@keyframes rwdcur73736 {
0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhe2XzW4cRRDHf9U9s56d/fDGXjthneQQJRE4KAQQKAcEOAp5ASTgwEPwABw48gA8BOIFkALhJSAglIgoApNgHMcO6/3sqeIwY29Ispv1B4iDS+rDaHqqf131r+4aOLIjO7L/l8m/4XSlXjHf72PlMjc2/9rXGocOdqWW2lANTHHOETnHjUfbe17HHTZUUMXMcM6hBkGVq7XU9urr0CK2Ui0bgJnhswzzHgAFTITYe77dak+93qGAraQzJpK7EjMqgz4qjqH3DEUIziEieO/5bkq4A4NdqaWGKgBOFW9GOQxJgAHQdZ7gHFkRwSiKuD4F3IHAVqplE8vlI2aUQmBGM1IgEegZ9IBMhG4UE1wuaR/HfPOcah0r/k8TN1Gw76QzZjaa4lT/ARUBqUAVqJhRCUOSEEhCIO52+bBRm+h/LPVnJWzd4Ivh03PeShOLJN+VmOFUSVSpaUZVIAXmBAK5+HsGHfLn0U4cc80mn6+uPZMhGgfmivFRhH0ZRnBvpokBiAgUUJUw3IVZFDjt4Ewc8cswoAYqud4gT60CakppY33c8uPBIE9JCryXxNb2j019TFeJKtUC6oTAiw4ue3igGS3hqZxosWHdfdojWKkYERCb7TrzZngn+CyjnGXMarYLtezgkocsignAwhjfIkKmhqoC2d7Adl6mQGpK0IyuCF6EqICqPQF10YGPYtrOMSPji07MIPa89KA7dtJEje1WlilkAV/kJQJqmtF4AiqOY7a9Z1K5mRnqPS+vdyYeFxMjBpAATSAyJbW8siJy/TUKTV3yeaS2vZ+gmtzEey48B2oqMAfUJQfsAG1y7bUEzhZCz4r0TXNTL08B9Vwwx+iwVPKSD8C8Ey6I0Yoj2kBHhBjADHmGtswM8X5qqIlgTgAbnWclCr0JnPHCeSd0BNYGAQVi7ylHfvf7xy91nTJ904Exuq8SRpFreEejViWOPCFkENqgyjDL8pbH5S2OM8OLkE0h9D2BBYOdayeSPGJ17zg+P8/CK5dIm0346Ufat2/xaLvDAOip4hRKanmBxBEX9wE1EaxUuEuK0RBYbDY5eeUqs+9/gKvPUrn+Na21P+j3+3RClmvQgExJBK5tDvbdvYztLnYO16rkVblUq3Hm1ddovP0ufm4e0hQ5e47Z19/gdL1OtWil28C6wbXuwVqqiVdSfQeqXKa1vEyttQS3b8HN72EwgNkGbmGR6rnzLNz8gU6ny1pQHh2EqLCxu/oqweoCJ5KE06dOcqy1lL/Y2syhVCFJYL6JiWBbW2z9vsrPGw9Z7fX5zeCTru47amM/vF5xtlgqcapeY67RgBCg34NeD5xjp50mTaGcQqMB5ZTNwYA/797l142H3BsO+bgdDve/8uZCxY7Pz3OsUsH1epCFHGq7DXFpNDFJctBKFV5owdJJFHh0/z6rd+7QfrjB5Xub/8qP9ZEd2ZH9l/Y3hWShZFlWS2cAAAAASUVORK5CYII=) 6 31, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2Xy28bRRzHPzOzu16v7cSJE6d1HoiWttCiqAKVRBUSpCoIIfEQB+iBMxU3jhw4cASJIxf4B0DcOIEK5QSUOw8JFYEQjSB95VHHXts78+MwzqNq7SRNijjkJ41Wu575zcff/f5mZmE/9mM//l+h7kfSuZmCGN1CyHPx0q17mmPPwc7MJtLJBMShtSYINBcvre54Hr3XUFnmEBG01jiBLHOcPZ3ITnPtmWJzM3kBEBGMtggGAOdARBGGhq+/r297vj0Bm5vJiVKqm1AoxC2caDqZoZMpMqtRSmGM4Zsftge3a7Azs4mAA0Arh9FCPtchjqCdQbNlyKzGOq9gEARc+HZruF2Bzc3kRSnpJhKiMCMXWpIY4hykLUjbYK2i2Q7JrLe0MSFffde/Wnua/503dF/DPnUqJyIbXbR2t0EFBpIYinko5IVC3CGOMuIoIzRNXnu+1Dd/T+p330SuL8GHn9zZ58nHYwkMaO2V0toRR45SYikmHmh4EDLrzZ+2odH095s1Ga6M8N5HV+/KEPQC09q3c88hn365AffEdCwA3uweqhB31mGqwzB1EA5NBPx+JcM5D9fO/Pi05e+dOKLwek/FeoIBxBEkeXjmdCj15uauG76KI0cx8VAHKvDwgzA7DTeWLbXRO3M6Aa38da1odgQWhb4FBsJA1pMZLRitMNqSz1kGi3Yd6vhhOHkMrIRkFkaH755bKYV1gnMOsHft01exNQMnsSOzlmaqMEYRGA9VSm6Hmj4KJgipNzS5XO+iUwgowyMvNHt26uuxIFirLAdkGK3WgUuJpVy6HSoMQ1abhn7lJiI4MTz6cqPvctFXMfClPzIEgXEkOV9ZgfHPyyXvqZPHvFKrTdP1Tu9QynDipf5Q2wLTGgYKvhAaKdQb3nu1UXhoyhvdin9929mpj7+4NdSWYFptLJZOoN2BLINKWXHisFAbC6g3oZEqwhBAWNszN4eIoJTZNlRfsK6d1tezaG0lT+DQhOLoA4pGCldv+LUqzAz52KyP37ypO9ne69seWBcI/GtcU648oCkPFglzhqxpgTrg6HRs98jjjzi6u6xYt7XRdwS2ZnKtfHVGIQwUNWPVCqPjJ0mGRiD8hfrqZVZuNWh3IG05r24oBAHEuYDpV3YO1RcsCv01znnFyiWoVkeYOHyWwclX0eEghegLaukCrVaLRmq9By2AI47g2fPtez699DxdBJs8NVCE8YMlDh15jPLBpzFhBVSCyh1hsHqKqYkBionGOV+11xfh2fO7O1L1VWyg0IU6kKc2eZzS4Dhkl2H5R5A2mDI6rFIsH2W08hONtMnVm46V1d0g+ej5rz77ABkowoHRmKnJCYYq4/4Hu+ShcKBiCEYQUYhdZnlxnl9/W2R+ocWVBXjrfXfPqvUceOFjLdVKxGStxPBwGSQDl4KkeAd0TwY66bYy6ISllTbXFv7kr/lF/r7W4fW3s739rvz584KMjVUYKhfQpB5MUnB1UNGmDLEHNUUIahBO4BysLP/D/JU/qN+6yey5pfvyYb0f+7Ef/2X8CwVPnEJwfcVQAAAAAElFTkSuQmCC) 6 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEhklEQVRYhe2XvW8cRRiHn/nYvb29D5/t88WykwisJMQOsqJIQAokcBQCfwFQUFBT8QeAhAgSaeiQqOkQBQ0FUiA09DRJkFAkEIQoITiJ45zva3fmpZizz1FyZzt2EIV/0up2TzPvPPPO752dhX3ta1//L6mnEXRhqSTedLFS5MqlB080xp6DLZxJJc8E8GitMVZz9dLajsfRew3lco+IoLXGe3C558TZVHYaa88yNr9UFAARAeNQYgAQD4jCRoYrPzS3Pd6egB1fKohS/VBKMKUueI3PDD5TSK5RSmGM4eqP24PbNdjCmVQEHx60RxnBFDOiBPIeuLbB5xpcyKC1lssXt4bbFdj8UlFQffsoQcc5uuCIU7AJ5B3IOiBO4doRkgdLWxNx+fvR1TrU/K9/oEca9rlXCiKyqYn2D0EZC3EKhTLEJcGWMkySY5Icidq89FZlZPyh1G98hKwtw0+fP9rm6MuJGAtKA0pAe2ziiSuOQhmiFEoT4PJg/rwDvRb4fPPAmomJOt9euP1YBjsMTOsw8Km3kZ+/GsDNvZgIQDB7H6qUEaeQTkClAeOHoT5nWf4tx/sA53qhf9YJz+I9Nl4emrGhYABREmY//1okWXNz04GvbOIplANUdRoax+GZ09C646jOPBpTfJiweGC9aHYCZuL+ZcFEQt4PpoxgjALjsEVHYcxtQE0vwOxJUC5CcqhOPT62UgrvBO894HYGBqBtyJhNPT535G2FNgplA1RceRhqZjFUXK+piQsjik4JCsPH8+2hjYaCKT2orLjsgRxl1AZwXHEUaw9DRVFEtmY2VvpxEhHwhvPPt0ZuFyMzBsFn5Tq0rSdKQ2VpG/4v1oKnZk+GTGVrpu+d4VLKcP7EaKhtgSkNSTXsTb0W9JrBe2MzUD8SjK5cWL5RmVrX+YWtobYEU3qwWXoPSS9krDSpmD4h1GYsWROylsJGAMLGO3OTRCRkaptQI8GUHvwqDVE82Mnrc4qpY4q8BXdv54gHGxkKRTPov+mljt/e8m0bbB3OJsFT2kJa01RrZdLI0MwdiiaCJ89cOIeZcMTROtyLM3yyhdF3BLZuct2vThNDsaqZOjDJkamTTKR1bvEL7eY1mqstXA+yjkdrsLGEyk0sny7uHGokmIn7DZJwFWvQaNRZPHiWxbE3SfQYldJ3PJj5m263S6/lcL3196HHJvDZud4Tn16Gni42nw6SKkzNVpifO8WR2qukZpKIlHF1lGfGXuDA4SpJWSMeuk1oLsMX53Z3pBqZsaQarsnZIs/OLDBZmWWVa9zjMo4eBWqkusF0+RitqSv0Wm0e3PZ0VneDFDR0Vu9+jSRVGJ9OOHT4II3xWQC6rODoIXgsCQl1EEVX7rN8/wZ//nqPuze6rPwF37zvnzhrQzu+d1HLWCOmcajC+EQNISeng6NDcEDY4i0plpQCNSJSmis9bv7zB7eu32PlZsaX7+R7+1354dWSNA5MUh0v4XUH3wfLaGKIN9oZEhSaiDJlZihzEPFwZ/UW12/8zv3mXS6cXnkqH9b72te+/kv9Cx7pm4WM8nvAAAAAAElFTkSuQmCC) 6 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhe2X3W4bRRTHf2dm116vP2LHThqcUIkWqtKiKiCBKoFUUkEvuQQueAgegAsueQAeAvECSNDCQ/AhaFEKKi00TZqmdRzbuzOHi9kkpdRu0qSIixxptV7P7Dm/+c85M7NwZEd2ZP8vk2fhtLVU1cwOKWuFtSsPnirGoYO1LqbqM8XjMcZgI8PdK5v7jnOoYK2LqbrcgwexAh4wYGJh/XJ/X7EODay5VFEAVcVZh1UbGjygQhRb1i739hzvUMAaS2UVCa5UlKw6xHiDySxkguQGEcFay91v9wZnDgrVupjuQHnj0ciDAa15XDXDlx1admAVR077Uk334vdAijWXKqoS4qgorpTjyw6TgiSgg3DhhGgrRvKgQ2xjVr+ZXK1jFWt+YiaOrHGhrKq7XdT4f0ARgaQgNZCqklczXJLjkpxBvMXsB/WJ/sdST32K+lV48Pm/+zTeSlSiMCwVRY1HE4/WXQBJwUwDOeCDar5fPBdmMHSmOyx/tvJYhmgssglX+iHa/2IXrv5GogAighKg8mqGKWDMLETHoXwiYricBzAPjML7OiievWejtDo2/HgwwpSYFOrvxmp6u12V3bzSxGNqAcrOQXQayudB1xy2+xinxdqG337YJ5iUgFLoobHuOFOriBWcdWjFoVNuByo+A/EiRC7G52BnxvgWQZ3ivQfc/sC2WyUFTT2aO3RLMFbwUQFVfwTqXKg4egZbHl90KorFcv3lrbGdJuaYFGC+5vHkqBU84X+tO6T5CFQcI5sWJtSbqmK9ZfmVyVvUZMUIeWY74CMPKZCDRkX+NUNOxYtBKdm0k9IGACuW5bNP3jefDGaABtgklLz2Qv7ZLkQvhkSPXJi+SUpt2/KZvW3mk8FMUEYiwolhBORg20J0Vil3I7QH2hckDtW6vT09bKoalNoj1GQw89DdBJUkBVOD+IQQnxLoQ7aSox6i2GIrduf1hzd16/c2fXsCEwNawEmyq5xtGurNGqXYkuWOjB6KJ88cqmEpsbFFTfHbPTnR9wWmedG6XZ0lsA1D51ibczOLtNMOV/mJX3vX2LzfhxHkA48Y8CVFIoiSiOVz+4eaCCal4p7sVuDMbIcLC+/w3tT7NMwU31W/4k73NsPhkKzv0FEYkMcjCdy6NHrq08v481i0m1PSgKn5OosnXuPN5tu0bJuElBfkJV6dep3m8Qa2ZsLO0AO/CiuXDnakmqiYaQSo2nyF090zPFef5zrX+JnvyRjRoEnbzHKydorhzA/0+ltkKx5//yBIRfxxDZ0vUdOAdC5h4fgC3dY8ABvcI2OEx1MmYZoOosID3eDWxk1Wf1ln6+YQ9wesfeyfWrWxL859bTSZLdF4vk5ruklOzpABQwYYDL5Y4iukVEhp0KRCyuDeiBt3fmftxjrDPzNuf5Qf7nflyR+r2j7WptaqMjQDXAG2SY+Y0k6/MgkGQ5Uax+gyxwJ4uH3/L367eZ313l2unr/3TD6sj+zIjuy/tL8BCpKqoRrgC98AAAAASUVORK5CYII=) 6 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESklEQVRYhe2XTW4cRRTHf6+qe9zT8+GJZ+yEsckikIgkKAQQKAsEOAq5ABKwyCE4AAuWHIBDIC6AlBAuAQGh8BWBlWAmjm3G81ldj0W1PSYwbTt2EAv/W6XuVlW/+tWr96qq4VjHOtb/S/I0jNaXKzq0Q8paZv32n0/Ux5GD1a6m6seK4jHGYCLD5u2tA/djjhzKeVQVYwzqwTtP7VqqB7V1ZB6rLpcVQFXJbIZVGyo8iAo2tmx82d13f0cCli7PqEgwpaKMKkOMN5ixRcaCcQYRwVrLxlf7gzs0WO1qqh4PgDcetYorjyEBRmD6FuMMNgsejKKIjZt7wx0KrLpcVpUQPiqKKzn8TAYpSAI6AAYgmRD1Y4wLIR3bmPVbxdk6NfiTj0xhwKZvzajqpIk3/m9QRCApSBW0orjKGJc4XOLox31OvF8rtD+VuvQxqh0Yf/rPNukbiUoUhqWiYQoTT1bLkCoBbg5wgAcGoL38PZfB0JprsfLJ6r8yRFORTSjRB6j7bAKXvp4ogIigBChXGe/AyAKY0xCfiRj/5MCDepBRbmCQw3rPWqkztfvpYORTkkLyTqy2O2mqTOJKEw/VHOoUmBfAXgH/MEPauZ3dRn0+aL/9ckAwKYGWQguNdceYWsVYIbMZvpyRzWYTqAtgL0OcxagD5qfYFkEzxXsPZAcD26lNQVOPdxnSF8QKWZRD1R6DuhQyTroGMzM96VQUi+Xh+f7URsUxlmeWVj0ZDmywIxEBqvEYVBxjtiwU5JuqYr2l82KvcLko9hhAAtICjXzwngtgkoA08pi6HDxltmxR2ABgxdK5WAy1PzAD1PMFswfSBUogbTDPh0CPszB9RZ7aVufC3lB7g5nJYkme8urANAW5qMTtCLpATyAO2bq9Z+6WqgZP7ROqGMzsuhugBKRgqmDPCOacID0YrzrUQxRbbNnufL57U7d+f9O3bzDZhksmnrMNQ61RJYotzmU4uigeN85QVcSGI46a/DnbO9APBubyWhOCnRLYuqF5sslL85dppS2+41t+6N5la7MHI8gGHgz4kiIRRElE59LBoYrBSvk9CUUa0FpocXXpGu/OvkfdzHKr8gWr7d8ZDoe4XgajMCCPhwS610dPfHqZfrTOF1epgtShvljj5TOv8GbjbeZsk5SU5+Qsr86+Rv10HVM1YWfognagf/1wR6pCj0k9lHSxzPn2Bdq1RX7kLnf4mhEjGjSYNwucrZ7jzvw39Hp9slWPbh4GKWjqqJLPUalD+VTC0ukl2icWAdhgnREjPJ6EhCYtRIVN3WBlY4W17x8xWBmiv0H/Q//EXpv6YeWm0ZmFErVnazTmGmQ4BvllMGwfp1NSyqQ0aFAmZbQ+4t4f93j06yNG98d0b7ij/a+cv1PR5skmlRMVhmaAy8G26FLayQyYIcFgqFDlGdossgQeHmw+4JeVn1nrrnH/yvpT+bE+1rGO9V/qL0WdonLRJeTXAAAAAElFTkSuQmCC) 6 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhe2X3W4cNRSAP9szm9nZn2yzm7TahFxENCopqqJKRblAoolKH6FwwUPwAFxwyQPwEKgvUKm0vERLJRSJqoKINoTmbzL7N/bhwrO7oWQ3v0Vc5Iwsz8j28efjc3w8cCmXcin/L1HvQ2lptSQd06EoRfaf7p9pjgsHi9dikZ7gcGit0YHm4OnBqee5ULB4LRaXOXCgjAIHaFChIn2SnmquCwMrrhYFQESwxmLE+AYHShQmNCRPkhPPdyFgE6sTopRXJUrolDpopzE9g+opdKZRSmGMIfnpZHDnBovXYnE4AJx2iBF6xR5EQBdMy6AzjbHegkEQkDw+Hu5cYMXVoogSwFsqK2TYCQsxHqzti7KKsBWiMw1AaEL2fxwfrXpkwzdaxg2c+GxCRIZdnHb/hArw72WQktAr9ciijCzKaIUtKl9UxuofTf0twhbw/b/7RJ9GQuCXJUpw2uEih61YKOdAU0CGj8w2kObf/YWjaUw12Pxu80iGYCSYzsuXCD8M4aJPIgFQSiF4qF6pN4SZAeYhWAjIfs08mAO6uYK2/3bOsVXYGjn9aDDwWxJD+HkoQTLsKgz9ykXOW2kKuAbcAFbA/mWheYTO/GzDQT9oTgdWyEsAEspAmRhBGYU1Flu02Ek7hFoCliG0od+26aNVK6UQKzjnsNhTgvVbY3Cxw2YW1VIeKsihKu9A3fIRpxONmhjtvqIEg6H1UWtkp/E+1gcrOzIyn2byUbZiofYOVBhiDgyMiTcRwThD+vH4FDXeYuD9rAEucN7Bs3xUhAe7gd8+k0ONdhsAjDKkN4/Pm8eDaaCag6RAgve9JvAhsOJ9Sid6rKX6ki6dLJmPB9MMD8t+yGeg6gq5KQTNABJQqYLQR2s/Zx4WEfGWOiHUeDB9qNZ4K+UnuVpQqEUFKWSb/qwyocEUzWD44aRu3Mm27+RgfbiIgeV0TVOulTGhwWaWhASHw/YsIv4oMaFBdP5uj3f004H1nbwfnQXQVU39ap3l6WUacYMXvGA9WSfdS6ELru18mioIBBBEAemt00ONByvkdd9aNWjMNLg3d48Hkw+Y1JM8Kj3iTfMNnU4Hm9qBDzocRNC93z3z7WXk7eLw7YAqVGYr3F64zd3aXeqmTkzMdXWdO5N3qM5X0WXtAyQBtoD757tSjbdY1ZfibJGl5hKzlVnWWecZz+jSpUaNGT3DYnmR59PPaaUt3KaDvfMgeRm9qocIVYiuRczNzzF7ZRaAHXbo0sXhiIho0ECJYld22djdYPuXbTobHfgd3NfuzFYbOVA/1lKYKVD5oEJtqkZGRjt/NHpwM4jzp0aNmJjuTpdXf75i+7dten/0yL7KLva/svRzSepX65SulGjr9gAsIaEwiAyIiNBoypRp0mSOOXDweu81Lzde8jZ5y87Kznv5sb6US7mU/1L+BjifkMZE7xVMAAAAAElFTkSuQmCC) 6 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcUlEQVRYhe2Xz24bVRSHv3vvzHg8Yydu4iStk3YRlQpSqCIQVRZIkKj0EYAFD8EDsGDJA/AQiBdAghaxYlMJFkAlVIkW2rS0DW3aOLZjzz2HxXUcaGvnL1IX+Ukj2dbcc7459zfnHsOxjnWsl0vm/wiaLzd0yxWUNWHj6p0D5ThysGylodoTBMFai40cm1dX953nSMGylYZK4UHAOAMCWDCxpXXl7r5yHRlYefmUAqgq3ilO+6EFjIKLI5pX9r6tRwJWWp5RY0IoNbCVC1YMrmcwPcUWYIzBOUfzu71tqz0sVLbSGECJBYkAa5CKpZcrvgS+BOqgwFO5PKd7iXuoipWXT6makEcNFEkAIbOQOuh46AjGQ9w22CKsi13Mxre3R+YeWjH76dmRT1Z6d0ZVd24R+wxUZCBzUInQ3NLLoUjD1Y57VD+cHxl/OPVnZ5W1Lnzx53P3pO/MKJEBGyolVpHU4KsGKlEAmoihUBCFjkDLh++DihjqE3UefP7jCxmioWDWhOujU8qX9waL04tTCsHMiiJW6eVAZgLMdAnOpETzVYrfN0LLEIWuhAAdAQERZS3pDE0/HAwgtZA54vdnNGru/Lz93GpAUgMVG6BOluDVHJZq+L970EifjykaHlgUGZF6OFhiILEQGTQ2YBUkvF3GGbxTfBn8+L+gFiqwWCX2DgoPU+UXhjbGoF4QEfy+wWBgYMkKfAGmLRhn8REBqmr+C3WhSuxibFMwpeGh1YAjov3a1aEeH+2xyEBmkYqlQMIxg0LUN3rtGag4xm3qzl6/CEoVJ5bW68OhRoNtK3VQT5CoF1pBIRDZ4L9aFDy1GCrlNvtv4Qg542idv7Jr/9wdzAJjUQBpeWj64L9GCmczWKoRe4dtyshKbau1sDvU7mDWBKCoPyl0BQrFTCbo+ZyokUNTMK0exBYlGPtZqWqo1B6hRoPZvp+2+1kS/EYlwsznmHM5tITiQQcEXOxw5Xiw/N+HuhO7p+3bIxg7B1ZqB5WztYRKrYqLM3zRoUkbQfA9j6pinMXFEWr7n73Z1ej7Ays0mNwStjKx2LGYyZkpFqcWqGeTXOcmN5pdWk83oStIR8IxlXiIDFGa0Lrw/YEGhRENtl+u7WrVYurT01yaW+KD8RXGbYWv82vcbzxia2sL39oaeFAoIHV0L/9w4Oll+DwW7XiKsYjqbI0359/gvdpbTLpxMkq8YmZ5e/w8Y2cmsZU4vCBND2s9uHztUCPV6CNpLECVZ8dYaJxjtjrDDe7yM7foUlAjZ9rWOFc5wy9TbdotjzzowtPiMEzAqLHnq0VlLCI9WWHuzGlmT5wEYJ1NuvQQlJSEOmMYNTzRJqtP7vP4t/tsrW7AnQ7yyfUDV23oQvvNRU2mM6qnJ6hNnKDA06FLhy4Wi/Rng4wSGSk1cjJKdNfb/PHwDo9vr9G7t0nx8U9H+78y//WSTs7UyU9U6djeAKxJm4SdfpWSYDFUKNNggjnqIPDX04fcXL3Fo+Y660v762HHOtaxXkb9AyblmbPmHTvUAAAAAElFTkSuQmCC) 6 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEj0lEQVRYhe2XyW8cRRSHv6rqnunpac+MZ7xpvAhMCCRBwUIQOQoSOAqRUODGduDEDYkDB44cOCGOHJC4cUNC3AEpEC4s/wCLhIJAKIkIjonteNyzddXjUBPHIZnxGsTBTyqp1dP16pvf+9XrajiIgziI/1eoe5G0uHBS2kZREMXahe92tca+g8WnT4p0MxygtUYHhvUL3+94Hb3fUC6ziAhaa3AOl1niM6dkp7n2TbHCwrwAiAjWGIz0WJxDCZgwoPHV9su6L2D5hXlRyqcSpWgXI7QTTDdDdTN0ZlFKYYyh8fX2yrpnsPj0SXG9a6c1YjTdQh6iPHQ6mGYbnVmM9U8FQUDj/DdbrrsnsMLCvMgmpbJcgM3nII48WKsNrTbKOsIeIEBoDGtffjtw7b7m12+/PtCw+adOiMitR5xWt0MFBuICJEWkWKBbLJBFObIoRzM0DL383MD8/anfeUNYWoYPPr7jmejJx4XAgNaIUjitcFEeOxRDEnugahkyC8555dIWZNkmRRQj1SqL7314V4agL5jWfrxyTvjks43J0YlHBUAphfSU6hYLXqlqGcZqMFMnmJ0m++2SB3MOOl2foNUGJzjnWMqFfZfvDwa+JHFE+MwpCRrNjds3ayDKK0USe6iJUXj4fpifw/69AvWxO3M65/+wc7g7f90GWC70IzBIGIBW4AQxGmUM1hhsIY8tJ7egjj4Ac0cIrfNlHK3eNbVSCrEW5xx2x2CwYWAXR9jMopptlNHYIPBQQ/HtUMcfIjQG3UhR+VzftKIUBmgeebavxwd7LAggjnBJTAYo09vEQeChKqXbocIQs94E6b/hRATjhPSRcwPbxWDFwPtsZBgXBH63ZZkHjnJQGfKemjtCaIyHcoOcA0Zp0mP9ldo+mNZQSjxg2oLGuvdefRwOzcD8HKF16EY6UKmbkR7dGmprMK29MkFwa8tnw6haBTl2iKA+Do0UlbYgDBC8sf8dIuKV2ibUYDCtAdvrZwpyvnWQFFGz06jD90HaIltcAieYMMAUoo3pm1/qxsm2yrdNMOUH+DL2XjO6UiKplDFhDpulNFA4BNvNEGmijMGEIaKVv7ZuS6PvDCyzvoQ3d2cuRJcSauPjzI3WGYmH+ZmQi4110htr0OniWm3/mur1vyCKSI8/v6uDwuAGC95jUQ4qJUbGxjgzNctL5TplHfJFMeSveot2u41Nmz0PWt/Rozydsy/u+vTS/2gdmA1PUUoYmpzgsdlDPF0Zp2ZyxGgeVHmeKI9SmplCJ0W/QRopLC3D2df2dKQarFgpgVJCYXKCo/VpJofKXMTyA2t0ECpoxnTI4aTCj6M1mmkTt3gdbjT2wgQMOvZ8+r5QSogmRpmamWFyuAbACpYOggMiFCMYlMCqZFxZXWH5l19pX7kKl6/i3nx316r1najPfyS5sRpD05NUqlUyhFZvaNg4GcQoYjQVNDGazsoqf1xbZPnSZbp/XiN79a39/a4s/vS51MbHKA4P09JsgDVw5DZNi9BoIEFTJ2AK34yv3ljl9yuXud5YY2X+hXvyYX0QB3EQ/2X8A0f6nD9WK/f+AAAAAElFTkSuQmCC) 6 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhe2XS2/cVBTHf/dhj8fzzGSSVJM00KpB0EZVBKTtAglSFfgGBASbqh8APgCLLliwBIk16wqxRyqFbYEtDwlVKkJtgaahebnztO9hcSdJSzuTNE0RixzJurble87vHv/v8TEc2IEd2P/L1NNwWphfkI4y5JWw8f03e4qx72DxqbMivR4O0FqjreXeHuD0fkO5NEVE0FqDc7g0JT59Th7X175lLD+/IAAiQqYMhj6LOJQIJghIvruy63j7ApZ7eUGU8q5EKTq5AlocJu2hsh46S1FKYYwh+eHbXcV8YrD41Flx/eQ4pRFt6IV5CCNIu5hOC+1SjMsAsNaSXL28Y9wnAsvPL4iwnanUhGRBDqLYg3Xb0G2jXEbQbaGzFIDAGjaufj009kDx6/MfDhVs7qVXRWT7Eaf0g1DG+vN8EYkK9HIF0iAiDSJaKqD05uJQ/4OpL1wU1pbhy88eeiaae0WwFpRGlMIpjQsjsnwJ8kUPVK5BloJzPnPtpr/eXLiCeq3G0ucfP5LBDgTTGpSGc28LVy5tTY5mTwmAUgrpZ6qXK2zDjIzDxDR26ijpzesgzsOlXe+g0wZxOOdYDsKB4QeDAeQiiGKC06+LbSVbtzffgSiFCyOfpXINRg/BM8/D7Bmytb9hrPGwT+f8op3DDQk9GCwIoReCsYgJtpyJNihjyJQhy+XJ4so21JHjMDNHIBm4FEbGHulaKYVkGc45sscGgy0Buygmcymq0/JQ2nqofOlBqGMnCaxBtxJUmBvoVpTCAK3FFwZqfDCY0mD7YPkiKaCU6c+yHqpYfRAqCDDteyCDN5yIYMTRfGd2aLkYnjHwW79SxxkLudjvLGP9/VLVa2pmjsAaD+WGKQeMVjQXT+xYP3cG0xoKZQ/SaUIz8fqrN2DqGMyeIZAM3UqGZmrTmovHd1XUh4MpvV0sxUGvC5UUVRlFjpzAjjWglaA6TbABghf2v01E+pnaHdRwMK0h649agwm3KrmaPIo6/Bx0mqR3l0AcxgaYKL+9pvs+6kbcrl7f7sBUHwh81sIIrEUXqxQrVUwUkLVTEgVOIEt7SEtQxmCCAFHan7tsR6E/HtimyJX2YxCiC2VGJyaYOzxGvRrzSwjXmgnNjXXodXHdtv9MBb7+2Sii+e7JPTUKwwss+Oqf8zuwPj7OuWNTvPVshUqo+SoqcLvVoNPpkLWbXoNZ6it6LqJ74Y09dy+DW+v7ugPiMqWJSV6cOcprk1VGc4ZYw0xeMX+oQrkxjY6LfoO0Elhbhvf3DgU7ZaxQhrhMfmKS49MNJqslrnXhx2XoClQtjIea52pFfkrGaLWbuJUluLf+JEzAsLbnoy+EQpmofoip6WkmR0cAWM2g68ABkYa6BYWw1hNurayxcv1XOrdvwdJN3Ccf7DlrAyfqTy9LWBun1DhMdaRGCrSdPzRsdQax9kfV+rG7vsrvt++w8scNenf+JL343v7+VxYu/Syj4xMUqiO00aTioZIMwvuUGSnf9BU1NEKYCgFx/LW6zm83bnF3I2H1/Jmn8mN9YAd2YP+l/QODzJ41tmCABQAAAABJRU5ErkJggg==) 6 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdUlEQVRYhe2XSW8cRRTHf7X0TM/qyWwxthMkE5vgRJEVAcoBERwFPgECDuEzwAfgwJGrETlx5YCQOIPC8gU4EkhCJBCQBLLh2Bm3Z6mux6HGM4RkxkscxMFPKtUsVe/9+vX/va6Gfdu3fft/mXoSTgvzS9LxhpwV7l/+Zlcx9hwsP39GJO3hBbTWaGNZv7JzOL3XUD51iAhaaxCPTx35Z8/KTn3tWcZyc0sCICKkGIzqs4hHIRgb0br89bbj7QlY9siSKBVcCYqOLqDxGOmhfA8tDqUUxhhaV77dVszHBsvPnxHfT45HI8rQ0zmwMaRdTLqBFochBcBaS+vShS3jPhZYbm5JhGGmnMqQ6ixEeTAxpG1wbZSkRD4AAkTWcP/SV2NjjxS/fvm9sYLNPnNaRIZLPPpBKG3B5iFTRKICPVPA6RinYzZ8ROnkm2P9j6Y+/b6Q3IHvPnpoTTz7kqAtKI2g8Gi8iUmjEkTFAJergncgHlwbekn4vnnhCuq1KrcufPBIBjsaWYdx/C3h4qeDzfHTLwqAUgrpZ6pnCgEmrkKhCROHsbVZ3N2fA5h4SLvBgWuHNiKeOzozMvxoMAgCtnmiuVfFutbgZxnMCm9iyBQDVHES6kdh5hTpxl0oTT3sU3y4YPH4caFH/mMyYWiL6GjgTJRBaUOKITU50szEEKqxAJOLRCoFHJQaj3StlEJ8ive+X6s7AYMg4CiPt3lScSi3EaCUDVBR6UGogyeIrEH3WqgoO9KtoDAKNpafG6nx8RrbBIuKOEBhBsBpVIJs5UGoKMK4dYY3+xFQIhjlSZaPj20X4zMGQWe5Ol71y9+7AGxiiCtBU5OLRNYEKBmnHDBakSwf27J/bg2mNGTLAbCXQLcVtFeaguoRmDlFpFJ0r8W4TG1asrywraY+HkzpAKTtsOS9Q+VrSOMYdmIKXAvlEjARQhD2v01E+pnaHtR4MKWHs9IhS1Ho5Ko6i6rNg0tw92+BeIyNMJnccPs/HupBU1vfvu2DbcLZeJA5natQLFcw+Yh03dFS4AVS10NEUNpgbIQoHT6Tknw4Xug7A9sU+WZ1mgw6LlNrHGRxvkG9mufHG3C13SJprUHaxbt2eEzZ0P9sJiY5f2JXB4XxDRaG2Yor1JtNzi7O8MbzE0zkNF/8VODm2hSdToe0lww06DthX/fj13Z9ehl9tO73MDJFyJYp1ac5uTDLK0cr1AqGfARzNcULsxOUm4fR2WIokG4Lkjvwye6hYKuMZcuQLZOrTrMwO8V0vcTVFfj+NnRTqMTQLGrmnypyMWmw0Uvw67egs/Y4TMC4Y8/rnwnZMnFlkplDh5luHgDgXjtAeYHYQj0PCmG1LVy/vcrKtSt0Vq7D2jX8l+/uOmsjN+q3L0im3KTUOETlQBXnoe3C0P1KBMhHYVTiMHfX7/Hrjdus3Pyd3uofuM/P7e17ZeGdH6TWOEihfIB2qgdgrS5kzHBdbANoMQNTJZgpA+L58+4av/x2nb9WW9w7f+qJvFjv277t239pfwMzGJxmvelddQAAAABJRU5ErkJggg==) 6 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
65%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhe2XTW8bRRjHfzOzu954bceJnaR1kiJVtCopVBESkANSSVV65Agc+BB8gB448gH4EIhrDpWgcOGAxKUHXiRUBErTir4EmqZbv87Mw2Ecp4XYTtIUccgjjdZe7Tzzm//859lZOI7jOI7/V6gXkTRbXJWONUwkwuP1rw81xpGDFRcuifgeXkBrjdYRTzYODqePGsp7i4igtQbxeG8pLl6Wg+Y6MsUm5lcFQERwYjC6zyIepQRjYvJb1/c93pGAFRqrolRIJSg6kqHxGNVDSQ+NRSmFMYb81jf7GvO5l7K4cGkA5UXjiQCNNyV6ZDgKOAoIBuug9NKVfS3rcyk2Mb8qwq5SVhIcBYiKoFPwbXBtFI6YFhoLQBwZHq9/NXLsoYrppasjZ1Y4eVFEdh/xop+F0hGYIkQlxGT0yLCkWFJaNqZ85oOR+YdTL30idDfh18/+9Ux68m1BRaA0ggpLqFKcKUNUCkDJNIgF8eDa4Jrh/87EFdRr09z//tM9GaLhyBrQsPihsPH5oHM696YAKKWQvlI9sl2YwiwUTxFVTmO3fwtgePDdkMC1QxnBs9lLhg4/HAzApGCKxI13JZJ8cFsGV4VXKZhSgEpPQPkc1FZw3T8hbeyR1IcJ4/Ejhh4OppN+ixAVh2TiEQxKG5wYnJrAmcldqMoSVJeJtQNtIZvZM7VSCvEO7z3uwGAAKhjY6yLOW5S0UMrgJOpDlZ+FmrxAHBm0z1FRYWhaQWEiaK29MtTjoz3W31nelLCAEjMAdqYMcfVZqDjGyBN2F3sPKBGM9jTXXh1ZLkYrBsFnSR3fi0AXw85SUbgfV4OnqsvEkQlQMso5YLSiuXZ+bP0cD6Y0xJUA4ppg8+C9tAGll6G2Qqwd2ueMUmonmmtL+yrqY8B0AFIRgy3vLapQQyrnibIGSI7qNUHHCMHY/4ywfGrfUGPA+i8FpfstGVRyVTqNKp8F38Tm90E8Joox8cSg99Mv9eCp8cu3P7AdIAiq6aCcLlQpVaqYLMa1LLkCL+BsDxFBaYMxMaJ0+K3cWKMfDGzH5Ohw1Qk6qVCrz7G8NEO9VuTndbjZzWnm2+C7eN8GNBIloCKiOKV57cKhDgqjCyzsqhVXqc/McvmtBd6/OMlkprl2I+PewwadTgfXbgYPisVbQKd0r1859Oll+HlM7Z4OiCuUp+d5/bXTvLNcpVYxFAtw5qTijXOTVGqn0HEplAqbQ2cTvj08FIxTLKpAXGFicp6lMw3m58rcvAc/bEDXQjWD2arm7GKJH1sztFwT37kPdvt5mIBRx56VL4S4Qlo+wcLiKebnpgDYagYo7yFNoF4GhfCoKdy594iHd3+hs30HWrfxNz4+tGpDO+qLX0qSzVKeXqQ6NY110O6Fpvs7EaCYQLEQ1Csm0G1tsX77AQ8fbNB78gf2u4+O9rsye+8nqdXnyMpTtHsa66HdhbwNyVMGSJMAWkqhMQULNUA8dze3+X39Dn9t5WytrbyQD+vjOI7j+C/jb3ZOmojk2V41AAAAAElFTkSuQmCC) 6 31, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaElEQVRYhe2Xy24cRRRATz16pqenZ9z2jJ1kbAKyIEASkggJ5AUIHAEb9sCCj+ADWLDkA/gIxA8g8drwBxAjgXmFEEJs52VP2vPoqsuixnZIMg87DmLhK7Wmeqrq3lO37r1VDUdyJEfy/xL1OJRWm8vS7RsqZWFr7esD2Th0sKRxUUT6eA9aa7S23N3YP9yhgiWNi+J9AXiUMoAHNEpH5Btf7cvWoYFVZpYFQERw3mCMhA7xKCUYE9FenxzuUMDK08uiVFAlougWVbTyGN1H0UerAqUUxhja699MZFM/KlTSuLgL5b3GiwU0XqX0fRUnZZyUEQyFg3TuLZlE7yN5rDKzLMKepwpfwvky6ARUDNIB6aBwRGYbrQoAImvYWvtypO2hHtNzH45cWTl7TUT2hnjR/4ZSNrR1iqgqfVel8DGFj9nuRdROvDtS/3Dq2Y8EtwE3P3lgTDz9ioAFpRFReNF4iXHUQKcByMyAhAzFd0Dywftg4RqajRnWfvr4oQx2OLIGNEy9J9z5dHdynL0sAEopZOCpvqvuwdg5iE5i40WKzq8gPsBJLyiQDojH49lol4aaHw4GoGPwCVH2pljV3v17Zw+Ct+LgJTMD9jiUn4PKEs7fANt6UKf4sGjx+BGmR3isNHgsIhEhHD2CQSmD8wYnFRxT90CdhvgCkXVQFFCefbhqpRBxeO9x+wbb6dYJ3iU4CpRsD6DsAKp2H9Q5osigpY2y5aFaRRRGw/bK80NjfASYDpmlEjwphYASM9hHO4DK7oOKMNwFNTzhRASjPfnK2ZHlYozHCHFmmnhvgSRklrKhJOgsxFR8gSgyAWpk5IAxivzSmbH1czwYGkx9kAg5+HaIPduC0tNQWSKyDi3tkZ7akfzS6YmK+hgwHYCwgAfdAylQtoGUzmDjFkgb5XLQESIhsO8XERl4ajKoMWB671dpoDSo6ikqXkSVTgE5RXcN8BgTYWxld/a9h7rRfqLtmwxsp8DC4IgJx4y2GWmaYcoRrl/Q7oH34FwfEUEpg7ERIjq0tRsb6PsDk2LQvZOdJbSt02ge48ILszQbCT+swurPbfJ8E6SHLzrhmPKh/tkoJl85d6CLwugCCyHGVAwmozk7xxuvLvDO21NM1TSff1vl+kaLbreL6+fh2PEF3oV5vV/eOvDtZfh9bOd2oFLQdWpT87x4fpHXlzIamSGJ4ZknFS+dn6I+fRJtU8KB3Qa3AZcPDgXjPKbroOtU0nlOP9ti/kSN1T/g+1Xo9SGrw1xDc2ox5VJ3lu2tHF+sgd98FKZgfmjPwmeCrhNXj7OwcJL51jQAtzcDlBeIS9CcBqWEO1vC1Wt3uLX+I938KhR/4v/64MBeGzpRP/WFlCpz1LInyLIZCgedbni0DpkIkFQgiSGrhXavc5vLV9a5deMK/c41isvvH+53ZfXsijSax6im03R6mqKATg/aOZSivXFxKYCmCbTmYOEYgOfv65v89vtVbt5qc/u7pcfyYX0kR3Ik/6X8A19TqKFDz5wQAAAAAElFTkSuQmCC) 6 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpElEQVRYhe2Xu28cVRSHv3vvzOzs7OzDXnsdrR8iJoQ8ULAQRI6CBI4CUhToeBVUdEgUFJQUVIiSAomODgnRA1J4NJD8AzwkFARCSURwTGzH69nX3HsoZr1OlOz6EQdR+Dca7Uoz95xPvzn3zBnY17729f+SehBBTxUWRLUNKi9cXPt2Vzn2HOxUdEZS6YIDrTVGe1xa3zmc3mso61JEBK01Dod1Kaejs7LTWHvm2Hx+QQBEBGMNYjIWhwMleMbnYuObbefbE7D53IIolYVSogjbBUQ7UtMlVV2sTlFKYYzhUuO7beW8b7BT0RnBZf+102gx5Lp5coR06NA2TaxOccYC4Hke3zcubJn3vsDm8wuiZNMpLw0IbI6QiBwhbVq0aeGUpe1ngADGN/yw9vXQ3AOL/0397tCCPZl7RkQ2b1FO3wFl8MgTUSAmLwXy3QJBGhKkIabp80Lx1aHxB1K/xXuyzBKf8tFd9zwZPi0GD41GiUI5Tc6FRLZIREyeiDKjWFIcjjYtWiSkpJuJNYyOjfLx4gf3ZPAGgenecZ7X5As+6y9+PDwpAEopkMypfLdA2IOpUqPODNPeLFfS33G9o0sHgDYtBIdzDn8pGOjYQDCAHCEhEaf956TpNTYv9B6CEpU5RUyZUcY5wEGOMMc8K/YfatTviulwaLIet7FpdgTmE+ATYPDwxEehERxaDEYZjDXkbJ7YlvtQD3OMo8zhfIslZZTxe8ZWSmHF4pwDu0MwoF/AoYuwNqWtmmhl8KxHzuaJbPEOqEc5gfENiW4QqNzAuEoUGDjXPDqwxofWmIdHSETkYkhBK9Nb5BHZIiUqd0D5vk/TrCMM3nAighjH+eSxoe1iqGOQ1dkIY3gucy8lxcMjIKRIhYMc4ShzGN/QNOtZ7QyRNopzyfEt++eWYBpNTIkcIS0S1mngEzBBnRkOMcc8zrckujHUqQ2dS45tq6kPBdNoAkI8vP6WHyGloqockuNMeHUSGrRUgoeftQ91d14R6Tm1PaihYBqN7f0qNDkCwl4nn1azPKQO0yJhKV1EcHjGJzT5/vrbX+pi3LYe37bAVA8IsjrbeM2UdIVyXCEwPolNUQ0QB6nt0hTBKINvfJRojDI4Y7cs9B2B2V6Rb+xOn4BYl5ioTlCfG2dkLML/BdYvN1hLbtGlQ9u10Gh8yfpf6IW8mJzY1aAwtMECBIQEhJSoUBurMXt2ivorZfyyxv+qQOvvOu12m6ZN6NLBkoLLXH658/yup5eB04Xp9bACMTElDhQnOfTELBPPVgiqBh1B7hHF+FNlpkozFHSMw5HQYJkl3mD3ULCFYzGlDCo/yfSxOuXJIvYyrP0I0gFdAb+mqRyOqf40TrOZcNMt0uDW/TABQ8aeD/lcYkqMhweYmZqhOjkCgF3JoHCgQjBjgBLSVWHl2iq/Lf/K9fY1rnOV993bu3Zt4MJP9AWpBjUmi9OMVkaRFKSVnWj6k4GKQEeZezqC1c4Ki3/e4OryFW50/+Kd9PW9/a78svCz1KoTjBRGoKX7YK4B6rYxSocZqI7Bq4M3lY02q9dvcfWPa6zdbPDSyvwD+bDe17729V/qX1nxnD/jczD7AAAAAElFTkSuQmCC) 6 31, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAmCAYAAACoPemuAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmElEQVRYhe2Xy24cRRSGv6rq7unuuXg8Ho/jS4xwQhQcFFlIQZZDBI5CxCYSK2CBeAIkYM8CseIBwgtkhdiyQEoIErcn4CKhSCAgFolx8G3cc+uqw6Indkwyk/EFKQuf1mhaU1WnPv11zqkzcGRHdmRPlqn/w+lifkFMSyMR3Nz8bl97HDrYxfi8dKQDDrTWeNrj5tbe4fRhQ6UuRUTQWuNwpC7lUnxB9urr0BRbjBYEQEQwViMm+93hECX4xufL+rcD73coYIu5BVEqc6UE8q0Ipx0dk9JRKam2KKUwxvBV/fuB9jww2MX4vOCyd+0URjRRJyQkR5s2DdMi1RZrskme53G9/vVj9z0Q2GK0IEp2lApSn5wNiMnAmrRo0sIqR8PPAAGMb7ix+U3fvXsG/wf6nb4B+1JuXkR2pmind0F5eMREFMiTl4h8JyJMA8I0wG8Y3ihe6eu/J/WHvCsrrHKVaw/NeTE8Jx4eGo2SDCp0AUWbp0CemIgKQ6RYHI4mLRIapNhdklSqFT5e/uSRDF4vMN193uSKfMrn24tfCOcEQCkFXah8JyImpEKZGiNMM8GMN82v6R84BIejTQeAJi0cDuccwUrQU7GeYAAhOWJCXvEvSN1Ldga6h6AEQhdQIKZCmWOMcpoTzDPHPbvGBGMP+XQ4NFmNu580ewIL8Anw8fDwxdt2ZkRjlMFYTWRzDNniNtQsJ5ljFus7UiyjjDzSt1IKKxbnHA+e7kBg2aAhJiJ2Iam1NFQTowyeNUQ2R9Hmd0Gd5TTGN9R1Qk71PiYlCgw827jUM8b7xliWWSEFl4cUjNLbwEWbp0xpF5Tv+2yZBkLvhBMRnBGeSy73LRd9FYMszqoM47lMvZQUD4+QHGVKnOYEc8xifMOWaWSx08eU0ZxJeis1MJhGU6JASI6EBnUSAnwmGOMkTzHPHNZ31HXSV6n7NjsA1GPBNLpbLE035QukWEZUmTNyiglvjDoJiWri44F0y8h/TERQRg8M1RdMowGLRqHRBPjblXxGHeeUmiGhwXK6gsPhG5/IhNvrdy51hTMy0PENDKa7F0NIblu5si5RLpTxTUBqt6AOOOjYTtbyKINvfLQojDJY4x4b6HsCux/kWXYaAnxKusDYyBijc+PE1WH42aN+a4uNZIM2HZqulakrAR6G0As5m7y6r0ahb4GFHbXKlKhVa0xdepqh18fRQz75Lzwm7jZptVoktkmbdnYfumzd5fZr++5eenYXD3YHJQpMFseZef4k5ZdrmBEfYoV6JmDoXJXp0hQFHeMQ6iSssMpl3j5QS9VXsRKFDCoaZ2J2iuLkENxy8MMWtAXKGl3zKZwaYvTHKkmjybK7xwabB2EC+rQ9n3FVShQ4FtaYnppmeLKSDay5DMoBoYKqQZQg65b1pTV+Wb3FUusOt7nDe+6jfavWc+F1fU1qQZXjxUkq5QqkAs3uRytw3WIaa4gVlLPvtfY6f/++zJ+rS/zVuctb6fuH+7/yp/wNGRupMZwfRjeBlAyq7iB4YFmoskgtaJgwMOXhcGzcWWfpt9vU/9lkfm3/SXBkR3ZkT4r9C9A1nDHtRUPaAAAAAElFTkSuQmCC) 6 31, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 6 31, auto;}
}
div.testarea{
animation:rwdcur73736 1.6666666666667s linear infinite forwards;
}
