuLz9IxOxweWLoMKSV+vx/DMKirqxsUIu8ZXcUPCuQQjaFvdaO1Cdpflrhf+HBdF8dx0DQN0zQF9ASekpa0sa5JQp0GWVeyCLQOoyQ+lnA4TCQSIRwO09raSm1trRoMQN/iw73goOe4TLKDdP8icM0skskkjuMApIr3A4gecUWJ6SfQbhC0h/OieJKtcg15O3WCwSA+X88qotHogMUbtFdVcedIijpz0VoEh16KE9viIbY3imVZOI6TghgQAODncExU2NMZwQiKVYBymU9AGEQiETo6OrAsC8MwWLFiRb8U9qhmPhRrWGU/jnHMj/mVwmy00DQNKWUvQJ/26QOtZKtcy2F1hNf4lJAboMXTSeMnl1j1woMopUgmk5im2ec7w4bMUU3eK9ReE0RdkxrrPg7EDnCRdoQQCCFwXbff7Aw6TI62Ty1RG/nSOE3byGcQiauIUTWsKP+gJzop0XWdDRs2iKGz3lSxsICcCYy+tJ4lrZNYwzyEM7uniBC9CaQPADA1MFM1J4E71uAJ+hgpnqciWIKUEk3T0DQNgPPjvyQrdyZHNg8nkfswKy/s5J2rG1Cqp0uu66KUGrDWgC3oVbMxATHnVfSmxyh69Cuy8rsIFUYourQ4ZT5xf4CcfJ33jR+Y/OxFjr1dwhbbRimFECKV1vXDl1YCAHrZK6psxl48xd/yxLjpBF6fy29VZfysdjFi6UoiF6JkN7tMOn+Ycwu+Zn+3h8baXWnX6bcLrpd99jnhlB7krvLbEOvu5KfKCvTlUcLhMNWXvSwO5VL+0AmaJ9/P2IbpfPPkHnRdT03+jRb5ly3o1ZgaB+9KA//UWZizupj7Qxb5de9ilvjpsCX+fQXc/uhBvNtmo9T6P5ctbvwTcsMEABoqLXFfeAF742Hyc5q4mjOFYYWC8yckZ48LzKoQE2MeFtRVpw6bgfb8TQMAzPt1rWi3XYr8kjYtgtXh0NUl6YpKbAuqpy1E13U8Hg+6rkMa8wVptqBXTnc3ZxI2s5N5mNnnKMsZgzZUURK/jFIqNfmu66btmXYCAF80LhMtJyvIHrsD72d5mCUO7pBWZk6rRtd1fD4fXq93wBNvMGWUAMDpz+O8W1DKjPGbKN1RiNVWRCgU6vNMLBZL2y9jgDdOB3hq43ku3lvD6CoL/9BTmVrcGsB78h3qTz/NK5HddB2fQXM455YAMpoBgLYtR1k3bjWV7VB14HsaTpXcEkDGL5v37NFU1wmNfJ9BYncWBd4gh4529XmmpaUlbd+MAYyJuqrcBM7vICT4CuHHhcNuGiDjGXDC8zlR20RchMmvAm9u+nv+bwFw766no2E+EOVqvBwZ203I/y8CICQipxQxZiEqr4xk4yXwn03d7n1P+McAVMMyVLId/JXgy0Za43HdMyilsG07o2P4pgCC1nfE3ADW1x+BnoshWojFYliWhWVZ2LadkV/m//m8RUqKbJJuFrYSCFzi9smb9vvP9QdmRjV9Cdgj9QAAAABJRU5ErkJggg==) 1 1, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRYheWXb2xUVRrGf+eee+feccp0HKRi27QCtQgCWkUQCaGIROsaJYIENBqiGDX+aVDUGI1fxGQT3Y0Jxo1F4wfEINW4ycaswq5uoBspEKlRihZEBKq0tDB/eztz7z3HD4axtQVmcNUP+3yaSe77vL/zvO+Z3IH/d4lTH2ZcWqEHB/Mo6eMpTS6vWNh4G4ZhsGHDBnEmk9Fkz3e0DoNdN4ifAdVlsHTCCjZu3DjMq/Blcm25DvwArTUyp9GBhpxixRNP4XkerusyMDBAS0vLWWGMOkNrS2NeKDGv97ESkO8yqeiopLa2lqqqKjZt2iSGAQBMqoxo47iD7ZVhYmFiEjViTL6/AcMwcByHcDjM2rVrTwtRE4rrxHkZMk6AnAfmHI3aLjG3hFBKEQQBUkpc1x0JUG9U6JAKY2KyRDZxE/PYrLZxcGkvpmkSCoWwLAshBOvXrx8VYp68Qn+nDzMQzXNysot2NYYUiC8NhPipJJ/PF2qNocVdqlc42DjGeUzXU5mGz+UiQs97B4hGo9i2jVKKVCo16unfkWv0Ij2NN0Qz4zNxxnRa0Cfx9wR4nkcQBARBMHxcvzTZTZe4hRt5m4/4M//mMMfZb/Vy4sQJkskknucRDodZtWqV/mXti2Irl4tKZjKeSUEN8WwU0aOQUmIYximA0ZdwqI4a/9TN+mXaRQd5u4J+vw4dmcIzj0i01uTzeVzXZd26dYV6GVmtZeQilni7yCf6WGnMYjwxruHZQvS+74/oNyIBgGrVJGJGhKzl0B9ehpjTilAef303Sn9/P+l0GqUUzc3NGmDG8sU6VuujqpfSmg44EofrqOfq4OlC7FqPCOz0CRROFX9B4/Ui45dxwYQ28gtaafziTxiGgZQSKSUA+2dsITvRJ//qTA5l38b6+i/kMi8Wmiql0FqP2uuMAObsjCb5GRXRh4m3fIV8z+auE3NJXzC7YD69vYbz3SO0LdzNh3PbOb72Bg53NaJ6HihEr7UeMfuiAABiE2fqyONfEP/G5rE9Uxir1/C3iEFN9Ram3LuEZCrCtx+e5OaubjLX7eKVaX9n9/V9RfcZdQeGKnFwt4iVa1YOXI39wzJaohaznt1LX18fDfsuoSlZze3LD/Dp/KlE266k48YEpmkWNv9shzTPBgAQ8x0G3x/HgUXTuWLxXm5ra2Lqy6vJlEFKm6S3LqWh8R9kEg3o939etlMjOJPOmgDAf1emxKLcbLZ+f5xplf3sqQoTSbns3WHTudMguGoc9V4tdz8/p7D1o935cwYAmJVYLZy4T4XhQCX4GUUqCemEIPA1c+fdimmaWJaFaZpQxH5BkSM4pWSvxa6TPczvidK/sIvLBidD1OHiH75Ha43WGiEESqmiPYtOAGDntjtEd89FmPm3OLK5nNBElxA7WNDUgGma2LZNKBRCKVX0+0NJCQBse7Oe3KN7WFzfirduEmV+FWPHjh32TDabLdqvZICHcoO89HwdqXtiyBn/IjPQWqrFrwPo79jK07FJvP5aJ4esFSj3IILPfz+AQw924LwW8GRfFYeczUyQ43ig7Jz7lw6wfcE+2g8epdGtprM9oMmbfu7dKfKuDlX8PqEnPmeS+hh0Wwg7anByU3TYM93d3UX7lnQNAdJtFslORWpfgH1nDus+t1SLYSp5BOLbWzh2z3/IySyJnR7GGM35vyeAKl9DcGw/EgdxrIrA/IShBKd78/mfAYzpHYekDi3uJ/DLkOooSh1Ba43v+yX9DJ8TQJjXkcTJqGsRGDjUkc5+hed5eJ6H7/u/LUCP+IByaojpLwFIi/TQ/wkl36o/XD8CbUs5KyvhRo0AAAAASUVORK5CYII=) 1 1, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur71156 1.6666666666667s linear infinite forwards;
}
