@keyframes rwdcur27592 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHPElEQVRYheWWe0xb1x3Hv773+trXcH1tsLEhfoBtXimPgoE8CIg0bdOkDUnTEeWPTU27aZMytXlV3fLPxLps3Ra1aqdkiVJFW9VkqRTy0KjY2qQJypMQSHgEgwkmBlMIYJwL+IGfd39kiRg4iHTdpGlf6Ur3nnN+5/s59/7O/R3g/13ko5va2lqCpmnG4XCE/5OGVquVGhkZic0DoGmaKV5bvDcrJ0ttMVgcNpst8l0bb3xz41ZjvnFddDLa9AjiMYDD4QhXvFShr6hadZxW0JUZlgyek3JOp9P5b4GsrVmbtHL9yo0rX175cfbSrB2DdtehL+q+sD3qp2YPvn79+ulnl2bvMBrSK2WstNJoTrtiLNV94umZrKuvr/c/jXF1dXmipiJ9q9Gc/VYSpSpgZSymJsdbXJ2uhtnjyNkPTpszVLDMTOgN5ldYKgEKBWdQpqlepdlIRekyK7/CWuFsampa8I1YrVbq9e+v3py1OvOgKTP3p3rWpOEYDmGE0Nnd9stjBz9vnj2emjtBS/vd02VrnvvZEqMl3c9Pgx4dBpvNVobIUKUyRXEpXBj+4MC2A3+NZ77z8M7NCo59S+GLVSXJM5CVuhSJiSxc4y70u+13em8NfD43hpzbYL9l96373gvCisLSdZwiCZFgBPo0PeQaDrY7XUalQf5aVlGOrflvzd2z43b/Yvdzmfmmk94Rf2aO2YqivBJo1Rp4eA8G3R3o7W7d/9nvz1yc60fEW8mFY1eODU+5mpWSZOQ9kw8pzaA8vRxril9Asb6MZrPVNXNjZDrlG+BJWU5aLkw6E1TJKkRjAnr7O8E/uNfmujJ2JJ7XvE8AAEePHvXo8nW/qt1RcEZGyCi/72H+aZPUmBjj8SqnKPn1mjXvIhDQIBJRoNgwEHh51fJ2LwtHVx8GnINQq1XwBqcxMTUcuW/j3z958vzUogEAwHbV1oAdaABQrTfoAQApRBQpw/eAphYLRPTvYEkDwlHg/iiYrgYsz30JSnEM13kPzn99DnzMDW1B9oVLpzrqnuQzLwceA9hsgmm5yVloKdwkEUtkExEPZJ1/B9zXgSE5sKoKwWIrqPx8ID0H4CeAr38MVVoFbnEsHvgnEEuMzNzt7X/nyG+O2J8aAADOHj875E/w3xidcktkxIhI23shBRPJeGBchlGtFj6pFH6GQVSVDKk8HTjTDUSGUVBa0vdpd9f5ge7+nx9651DDQh6ihTpnq/u1lbtzlKYPZkoqMZRuAAgCFEFATJKQkCQSJBIw427gwAEgkdolqqv/aDHzxt0F8ZTiZZ+BIhU+lRJhADEAwqwrGI0CbCKgVgEjbuNi5100ACuTAQoO1CNTQXgIIQiICQIEQQAEAaBIAETSdw7QFwh2YnQchNcHkSA8bPynsSAIIAUBcA0B01OATv7EpJurBZMQAPZ9um/LG3verJ0q4p7P9Y1rJL4IKE6FgFgMgSBAiESgCBGSp6cBdRgoY9C+Wq+PPVu0Or8oe6rtUlvftwbYc3jP5u0/3H6izFCW9403rDF7eWDJOJhgGKw7AqlIhISZGSSNjQP2m0AhC/jEOOFhkunJaK7erHulcEXh1WtfXht8aoCqqirqvfff+9BIGzNbuloQ9UZA5yyFXIgBk7dBnuuBpO8eaHsP0NQMJI0DXjFa/XJMk0kQCwTGHoxJVTp1SmgsdNLpdMbi+TzxT7jixbKtlkTLiwEEMOmZhEqlBmnR4ao4hnuBsTsb/JePc8MuPSjKHyQjo4PVr//kynSiJdFHIYGkodAuATlNwc0PrM8oUq1vbETcChoXYNu2bYrc3MxdbY7b4CcmwUgYMIwU94e+gatvALah2J0fnDn/29kxLYYj1gzeY/EMeUASJISYAA2XAlHUR6hKpvd6a55vjFcP4u4CJpWuphhpsXt0HOFgCCBEaOloxan6OowFRscUguyTuTEX67862jfWOzPicyEijyAqREERBNI0JrCarOWKVbofxfOalwNVm6oUWYXmP6Yq01IZsRT+oB99rh64xvsjFCM5bb/b+/b+Xfsvz40rLy13Ovj+5umoV8MPe8wMLQXDMJBQNMQyDlEZMsgQ+ReHzRFYEGDNltVbdKn67QatARJWBj4yDA/v6uju6t/5h70Ha29fvD0UbyWNjY3CzS9vOtSilLPBmSm7nBNlR4iYOhgKQyqWQi7lkmd8np6mxta2JwLU1NQQGXmm/WaDxURJKQjKWH+XrXWf7XTvrs/+dKolnvFc2e32UPvNrnaNgqkLxnj3BOnN4Ccnk9gEDjIuUftA4I8P2YYenyv/BaB80/KavIKCPT7/VEt3z60PL391Y9dH7x46197TE5hvtbA6Ohy+axc7rioTpCdCRLQzhIBWmZy8ggqLu5sbmzsfjXtcDWtqagjzMvPbgkhw3+i8Udf458aZpzVdSBs2bJAp85TrNZxGe+HkhcOtra3zT9e1tbWLrg3fVv8Nj/8t/QNUtOw4K15ooQAAAABJRU5ErkJggg==) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHCUlEQVRYhe2We0xb1x3Hv/f6wfXjGvOwMTavxFAIJJDEhEFCqHkqL6XtqktIlbbrNKnTKoU16x9ppVVBq7QWpYvY2qWatkikSVlDmm3NxtSUPBpoIBRCgHCBgMEYgwMBx+D3A9/90UIJMYys6x+T9pWOdO8553e+n3P1O/d3gP/rW5FlZWXi79tEp9Pxl77zFh7KyspEO5mdr2sSNAoJX2Iwm82B/6axXq/nl5aXVsSlqndzLrRaLJbgQwAGg8H/9MGn4/Py886Ga8ILNPEqm0RAG78rSPHBYmUJ8+RB3U7du+p16sPDfUMnL33ayC6M85ZOpknasOeZ0l1ioTRXSHEVtEJUkKhNssmS5UYz+3ggDMMISw/kvKTN3XAqLTHjR1KRNHHIYLgyOzT3S5ZluZAALMv68ku3kyq1eh9FUpBI6ERZtLhCExdTkJieZEuN22BkWXZVEIZhyKySjUxClrJGo048nKJMjVTJYzA4dDsw2DNSWX/mk7tL5/OWLxClVJq2bM9i1FFquUaphjJCBQ8XTBQohBVxxaqCH+zQzfHtYYNGozG4PPbQ0UPJG7ekv01HiH4tJsKStmfrUZhfDLtzDs0tl687x4NvLt39iqo5/5vDTewX3JTDwi2orqGO+8p8gzNxw1xVbVX58pgX33yx6L2m341Xnaziqs9Wc3ZubjH2RH01V/7aMz8J5UWG6mz+uOXM2Kix7f7M1GJfxe4KZGvyQCMSPppXujxGERn7kmBSqF6nXIfK5yohBQ0AmPCOY2i4+4Zt0vnRmgHq6+utAwP9v1KqVYG2wZsPjdEAyhXyfHNB4QtcTs5JLjv7k9kDu597focqW5exCeBRaGpvXpz/50sfBx5MeE5c+vCSK5QXP1QnALBfDjW4XnA1ZKfk7PfDDwEEAACecxCZ/X9Jg0xci6R4gAtC9sC6P7Pzcz727YA6QY3LvXdx0X0RiiQx7nnGr/gniAsr+TyShIsALMuptLGmJ7akPHtvykJFSaOB9rNA82lgSov5rU/Cr9MBmZkgU1JJTHPATAdoXQ7c6nCMEGMwT5k8pnHLa6ffPj3w2AAA0HixccwKa9eM30HyLH8n4jqvKjGdgvtJ2zAdq4KTouCmKMxHRUIUGQ+MjQNOFkKvvfvCyPAXltaxox/84g8Nq3kQqw0u1eCu/CPJmpR3Hbk7YEmIB0cQEJIkBDwehDweJBQF8agJqK0FrLbniRtNZ9aybsgkDKUEgtYhWglvhBwB7uujHATAfdN8gQAQGQHIpADn16113TUDOEjSA7EIHEmA4ziA48ABCHLcYoPfDxAkIBCuuaquGWDcj5vw+yGbc4BPfL1rcBy4bxoJABP3gKkJIEZ8c/XVvtWqSQgA1aeqyw8fP3IsuEm0N4myKHmz8/DyaARFFDgAJEmCT5JQ2GYB7wRQFAO8cmhDdEl+cVp6sru1sXXFE/BvAX52/OUf7mN21xXGF22865hQJrvcgGcatHkasnkBBCQJyueDYvI+MN4GxBAArUF731TUrIdIS0xd/1TW1vTmq/+8PvrYAAzDkIWMvmZ2zJY8bw9ClaVGVOqzQOY80NsA8ooRlNEIamAA6OwAMmcASHDVH4eh+TAoFSqIKZHATXkUrgl3fajiBaySA5qMmP1x0QlFmck6uOxOKBEHgMSUQIGL67XdXQ7rAbB9Z8D2HZ92ul4eydhlPKVQYGzWDj7Hwe12gBIKQfiJPRGp9J6VfEL+ihmGIbVJ2lc2J24mg94g7nYOIBrjGMEI7jT3o6Wf3/b7hqvnAJxbiPnjW4cK5wSeJFEYIOMR8Hp8sFlnQQfDyASt+vUSpuRaY33j3Jq+gCxGsj82NrYojBTAbDYhfUs6ev9xB7frOuG0ez3RYfTflsf0fNb5J6lAEAhSTji8DgSC8wj4AoiWK6CJ0eSmp0eELMeP5ADDMOQTm5N/m5GxSSuT0qBEFEZMBlgeTAZIkjh/s7XlyIk3aj5bHieCyCRXRwxaPTbaA7+W4IAIKQ2ZTAYJJYNN4sugKHGdodvgWBUgryzvqextW4+majcQprFR3BroADvMdrus3p9X/riy6lbz7ZFQOzEajcHrnzb1yPzyc1642PmARyaghFqCz4c8PAJhPLHMOjPae6u59/aKAHq9nl+wq6AmPW2j9v7cFLome4Z7zX1vDTQPvvr+O++3hzJerqGhofnuGz13wgVR56z2mXafzyUh+dBGRSrJMFGYykbYzy694D4EsJfZu0e3XfeGxWLobWu5/E5na/+rtVW1n/d39bvXYr4cpOurngHCxz8/55z9khDyIlUadYHb7hnsuN7RvTBvsRoyDEOm5Kb81Ol3Ono7ev8aKmO/i/R6PT91W2qZVC5df+3CtQ86OjoevV0fO3ZszbXhPxXDMN+7x/+W/gU5+ey5XbCyvwAAAABJRU5ErkJggg==) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHMElEQVRYhe2WeUyb5x3Hv37f1/cB2BhfwAvmcModDAlXkAOJ06KQbs3cQbtN7daq27qmqSJN6h+RqDqty7o20g610w5NHdtSkTQZ0wZJyEVCDsxt4nBjwAFKDTbmMLZf+90fWToKDkvW9o9J+0qP9L7v8/x+389zv8D/9W8RZrNZ9GWbGI1Gav07ef/BbDYLK2srX9fROqWIEI06nU7mizQ2mUzU4zV7a/TZSU8w3tDNmZmZ8GcARkdHg7XfqaX3P1lVH+AHyzUJcR4ZL9rxeUEqX6iM27OvpLa4ouydpLSkQ7dtA++d++s5+/16cn1jOV8+UPtNiylOHruLCQdqZFpheep2vUccL3M47Y8GcuBAqWTv06ZvpxZk/DYrPf85pVxJ3xkZujh/x3XUbrezEQF6enqYiicrueVZu6rdyx4opHJaqpDWKGh5ebIxxWNQGhx2u31LEKPRSJVWFT2lz9b/SpeY9D2DMl2ukMZgdNzG9HfYX22oPzW0vj25MUFIKJzavjvT4nf7onkkD1JBDHgCAZ1dnFVDlyaWby/N9XLcxLDD4QhvjH3x8It5mZXbjut08W+oohUJ+vhUFOQVgkNx0Np2qWXZGXxjfe8jAvTf6lrJKc5ltXHqJwgOBWNeIUqyS9Fv7UN+aj6tMqi+zpcLuy+cujCwPu7Zl5+tyNuR1xgnVRXGiGXIzjfCXFSFaIkc5280MTev3jp8+kTj0EY/ItIwnv3D2fqJyYkOfzCA8clxkCDxzP5vIEuXg377AAZ847s3BSUpnieCbKyQK4L5wD6UZewCAEz5ptDRe/0i3y9rjuS1aQQAwG63+0orSpbiE3Rf83q98PlXoFKoAQA7knIRDPTwfzkRWnlbHvd6XUKCua4gLcdUnWThMQrZAimBf2kV+oQUAEDj9UbmxpXrh0/Xb+79AwEAQMZbGpGpo4oSaYOeYcIgSBKzd4egWL2DzOG/qcUO3legSc6GMtaI1XClUDwmS1CmwCeMxuTYFIbdk+AnUWi73dbial/cNPf3RUX6CAANDTfWotJSjmn0BhNIDpUuiIN2qhUYtgL+dKBUTwTitSAJAqTXC9i7AdU0ihITQaWn4KZ3GNNt42vz45/8oqGhYdOC/Y8jAACcx7iT7Arb65xzOWnOvEQ9dFWFuwlwJxfiE50WywIBfAIBGIUCQi0NzM8CoREEKWlXu8t93tZk++Gvj/7m7JYeW1WuV8e+iu8a4+n3QkWlGE+MBzgEuAQBLkmCS5KQ8PkQjo0Dpz4AZl21nGvtJx4mb8RdEEm6MJkLpQqu6CgEWIAFEP5XYQH4QyFAqwEkcYCf3bxLPi+AmCB4oCjwKQpgWYRZ9h7A/WeWBfx+gGUBkWj1CwdY4DK3ISYhXVoBxbk3cyzLflo4ADC/AMxMAlTw1sPm3XIRAsCb77/5eOZ+40shE30wR+5WEQsBBDhSBIUCAACHuLcWlItewGYFquKBt36qlealGlOyaF7HpY6BrfJvCfDKse8/lbkz4yNVtLIsWUGr6JUA4J+GdMINMcsDFyykwQAU07PATDugXQJSdsL58XzC6NJCoVoZd4BO03RYW7tHHxnAZDJRZV8teVewLExTCzQoKtkFnsEMCF2ApwtUUz+EYw7wBwaBwS6gbBEglbiIeNyZ9cOQnAFaQ3MZSYgWBSQnHnSLPvAgqnqu4pn87QXm2GAMPJ5FiBEDAJhMS8aKb19/6OQHx9OcM9n8UCiRkXCtbbEHn59YCKbzPX5wCC7YEAMeTwwBROUBZWA/gJMPDVBcXCww761+KVeTBwA4PfgRumCFbzWIwWvD6B8ZaTnefOH362Pech1Mm/POpW8jYxAlJuH2LGIt6EcUV4LM9NQjK3v2nGtpafFu9Iq4C3bXlj3N+oIlALCGNWjUGoz9fQyTlxzQaXRrsVxp08YY99jcXwzKFAYEi7VwEJ5FD7zeJUgEYmxLMRSpdypeiOS1aQ1YLBZBXlnez7UKbYJYKsT0x9OYcDowH3QzC8T8Pzqt1iM//sFPNh2v3AB30mBIH14MzCg5kjDNciiIKQHEAiH4Qj58krVkPiv686h91LclgPkVc01WfOararUGzhknOvut6B3q6eu32Q69/fI7R2+ebR+J1BOHwxFuOtNsEyN80h9eGwxJw4+JSCqWAxIiiQSxapnCM3d3oP1KX88DASwWC1G4o/BnhuRUfUgRRPdE71hnT9ePbNfsr535XWNnJOONGhycClhbbb0iSvrhMrNsY2OIDA5DxCqFcZBJeOoZx+Kf1v9pfwag+lvVlgJj/pHZWUfHxevX3r3VbH3tj8fqz48PjPs2W22tEfvIaseV7j5KzP3Qx/h6gwykUpWydJldHu5q7eq73+7T29BisRA5FTmHXIsuV29z78nLly+vParpVjKZTFRmcaZZIOLqL5+5+n5nZ+fmc6Guru6h74b/VhaL5Uv3+N/SPwHAsdyXW80D/wAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHH0lEQVRYhe2We0xb1x3Hv773+m0MfmGwDRiCE8DAAKcJK5QRgmhASZuA3GSLqkyb1mlRt7ZLkz2aStH+WTUtaxRGm7VdlTVpE5VNm9IumRihXdYESEJ5mWds7ATzfviNH/fad390dAmYjKTtH5P2la507j3n9/t879E553eA/2tZx0DU1NSIvmqMyWSi7n4nlxs1vBph1YGqH5u+bkrh0lybw+Fgvmxwzd7t+/K25tdGXJGOqamp2D0GbDYbbSw1Jtftqn3fUGioVBuUdKJM5rQP24NfFLztqYr68l0VjcVbSg7ZrfbfXTh/wbLcT949WEgLx9R6ZWVFWWV5UUFJvSCN12DYomGJBEGfc9D5QDNiMpmoil1l9cYtWY15xpwjBXnF+iXPjOXvrVd+5hh0ROIacDgcTPbWNJIieE9sL9wOjVIjXwy66lTapIr01FS3ODPJ8d+MmEwmaltDWX1usb4xa2PWkdzsQn2eoQAMwWD0Rtvx35/480d3jydXJpCTyVaJTvS43+dLlfDE8M/6EQ1GM3hS7r4sg6Fia1np5LXL12zx4AdPfP+pDY9lnZRJlUcy1Bv0m/S50KVoARKwTPWMtrR2P2frswXujiFWJrl06ZKXRuzNKJeFVJ6EBHEitMpMJIk1CAXCFYWmgj8ceuVQ+cq4Hx09uMOYa3g3I6quNGqM0GuzIBYngOWwGL0zgKlb1jdbzrTMroxbZQAA2tva32G84U/cHjf4QgE4MQ7yM42oKa1ByBdO8YmjP1wZIyvS7RfJlZRcpoNUKIWQL0CEDuOmpR0j48NtXTftr8VjUfE+tpxpWdpdtev1NIO+PFGbCCYcBckhoVCpQFM0vsuxbj5RW/2s0BvUIhTSIyXlHwN6yZYbnhCYJQqBWBAsWEws3MHE0gJjH50+3nKmZSkea9UaWJZKpr6lMqoqpZQ4nWBJuNxuSLwL+IbbDq21S8a1c+qQpi2HQpkPXmRnsmFeUbQQhiuUgGmKAh0JwR30IuQNv/PGL9749VqcuDMAAKdPnw4Zd+Q0mXYWlbAKQjTtncLm6S4g6ARm9EBDPkIKBQQUCSy4gelbANeFqiQai6wfziANrpC4M9E18cu1GADAuV8nADR/0FwZEUW/R7L2nL3+oRIs6bFI5sMrlwEEAR5JQkRRSAoGgfYrgN6DqcK8vt/cnBid7LM1vXfyvY+/kIFljVRXPrtx44bGUMmjcOp0AMEBRRDgkiR4JAmJQAChcxxoeh3gMk9z/vbx2fXkjbsL4knHFRYjUQVPohQ0WLDAPU+YYQCZHNCkAD7atN686zZAi0QRyBWgCAJgWbDsv00st1kWIEmALwBoOuVLN2CLhroxO4cEnw8ksApOsAAcDsAzD3C5H6w375rbcFmHjx+ue2z3tleUNYY6AzGVTC6wYERSMHw+WIIAh/PZWlC6PUCiD9ieBesjWanZ+56sTTWqwz1tPSMPbeDFxherfvLc4XO5+twSiW5jcjJDANwZSNwzkHo44BEEJOEw5DOzQNdVQB0BBAp0C/RpmRkb8oJiX0N+ZaGl40LH8AMbMJvNxNGXjjZqBNrC4VtDyMnIBU+uASJ+wP8RiNbb4Fvt4A0NAh2dQAkNFDyOUQ+FO4Eo6CANKSUmvWxAo2JV5wcHB+NW0TUPooQM3hNcPrkjiigK8wohJoQIiKIY1W7CbY7J8jXPlVczZxzbwCWmY1n628T+F17q9FEp8755aBWJkCRKwFfw0HthoEKoJXcC+OO6DTzzzDeV9d/Z+zIbYQlSSCKBlwAAmF2Yw2LAi3ZnyLLnr5ffBvA2AKC9E+6zb5WRCyP7fB4XRHweGDeDmDeGnJRNiHhch6qrq1taW1u9K1lxd8GjT1Z8SyPTlsxNz2FscuwzODOL1psXMeSyhDy2xXdXxpx6ranRHXXNj82NoWekF76ADxSHgFqmRnr6plJFXkJ9PNaqNbDn6T3JpqrNTYybVUaCIUzOTGJ0fBR2px1Tkdk2q9X281PPn/rLyrjWi63jyhxlpyE7W8UsebMYlib4XAG4JAVEY/CE5tPV4oT3h4cdofsa2P3t2gOp8rQDYX8IBAn4oz709l6z9H868HLPh/2Hz5041x/vTwCg41LHbfe4pzkMf68mW1BECAjlUjgGeikCX8SX6qej3f2dloE1DdTW1vJKyx55lST5On/MC3DRNzQ6+Kv+y13Pn33rT59YrdboWvBlORyOWHeHZVjCSptDoqX5gJjO4IBS8AgxYgSj1vo45wed/7lX3mOgbn9dgyxZ8QOXb+66n/WfaL96/YWTP/1t2/BDXM0tlpHAPz+8cZXL458XSAILKpE4UyJTFLvo4FD39f7PZ/Hzamg2mwldge7g9MS0g1lkLjY3N8ceFHo/mc21yqQcXRVC0eRP23pPdXV1rT4XzGbzumvDw+rYsWNfOeN/S/8CAav1lm2kgyUAAAAASUVORK5CYII=) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHLElEQVRYhe2VfUxb1xnGn3uvrz8AA7Yvjo1tzGcKBGhiExIIZHxoEkShISSu0n0o0jKipNu6aZu6TFW1VFM1NaoUadFGU1Vts6xtNrpkE4nWTCSBlIUmKRgMNiGQcBsMBvNhsDH+4Pre/bEwETCMZusfk/ZIV7rn3nPe33POec97gP9rSSdB1tbWxnzVGLPZLFreppZeamQ1dPXz1UdztuUYJZA8YFmW+2+DDzYcPGSqyK/xuvyfuVwu/gkDQ0NDkaLdRYp6S/1FXUZyRaJOvKjK0jqHe4YD/ym4om53fcX+qjPby8w/6bf1n730wV/6lv5TyzsTWsJZuauyIndzbmlh4c56Uk4cSMtWC2J1nM3pcH6pFTGbzaI9x3bX55qyz5TsLH65aKspdWZqsO/ylbafsw42vNTvif1ofb81aK+zNSbtKi/N1xeAiWcyLwT4M7GxCotBkXw64Ar/rbm5eWFd8FGzKJNKq9NmMN/LTEkvT2XSoTekYI53wdp5+1xrU+v88v7UygBKKTO4q7y0XCVnUuQSObhwCCKSNiq1ykMZufriItN2280b7ePR4D8+9cPntxZk/1qfnvqyXpmaalCkwJhswHzQjzZ7u+3qpQffHx0aCq1roLu7m8s35YfMBeYDAOCedmPOOw+ZNAbxcaq0zIKsg8m5yQO3rt4aWD7uyC+OVOszNR9rSF26glZAJoqFWq1GmAtj8NE9dHxuffPqe3++sZJHRpvJR+98dLHV2tIOAHq9EfyigE0KNbSMFmPOEWYSvn0rx1AG+TddgRlROBQBJVBQqxgQBIGJaTfY8aHuqbtTb0djiaJ9bG1tDW67ltfoF4KlspAU6cY0cHwEElkMtonFSDUlmE49V/UttctbBoLgIZXetaUnlQ4FZQh7aERCEXDcImiBhn8xwDkcQ79qaWnxbtgAAFjtfRcNm3XtSkFVWra9CuzAfShEJPJJDzA2uBWE9BzyDCR4AZibOVYw1YsCIhOfJqdhxO1HfKIC3gUvpv3T1zEm/ngtzqocWBLbzXLZO3MWs0xZ9SWZpfiCGMSOYSvg7AVmMoD8EoI3m0Fs2QJkZAHjEeDI6zAa/gAiZy+sc2MYnxkP9vfaf/q7xt8PrMVZ0wAAcJMRR1xCvDXLlMOHbDcp/eStJMwZ4dGZ4NZq4JNI4JdKwalUkDFGYLYH2JEPdXFdV+O1T8+57A9/+c4b719dj0Gs93O5ugt3HX02N+3sfFk5XCkGCAQBMUmCpiiIKQqxUiliRpzAB28Bc+EjxLXWdzcSN+opiCZjouxr0GjhS0zAoiAAAHgAwuMnxHFAEgMkJAPzgR0bjbthA7E0TUIqQ4xIBAgCBEGAAIAXBPCP2wgGgUAQIIh1q+VTGXgQR94ATSLG64Po8cYJS0YE4Z97OeEGvLOAQHZuNO66SQgADa811BXsK/qZolq/P1c0oaYmOAQkCeBlUggACJIETZJImvMC7OdAIQXPiwfz1A2VVekG/WIcHz/Isiy/Vvx1k/Cl11+qLKsoa+Z9kZgtyVpseWQFxrqAGR0CqkyEFImQUBRk0x5g1AYoZoCqQ+hT0HBSHBbc0/zMsO+Fhtpjf/zSK2CxWMh9L+w7o5SocqUiGaSxDMboeGilYcBzB3TLMKSjTtD3BoDuu4DJDRTUwhmbioCPQJxKCTFBEiPzzk2zC94La13na1ZCY572uUgoUu0NzaLEXAJGnoS5+SncJxPgihB9iU1XTme7RvMlPBivRtrpyKk6zsj0m10+DmlZRohkJCgPCc4r7NYla/YCiFoNoxqora1ldEbdq0KIIwuLdoCRJwEARqbG4U6YxX25su94+80nzvkre6ryTamezQlyAjOTU6BIGiBI6OMM0GhUPyi2FF/uaOoIrmRFPQXPfP2ZbyQqVKb4WDlkEhkA4FLLRTiGuyHhKM7jmGxaOcY1wJ6nY8Ve98wEOm1dGHx4H9xiCBlaI1I0Kbt18Zq90VircmD/t/ery6rKfpNIJzAkgOEvWLRa2+CnFzhaTt2603b71esftv1pZWZbO6xs3rP5n/kJL0NGhHQRIZDhcBgSEQ1BIODxT2ioJOmqXFhl4PB3Dhw2GjIOU6DgD8xj1D3CPRp92PLg3tCJniv2E41vnO1Z61hd/+Q6u+iJNIU5Xw/iya2LZIThghz4CA+B5IyB+VCP/Y7DsaaBmpoacdme8tMSWqZ3jrFhe3/ftd5u+4m3T733Sld7d7/D4RCigZeLZVm+63bvvbhYUZNPHZwKCJxRLJKoEuOSwJNgREHqw+UTeMJA3XfrDmg2aY/3D/R/0nW780dn33z3Nbu1v//fQaNpoG/Y39Vs/XtMvOyCkvRPS+UxaXKl0jzn89ptd232pX7/KkQWi4U0mowvToxMsOd/e/7y00DXU42lhknJSamkeVrd8deOtzo7O1fXBYvFsuG74Wl18uTJr5zxv6V/AMsm5SUQBN+QAAAAAElFTkSuQmCC) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHklEQVRYhe2We0xb1x3Hv773+m0MfoDBNmAcnAAGBjhNWKGMEEQDStoE5CZbVGXatE6LurVdmuzRVIr2z6ppWaMw2qztqqxJm6hs2pR2ycQI7bImQBLKyzxjYye8n34/77Xv/ujoEjAZSds/Ju0rXence87v9/neo3PO7wD/17KOgaipqRF91RiTyUTd/U4uN2p4NcKqA1U/Nn3dlMqluTaHw8F82eCavdv35W3Nr404Ix3T09OxewzYbDbaWGpMqdtV+76h0FCpMijpRJlswj5sD35R8LanKurLd1U0Fm8pOWS32n934fwFy3I/efdgIS0cU+mUlRVlleVFBSX1gnReg2GLmiUSBH0TgxMPNCMmk4mq2FVWb9yib8wz5hwpyCvWBdyzlr+3XvmZY9ARiWvA4XAw2VvTSYrgPbG9cDvUSrV8KeisS9YkVWSkpbnEWUmO/2bEZDJR2xrK6nOLdY36jfojudmFujxDARiCweiNtuO/P/Hnj+4eT65MICdTrBKt6HGf15sm4Ynhm/MhGoxm8qTcfXqDoWJrWenUtcvXbPHgB098/6kNj+lPyqTKI5mqDbpNulxoUzUACVime0ZbWrufs/XZ/HfHECuTXLp0yUMj9maUy0IqT0KCOBEaZRaSxGqE/OGKQlPBHw69cqh8ZdyPjh7cYcw1vJsZVVUa1UboNHqIxQlgOSxG7wxg+pb1zZYzLXMr41YZAID2tvZ3GE/4E5fbBb5QAE6Mg/wsI2pKaxDyhlO94ugPV8bIirT7RXIlJZdpIRVKIeQLEKHDuGlpx8j4cFvXTftr8VhUvI8tZ1oCu6t2vZ5u0JUnahLBhKMgORQUyUrQFI3vcqybT9RWPyv0BDUIhXRITf3HgE6y5YY7BCZAwR8LggWLycU7mAwsMvbRmeMtZ1oC8Vir1sCykmWqW8nG5EopJc4gWBJOlwsSzyK+4bJDY+2Sce2cOqRryqFQ5oMX2ZliWFAULYbhDCVghqJAR0JwBT0IecLvvPGLN369FifuDADA6dOnQ8YdOU2mnUUlrIIQzXimsXmmCwhOALM6oCEfIYUCAooEFl3AzC2A60RVEo0l1oeJIA2ukLgz2TX5y7UYAMC5XycANH/QXBkRRb9Hsvacvb6hEgR0WCLz4ZHLAIIAjyQhoigkBYNA+xVA58Z0YV7fb25Ojk712ZreO/nex1/IwLJGqiuf3bhxQ2Oo5FFMaLUAwQFFEOCSJHgkCYlAAOHEOND0OsBlnub87eOz68kbdxfEk5YrLEZiMtyJUtBgwQL3PGGGAWRyQJ0KeGnTevOu2wAtEkUgV4AiCIBlwbL/NrHcZlmAJAG+AKDp1C/dgC0a6sbcPBK8XpDAKjjBAnA4APcCwOV+sN68a27DZR0+frjusd3bXlHWGOoMxHQKuciCEUnB8PlgCQIczmdrQelyA4leYLse1kf0adn7nqxNM6rCPW09Iw9t4MXGF6t+8tzhc7m63BKJdmNKCkMA3FlIXLOQujngEQQk4TDks3NA11VAFQEECnQLdOlZmRvygmJvQ35loaXjQsfwAxswm83E0ZeONqoFmsLhW0PIycwFT64GIj7A9xGI1tvgW+3gDQ0CHZ1ACQ0UPI5RN4U7/ijoIA0pJSY9rF+dzCafHxwcjFtF1zyIEjJ5T3D55I4ooijMK4SYEMIvimJUswm3OSbL19xXXs2adWwDl5iJ6XW3if0vvNTppVIXvAvQKBIhSZSAr+Ch98JAhVBD7gTwx3UbeOaZbyrrv7P3ZTbCEqSQRAIvAQAwtziPJb8H7RMhy56/Xn4bwNsAgPZOuM6+VUYujuzzup0Q8XlgXAxinhhyUjch4nYeqq6ubmltbfWsZMXdBY8+WfEttUxTMj8zj7Gpsc/gzBxab17EkNMSctuW3l0Zc+q1pkZX1LkwNj+GnpFeeP1eUBwCKpkKGRmbShV5CfXxWKvWwJ6n96SYqjY3MS5WGQmGMDU7hdHxUdgn7JiOzLVZrbafn3r+1F9WxrVebB1X5ig7DdnZyUzAo2dYmuBzBeCSFBCNwR1ayFCJE94fHnaE7mtg97drD6TJ0w+EfSEQJOCLetHbe83S/+nAyz0f9h8+d+Jcf7w/AYCOSx23XePu5jB8vepsQREhIJSBcAx0IAJvxJvmo6Pd/Z2WgTUN1NbW8krLHnmVJPlaX8wDcNE3NDr4q/7LXc+ffetPn1it1uha8GU5HI5Yd4dlWMJKm0OiwIJfTGdyQCl4hBgxglFpvJzzgxP/uVfeY6Buf12DLEXxA6d3/rqP9Z1ov3r9hZM//W3b8ENczS2WEf8/P7xxlcvjnxdI/IvJInGWRKYodtLBoe7r/Z/P4ufV0Gw2E9oC7cGZyRkHs8RcbG5ujj0o9H4ym2uVSTnaKoSiKZ+29Z7q6upafS6YzeZ114aH1bFjx75yxv+W/gUBr/WWmB6tcwAAAABJRU5ErkJggg==) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27592 5.3333333333333s linear infinite forwards;
}
