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1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe2UzWtcVRiHn3PuPXPunY9MhmSmnQlaarQhH1alNRJCERGLG1EI+g9UF/of+Ae4E925ceGqQhd1I35sggsRaanFRW0tDRannUyT6GSa+bhz53687obGFsVqBXGe3Tm853ceeM95YcyYMWP+76jfbzw/e0q87DSpKTPUk6xfeP2umn8Sfedi5cCaSKJwXI24Kb+GhtmFT+VfE9BuBmsKlGt9So9sEE806OiIwtK3f1vi5PEP5OWn37krZyTwzMyaZNwsbmaSJxfrnHzxEoeX6yTqZxIC7JFv7ltifv60JKkmHqa8MPfmvpyRgBYHzxR5qNzj2bmrLFcbHFmsM/H4Jm5mA4mamEPrf0kit3BOykufSZQ0qIXXycdDZBizUnttlKMBVmZeFWt8SgXLU7MNSt2E4obh2HabkomYrmxi4muQtnGnP/lTCXNoXbzHPhcj1zhaOM+af46X0tOUh0MyOrvv5bsAyhi0W0DZAntxjcv1ZbxcF++LK6zmFXXTJVdJ2Nq9QTvI//HlB8+ItVt43jarcz/wVu0SxeYO4fe3yfXbOIUp1MAZ1Y9knpt/W7LFKvkDU1jfYnUKrkbHXfrEtPshjc2A6zcTOt0iydAgg1Oj887ER6JNjPF3qS4EVBZbLB5usnpzh8qZi/R2I674r3BxcpZ2cINe1OFC86za98dPHPtQWmmFni4ROhYRwUiAVQGeMyAO92i19mi3NMnQIQkTQONYhfESCsWQqZmAynGNPAqJUuR+7DJ/uUd1q00nsvxkD7Ldv0V38Avnm2eVe6fA19+9cc+hk334S8kYF+I8UaAQGZCmKUbHiChEXBzH4Lo+jjNN3LSYrsFRDlZrmtWAqNJD3+6R7nQgNChX72/B/aL1eyKOT8b3ML6P8S3KWLTN4LoZxDMUbEJRdShJG3evTti/xVdX33+gE/aePLH0sZw4+u4DnaxjxowZ89/jN1DzFEpaa5ZkAAAAAElFTkSuQmCC) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2Vy4tbVRzHP/eZTF5NpplHQptMy7SlVReKDsWREetAQXDho9pFd6WbiqW4E/wjFIqiUEFw4aujLmoRajsbLSoOqIhQax+OmWTyvLn35ubem9wcd8rYVKfjHdzMd3n4HT6f3+H8zoGtbOV/jnQ3xY9IZ4Uku6jA5eCFu9p7p6jrAmvnhEQdSeuiAMLXw2D/s8DDkW+FkGp4gzq2VkeKtyhMDvBKOfyBAv1NEjhS/FwY9oB2/xpupE2FCr2Mx97RAoGdAhHhkvtsKMe/RuClmTOi4+u0/Z/JFR0K4zexpkws8360agy9ug2lk8LtBmGx/xI4NfOKoNdmVFUQiSUePVyjuN/iai3Fja8cdGcH+V4Gw9S42J0PrXsAGcDuNGhbJfBtdu1YZuqAQz7rMFa6wXxllekgi9uIY5jhXb41Am//9IZku00adhPnx8e5cqZF6bNlvOs9JkQBtZvBqsb42p8Ltfs/BQDe//09yfRNap7B6s1ZvjyfYWU5jTt2D2YdLtkPbhj+GG+JfxUAcIMuLdegK2VwgmcY9E9gVlwiOBtlM6edFYHaZ056c6jEGoFPyuckt++w6pWp+hK3LItOq8G7V5/YUPfziY9ELKEjxy1Qhk+P/PeFTysLUhAENHo1Gr0Gry2d3BD80Mh5EU9qJIoeiq4jKdrQuqEv4cLKB//pss3qiyI97hFkHQzhUHdM0oP80NrbTiCMZCYUtKyPmza55jWR1TTBHVChCzy584rIFVym9q5Q8ldpWwGOr6PI2aH16/oN15ujuy+KTNFmj/IFbf97pqd30epsR6+P4A38zRV48aF3xLacwfbgOw4cvMzOMUF3xEDEDlL+TUWyUpsncHz/y0LxaiQskz0zF8g9AGMTFocVleY3VWo9hWh0AN4mCXT7BorXwe4nWbywj3vVZYr3JUke+pWgKTM57rDwy+zQyQrtbX++cEzE5Si6GiWpZwnyi8R2j2LdKmKV9xElzes/HL2NF+rn8lTuiFBVlagcJaGm0BMyOpP0lAivLp0eygp1Cj4ufygBPJ1/TnR6Fsl+kpEERPV0mJitbCXc/AF1z0Elfj0FkAAAAABJRU5ErkJggg==) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe2Wz2scZRiAn292Z2dmp7s7u9lks2ksrU2q9KKIrbUIglgUQYxNobmVHEQE/wGPXgoF8aCCeqoBhVJoQfDixWulaUAxTcXWtKGb5tf+mOxudrI7883nQQrVXdI0ThUkz21meL/34Z33fWdgl13+Y8RWD08NvqVCJI6Zoy89hG5kODv9wZYxj0q8183x4pjSYzqmZpDRHfSMgaWyKJmKMndvgYnhcaWLBFk9RyrRx8a+u/gHGyxcj5FzC49X4MyBSWWIOH22gzc0Q/6FIsNv/MLPN1JUSjbt25FWHwDtwQvT6iNn78cZdHj5ZD8vvXON3N4aVcvH9eNU1hWnU1fUYxP4cu4jocw8KrmPW9fz2Hf28mTdIVFKU3FjdJROGESZ/m8CAOem3xX35gaQd07w/RdHKH+3iTU9RMy1CEQDT1YiFeg5BZ/cfE1Mej+qwv4TGP4o+fVZnspKKktraCLaRuyqwH3Ol46J0m9J5hcK7Mk/w0DKxkknEMr/dwQAvl49LpZvW5Rmc6TtIroZ4qtoX8GWAn9KvCq8ZY3ar0lErI2mBYyJqcgm4aECAF+tvCnqSzHkUhFNKTSiG4VtCQBccCcEnkCXOtCJTOCRV9sYnylDKHylCDGJCZ1LanLHK3JHgae0j5VUBlILUbpAhQlQAhVPkpBZpKahhE7aEuzJ1rCsBplkkw+vvt+Vb8fmJ8XnSjNiqFQbmWyyGNYhbqIFGgUnoN8ysIVOpdrhoJ1CaJtshi7nfjr7l5w9F9F2uKzeExNiSulhBpW1Gcjb1I5C1vZIb8ww/lyZ+ekmjfkNyrPPYjJKNVjpOmfbTdiLC94Z0W7F0Vf6yTeHSV4zqa4k0ZWBqK9x5PAih55wMXyTWnuVhud2nbHjCtznojcu8GBS/qAGh0wC6oTG09z4fYZiqsXCnI0UJkEo6fT4kv2jCjzI+dVXhCo5OJUCB8zD1Jaep7SQo7L8IlKkaXaaXL73bVfPRSYA8E35uPAWbZp3M/SPvE27PoZlHWLddwk02TMmUgGAqeWjol2GtZsSJUbYlBqtoMXF0qWeExe5AMCnt14XfqtOtVXGlQ18FfFfzC7/K/4AeMosCrwo2TsAAAAASUVORK5CYII=) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe3WT2gcVRzA8e/Mzuzs7GS72ezWmO6mLRixtPinaCyK4KGgFwUPSiFXofSopx6Kp4KoB8GTeCqCYsHYgyBevKikGCqKVaMmRuomZpNN0p3Z2ZmdmTd/vHqSfZMsePB3nt/vfR7zfu/3QDLeZiGTzfm3UGUTdMXgXeXSoSGkAZpqEBdVrpmXDwUhDQCNxABRV1hsvH5ghDTAzEyiUkr/eIC4Dz47+s6BENKAomqimAo7s2t0HlolnlP58ui13AhpQDWrU4pMvGZI9/mAlWfv4J5Judm6ngshDSipBtZwAk30cU6s893ZO6ydDPEbOkvNj6QR0oDz4pJiZRMYP3v4t3T4dpLlXUG7GmMf97jxyFUpRI4uADOxqHYfxPw0QvmizM7tgCW7y35FoVd1ePPhCyMjtDwA3VAoRlNYzikSx0SEHrqTsGfa+HEbW9weuVYuQHDEJY2hGBWZKafMtgIobdD1b+GIIX4Sjxfg1nbREx9TeCTZXYbZb7iDEDdL8IRgcXVLGSvAUbYRyk94cYibhgwTgSsSUlJurG6PvDiA1Mf/jCtPzme7gUN/OOD6L6Pv+P/4z0Xuf/fa449mvcTDHvb5YCX/GciV+N78xcxNbOx0BRsfVwgGUcwnax3perna0PIaDJQCZvEZ9NJdzHQZteizcKqViTjh499Hh+SaBbpTRfTqbGxX6HbmqGgv0qw8QaNUxtJ1Xrr/xHhngeobYIbsE7LZNzF0hdMzcxwrlyjvfUMvESPXkgZ8VXo/axe2cKbXKdcqpHELa7ZMIPapDy2sngBtD1gfD2CQ+vRqm7jzS3D2AU4GE9z7V5Nz7Tplr4erNXn1+w/HNwsGRZv97HPU+QTzdEDrh4gzbYNjKzqJW+aFP9+S6gRpQF/rEd6jcySapr48SfPmDNM/TmDt6DxmXxxvGy5qV7OteBcjrlD7eopW5xyTf0zx9MZC7otICjBI+6RqxlTwFI1faxibRc7vvXygSSgF8BQPLVUxOyUKccZzvVcOPIYlz0BCIcxQ4ogLwRuH8gaQvgkLmUoWJoexNgB/AwM6Rjs/zNrMAAAAAElFTkSuQmCC) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2WS4hbVRjHfyf3/Uhm7m3izKSJ006rFawW8YFYdCdWEFdT6cZVcavVhaLuRLEboXbjpvgAF+4E0UVF6yBUF6KMiiAUY1/JzGTyIOnkcW/uzXExKq3JjA6ZqIv5wVlczved78/34sIOO+zwHyO2Ynz8vXvlUj2mUelz/tXFLfmOJODkwqSsVFxq5RTV0OTqaodqscPFdy+OLELd7PK1BV3qhkKtGKGVu9xU9BDCph73qdIaNTYAiY0unv/QkPVVhas/aSQuaIjPUuR+fJSp0v0omAghyM5n5agCBjJw/B1FEmuUSw71ooWMchxYXuE28QKLNY9Sr4ji+qhama4MR42P+thp5MdPI46eQYpAodOw6AdTrHV9LrU8VHsfv+y9k7OFQ1SXZ/ApMdv/DqEmUBRldAFBCEdOI+NAQZMahuZgmQ6eP83UboPLjTquWiWTL1HapWL2qkQuqGECKTevQHY+K23DwJtO8c0b3w9tWAHwyCmkbao4qoptKbi6i2GrWIqFpTiE0kJtTxO1U1TLNoWwQGHlV9aKAYUPLg88nJ3PyoSeQHdVrKRGepeFa2l88uy3A7YqwNkTCIhYP8B1Hf76l6a0dZfExCWaTR9NT6Ith2hSYGk3vpd/IielDoqhYCQ1hKPRk0k68hr7PH14CTbNIfDiQ10B3d+/lja0u/3YnGzpEU7axLJ1WrFOq5Wj62aJGgto2dWhfhuO4VYxMwrpnM2e3R6zVganYxN7dxBk7oJoAl3vc/KcP9A0f5uBf8qkZ+FnNPIpH2fNZrIdEVeKqOp+dPMB9OhtTKc74LdtGfj8lR9EOhOTyjRI5+sczDd4ePkrZn/WuFWZIWj6tNqDftsmAOCtY4tCT15BeEVSN4fMzN3NXNFk6dwh2q0OnSF7a1sFALz04BXRN6q03BL6PTVuOVBlz+Qisu0TdvvjFwBw4r6KuKas0Ji4gHH4C/YfrCGFpF4f3JxjEQDw8uGOWJOrNL2vifeeRxox4ZAe2Jafis145iNVRo0pmo0eIU00I+D9p+SfcceWgT948/FIBNTo602k6PHXQRy7AIAzT3ZEVwbryz64cReNvQTXc+RUQvb765Pw6XP/buwd/r/8BujpJ2y+fBz0AAAAAElFTkSuQmCC) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2WzYscRRiHn67u3u6enp6ZnZndmdl1Nh+IC4pIEsGDCH4eAiJKAgqeRMkl/0EgB4+eFA+CEm+CF4l48ibixYMQLwkq7qIzJhJ3srvTuzPTH9Vd5SkLm2QXDN25mOfW9Rb8Ht6i3yp4yP8d47Diix+d1HGo+Wc4IQpT/v5qcOj++0EcVHjni8d10zOxhIU5b2J6Jr0zj+gHJuBXJjijhN6tFbqihxPYWO6B24sVuPB9VXvTnMbNNsmPZ6gO36YetLEaNktv9Qvtwj0FZJoh/9Isbz3L5s4Sg+EJHkteo+51sD2H7tnijsK6c+H8N46OhnN4kznIXNZYxeuYXLefp8VVkmaIkcmi8vcLnPva0fHYIh34pLLHleWYU69co5FBMPmDDSGJpcFUeuUIhFsKY3MenfXJ/Q6++yd2vEGns4u7PMZOZ+gNl1GYFC9w9nNb60kVW7boHTkCwS5OYw3LjXGCEVGi+fi5G4XPAQPg1UuWVpGmmi/QqjUJ6ja6MkZUtnBdxfvPTAsPvo0FkCUayzDR3pS4ukNuCz47PSkkdOXNvlY5KEApxc3L+7u493H6Evrb9w4fzf+Vk+dX9Xaaok2Blhqda1SswBKoNCPwg2ID7+TlD57SiRKEeU6mFOnEASLIFEIpPObungNF0u2ZVMQiV4c+1+MuSRBgIajNfkKIKfV6XK5As72Fn9fp15vcsB9llD9BQ1ZwLZ+68yXdllOuwMLiGHs2YtFZYGHwO4Z4kmo2wZ/+zOqJHapN7+DbsAguPj02TDPheG3MC3KdY9fWWVFrHDu6Tntpxidv/GaU2gGARG9TsToc3bFZrG7yS3wFb3lAuxcBh7wHimI3hlSlZGTsTn9AHf8OZz7iwqnIgHvchkUT55IpAqvrMev/imglaDfbq5d/BLOMWzLEamqGakQtkHz4ktybP6ULhDIiSkJmxjaqlpGS7auXOglv8/qnnpYzcGoxl9/V+zJL7wBAnKUYLneFPzCBVClE6f/bQ+6TfwGfkya5O8RZwwAAAABJRU5ErkJggg==) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYheWXS28bVRiGnzNXexzHl9ht7NYJkKpRUL1AQAoCBSQQsGCDigSLbvsjWLOvkJAQf6AShQ0rxKqCDVSqIqRCgShqmibkUttJfBmP535YVJXY4LFspyx4pVmdM9955v3Oe2YG/u8SwwYzX2gSDYSIsK/JoXPHlTJsUKoSzddQPJW5m6p86gCmqVJQc+TdImozS+mGPnWIRFuXb9TkQvtFtrZ6uIv3UM/10PM+998KptKSoQ4AiGyEYRUoKquw8T5is4DWM1m5bU3FjUQAxXAZ5LcQzhLegzXSO29jbuaQm4L6d2cmhtCSJjgpGyFs5uabnL3/AnpHw+wIGqFBs6vy/Jd1mVbLrF+7NVZLEh3YftMXvWyTxaW/qLizvOOVeV3q1PsB88caaa8MXWuctYERHAAw9AhXaXLpwp8Uty9iO2XijEDKWcJjndCJTxfACSTN4j5KtcGjgc5DeZ7fSHHg5XFbDmHbHhtg5L6tfb0ml3aX0XfT/JLdod118I5coiBk7+ZPY0dyJAcA7IbCXf8Qz4oZNFwGnQEikux98/NE58HIAP4+BP0ug6ZPjMr+V+M/9T811RfM/IeXpaZpZAoZZksWdz79NrF+YgxHVeWDValnTIzSDEpeJcrFvPz5u4kH1cgt+DdVP35VaoaOnjXRrMcXSkysNZD55HhOBFD7aFXqeYtUMUNKC4i1NO5xmUh2EDmXyGqdLkDqjEW2bJDL9jBsh+BkQMsu0A0yEJ6gZ3uJNSbaA6kqzMzHnC9aPJdyOKs1sDyF2F7A9J8lDv3TBfj1kx9Ef66FXXJQqzPU8haXEVzgIkZLEIXJ5SdOwfqVdXGQ32a3GqKdq1HxX+KZnRrLj+rERzoLt7ShSZhKDG+/9kDsp3fZKB/g1h9SyXl4tg8DgdcbnsSJY/hEd145FN6PngxXTFZiSakl0HoZoqj9dAAA7r5xIrzv78nmpRPm/likLzrI7vB7pnYSPtHGey1xKPf4vbJOaErchCBMHQBg68qRaBtd+mKADIbvgVMBADi6agtXDwiU8b+WpiLlui6V69P/oRkd4LP/cPFR9Dd+Giyw4DJVkQAAAABJRU5ErkJggg==) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhd2WzWtcVRjGf+ec+z13PpJJxkkabJKqiW7cVFxIRaJItAFBMHRZcdV/o39Bd7p1JXbhQrQI0oVYPyhUpBSaqkkZ06ZWTWYmmY87M/fc46JY2m5y78y0oM/6nOf8znPe9+XAf1lzp1bN4um3zCgeYqiD11eNcF2cgo9TkNi25urZT4fysrIsrr77pkFKVD7EKuUJwgnCqT5x2BzmbABk2oVzp04aK8yRO1LFq1ZJ2lMMNiQVq4I3OWDxwqtDPUXqBHLlAonng1OhfcWhdXOOsNSh1+6g7ISo1Bjm/PQAwayPNjm6F138ayuYnmCgf8XrbII0xJZ+vABWCYSo4x2/i2r6vCFXqBUD8tEN+pHE7mUqp/vKVLnPnV81rWSXp7fmWfjpRZa6munXfuT7iTZX5iJ2nCb7KzcyeWbC/mX9K1H87hlztXSbP73rNH4v8VIXyiYgX9YoY2exyw4A0HzlNwGw84U0u8UGt7YdlqNZ3KbCwcsMkLoNH1W0dkt0jyg2Z2MutLfo/G0TR4PMPkNNrwdlnT9mZMMQRAHGt+jIHoMPrqf2HTqBfxWvb4qBDS2rTytqE0dJpv3D9c4jMu9viRgQHy4b+tnuNHICD4Gc2RDCKDj3fOqxPJYE7uujJSN0DCL9M4wVwJIgTIKUgrT9MNYnEFoTdix8P/1AGhuA+8mzxttXzMcz5HP+kwVQXy8Yo2KmdYmZYpVAOuS+XEpViOMB6GqsnZj8gYffCyiKIrabbhaNBcAiJq/7hIlmcOBT1hVcWz0ZgNy3C0Y1E47WXSYjRf1agQkzA0G6BEZuw2AvIF8zvHfwMuryGpday9ivX2LyqTJ3U+wfKYEXPnvHTNSKvH3nODM/rDG1fYJFexrnZ4dqY56jF08cWogjJeD/VSSoe+j9Crt2gPT6uEZTHuRp7Jep91rUHieA2XXpapeNqYSb4Tf0cpeZ3CzQi7sc7PVRyeEflJEABnfatKKYPSVRSmJixe1jf2BhkWxHSNk71GPkD8ns+kmTJBrLutd2RidISyEdSe3jz0f2///rH2rYDXweoU8WAAAAAElFTkSuQmCC) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhe2WTWhcVRiGn3vv3L+5yTiZZMbJhCStrRCJC9GF7pqFoEjrolQrVRRF0FVx4UJcZi2CCIKgiwiiRhQFBRelChbEggsVNWrakjRtktbJ/N2ZuXfuuee4cSVI75xkdr7rc97v4eX7vnNAR6+fUbz1lNK6+y+ZOpcs18RSKcbbp/cNoQVg+BYOCjcB853H9gWhBSCeWzF832EydRkLFdb7+kloAQD4gUvNmeRwt8JtLRPvMz2InC5AGkBlUKFzJUY0BVvqJnx1WqkJl/j+94ysPtoJdF3JoBAh/hD4aw6z2w7uRhu7PqB0/pnMaWgDJLZgLx/iyCL2+ix2fBFn93vsq9fxdmBh9ZVMENoApgehl3Jo0eER/wQvX3yQ5eq9LKw3CK52CToe9725fEsIbYDeAytGTkqKVVjKOSxuHKfwseKYf4Ryx0M0LcxQ3tJHuwkBnMhBuglM3iTtVNgsHONy+zpxME681UGKeLQAuZ5Pw0r59PDX7BW6bAQdbgw8omaLJIrJqREnkG5Lfh70MactEtmj240Q3QgZRWx9vpppFPcFEF8LGbRTklaPtBujRJK58IHq0KnHD+Rl/F9auuOJk/uKX7th7nntVTXYi+nvhiT1FkokXPvik6H9tDehU3UZny9SODqLP3M7RhBQPX5q6DS0AObOvaScUsq0nzDtCoKpCdzSBHY+oHZiOAgtAJmPMKyQtHODeLtDeqWLmeZxJoqYXp7ao9nHcmgA/7unla1M/H6bev0X2j+1aZwL6F2QWAR45RJ+cTyz39Cb0I0NylFKbbPJXivir9/vohgW2eUSfk6Rny9jNIPRAUxFAYsbNg9/e4SptWe5ULJ41ztP8aSPM9nDHoOcYY8GoPzli2q+7nLnuoXcmeHX2iW+ufs37KOSXqmBkB45EfPDC8uZxzHzQfejJ1VF+izs5JjaHHCZBmtzA+RcHlEE18rTXFoZeg9kTsDoK+Jenz8TyY8zfcKqQ1L2Ua5ELH1o9IetPCyAiCShULTHJMm4gznukTyU/fv9X8pkYL1xRklHASmWDeL5g3vzMyWQpkACnF01xEFV/kfZFpFUcPaDkfx0/gao7kODz96P5wAAAABJRU5ErkJggg==) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhe3WS2gdZRTA8f83883cedxHmqSJNhciDdoq9VkXgqB24aqiFLsWuioIQl0oSu1KcOGqKFZEa3e2YN248IGrFmmpulHkGjEPTa9jSL25uTeZ9+Nzl6KNaaBzLahnfZjz48z5vvPBvzJeOqG2mqqVXvzYe0pHoR99a0uI0gGmAZYBupZjvHbyuojyO1B1sGoO43mMzCOMN05viigdoFyb8bEGE06FHX4fTSswz3zyt4jSAenhAyIxTJqWxUiwSqNzGYIA69PzGyLK/wVAKg20XDKeK4bSLnbsQRxtmDsQgKja5JFObSajsTrN+PxFhrxpRj/87JouDASgVSSym/Fk715euNTkxamQe1oXGZqfZvfrH/wJMRhAWqBbOrdvu4VHvGH2vP89T3fb7JxboLFwhb2H31xHyEEAzJUAy4bA6RHadaJ8P71YoDKDOOmh6VdzBwKwF7v0/Jhp2ePjO9aYCTLml13COCDNuti2MVhAMeMx2015u7tGEvSJlE4SLlJkGUWaMHfprBgoIGp7ZL2IZLUPRUEah3itq0X/sZi468CWt+L/8R8P7chxJV5596YMjNCeO66UY6CpAqduYrpVjJpL4VqklkHhWuCaFLpk9aH7Sz9KAkAcfUfpIsctQiaqFYbGKph1G9+uE1dMNN2hCAuMJR9rcYW1nxb49tTLpWDWPyJePaUMUtyowx7zR5S+gnQ0zOou3OA2tCsSy5QsLEUsX24T/O4xf+HkDSPWb0J17JAoTpxVUWzQSgR3dz7ngeERrF/atL7wGes36YqY/iikMiXzgxutDfxlHWfPHhT5yHb84Saz2x5HnVfceeE+jizt4+G53YTLGWEcE/c75Gk5M3vNeyB55gmR7WgS3DrFucm9dOw+ZCAdWDZ8sBOKLMJrnSllBjZcRtn+x4R/7hs1KyWn+zN89/PXmEaDzmSVpN+mSMtpP2zyIooefVDI2jC/7dzOV7scvqx1ybI18izl19ZHpR3HTZ9knaf2iaqsY06Ook+5qCIkT/2yal8fANB6/qCQcYQ0CiqWwvvhJuz1QcYfDl1DiG/CBx0AAAAASUVORK5CYII=) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhe2VTWhcVRiGn3Pn3js/987vTWfSZGImNo3pj6IRNYtia5aCuqim1k03Cq4EF4IoQnTjsqAgRd104aIgguAPuNGVtIIgasSgkrZMYoeZ6TSZn3vnzrn3uAuUSbQjM6vm3Z6P8z585/2+A/va190uMaqLJw6eVpqIomk6wowQy9qs/fh+n58+bOPJ8WdVJJZAKAMjbhFL2+hxG6LarvVD7cDckZeV7Jrouo6eSJE4YGLMCfSxFHojQ8WP8NuF52/zHFoHHj21ojypEXoaZsvDCluYOcGGozE9NUErkaHX7LfbvS//Qz98tyLM/BiqIEj5tyi2fIJyi5jfpBJWadkm9VR6dAAArpPFL+Sp3lOgHfqcauaYlQ3y/hZRESUwIqMFWP3orGgWD1FemGctnmY62eFM9SpPyjbxTh3hdQcDOHb0RTUoxI13lkQvW8A9eZjLGZ9S3adUvoEe6kjf76vfNYQTB08rXY/hdSMcf/gNZeWzXPn6tTuemM5bj4vam1+pLzpbZLevMdOzEM0tzJ7x3wBTU2eVho5hp7HzOYimCKzEnXrvyNdj3LTG+UZbZK7TIoyHhB1vb4BicVkJdGJWFtPO4MzHqUwqZCvAcGMDA8i3l4R45XP1a3uccu06GUMi/T0ASrMvKE3YGDGH0qEQbXqTq7kmfwcCI3wAw7QHBgDovfeMEOcuqm0zT6fRoRcGfTUagJF0sA4UuO+YxeKRbZ5+qIozu0HCbiKSEVxLYb/7/cCBBFAXz4muiuO6AdIP+853grXw3Afq3sMpFrJ/UGQVb9Ljs58M/modpRLO4Jfm8V4/MfTPaycD0hljXcTxg/s5ESZY+uRLotuLXLpZI3xwgs16Y9jetwP8fGFZANTOX1EuSWppxSNlh5PVBr+vV5C5sZEA9C2ia68+Jn6RSS7PHOfTkiSfTWG4AYbXGwnAnm/qrHyrZtu3SK1tUlV1VuNJVGYS+eHyUHOw5yqurzwh/pQ66zMOMmcTFQLVcYfp/e8AAPXzT4mNtqAsbXoyQuj2L5KRAgC4H58RrhRIYYLXP8cjBwDoXnpJBO0eKhhNEPd1d+sf1VYe10TdYkkAAAAASUVORK5CYII=) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhe2Vz2ucRRjHPzPzzjs7m+xuusbEaCgJsS0Wi6W0QrUixIulp+pF8Cziuf+A/4E3kXqSehCPLR69CMWLCkGLyaGartqYJtlNusnu+2tmvEhK2F3xPQQP7uc47zPP8+E7zDswZsyY/zviuBpHSx+HEAKemPDLeyPnRCM7LHwSVHB4Lwm/fVBa1FiBLPqkQpP9Q50caWZAm0BlIi47G4Cp5iQzsxIVHxCf/yKUElDnbgUTpZxoOCqTldLD65dvBzNhmZ6vUHvqABGn6Ne+HioxXCAW2EafmYUIO2lLCwRtUMZgn9ZECwXStpGhN7R2QEC//lVQcZ94qaDxfI1Ko/wRBGuI45g48ogTjurJXXRlB3Pt24EUBgQUOaa+iTvZw9cKbFWhl4fHNwovK0Q6ZmYz4cXOLlcurHF2ZhWdbNF885sjvY7cAnvtbtDJr7xwapP7c5JiL8NWNCoy5GUM4ghrBOfX95lu3mPat/lxfo+DnQbd5AztUQnovMui/pm37CoX1h8z/8djrBUYY8qMZ1Jk1ETKbL/H5UaXl9faXK+vsTz9E828xaUrnx6mcJjA4ht3gshbvDO7ytXWBqc3HrHin+GH0wfUjGWvhECj36GeZyhV0NsuaPvn6ASL6VeZSns4XxzWRgAvvfJZcL0N6m6Vha1d4s5Vnn1wk/16l/W5PZo+5vcSAlPJNv3twP1U03rwKptG0dkSbCcSnzxCaH1UYCLr4ArJ2apnJ53nu96fCK6zXyh0t0vd65HDhlG0H9Lecdz1jswZkm6GdzmFTwi+oFp7cqQCYPnih8GlKdI5tJdoIZjKCiKl6Uw02ELS85KVlRv/+pd8aen9gHP4IsP7DI9n5eGXA/sPFy4uvhtCHpDCIKIIGRRKaRySPJJ8v/bRsTxcA03Pzb0dwt8fpFCgFIVQ3Gt9fmwv55gxY8b8p/wFYdIKUHs5aPMAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur72644 3.3333333333333s linear infinite forwards;
}
