@keyframes rwdcur132266 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF+ElEQVRYhe2XS2ic1xXHf+e795uHpHl4ZNmS7BkrwnYcBzvUhUBLaWPaFLJInLgbL0yhpNBNAmmz8KKrLrJQkjYbl0BdGvCi0IJKkk2hBFLv6lBSF9LYYFlRNYqr52hmJM3jm++7p4sZjTSSHDlQ6KI9mxnOnPM///s/93EG/tdNHjbwbP7lrwvxHwn2KUUBF5zgyLsZVs95NI4DOFxJiSZD9Or14lvl/wiB04ULGCn83HN9LwExAB/Do3qMgwwCjqZ8RkSpm6PonCBPXytO3NkP39svwNjHf+jZ4Z/g2dim74RsFm9DxHUcj4FuTh/maBrz4bNjl4b3w3+gAvlvvXrRhva1gea5k+KMBwrhBoO1KmcaI8iOVEONg0xziBgWDwFKrATzMv2rKq033i6+P/tQBPLnr1gJN95R238pEQzbZD3f8/vJVpbRukUaK4ACEAce0wgjn6ME3VhHxB35GIWSwDMTxcmPdtbbowX6ktr+y4D1XHzXrymXAJsCP9VdwSl1JADB7gA3GGII5IA/vpq/OPYQBORnu33b6G1+xrIgHkMoya53tzmiza+5CPfTLySQ/+YrzwNpYj4cGcblU3AgC5k0GAPAuml0eBrwfAa1S6krfwLIAilajBIxiCJAHHNxJ4EezQT9muaPoIcOg2eoqxCXNNIykD2AVCvMlzYYIdvehCaJF9Y7K23iETKo0N/Bq1NhtKPOMMK0aO6BChReeAE9UxjV4VHwTIeRUhtaAVEQD80coDI4wOexzh3jwq7QKiuMbCse0WRdtjZ+H47TqlzJ54/uSUCPH3+S/srlnQyDvg3qQ6uo15E6leGzgQYLfgVck5o4WrJATgP8Tk5Ig4rcRQl7sJo0UXjv5UKhq/z2FvwAaQJroKmexEa6QquvRnx9AFtLEg3H+Ef93nyoaxMi5a+mVC75qA2IaEiJBouwx8ZckCUEzsVVnwI+6CXged8FEGZQTkMihqZ96GuHhAphvY6sr8Fareqt3P725N9+8SnAm/nnljNiXkmlhdyAEuugOgfrdaFShuWwyjLzHSU4u5vA1nphZBYdOAGhv+UWoN9HMyES3C8zc7N7z69nb922Q6MMtg4junWwjIF0KsIdrPLp4jS62lbFg0f2asEyME4uDnlBuAdBGg3S4Cx4IRKvIskKHrUCZ5Lff+J4/vp5wabK7oKYOeYWV0hs5OgP0ghCw9apxVcITJXxJHyyIYQBJODGbgLqTyKtJ3Vss/8KsQoSq7RXkwEvrYgFr7RE/HTznbF1/bG3QSFdIBtHMY/XCCs1VmaEcKlXV9+H0aPKzLQQwl+7ne8qvHz3t2RjU5gdz4OAHVZMrl1cwgbx5hS5gkdsqO+sO6nZ8mFlVdp5NgN9Z5XY+O7m5jLg4PpbxeLMLgKzv/ndHEHxD0StniQ7qHjJDhcXYpY/IXughvEhTCTwBFZzMJ+FzQlEBJKPKHaol0DNBwsvbvf1vgXVmX/J7ZuwugRR1JZ7ANAIU1/B3r9JkgX8RKdQ5LqpqwfbKiwhtAAViI+1N10LmBNhCmGiWOy5HHpPQVP/jK0gUx+BZ7DjOaxRpFUG11Ymnm6DCmCDZvug+BBaCBKwXof1zrtoMvBPETY68JFjih3Wo0Dx6o1bRNwCwEV4rUWkudQtDuB35qJYM8AEdarNrT0TbVtOCDSBZmLL11Le+EICADTci9AZ8HT3wBSFYJwjvbzcFi2Eavs9woS7wrvcnfKXhOHX+xIoXr3xMcIzwP1wj7nWbThyC4vYoN71lWrCWk3wmr2xrTq4iNAp73vCsxOTRbcD7sEzYeHyN9I6ZC/2PRZMGOsOAXjlGvFylfFTIVsjatv8VUjPCMNpJdm5QMOKvDt7S97+5Xuzf3pQnX3H8ieu5E8BHwLdCTebg5FxpXP08RqQvC1Ibws+uDZRfHo//H3H8r9PFO8A5zWge/eXS3D/nhA0wJYheaeneE0dr5cW5MJ+2PAl/hk9+tyxWP8x950wznkx5DRkMWaY/IpHDuV7gI1C7hrL769NFKcfFvf/9l+3fwP920uWAR31awAAAABJRU5ErkJggg==) 5 6, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGYUlEQVRYhe2XW2xcVxWGv7XPOeMzF88cj6fGdjIjkzQhioibtA+tyq0RUiUQ4gUJEKBGAgLqQ2irRuShj7zglyJRISGCQKAIIaQSJKqWCkQAKSIVtJCkza2pm3gmxpf4MmPP7Vz25mHG4xmPkxSBBA/sp3PWXpd/rbXXWnvDf3nJv8L8UP45NyTc2f7V54tT058vPOENmrEcgI/PT4rfuf4fB3CgcNQTkzghDHwZZATAwdL7TOFCUpYnNGUPwGDQRG8K6qk/Oy/94dL0ZX0v3da9GB7In/CE+KuC/TmQZNs4D5i94uGN2mRdxEFTRhAUagQ4kjNjwxfLf33l3wJQePhIIR7kT6EGPoKyQQcATJo9pEm3uQSLJEZ8NDVsBA+bNIkHP5Q5NH+28trrd7OxbQryH31qHLG/5eihJ1LVfXZnQzcZXl/mQGMU2SJq0WCUd8gRw2rvNalzVS4s2Kgnp4ov/vI9RSB/+MQ4yv4toh53/VFlR6kuuDZ5K8+gHkSiWoccA/YbISMNhM202zisymLSoD/zcOYDe4e9nb++Vp7uOReqD5IOzwD7t0MLYBkLnBTYyQ7tfqNJ3EFdopUq28H60qQZ/MLW/R6J/MeeeRxl7+1yuU9hKBEgmJgHQBIYxNwJLwHNzrcPL9wVACr28ZZWF/Lj6J1pGPIgPQjSzquEbV4HlE0W04YZYdrGLCADDBKQo8r7MDiAhUo/WfjkwW6TdvePslyi3XlIZ0CEuhFiVgrlO5D2kJUlStUq48rD1Q6IhdCqjEgqAHhAxrQ8q7LEWDs6Ywi3RIOJ57aNQP7YsUR0KP8oGa/jLWKojSxhlAHbxuRG0AmXd2K3iSQC0zpPhiYRZXIGhtrGfdaoSaljyEEzYWBQSoe3T4HrPi2q8uGtOQrcOtUdc+iBAEQw2RyLts9l5yYNXdGrlAlkngSGwbZMnWXK8jaG3kYYSUTFzD79zXx+YoNmARSOHvUYGPg5qhaH3NbMoO2QZqaCjvsY1xDJMrXq3E9v1S4cSUn55bTUDg6xfl8kK1SlREPmgP4uPC9LrLHqBOCfq1R+x4Ylk81mgSyAyLsYswfcGCblgKPAFvA1fi3Ar9bB9f8k63NHim98j4tw4Zn8p0sjqLP2gEqkB2EgZlACkYZqTaiuw3rUYJbihtePbYCy+2DKGozfxCT3QuBs0m2FSSpkRxlZLF0pvjDV2boU+3tlYiSeKMQniAdxxGyWr+tG2GMVri7cRK9EAKhWmLsA+L7GcTQiirEE7FAI1yFMQNBuOCqCWAUkhKD8qYmvPTJy4wfnFgAOHDSP3keVefMWsShN3PfazsB6bJFI1dmVhLd8oVmFEK51/N34yB8//jpx50FzIAuqvwHJAFgZgzhgz/8Ne+Hd6cJK6aXdNe7fnzGPjEI2FRrCCjSnBdPoU0FlHa5eFoCjU8XiD3tSINX6c3pn5pXtjFtDYHmtelbVRaxolswuZ9dQWb6hLQ2rsFaDNDCQglgOalchnO/Vk06BOFxfCOVnG7TNMpyb/Y3E1k71Gfc2jUtzDWvpPMk0uENCFHNRDszlDY0YLCAYQGKGxH6DSvbq8oHsJMd+NDPTmWQdADOnT8PNv8zK9fNIfQ2MRizB8gwSBVirM9j/OIstTVJeb+/XCpbGDDVgFmk1ZAvc9lSJgGXgkgi3FWG3bG8VCIuslGClhMSS2IUEtq2R5hK0W6qbBFGgtMHyG4Sxlmg9DtoGP2yBUIA9DLdsYS2iM64Wq3Ku22TPMJLV+Oalwa+iggWkeRu6pp1qS8TrdcRo6gFoA0Yg7Kpa3Q55mOuW5vc/fnVm/Y4AZr7/8jTwLHdbBqxIk1pZAiDUUKnd5W672RCXga9s3e6/QcB3pRGdQghN0K9YBRHZuTlU4Hdoqw1YqwqW38trDDRuAzAbRHxx6sXija36+q5klbM3dPm1m6e9w+8/Yxq4Tk6PiSGhaj72UhXr7XmyGb+Tio0VLEK9JNjSGqZKQbXCm6sl+UWk+ezzvype3MbZe78LJo/nvyoWJ7tpI+OQ29F1LnyIXxGk2SM6Bxw6OVWcu5v+e74LhgveG2JJWmI8hLT4q2tg2+AmwPIhfq3P+BXgEyen+kO+db3np9nks/l9YvN1NI+hyBJxyRvmj7vL7JGIDyrFaBhy3RjOODGeP/ntYu3eWv+//gfWPwFkIWOLkVMsfwAAAABJRU5ErkJggg==) 5 6, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
6%,6.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGjUlEQVRYhe2XW2xcVxWGv7XPOXP12DPj8SWOx1MHk6ZpG0IjRZQGQVtUJEQRNAIJqASFFyqohBoh9wX1DRGQAKkghFypCEXloqYSVxX1gYfgqlSFPFAIceKknUnSeHyZi8czx+e2eTieGY8niQtC4oUljebsdf691n/W2mvvteF/LPJOgXdOfWbA0oWDGn3Plqoc0Hj1HmTcIn5UUHhsYhL97Vzp5JX/KoG7C0+8TwXRH4FxuK0bJM67dcGOST3m8jag268c4CfA7FzpZHU328ZugPfkZw+DcUYwJtu6AWIc0geIEzcNBhEsfOn4MoAjGv3AcEZeuFQr2v8Rgfz9s2p48sF7I8Hkz8VMjaAMCFxAc7feR5xEB6tIosUjYIM4iiwm4zq6d5S9++5MDy68XruwdDM/N0xB/gNPfAwz/r2YOz4Tb051XwQeuY1V7mqN9U0UbCZYZJRo552Pz4KcDVy8X5sYXzlZOn1tpy/V5/yDJ76AGf8VyIzhx3egTbKx25HIUI/aAO7SJmMkeogZGCRJKxPjE8DLT+WPT9ySwNR9jx9EmT8EUQDKM3fi0QI6kgEV6egKOiCJIPTjpUvpoIa5WxLQZvzz0E2uH/X6DLbN6q0oWEAODQRo3D5kgL99+NHZ/PF9NyWAsh4AIJeF/F78fAoyaYjHOpC3jQYaDUaoi6NRgMYDAiBMSQpI4ZKmxgSadjJdgke2u+yNWSqpdGEa4iHcBiIqgdHKgLOJLJdpuB6rVoOck9w2UePJKhCGb1iHhhtSZkKH+8MEmjXgTVEjN4xA/sSJ/fr26am287Y0xssEURciUfTYHjBNFs0Ktmp1MJ6sorEZAEa3nNtUaNJd9AIMA2OsvP/RqanOh3dToNSPRVVy7JDA8FifuI471ADLQGcztMTnrFpgmZV/rsklz6GOArI6TEVdiqzLItt2x45UWDq2V+tP9xDIz84eRqkPQRl6F02HRGNkmdptV2jsX6cxUqo2ZfnB5698+Q6PWuaqFL9vc4G6nGdF/orNdfTWetgua9Sw2QA40dYZAEPHjn0ceBgCRBpABkwTUhY6E4EBCzEVGp/AcPDT9tcXf/PkLwD+Uj/juMP+mQM6+FKCYCCZgtSgZmgIYglQhuA60GKTRblIgI+GsSNDQz/9c71evUHhrsPeEjoxDV4kLHxAJwwYCRCniJTL17dP+dPls82HDhWa02OTDDtZDL9rNjngIRNVzpdLeJWwrAVUfCv6IdKxPSJhWenbUpAD4TIEFvjRrVg5oJzQQGv1k1PH73uheHoegC9+ZOrAWNzP2eotiryF5Q8S8wew1Qa+0SQQl3clYUELjSoE0KyGod4iEIn9HrAZsGLkujWPcsMfIAZIEgzLwWwufjZyrLV2aCr/syPCzMFc8HjEZDC2Ad4yuNfruEa9J7CGAdMFzd+qggevzBWL5c4aqM/PN4aOHs3qwuC9JPqzopJg7dGoBJjrF1F6hVRSH52ZrD8WH+aRQoRJLBgc0MRHwRoFryLoHRujacB6S5qezaPz9fo12F6GnvcNIs6lPueDYI5qEDBqRdT6RaIxSE5bGCbKT0O5oAkULCF4gDEAyfdqJNFrSwNmnl9+u1R6vWO//VB65pmmLLxSleICODZojRhgpgPEbWEuv4Gq/B0EhnJ667gKN5jNKDSy4AFXRagBxCC2P8QEwAZwToRKjHJPVHoout4KSxeQpQuQSGNOWFhqE9xaBxJPgmGB6fidrwKoZTSpFSHQsIawBkSzcCUi2G7YpwE4Hud7ItybJDndeW5WUcFyj3MA0wr/E80mALYHng++Ab7VG/JNBV626xyoV2158eYENM8CC+2hRPq3UgDT84nVKp1xtSXhgbxrh8nTz/2h2NOo9hAonfxjANyP5h8AukWfGK5PZmkJCbpb9vom1BqCeYP2098EwuVxCvhBn72divr8m+vp/fnnJaJjWCptZnQOQPwAc7WJsXCdXMZBdjSFbgU2rwqmAZGtleXYeKsL8qqvefI7L5a+OX+u3ndA7HovOPRU4WUR/WGCbjrGJyG7Z1t6NCTOCWqjq1IKL9A8PPet0ku3st/XlPYx1MGn8PVr23VL12B9bWsQQPxSr3PAaTZ4ejfn8A4uJkvzdXvkjvQplWADGEczClCvyFokIr8buiyOUWdUwu6z6nu8pgwee+67pVO72YZ/427YlkNfy89IDPwVKb/xbLEO8LmvTu1LDGqFz8rcydKu17H/y3b5F+s4dR2+pDanAAAAAElFTkSuQmCC) 5 6, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
18%,18.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuklEQVRYhcWXa2wcVxXHf+fO7Ox6n347jbPbkKQkjZK2ohEgSCimD5UIlUpFqmhRvhQKokWIL7iifK6I1FaKQEUNVEiViAClUklbqR+Qoqh1CZBAo0CgSWocT+K46/VjZ19j78xcPuyuvevZOIUvHGmkufe8/ufce889V/iYtDf75JcUffvAv1/juWCcNLCO7cHdZWGOgXwO/IVA9Nl5NXv8xNSxyY9jV24msCf3RK+S3lckMB4GUa35KCZ79DY3KsWYRx7Q7WpLgjx71P7JSzezb2zEvDM7boqKnJIgci/IKtgIBnfpXSRJmQYZtAQElNtVY8CX787sX/qrM/Gn/wlAduyHpuUmfiQ69rhon/YItzPKAP1tRpJ4Mg/4QCOtBiIZjAPb+vb+/ivpW+ffcS5oulBoCbJj45sJ6i+grIczpb0xFURBa6gvIuWr4C/zWX0HMaIdenWZpY7NEBFu1T3EmrEVZJY89qyGwxekePTN6T9Ub5iB7Nj4LuA0YnxGadPscbc0YQoYPRAbIOnVyfmDyDrsgs92auSIY7K6VaizTEkWkwIPDhA90N87+ruLxcl6i78qmb3nB/1ofRIY7paqhhcTK3kbImaINYzB0LqsAETawBjIFz6pU0fa+WtcZX0XkU2toZaAwPRCBheNAM9KdswpYJSgK2aXThsR1DfGs49sCwNAP9IuqAnwIqWQQY2mFO1Mfw8aE6crgLIU10/FgE+1Bm25lDSmAUMDiGGhleAGmsiHCnE7o5uKFMkQoJr4k1TRuCHnwhK9LJJpjktoHIQyK/cDxzsBjN6CHhqGiLV64Dyg3B8heTGO5JcapwFYkmUm5Rrb9VY0VRz5N6M6tmrKAlK6wopMEdedp89Bc0XUudbYAMg+88whnRw6hJFSrKPA9KkPeEg8grGwjGgBr+yW3CsXPSm+bKlrM5pgeAQr0agVLhk+YkWuoAnvoSiwJFf37uxN/eZMcb5s5p5+eovW+gWRvKn1QEgBwDc9Kps9qp6NOVNF3NKjk+efP9EKY/e2263e+r5fa1a+tlPXWelqpUEVXErkc5bWLwNfVToafQwYhDLC1Q1UQQ+N4Enx2ck/P3+iff7C5D9XZmT6e2m8fyU20PcJsOUqGk0MHhjPZjcplLp3VUKuN0GEUwc+0lPAPvXic92M/2r61GyFiycWCO36ZuQ1PpDLlFhsTcWKIgdNlOpcd3UdGXTQA5tAN+ORCrI4C/nKBvHBCktcSy1hjqQYiaXpqSfxzGXynoM9t0hlsXNDprQeNPH9AkazIlsKvSMNiQjgNL8G6VQc+hXZ8bFh+/DJfDcAia2oXYMaJQ41HGqtUIGdabg+J1y7siZfh9MKw3itESVtzm9AfgXgjez4WKgWP3Uw98XlYb5zow5DBDYPa0ZGmwHB9LTIGcOZmLiQ2b//PkZiOYZ6buhbVIBZOIeZdkdj0erWzber2Uysr/DAg5n+fQfS93xiCz+LprnFEOgJ16S1LMWhMC9onx//0rYnTACZu/rtYMeOPwLpbkpGOsDyL6FGFwBQVeOQUeDQzsf8M/GC7E5UiQ+Orq2v1MD4ALxC2JZpwC1ZfdT+UF6CZiEq/u38XObOxLfEsPqIJaC1L4MAK1nEqp9H1ew1BxpyPYukB9nsDRAZ8qGv7WJ3I6CGQJWBaqPp0EAduCbC5Yh658W/2G9Deymu12DqfeSKQGIAEMy0Q0SF85lOazJWCw0UsxAUQDUaIjRQMsDbDfPvCfiNg92ypNd+125D0wumGlwN5QKU5zAz3RczFfc7xmWBapfFMy0wslBucw5gKH02BMDzpaNREBNU57XfUDYgvdx5TXsBLFlhWQAr0Xn2tSZfrsvbIQBE5YR4wZvdzaxRwl0mWg1Xu9lKA0gIcFuTpAERnnjlrenVFnoVgH34JNpUjwKvr2oEnegNx8X7x3UCL9zg1lbgUl7wOlcHr9YoDFpTrQd8/fBrdkeQHU2pMzFVdyamfpv59NZz4geYSd1rBF5alV0isw6mPYcONKleiKxLuTUjeCWYKwtBICDg+VBbkr/XFjha8eWbP33dfnc98A1fRnuezB00evVb66VSGdhym159qigX4hek9Sxop3eBA784bIcYXTOwnvJni5c2fT5TQbivHezKMlgKYimQOvRcFmRdE+B75CuOPPTqEXthIx8bAgD4aMJ5b9OBzGngbqCP5r4pOVLVK3Jy2BYRl4ysPRTcwOe4EeGhV4/YNw69STd9nLbTHd/P7ZKYTgKIIVPvPzddAHj8qdxd8aQ2ASqOzBz7+fTMf2P3/0r/AVeViAtLBdtrAAAAAElFTkSuQmCC) 5 6, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGoklEQVRYhcWXXWxcVxHHf3Pux97dddZrx3ZjO2uX1E5CvkkrEdqkKRVCqkQUpFQoDzzAExJIpEKK/BQQCqpIiKqKio8SCYQKqgqECtRGICLRD0IaKW0IhJCSJk58U9nxxmvvete+u/fj8LC2d9e7cfLGvJ05M/P/z5w5c+4VHkA2Dey3Lb3+S6D2Ag9XtfrvvpX9wxP+Qw9HhAcUqgcgJPygpPK/fe3WyQsPElvuZ7A9MzIAvAo8Xq93sNjCUBDTRdOX24Be2tPoSgXvxQvWX45cufGfykrxjZU2hzZ+scf2O94Fta1eb2GyQ28gSVIZtKElIqJYl5UYJtYTfXqd94/8uXdXwmhZgYHHDiod73HSd/t+pHz9FSoF0NHS/rBk6I/W1HlEzMu/0FSWgloYpADN9H6YPP1991TwQAQyTx3eBfoHItbuVGErStvVDb+AFG9B4LFLb8Mh1uDnywQ+Lt1YDOo4zkJxc2SZkJteQPhzE+PwMffUXL2fagB/8rmDiDqLGLvRqgYOYKXQ6U/imGlsrKZMlI6zXifYoNuWwAEcHADHxPh6QHh+JHMg0ZJAZu+3NqLMVxZ1Lc9GTOzUMCLNrdOFQfeyqlQBarYmxhbgtZHMgRYV0NERxDCXlhIRmc3HljfAtxNN+rUELUnPUVqu+gKwq4HA4OY9Dsp6qt5KExFYsy1CwsyyRB3AorVtUfJNOp9wqQQmgO7Y0gf0YZrQ3QVmtWxeUMEa1Ui5MbfrdoEOIqyFXgiZAsotgO7SzjTtC+sSMANYGKkGAvizEwwOT+qHenswaw0WAMUui+SHNipbK6Wny1yWUbbo9SjmEXFBty3tG8AqpvEZJa1rAwpgDrgpYYMtqWefPqQ7PrEPFW+4FQCRGVHpjpC4gUyXEBTizxTK5eyfi5J9vl1y//YJunowVytEKsyS4mNCPqZ+Oi6KBRTkdmZ7u3H6XKGQNTOHDm3DiR0VPW5qhpscACIjpNSvkXkXpmcKEot9Zuzy8SsAb1VNjsQz+78dx/zuI1q3gK3JPGWmyfYALwN7FKb5DcBBZhAZX8FV0D09EAUjY386emX5bhzz+Tj6N50rRIgk4pa4aCJM2PXNTOYxhRh1c/42wm2qp79cfKQtl3PffuGnrYIfc08Fs1z8dZZpohY1KDHPVT5ilulFlenA0ya+txMjXrNU40hnAb26u2oC4JeQbBYK5ZUSpCDho671EfTH6Et2YEq1pXKVOdzJPKWZRmICmDjxt4DPA2Ar9FAKkhbVS1PrfJ1eBVPkMiOfVe6xv0a0kKEh/eHapCZmefiM4y/o43HYkII7U4I72uByVwGnFuno9e0L4PcQPdspEr06vHfQXL41ciAzMJXmZXUPdxFY06XpG1gIBV5O5LTRvnv3NaLwq/Qm21jt3Bs8DDAmL6Ecf7O5IT66dqfk7pwt5PcdHHCefCa1qTvBTyyHDRjQ1jyTlqQtAVN5IfI5+kPXfVMAMiMjO/Tm9NskrFQrJyPpE/MuIuFkdT0zh3VtvNK3Vp/py8nGmMe6rf0aQ4HW0FkA8zqEudYkRu/KmUs3Zf+vxsbmDIDORwJTB1OHsR2FHQe1MI+iEMuewfYvIOF0LYJSZOwZo2MNw2EHHYmS0JuolbrsgO4BKYLMVZtNU71bEyJkk5z58Xvu67AwilU7QVQpVrj+volSkFgNgJnMYw8017MtCWlLg0BkgbdOo/MgC62pgTkDgk0w8TfB0hAB8zTPRgVw46XzE1rkv9WsIyhmoZjFXN36MDudMlL3Pnk2zLU125k2OINQpPoGLIKHEe83EABQleBUvbOYoJIt8VnlNz69oYbp5m8RAJxVjTlHGq9QkTNNBHRRXgTeaR2mJqn5eWyv+e2fLEEQNtvbyyqjNSd+9ubYjSYCYyffKQLPEHH5XuBGwcO/eoeoBdCcD9ey0kSiUptlUaQ5ceJ190hDzPpF4exNP93b/0va1BiamNURxlQUplSxgjWex3SzEGlWpcGyaRB7XAhmIVsUBAGp3ohSTi6Xc/wO+Nrx37uvLCe+4p/R1ucGvqxiusmpvQP6h2pnqyqQuCywLHsRxtJxBo9/x70nxop/RpPv5f/Z++n2Pgw+VU+27IEdAycBEkD8uiBek3sBOPDS99yxlTBWJAAwca7wxpo97XeBR4GllirmpWLCxZQrKbNE/YEEUcQHZY9nf/GCe/5+8e/7c7oo20cySpf5nMTYoQM8MXnj0jH3xr6DA4muXr1TmTxe8cBJ8MeTx9yrDxr3/y7/A0BUdmV1wYYOAAAAAElFTkSuQmCC) 5 6, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyElEQVRYhcWXbYicVxXHf+c+Lzszu/Oyr9kku7NJtm02aROKqI2LQUK+1FjJB0X7QdtCLdQXkBRL7CfFgBg0SIyIJWAoFdRAS0spSATFsmmCqEjSpDGvm5nuZie7md2d12eeeZ7n+mF253U3Rv3ggflw/3Pu+Z9z7j3n3Ed4QNk1+mJSzNhT4kkPgMa9K9int1Mc6SH0lIFhAnhUUiZdp0+mjwYPYlf+ncLO5EHb1OPfFcxDIIlV3MLgEZ1MxSS/yWfBbNt22cM9dCr90zP/swO7R186JVjPNWMGisf1dqL0ABpXbuMx37JPE7iC2n8yfXTqv3JgdN9h1XvLe0YC+1TNYiOj42xiVG9uIvNx5CKaat1ozbCkFmXqCU+4++btqTWPpMOB0X2HIwTuKyj7a9HijmHT6wGtwc0ipVnwHPbo3YToatlXlTmqpBnAIqnDRDAAyMgsd0n/PYwcOZJ+8612PqN5kXzimQnM7jMo84uizZ6Ik6z5KAJmBEL9xD3NiN+HtPkuaMYpMUYEC1XHXRxKsrzRR57eG9/ZM5X78A9rOpCcfMHWof63EONjAApFqLKxLV+KHquf4YrZciQAIyiGKHSkuEyJgiytLic/GZ9YPp+7cn4VqLuqu/qeRIw99TUBWrwOgyWlCeyeFswANuhKh+5aYqNe+Vbyc3UDjVwF3lebFbUEVEP5zojEp2C3nBy9aJQU1yQsyHI7NKQwnlxdNOpX1VLP4ACEw6B9HMC6ZSHFaouFGWuZKI0bbOISrJF+iwIJFonXQmIJoQiEtVXXaTgQi5T02DiEwnXIA4pxi+4bUWR+GXwfgDkpEZYMY3oz4FElRXNBhYCEdijKdTZqXcc3oskDM9LQNQBGX355Ug+MfBMz0VpbgG9V8RIBKhRFLTlIAPgVlp3rBZHqaVtSpUAqQ8N0GQA2VWLcoyQ36n1hVQToArJyY+QTcfu3Z3O5qpn80r6YFnlVZCGm9QDN16KeCbtCfqSCYc5j3lzELLs/tOTusbdTP84CvDB6OHldrrxtwOMT5Ck1Rd0uBUrkyE4C3wF+oPTw7qcReQyKiMyuuxEg6O/DtZZOl7uz3/sg9Vp2FT+ZPppyyR/sYblg3ofcJ+CW3AJAw/OTY2MRhWWONlTuIKQAf00D2soiWxZPpt77WUd9Hk2/kYLZX5ZZuxxLOPxTruNQAkAguScIJkwq7hbMpmGmMshwGZ3YgPaiNWXDgWIGmVtED/WtG+E8s0Glb46HhnvplzjKswiUT1Yv89HdLMXF1sAswKQ7crGO2Ar9UAy6LWAJYamhHVXo3gTq/feH1nNg22N6qD/sAwsssdCICXg4CjMZ4U66DrseLClc94+Ah4Detkq+jgQOdC2+mjy0N9n+17c/P/piJiLPrbdVBEaGNYObamsfLhxLp28aufPnZ+OTkx+nr2s7GyPrcoupsfKXMGNF20742zfv0Gpwd2Ju/6fi43v3x768ZUR/XyUkEgmD5bDeNaI7Apl5wdc8fy6Xu147fKWe1QP2OWCikxmMXo1dvYZKzNQgVw5YcxwY3RGUupYlEitCbBBAUwHiWzT+NcHLdDpgmjC4lR+9cVOdgZVGlDt71ok/ar8kqF4iUVArTwodYMVL2O4lVHG6bsRQMN6bJxwNLD8OfQoSK9WngZIpGIMgeaBca0ABUBGYFiEb5vhvzqUuQVMrFsdBz1xGZi5Ddy+IiRkvY0vnQErENaG8X2MTWNoE/hwYK8UZAMsKvJ1w77xAFVxqv3ZpjGNbvVlHi4tQmMeMdZIDhMN+7ZW0IuUACr2dDci0wdgMhTbyikc9nY2+Wwp+Bzj1jJigWsc+AJYN0VKrY44H+XWKxwq3Olb1uXDlpvpHhwPpE3/+K8JP1jbTkFDZJVTomPFkykKwRhfWTZNPg2sZHPz9xdv1TtrysshNTf8p/umtPjApYFpDeuVCrijnHMxrd+gf9JG256yfB2dWSIRBNc2zSh5KC4KG1L2iPHvinfRfmve1Pm2A3Nnp9xKP7nxXW/6CGfa3GXgxY6mEMZfH/GiewNdEE7WjaBZ7VvDyMF8Q/EDwAwg0lObl1/l7vG4afOXEO+kP2/nu+2Gy6xujj6gofwNabkN3FJLbdT0LRgHCV6Wj+bgOU68dT++9H0fn8G+Si79IXwU+C+Sa8WIeMimF1qCq0DXdSR4EXBDhC/ezD2scQbtkzuZSg7sSZ8RgqxhsAGwgKBe5pz35+cC0dKkKCREswAsCcsARpfj6r46ls/e3/gDfhs3y8GfGeiJ7ggnt4Fw4nv5gFd93YGxg645gS9Ul9/qJ9NX/xOb/Xf4FVaSTYRNEFTQAAAAASUVORK5CYII=) 5 6, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcUlEQVRYhe2XXWxcVxHHf3Puvftpe9cbJ7GbbBKSJk2bpi2IAkJBSiRQH0CVSvtGHxAoqHlAUCWSBQKhgggNUoQq8dASCQlR9YEmqEjAA5VIoSpERaIVTVonTuxkN2kcJ2vv2rvr/bj3DA93P7zerfmUeGGe7pkzZ/7/M+fMnLnwPxb5Zw33Z5/aJMQ+DTwueCj29VGRP+5RJ2OxjxnMeIC9XJfK2YQO/+5U/oT9rxF4MPv0k+CdBNnU1qVJslc/hEuVplxDCVa7fS2gfuSn+R9N/ccEHsxOfgl4AXC74Anu13twW6qAZepyEdDOuoDmnEf03hfyPyj+WwSyhyYzrh/93HBh/DnUpvErSL0EGvCw3keSZI99Q/L4zJHAkMYjpgYr9b8uc+mrBjl3PH964JEMJJA9ePTriPtM3N86EqtMdCesz8byHfbVxvsWCg3uYppxPBTT0V+St6nTOO8ih5/Nnzm3FsusVWQPTX4TcU8CI24jscbaJZ24B4mk+naxTw2bifeAA8QZxkHuV3j1y9sfObgugezBYweA77f1YiNr7QFBvTSYzpVgu1qGAMHps3bw2p9DGZv8+X077+3B7KUr5murh4Fb7nNYlwDEoF43ChkUUJRmn71SWwUmWz/j7/78QALbDhyJoHwCx4GxDZDdQnNnAkbTEO1GYt5UCcSCCXUjKBHAUu/uAxgGhmkyTIktwFDr1sTUe3g1gU4c1U0mSA1t1R27IBoNdwtESeCspKFSQQoFajZg3l1iwg737DOQxRAAGFPwgGWZY0LD1JxAKQEXTZAZGAEe8h/Q3ds74G0pj89joz4kh9DxcRBh2iuyYO4A4BPQlAJKnTgw3gKvcosVbvZEJQ3s0MonJ7PZzu12ALY9+cUMqZFXcUZGoPfmq7E0hsuIIzhBLHS1UuO2n/djzdJvVW7ZDdQyEYyMK1iqVOQGVXmfQXJNZjc2aVTfWFp6vU2M7NGjT+C6L4OH6v42r4HiVV3M+UtTsYL34QvvPF0DOJ596okhGi9v1SqWxgeuLbLMtEyhsLAosutULlcMj8Dax0OTJiIzQACugVQE3RCFdARSHjhCM1GlsWPlO21wgBe9P5yO69wrlgaRGKRGYcMYpDOQHG4FjTqzMts+jkxGNQPtSxiJdJNairA1j8Z3gO+BmrDCmwAmapjFWZBKT1l9d+Y9cnsq8+nsJjYGm/ECD9Hw1lsTYLKLXJ6/jl/w+6LSek2CKZww7Hr3CKRBuArWBW1xMw0Qi45EkduXPwWcbjs5+lh2aAL7EZE5bjCHaxOIDQuQ71ZQfHYmYFqFpYVwje0h4LpnUP0WoxFIr8oC4wNd1iYORpZxthe/su/4A3m3tPj8x2DnaIRnfMtHYz40boJfrvYVeWNg1w7lrQXBh/N/NuZ66zhCyR479ivdO/poD4FVwM6YIi64t95BqjnipQp3R276Q8uYjyvGEdiEkgT8Iqy8J9hKnytmrwvTc/KFn+RyL8FqnrZwGF3pB0+CuzkEdxZnkWoO14XNexy8OK7chSltURAoINQBNw3Jh3RgMqU26Yt34KWO/86Me7UhM28ic9fA9zuz7oYA0yzjzr2FKb4bOhlTgmj33i6lYGUYAuAmQhHQOMT3tfYGVAUui3AlKu//MpfrwrY/5EpjSXcxRf78XslfgGQGd8LgmTL41c4CLwKROHjVMN+thn1QcUyJLwkKLCIsAtExuBETVup0qoMf0JNBnQjkzrxhCfTX4UihUsAx8z3gALFWoYyuhGWgEUDTh2aYsT1SN9BM01OaXIdTAwmEs3ICSwdRBrUDQKTpEyuXOuPiimAFAm+A8arWqWn5xYkz+ZkPJJA/cfYOhs/isABgezcfLmgEpObnEdvtgisNKJUFM6gKt8ys8vtqQ470+VuryJ84+xoB+/HNK7bc7SbED3ALFexf8ji1/mwpFeDKLaFSh9YLjPWx1dtMAd82wiPP/ya3sHbdP2zL93937xXQnabSDcfENhjd3G3BUUhcFMxyOHQNJCOglsmT38v/cD3/fRFYK3a2esiUq1dX6+ZvQK3drVmI5brgAL6FUo0fLzVYFxzWe3dbcvvtUmn8QOpnGpARYTdCVBVKBbGRuDmbyhF3Fxlq26tyOQj4hvE4furZvK7nG/6Ff0OA/Ue2ZcxI+IxqDfu35/IzhyezEWAbAAYunDPX/3T2Wm09P/+X1fJ3ClF/rQikGMoAAAAASUVORK5CYII=) 5 6, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRYhe2XTWxcVxXHf+e+N2/G4/myx46N23E+sUTSmFZQhEqoKKgsWHSB1KoKUCRUpEIpVFSVixDLtFjtAlGBKGEDoSpUCosuskAVVGmJUjWiLFKnpokSe+rG32N7Zt6beR/3spjxeMYzJEWq1A1n9d6955z//5xzz3n3wccs8r8aHC08OqZIJUOZr7wz/9IiwLcLjx5wSKmyXF/90/wfNj5yAp8p/FT5bDysSH8D9OdAEgrjfoqDZzKUDoWsTwqiDGZDkFd8qT/z+/lfvPuREPh0YQqjwhdF28e312JY3GYOkiULaHyZJ2SlZaPRvkJ962Rx+uWb+Vc3U9B9mRfEzh/HTrTWjrTAGy4csxeLgdb+II4zgPXik+OPfPVm/ntmoHDPlE3kP2WReixTmdzTUDMQ1clXSxytjSK7TC08hrnCMHFizb0KW3peZv8qcOLnxdNv9MKyeoLDKZT1w4T+RL8dpHe4KpuCVSBt0kjotWwc4LBR5MRHodvWHVmV64cMPHQse3jtH1uX3tqN16sEzwMPAqiwix9J7YCdhliqtTZhNMltkh0i9DdKYxt4/qnCfV+6IYHxY98/ADyy/W56FMiXqLHn5ADIYUhhesTRkABvm5oKsX+2e99ufzF239cBSMQhnyeKMrCcA62hUoUooiZhMzgbrDiDrVIYDAHQKEkSiAgYwiMAVhtGX74hAcEZZryAHh4CpagZIa7TqMCGbA5ZX2OhXGZMctimkby+pq2miqAZNg1wAVxKjDWzMwoURbh73x13n7329tltzFYJClNTmDsOjemRPaCay2LwRtYwyoCyMPlh6tl+is56i7QPGAK0lBg10N8ED/GoynxLLw4cNIY7o41ce9A7ZyAMjxNb/ObuFPkJF3dsGR0LQQQzkGcuWeeqs0KkfTbFJ5RF0oRsTwqfMpvyHqatIwBCQmzCF6YKhWR3CUSeQLbA1IBEh6GfcAkLdRy3H9tNoAKLK9Hl8xHeCSOLh0ZMYqrPWKMuVXzZwGcDehzMRVkFGA3gOPC7FoHx7zy8z4jc3uBxFWMmIOFgUjFI2qAgCjRerY5slCGzuSiVuXvPFJ+tADxduG81gzqVSimy/Ya+OCiBIIKqK2xtQikqs8T721Hf2UHADOdVqxxSgbE5TP8EBLEd+o4FcYXJ11FbC27xlw1wgFry7XO10UH2UsCOdmwcG2LZCD1S4tLSHKbUyEp7d9sAsrKyaoaGVhEZYiQJtyiEyxCkIejHRA5ie+BUwPYQq3Lrvp988bPXnnn9wl337FUM6Sf7ZI0FvUmytgcnTBDTDp7lUo2vECmPg0mYqQn1Rteutiq//VD48RN/Jh57wNyeB6t7AqkUWGmDxMFem8VaubS+tzR/fsLl1iMpM3mLGBxfCMuG2qxCu91nYH0TrvxbiODe54rFV6G9C+rlZxl23C5wAXvEYA8bJAESuKjqVQbG7cHMePxr0W1m0h2ENRFwDLE8pD6vsUe68BnIgAf/vKDUa63Ath+Kv/rtBezSbzCdrWNlQTWbRsI61tIFsoMhTj8YpYjHDCujhq0klJoJFQXJIwYr2+GKukA5L997bW4u7CIAwAcXQ5k5D9Uy6AixwMoZ0BGqvIS98AaOKtOXokvWRwybwCJCHTAKEhONMoTAEjAjwlwo77fbdYxi5QWz2pSQmbNgxbD357Btg9TXoDlUEs05K8agdIjnC4mYwXcgdMDzwUNQAnYW5pVQbR6HSMPfLs590IHZEcar8hdgq6EdoIJlpL7SAgewm12W8OqowKfqN0aOEdBtX29tGmNa53fWDDy3O3MdBObeeX0D+G4H4i4xkcGKNOlS43sQaCh7/00bgnrr8V1bceKGBACK039/mYjHMLja63EhqGsGl5ew/B3UdVcou4LyO1WjAMIyAOeA+6dPF7uu7N1XHmDr3LW3ssf2/9FUTCye8Q8oP0iqeoi9UsG+vEwuU0ftsgxWwC0KloJQgx9CdV0ubl1nylI8Pn26uNQL66bX8qM/KjyoEpyi7cAODsPovp1Bo3zomxEkaIs+4l+WwxdOPl10b+S/ZwbaZfnNrYujd2Vnga8gjfuH50JQE5IZiNWh7z1BOtP/yvKCPPTSr4urvXy2y4f+NZt8vJAzmh+oPvYDYCChefOwMGgrPrmtF/icjjmcOTld/LCu/y8fr/wH3o5+S5X/sX8AAAAASUVORK5CYII=) 5 6, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF5ElEQVRYhe2XXWhcaRnHf8/5mJlz5rOZNGm+Jja7LU0VxC/o7oJ1V+mdirpIcPVCVFihN0WWot4IQqUsC7JeaOnuRaHghdi7siLuRUWXILgs3bJtcKNJJuZrk0nmIzNnzsw5jxczmcl00qQLeyHoA+fiPed5/v//+7zP+77Pgf91kw/j/MmJy65S/4oQBUJs2frbtKYGYkSfbIHJ+4LxzrX8leZHKuDjuW+5lo5dBONHwBDAcdJM6ggx6jQkj9LhfAd46Xr+6p8+EgFnc191bT1zG/jC3rtRGeRU+DGkHa74eHIfxW+PlQb+D27kf/naUfjmYR8nzl+64ETOvyR29mvEBsGOk8JmujmBuS9UMLFwOS5lJjTGCFFGcS98Nn1SnkpPPfhr6f7uozgOzEDu/CVXkddNjT+frH/CkkaXbLpxjOGaiXhbgAKQRHlCQ0xZRml0fHcosCLzFeCHV/O/v3kQl9E362cvG2rY1zDsGVPdHnKAROCAlURjxwFwgDMaEgMM4j2+UVyAhMDrP5n4+sxjCUDD50G+DSBWpO+zE7bfWXGwHCY1fOQ6OjgtSIgEyMuXJ76ReAwBwSUA0inC4QE4lmk9CRdEqJl+x1WsJJn2MuyZCWTaT4wqI0Bb8rhHcOFhOqtftnNOT05BMo2vQhikkaCtM+1TXQmIt0sqY9j7lZPWKgm6lV2jhokyAqyKsIr55KEZyL3wwpCeOQvJdHuKSn2g1HWwIyyNu4QRoy88RY00fodcCanKSicr46pMaX3iUAE6Pv5jImGPg5faoZmodcYlU5kfUxSloq2Kt2mQYKsnGxX5NwHVHqySrF98MZc7d6CA3Mx3RoHvSw8QqGNQmdzEy5XRVk2x7Cj3j+1QDDYoSxmXVYQmYoDpeDSS86i7irVvhQICypRIqP58P36nBnRk8GkggWyAZsFJoNkY2AYKVKlTO+0TKUZg22chuv6gujr/7JCx9vkBDX6bGjCNWKyG2GViKBlAFaoebG0Jq80CdaqYMHDwEkT2tlyADC2i4wJ27yZRUeqZOvXTVeqf/se9txZ+ttb83O1b5ql3S5H0CmKXYN+uEAHXVRJPbLPhLALQgNGnJydjfRmgVtvEcSBmorkoYsxDbQitJ6EZBQEj7WFkihjpLYz1D5577jdnL8Z3ys8Yspwp6TaJtTGshTgUTBTFi1Ypx7ao2htMTcGD9wQbVt5aXPT6BEitNquRyIqOJUcxpDUTZx1x1pEIWMOKWHtpC8gOLg4kUtFf1YMilTVwyxXKqTk4DY0tqN0VNOhmLxmHeAoqJf544BIsXb/uoXqZZO/pJzbYo11ygLS9gePsQsJBLXgwJpQT3WvFzoL7qd4DCmAgS+VfIi8fKAAg/8orN6WQ7wkys9pzZbkUSTTvAuBFWmUeiDI3vK8jAKwMWLnuOACCLFd/t7RUeKQAABbubcj8XfBqiBliOACKBD5mYZ5EdRZp73/H79585QgsJoRdumUYHVICoCjwngjLgv8Q2wFHscEtCvkXpZDHHE5iWdEWob/TCkh2XcPdOqHSKhmg4sBGRTAQbJQwDnMiHUGVmsz20z1kka3iDUJtZbNZRuofdMj3mxmEuMVtitX+liJEqQO+uX9TcuvXbyz9+UgB86+9PSuWfBfB13ofNmFTEYVUYRuj6bPjwW7bz2r0+tYr7RhlbWVTftqP9oiWrPiXhbvpZ07Oqsc5M0tW9o5UBdtvcsLbJLrbvaSqvmCEwolNMPZNubgqfmWTN9cK8s2bd5bmDuI6simdvvKZGTMe3ECJGMVdjJrHyWkl1tv8EM0L7gYkYuDYQMj73iJfvHo9v3QY/qFNKcDmm6v3hiYjhtmsPiWNpgVQKwtuks5lE10V7BUIFbwGVHz+Wa7zpVdfzS8ehX+kAICNvxfvDJ7JvIHBiBiYDY+BnU1Zjpry9rFlKck60aCJZZrcA65YFt+79ov85uNgf6g/I4BT5yct+4RmgqJU5v7QOtO/PJNLlcoSuXN78bFI/2//VfYfRYdEAWtcIzcAAAAASUVORK5CYII=) 5 6, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFsklEQVRYhe2XW2hlVxnHf9/a++zLue3k5Da5nRlspl6mpoiCULFT6YNQBB19KJZCK6Kg+CBeiFT7IOLDiBQUFASr0gffpvTBBx+EURlbHEqt046NdiZNcuaSZJJMTnIu2WefvT4fkjnnzCSZiSD4YBcsOOdbi//6fd+6fN+Gd9v/uMlhJ54of964OvQQTv4UaYpBOMrg2giNgbosTfuavaTYimB+9Xzlx0v/VYAHJ2eGIX0enE8BeLg8oPdRpAhYElki4SoAFktKOvObynM/Ooy2c68J909/b9CV0gvilx5TxyVjLQ/a4xQodHxwKIAIIQ2O4NOH9+jHo4daf948d+5e+gdGYPLRZwLaze+H6Xu+GjRG87fs9yUFJps+Eq+DWgAKKMc0JSMVIAXAkto5uTi7JtVn/+jOvfiPubcOH4HJT8xkUf094j6Rqx/zBLcz9r5kBFdCcLNIu04flveqxUdAUpR41zMjqdihFvXHyxpVzlf/9bf91jL7Ymn6deBhYw1G/R5awbe7MMbD9fo5rrbjhWhwm0xOCxiErHo/+/bkpx84FED55DeGEee7CDA4AP19ne752dvmjhkfR7pBFBxyQN9uHwCyKCBBKvLsfgDunQZVe78Ui1l7tEwahNi5CLE7nI1IsVrAbNbAKn02AZOBNMUFIloE2tVq0uIDwBrKPOaRQ0WA8f5H7PEpCEIA2oVmz6CwXgQtRiCCoCAOLlBU8Gj0ukIsqzuBBN6vmn2yXO67K0D51CmYcL6E6Ya12X8TNV23FsIGbd+BbLgTXE0pKLg0MT0ALWq02Oj8D9D8iOrX7gqgx459FrNdvnWVMEI6IDQ+tIUdctC+DJt5eCeqkYQeVdfDswkZmoTeMrm8EkVKYXAL/8jbhLmudpUtXPjmXQHwvI9CgtgbEDjoZA4t+cSlFlsnVmlNNLEl4coIvD5R42JufSXDUq2/eJ2+osXPNSB/FVuYJRsmHBlShkcUcS1LsgzQ9+Vyebp3yT2HEIBoGR0ZhbT7TqWZlPrYBmZSMAhbXkz9sVdmPvPyn75glsceTtqGtBmjLcB2pbJZRaLrNC5XwUJRdfhggHa7jeuiEyGSn0cbo9AsgQomBJNVMBYpVAlHrzOaXPj15YF5grlNhi+PEzR8bAzJkmDr0HYTbuZWsP41RsaFpQq8bszsgQBSrZ3RycFnyHsgiuSuQXYFJ/JxAx/rbiNOQhjFhJkGfrPK9SiLnlhlKrdOoRrhJB56HOrzKfX19Y52f1G5isz9YWHhyoFnYPGXv3iNjH2pN0OYfBtnoIbm1hC/jpdr4YVK0LiMMbAVZIkFFicsrXCD7fwKcWkFc2IN6XEvG9B24Kk7d3vPO2DWZ89Q714fJ9Lbxr3AEjQquK1FAKwIWwj1DGxGPTo+ZMZ3fitwzZHa6UplT3bcA2CdjQvyz79alhYgTZBbqUAtpt0kavwdv/HGjkkhbG2jQBVhzZfe84c7pDSBSyJUlH2LlD23oHL67IXyt07OUXlzSm68iZstAQZJm/huDWe0GxGbKEFc63i54iuIdJ7juoEF2dlPUV7cD2DfbKiu+SKwrdsg8RoS34B2jXj7DvrlDZKk67PXAlGI2emttDM06xh+sN9a+9YDm+fmF0rTo0313ZOmiGu6GRk/ANeFqFolrK7TSIQwA46B6KaQ6YHcqAiNKvNG+OTpM5UbhwYA2Hj1yivRh4+eNRkcN2+nRRGxinMzZixZJahVd6KlUIsFaQoDSzslllVQ5dK1i/KTOJann3upcmCReriidGbyO8AP2d2ykXEYGOueBWlD+LZgah3TYtzkcy/8tPLqvbTvWZQCLP9l89yRj0WLmvIRMRTrW5AmQhCCvwXBJcHsZu20ze9qVXnytz+vvHEY7UN/FwB88CtlY4o6BUxhIWjJ+alES9kCU2phc13OX5mT1ZfPLvwnsu+2//P2b2ePPMUXDZkoAAAAAElFTkSuQmCC) 5 6, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFkUlEQVRYhe2XXYgkVxXHf+dWdXX1V3XPdI87O7F33HElm1U3GFFB4pIVfIl5EIUIyVtIQMiLInHymgc/9k1REnEfNAiCKIsS9EnxA1cMLGwelv1I1v3qnZmdr53umerqruqqOj5Mp7vnK/aC4MseuFD33FP///+eW/fcW/DQ/s8mDxL8eP2V6dSKXzCJUwWY5dDbNRaPWVhVRQkJ345McO7Xt8/G/1MBj9fnHdBXQV8Dg43hUZ1lihqQEsotEtYBSEh8C+vLZxtn/j4OthlLplP8DY73GpkSYjKc1I/1ybchsjqHTY0chhrZYgnz5/n6/NPjQB+YgfrpeUi6L+aSj37L7cwcf1/s0bjAbNtFog3QFAAPpa4xjjQQtn0pafeqvHMhJHrph43fXX2gDNRPzwOcwXLPZqLKidG4mV4VMh6aOwxiUUM5riklDDalEWDjTlB70sFc/Gb9KwdmY18BEne+AXwHFCvJD/x5tcmo1X/TwclWOarpAEQ0twPH0wkEcR3MGy8eeaYytgC1st9GgOokTFQGrZj3dsQdRbCMPQImeECl3yYRsoAgR6qafWU/Lnu3o/7FV0/iZud0bg7yBdIbZSTd1rniwWOxh2xtQaq4moDJQhrjAiVNcEawXCI+ibIG3BB9aqwM6LGZvB4/bsgXAIhLneGYQKsEWq5gjGCL9omgqGBLZxSJUNYQYAp4TOXEfL2+h2+PQ8r+GezMoN+Z2ECNDvpL+S5qW6TFIqkKBsgrGCIMW4O4CJ+I5qBv060Az36ggPrLLz+B2ToFvf6okFSF4FNb6EQGrWRYqqRcr26ROg4dO4Ob9rClR8FdwfOUclkpVdvkpm9SGG4KuoTE8N3dAnZ+A677FKSIrKDZI+ihHBghJCLNreMue9hNh7tZ6LltnLZZORasfahaXsexFTUxsbNG6tzFJcXNQTsPK6vKgi5gw9wHC7DtQwDkVtCZD0MyrFO9XERvbg3bMogNvqSsfuFPf33m3UtPWMvlY0kMSadH6qeQDCHzeYW5JcIbbVD22E4BUXQFx0HrecS7hQaHIZgEEUxeMS4gCVIIyM82mNGbz77z6CVOXpnh0NUpnMhGY+gtC8kmJFbM/dI9cJaY8IX7y/0yeaAAxzlH1vo5ngOiSGERcmtYlTzGyoIdg9OmWAtw7Ai322TRq2A+3mCrskD1Xo1sUEQ/orSWfPyVFsr2wVibVFaX5dxuAdZoZ/P8+bD89KlJJnOfe99nign2VAdxfcQJcIsxTg5yndt43COTxHhRG7+keEFAL9ckKjRhokO0kDKYsxBfXzZfv9BqrY5y7q2E/sU32RjGWN7OhXNcJdtdwukMz5cthEhgc6TYiqNkHtl+VuCekZWf3rlzeTfdXgHr7ab8+0IkC9ehFyHZvgBNsdOQYnAF17+IqpIoZJKYBGghrObZscimprQVromwYvHPPVzsU4obr//tRn3+9G9ZvPacLF7DzpfBZJCkg5vxyUwPMxL1hELQGsxyQ+B2v/4D+BbcMds7ye/JH/YTsO9h5HZ73zeqXQAJm0i4CrFP2N0Zl12+TxIP91ymX7/CfusEg6Fzr7915xdjC3jvR/+4lEZ8DbiVtIZ+VQgDQRS81hbu5gZLm0LUvwG6wcj9RqG9KqjyR+D5/Xhg1y4Ytc1/3XqvcuLI79U1G5l88hkBR2LF2gg43Fsn5zcHovxQ0I4wsbQNmCoEAZeb78oLq2353k/eaoQH8Yx3KZ2vfxV4EygCTB2G2iOK9N82IeSuCTKkuYzwpbM/aCz+N+wDMzBqy+c3r0w/Wf6LRJzAoh74ELYFx4ZCC7I3BYlAU5ppws/WFuSlX73RWBoH+4H+Cz5/epb2Z1MnXpRPYLifLbH46YKyelNORcr16rTe/eWPG2P/Ezy0hwbwHze4MrQ5yxa4AAAAAElFTkSuQmCC) 5 6, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
63%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRYhe2WTWxc1RXHf+e+j5l5M/PGHo+xM+MxrpxCSBFUoFIiVSqpuqoqFtAFUumHirJrVaFKdaWu2GF1UXWDoF7AprumlSrKokVKS6MoqYJYRBQCAYLHJv72jOfL7/N0Ma5NsJM4ais2OdJbvHPP+f//99x33j1wxz5nk9tNuH/yGWNpxQZIZCN+mKztqgfAXGM2/L8JOHrf42WvM/WskHkazNQQHtNav5qR9lTCKkoUp6SvGcyv5xqzf/ufCniwPlPFmL+SpscBvsA4kzqB7KSnBARyGSUASEO2X1iX1rOvzr8S/1cCJr/6tCtO5Tt+9yvPiVpHAcYSh2PdIibqgKYA5FHG2MZjAQOkKFvS+v0KV2ZmG6c/vBmHdaOF+smZLHbxD25a/YUbj5QRA2K4P6rhmCLYeSTZpqYx05pSwMISEAIshCzu8U1ZO/Vw6eja+a1337wRj7mJuN8h8i03HNl1VNIsudTdyXSoZEaoo7sgorlPAVuUKHsu5qWf15/85m0JqJ+ceQx4goyNlEZheAiGh7B9H6xBigVMpSFY3m5ehixDsPuU1EEQEpKXfzJ5wj2Iyz5Ylz4pY0dIq0fQ5WG0nxl4IxdNCki/z1Cnha0pGBdDl6KCg5L5FIorUFDlAzETqzr6CHD2UBXQe6Yn0voE2Dapnez621YMYlAvjxb9JQARCx/BASx61+FEdMgC9ypMYz1wENc+AZM/+NHXKNnfRgYNEvrtQa8YoZuFZi4AYCOXPwecHRDvgEkXNwMiELNNyCYwKLOwfupQAnR89HsQ2DuIBBMJ4bEYLbuo73B1IiEuCmpMwcBvXE1wHaXk97hrpINfUEbKKYVag2JpBxNosvnln9brD91SAFH0hMgGuIJWPfBdOtUmwZE2GGXTSXi72iUc4rELX7znSt7uUyx1KGRXBmQSE3ofYbkbVIaVyl1KT/r0aWHBNz5Lt/8jtO0K0oZaHyjsyuxVt4gme2S3PNb6NhemO+6XKv0/Zi6+Ra4VYEUpqdMm7KyStPZ+gIV8SuAuwKLiHLDh/QJUzzOae5TRZega6I0gNli+oiai77ewHZDhPp/cfXnqzL3/4JG/ZxlfcrAjcH2I8xBdExKTsF5cxLc2sZaFfszaYQScVj/zKCiS/wSyTWx/GJJBgzm5BG98E7fYIpc0mK9s45+YZ215jGOX8pgYtKR0xrbYXFgnlj42UCqznazw2q0FWNZvceRnwDiAVe5hyt3dZW9YMRZYxGSjq7Qti8ANWKp9iGVblDcG94MmkCwb2DmN8qi+MPPmwtJn6fadSWN2dkuW3zlLHA0CPN1T64CxwKQRxfZbmLRNqkqog5hmcS9WLHBqO37giieX9232wAoAZvmjf6XdTbR+DKoj/KfTRROcsEmm8w5KE3KQiWO6mhIhpDlF2bti4wwsIixCuhLIG4cWkPZkDqfzY7lysWznbKQ0BEDWaeKNDoaeGIgSKHdaAIRAS4VF9sq6hLAhkKT85ZU/z7974GYPcjZefGPBCuNfoqD9CAlWkWCVaDu6Li5Z75PptXbfvY4SAQEQKPQG3/x7tuGZg3jgJvNA8/z8xeEHatfUdk7YZfWQwfzhuOA6SmGrQ3FthU4IWQdsA+VVwd6ZCsMerL0vr4vw+OzpxrUb8dxyJJt6/mQhl23PieEpHMGJA6bHumRMcB2I34OxBSHvKr1QNtIup14/Z/507szHNx3LDjUTHn9q0nZG+BUF/T5QdjMwMa1k84CCuwLugsCgA98Dvjs327h4GOzbGssfnKlPaswPSalpTLl2H5eqLQga8vWsp/80NpfevmBePXfm463bwb1jd+xztX8DLJcND6TsMT4AAAAASUVORK5CYII=) 5 6, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
83%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWklEQVRYhe2WS2hc5xXHf+e775k7D0kjKbKjh9NENiZ20wdZtIE0aRZZlIaSRUgf9AHJIlBIF8V00YRCNy0kNi6EtJTSRRddFFJat6UPCi1OE5ouYkzs1I0tRaMoGmlmpHnPvXPv92UxknArKZYhkEV94MLl3O+c///7f+e758At+383uZnFJ+a/P6N6rc8b4i+4eO4x5l7NsDlq2JiPJVpVxnppXWrnzi39vPmBEjg+84jtmPmnQJ4DsSco8BEzi4cHQEKdWBYAjUZfEeRLPy3/8F8fCIHpB06FhfrsD1TqPIUoRlOXE70SKumB0QD4wDgNLFawgAGm3lbVJ17j0m/OLf0leb/81g3AP2Ol3st+cuR+rAAsnxPJLK5VADuL6JhpM+BOoyng4ovBIyGDFbhGHnNofeq+wvE/v9y83N4PQ+0Lfv+3HgR+5+mp0rZQJe2T0d5WpMMhd4TDyE4Sy+R34gOyOGQe0pi/PTnzOf+mCEw/cMpFuaeBjOWXMCNFGCmSKYyC42wBaA6nEdjhTpyPSxEoAiMIY6aIQuZD7O/sR8De06sHD1MYOWnm5jAbh6DjYwAZBJg0C4MB440qFgaUgyOKUGss2CrLoR0ThWcMy6gvA88eWAFmZm8zd90FfoCx0x13n613xyEphC8AdQsIxcEChPS/0gxoMgkcNcw8M/3o7QcmYKacr2ANxYmzHbAEPEWtaEi3TrPr2xcUfG97x8oCz+3ieuC4kBIzoAFACLbNwjcORGD66acfFOneN/wqRLMpg1mDyTnEgWJlIobQpu1njjx27bNnlUDgpYSZhNF8nXxoKOQM+akK+eK2Egktql89mAKu+0nMBiiNmQogdOjM1UnzMQDXChFrpT6JpR468/CFMAz6f/WzfXKjq6it4xp4FfBXGCsaSuOGjvQQzB1PzB6553/hdhehCJDATBOkAIC2NO35Kv4gwK+E/HtEU53pf1x77S/evbDUzNQb2OkA7IjYK5NWmmyXQ5BL2TRvIzUY1cmuDe91C6oELoxvQjcD3THEA5XTxHQYTHbwAqg4RulD7/74zgsX0Zdr5Hsx+aZBAa4H0ZKQmpT14iIT2Yi1Gt2qyNKNCUTReW4LEgRbsisQNLCCEkQhGMHNpNgjbbKT64i3ycWPXcLLaQ5fDfCvBrgRkE+JT7aplN8hUV08AdeT8z97a6l6QwLlM2euTL/4zC+ArwFYxQ7WWBuMoCzIjhgQg7IMYf8KsdKsTVTp5Tap36G4fVkwYjDakNYFesMbEk5xmrd2y733f2D14it0hh1VMmboE4NlD8HBkOu/jTtYpA9ghms2chojGjCIAjsnGGARaS7mZM/uuDeBxsbf5fI/tKwsIEkMDAEsS+OkXbLNN1CdN4YSak0UtekB+rreaoC4aPgPQlW49OLvd8sP+3TD5quL1cKnZ4/SWj/h2Fexkhqq/S5ed4G8vIlKG6QafAdKvQ5B1GaA0NeCWxNaCJsI15aFVgcSzeOvvNncVYD7KwDIWvJt4Eq6KUhcR6J1kk5jW20MkG5GFBqVnZiwDRHDZ6ChV4NBynefe6l8fj+cfeeBxutLramj2V/FVta2xzkuCk8bwVKC72pyjRbZtQrdCFwLbAWlVcHaGj9aayw3VuSbz/+6/KP9MOCAI9ndp0/ei+EPwKgkmrnJNmH2ukHHQLgKk41hulRzrrfM18/8pLznuR9Igett7Y+VdybmvD9ZcW9O+tFcs2aUpQTXBzsGf1FQa0InZnWjzdlI8+QLZ8udg+S+qakY4KOnpg+ZmGO6L6OuzconMoaNdbm3OGb+WSnL67/95VL3ZnPeslv2odp71icgLceEbaAAAAAASUVORK5CYII=) 5 6, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRYhe2WS4wcRxnHf193dff0bPdMz8sbr3c2iXdxsENshBAH4GBLQYoiogjIIQeQuFiOLHGJAHPIzUJgCZGHgngcQHCIOMQgIcJDKAoSAkESjHAexCSY9c469nqfnul59XRXcej1Esfrza4UCSH5L5VUXVXf//t3VX31fXAL/6+Yvute61r/wN791lZrt4LsZPGh5onDwBfAHPTFjvbpO14PZFDtyuwdrnFnNfq5vvSfeWbu6bn3VcCh5gllSH8sqIcBa5yIfWYvNjYAGR0S+TeGIcBKRnb0h61v/ex9ETB1+NG95dUDpwTvIcShMTLs71exR10wGgAfGKePTwsHoUua9mXx5AoXv32qdTreit/earJ55Ktfc7PaT910zyEsB8TinnQK1wpBjSE6YY8ZMWM0ITZKNEJCAdtycY+syMJDHy/vf/VP7X/M3szHTS9P88iJR0C+4Q0bxWtjdV3A1+66pcNtXoUmZoPENqUNexePIuE+jXnuy83PTu1IwMxHj00CX0fZSFSHSgSVCFWOwM5NHAyTWQIq2LAr4BLBRqubMgqrCHx/RwKSoHw/tahq7v4QeryBKVfyVipjogomGKNqUpTRYLkohMhAaKDyjnYncJcxuPDJR5oP7Nq2AJmc+IS5cwZcF2PpjfGhpUEECj4SjD0LpBZCKAoFCKPreFK6lID9hmCvSLQtAc1jX5zIdof3I3mAJGGcx4pjseprhm4u6JJf+h3wPY//hlLB6+B6oBRkJIxYBfIoyWgd294OFCufFonr+awwvD1jNG0wZQdTcjjfHGICG+XLp1x43MbguymlMKEStikFhqisCSdahJEBQKPpmvj40amp295bgPA5ZAlsjdntQ+AQ375KWhkCcLmQMjveI/O475XJXe2im1As9wjDS4hoEEPitxBviVpkqO8y9GTAiEGhaszEu92pGwQ4roUkMNUHygAYSxNPL+FpD385ZK6b0dmTBBP1+PHDZ/71lt9tz6gkQ/tXGWWXyZZ7sH51xgJNbLfg8mYHsJmANP0nteK9NJYg9qBfQRTYJUNqDejUBrgF0GMj9NT858/MPM+BMxaNVY3fy182L4DhnJCZjKXyPFHpKq0FQZvtCFDqNEV1HAwSzENxFRXUMMMipAqvPKBQiynUF/HlCmf3reC6a3RnG0yf83FjRVYbMijFLF5cILV6FAA3YO75rvXGjSe+CSZ/dPJvhP6HAewy2FUDCCIQVjRiQcE2jPdfJsgW+ODyJYpJl8aaxe63BSMak0HnDxYmNRjg3Lx86bEXW0+/29em74D1xl9+Ty/PIVbx2r4ZlGMQK+8HvTdR2UKe/7I8/tdCjZH88MUGNZ5bLgHdJr/a1Ndmg0a6L8i5P8OVFugMWBdhMpw0Jrz6V6z+mwAU0pReltJDGL4jtRkgLRrOi3BB5LyGTWuEG+9Abv0b0uFZuXD2oCr+HalWQWwKTodiow/AEPAVRL0YMPSAvhYuIgh5EMyPhBgYar7zxM9b6bZ3oHXqhQR4QLTpZV1BkhVkuMhoMLhunaz2Gessb3wHMSTr4hINg0UAnvUsntr0R9miHmj/cfZq+Z7mL41lNVWdGQQxGhwXXKUJ2jHFxSvECRQUKAvqC4K9ng56a7TXLsh3RTh66nQru5mfbZVkdz/1keMySp9EULYD040Onro+8USLUFvO6ZTFy2PaPPiVx+bffi/uLSuia1j89aWXJj7gvSaj/iHag3pvReM44PkgGXgXBZkXugm60+e3ccJnvnly/sp2uHdUFQMcfLR5nyg+hkC1wltTq8y4QJaRpG35xU9+MPf6Tjlv4Rb+p/gPxqMHyf8ybQIAAAAASUVORK5CYII=) 5 6, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur132266 1.6666666666667s linear infinite forwards;
}
