@keyframes rwdcur27603 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhb2XXUxTZxjH/+ecfnNsobbQ9ZtuIHQFq4NpCDLUTXRONxUySTQmM2HTLN4sixfEZLtwu1hMXNyyZMmWbVyMhSiR6GIgROYEDeNDQCrTAqUIbSkfbTntaU+7c3azC4fZTEvsc/u+z+/9vV9P3hdYR7zX0FD8waFDjvUwROtJrrTZTlIsqwRwKlMGmWnigQMHFDqd7qBco6k5vmePIusCpTRdJabp4hcMBrvTaHw96wKvWCwnIBaTIpqGWq9/I6sCJ+vq1C9ardVShQJJgoDFYHinqa5OlzUBi9nsMJWXWzUFBRBLpSjQ6YxlpaXbsyZgMptrYwSBlCCAkkjgi0aRl5+/OxMWlW5CQ0MDucXhODe/tFRIiMUgKQo8y6JEr5dwKtV3g4ODfDq8tFegRKNxqiiqJhwOg6Ao5NA0tldXw2i3F2+z2ezp8tIuRDt27LDn0rRohSQhlcnAA5iZn0dgZEShTSZrAIymw0t7BVien6rctw8btVqkUinEYjEIggB7RQUmGcadLo94VoempiaRNRp9dbPBUDWSSrnmFhfvfnX+fEvQ631zJhZDZGUFJYkERtzuKxe7uk5tKSzculOns44uL/f/Oj3t6unpiact8PHp0zqlVOosstlec1gs1TzLVoWjUdJss2Gwu7vD4/N9UWyzVcwxjFZM07yJJAO3+/v7nEVFzcjLO8zFYkhJJJwsJ2do3ufrDMzM9HoXFwd+6u5e/k+B2tpa0e6ysl1Ou31/WXl5/XIkoiclEjjKykARBAILC5AqFFD6fLh++XLzwQsXPnsSdLW5+cP9x45dah8aQn1VFSAWA7du4WY0ivjqKsTRqHchFLrhCQbb73m9t9t6ehgAEB0/cqSiyGR6V61WV79ktW6X0TTmV1chEAS0ajUorRYAUKDRAADG3G7MJZPStTNx1tdrqZISJMbHAb0ekEiAxkbs/KednZ01/3HnTpM+Hm9yhMOumurqjomZmXZSLhaTCppGYUFBfo5cDgFAkuNAEARMVutT25MSixEhnz67kUgEALAhJweYmnqqXRAEJDgOXCoFhUhEc0BKEASR6NvW1n4A/Sfr6j63Wa1btzqdx7fZ7bsWw2Hjo4EBbLRYIJFIMD09jTyNBqpQCKpgMLB2gGQg4AMAKcvC73JBt7CAB7OzeMgwkDMMVNGo//HS0rUxv/+XlCDcu9TWtvivM/BkfNTYqMnPy3PQNL17c0XFLpNeXxIKh9X88jL46elrV1yuT7fYbFX+aFQZ53kYEolIUqm8q8/NPbdBr3/LFwyCZVmOp6iBxUjktm9urosNBEa/7O5eWDvWM6/hJwAZOXpUv8loLJ9nmDjLcRMn9u69REUih6coCqRCgQKGAe/x3LjQ2/v+yyaTw2EwqAcmJycmeH6ora3tf0vzMwXWRntLS21NaenNYY8HMQBymQxcPA760SPMk+TbjWfPdqTDS7sS5sZi5j/dbtBKJSiKAi8IWPL7MZtMggIk6fLSFrj/4IGbW13l4wyDVCIBLh5HkmWRSiaX+4aHB567wPDU1KhMKnWziQQoioIgCCB4HoRcfv9ia6vnuQt839HB8DLZlWKrFWaDAQLHQSWXgxCEoXRZGQkAgCcYvL5BJILRYMCm4mKoYjFMjox0ZU1gzOVy/ZVIeAkAmyorIeP5hWAolNY7YN3x+w8/fJ0MBgVBEIQfz5z5JlNOxv+CG319P4eWlviUz4fHXu/VTDkZ/w3Hxsfvrfj9HpZl47/FYreyLtDR28uceviwg5RKZZ2dnbGsCwDAmMfTIiKIdTH+BmUtMqii6KP0AAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFR0lEQVRYhb2WXUxTVwDH//f29uu2hdsChSKlQKEUlIYAUzROm01w0yAb0QdNUEOyLW4xMT74aNzDXrY4H/ZhZmZcYrLMNO5D3BQJSSOGRewEiWJpBEFKv26Bft9b+nH3tMVhFtIS+b/ec373d/733JMjwjpyoq/PtMNk0t1/8iSQL4Ncj0DH9u3H9ra2frIeRt4Cx61Wmd5geMdgNFo7LRZ6wwXKm5sbC1Qqi1atNu+tr9+z4QLmqqpuPpmkSIJApV7fsaECnZ2d9CaG6REIAjxJQqfTvfdhT0/ZhgnoNRpThiBMgiDAzfOIKRQVKopq3zCBhsLC94OLixJ/MIhoLAbI5dCq1bvzYYlyndDV1UW/u3XrlxmpVJsRiUDTNCiKQjabzVIazQ+Tk5NCLrycG3jTbG4RKRSNhFgMEUWBAFDIMNDX1lqqi4trc+XlLNCq1+8oIUmSFImQBhDnOBASCYpUKuXW6uqW1y7w1OdzVIrFWf3yMshkElwmA5ZlAa8XCoZZypVHrDXg0KFDZEEyWbN31663AgsLvj+dTvup7u4reqBnLJ2GhmGgEwTwy8s3Pr11q7fdaOw06fWmv+bn7W6/f+Jbmy2Ws8DxffvK6MLC5jK1end1be1OFU1bdGVlBUmXC1mWvXGfZb9qMhiaAxynFkejWSKVWmQlEsd2hjmRdLmO6I4cQZqist6pqcejjx796lpcHFhaWXH+MjT0SkP/ClitVuXbNTU7Wszm/YVK5UFBqy1nSkvB8TxYrxeG4mJsrqrC8uPH+N1mO9lrs339Mmjs8uWPmyWSb64NDMDY1weVQoFUNIqA242Q35+N+v0zMx7Pj754fNAVjTrsdjsPANRHvb1tOxsbj21uaOg0m0wmuVwOt9uNFMOgorISPq8XqVQKm5uagIoKqEtKIBsf37R6JcFYrHSurg6qnh7EV1ZQXFoKMU3DqNMBmQy5kkjUWsLhs1w0etbPso6Du3ffnpia6qcEgPQnEgnK613yRCK8WCKRyWgaDEHAs7AAn9+PFEHgqduNBqUSgQcPwC4vU6sFEuk0VngecY6DnKIgJggkBQGpZBISiQQqmkYJQSAtFkPOcdqQVAoZRVHUpatXRwGMAkDf4cPtpQyzv1ittlrq69vAcbIihkEomUQwGAQePoRyagrlFDW/WkCWSrElS0vQiMUgBAHuFy/g93qRjkaR4nmokklfOBC46fJ4rs0FAuNXhoeD/7sJAeDU0aPtlurq/V3d3QeKVKotXCRC0gZD+v7Fiz+POp2XteXl5kgwWCBTKqERiULTqdRke0nJySTDHCgwGkmpWJwetttHA8+f35sJhQbJdHri+6GhV25Oa/+GVqvyjbq6lraGhp3P/H7H4MyM/fOuLltVR8eBRDgMWqMBZmfBRSI3Pjh/vtdUU9OmKyzcshQKPeS12pFz585l13pHTrl24cKelMuVEVbH4RB+On36YK68nE9CS0tLDVVRQXI+338fpNOoZJjWXHmv7Oa1cntgYJSWStOheJySzs4iQ5KYn51FUSKRdUYiQ7nycm5gZGTkGSkIk5Zt21Df1ISi4mJkwmGEPJ7xW3Nzd1+7gM1ujzmdzl+hUAAKBRiGQXRxEePT03/YbLaV1y4AADfv3BlEPA4AcE1Ogg+H+emlpf58WHkJcLGYEwsLHrAsnoyNIcrzk4ti8fiGCVzq7w8GPZ57SCSwEg7DGwjkVX/eAgDw292734GmszK5nI8mEnnVvy6BUYdjggsEfPFMxuXLs/51x3H9+vkvzpz5bD2MnA+ilzMwPHzVx7J5fft/8jebp073H0LHMAAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRYhcWXW2xTdRzHvz3n9LRrT0+vp+u2dhfqarcMhJVdMlmYwLaAGfFlAQaI4gOJD/jgm8ZkPKgPxgcSlUjEgMTEZLq5eZnIxVinhILbnAuOAWth7bpet3a9n9PWB18IZmC7ML+P/+T3OZ/zO7/8/jnAGnKot9fy8sGD9WthEGsp7mxoeOUpjjv8vwj09PTIzFVVe3Uct6O3t7doTtGFW5TKNo1Wa5HTdL06mdy87gIt1dVHyGSSyAsCU6XVHlxXgd7ubk35hg3bxAwDOcdBWlLS2t/fXxSrqCKDRtMgNhqrReXlMFss0KjVjb6JibZ1E7CaTDtBkuAFAYxKBRXHSVvLyvYVwyILLejo6JA+a7O9DYmkIp5MQkSSQD4POUCXLC2d+d3rzRXCK7gD2y2Wer1e38gqFGAYBgRJguU4lNbWWncdONBaKI8qtKCzs3Or3mCgsmIxrC0t/xyGQuDHx6WkWv08gLFCeAV3wOl2z5axLKQSCXxuNxCNAsvLEBuNufFA4JdCeY/tgM1mo15qb29uqa/f9VcoNHXRbrfbaPr7uubmPR6nE7fTadRms1jO5b7+aHj4yut9fV0qlYq4F4lMf/L55+7H8UWrPXRzVVVzU13d7ud27uywWK1tqfl5QppMwnH58sjPTud7NSbTVpXRyEEuz5H37qX/8HrHuq3WYwvp9P6oXI5EJBIUU9T03dlZuzsS+TWWzd74bGgovKqAzWajGszm5kqFYneFwdChYtk2kUxGaDkO6UwGCqUSrQwD8eIiRh2ON/ecPPnOg6CPjxx5tbm9/cNZkkQ2Hkd0aQlikoSUICClaSiB+0GPxz7ncn11d2HBfubq1TAAUEf3799qNZv36dTqbUqWbabEYkLCMKAoCjKGgbGqCjRNQ0SS8Mfj8ASDuC8IioffJGcylXplMmQzGZisVphraiDwPJDPIy8IyGYyleWJxKGGWOxQNBRyNXZ1feGcmxuiKLGYUKtUsFks+lKtltAoFHCHQgjwPFRaLUqkUkgkEiQSCSQEASqGAUvT/5odTUkJWJLEEgAQBLL5PLIAcoKA+PIyAl4voqEQhHRaWI7FFsORiJDheYo6ff684zTg6O3ufrfBZGrs3L79sEGh2MGnUsZQJoPA4iIS0ShIiQRKloXi+nWQweD8wwIbzWZvXWUlCIcD0UgEHpcLAZ8PEb8fEY8HiWh0Lryy8uViKvVdjKLGBgYGcqsO4Wt79+plLNtWVlHRznJcs06jqderVBo4nUjPzw9e4/lTT2u19R6vlyVoGhRBRLOlpY4mtfotGbBnRhAgxOPCfZ/P4QkGx0Kx2MWVTGZyYHQ0uOoQPiov9vRUbtu4sS0eDvuHZ2Yc7/f1nbeIRC9Mp1IoKS2F4PcDkcjIB5OTx6rl8tYNOl3lQiIxntLrf+vv73/kav5PAg9m5OzZrt0VFaOBbJaYjEZBSKWQURSkbjemPZ6eoydOfFsIr+BNqMxkNt+JxQinSIQMAFE2CylNI63TIZJMSgvlFXwXXJmcHNtSW5tLMwwhZRgQFIXlQAAkkPDH41OF8gruwLzbPSVJpe4oJRKIxWJkeB7pdBrhQGD2jt/veuICn46MxNx+/2CZwYBnNm0CAUDE81iYmbEPDAxknrgAAPho+ptNnZ258tpa2JqakEulEFhZuVAMqyiBWxMTkwCmAYCrqYGO5/3haLTg77+m+G7fPpHP5/P5RCI/dPz4qWI5Rf8XXL1x4wKAHFwu3FpYGF53gR8HB6cEv3/6z5s3Z67MztqL5awp1y9desN+7lzR7QeKWEQP5qdr135I+f1rYvwNB9wkuocQ9+IAAAAASUVORK5CYII=) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhb2XXUxTZxjH/z2n7Tmn5VDaAqUtLQjS0ELVDcIWJaiA7RaVRJ2Z2eKNBhani/fuxqtNL3axC7JkZhvBLHNRMWEajUNdGM6AiggEKwjy0dnP0+9W2h7O2c2WLC7MtET+1+/7y+998uR58pJYQ04eO2Z5x2rVD4+P+/NlEGsROLB9+9GW2trja2HkLdC1d6/CbDB0EDJZy2GHQ7HuApZNm94WKcoiLyiwWVWq9nUXMKnV+yKJBFHEsmBUql3rKnDU6dToWfaDeDKJFaUSOq3WcdDp1KybQKlGU58lSXOG5yGRyVBoMFjMBQUt6yZg1mqdK1Ip0tksQJLQ6PXYpNG0rYuAw+FQNNTVdZAMA1EUQTMMSoxGtO7a1dzQ0CB94wI76+stG2w2S0FhITQqFUxlZaAKC1FSWVn7SXt70xsXaLLZ2j3RqPxlNosChkGZ2QxTdTUEiqJrbbYdufJyLlmM50fVfr+QZRjCSxBYGR6GnqLgvn9fmPb7x3LlSV53oKuhQbqxvr6pta2t/fHs7Njk1NTN/Xb7j9VlZft9LAsymYTdboeoVPYdOXHiY6vV+p5arTYHUqmhmUhkqqenZzlngWO7dxep9frGWq22zbltW7PIslu9HEfEZmeFAqDvsdf7XZVGY+MEQZv1egWTycQ9jccfbDWbj/vj8UMxhQKsUpnxeDyjrunpmws+310+k3nQe+tWaFWBHTt2SN/S6VotRuPuaqOxQ6bVVqr0ekgJAv5wGFmJBOUA1F4vhu/f//xAb+8X/wb9fOrUp+2bN3c/fvkSSr0eYjaLcCSCdCwGLC9Dnkwucj7fjTm3+8qkzzdy8d69EABIjxw61NhYX/9hZXl5s5pl36UZBhKFApU1NVAZDMjEYuAGB9FmtQLV1cDCAtIzM+yrLyEYRpfQahEKBCCmUmhtaAAMBoAkAVEE0mkzOK5r2e/vmn/+fH7P7OyFiSdPrkgZmYygKApKiiol5HLIaBorACiaBgDICwtRbjIBir8XXiYDQi7/T/PKAfCpFFiaRjSVwrDLBbXbDUapBCmTgSZJxMJhBEIh3hONehPpNC9ks1Jp9/nzIwBGjjqdX5YbjY1Gk8m5Qa/fU1pUZCljWWQ4DsloFL97PFA9egR2YgJ0JLL0qoCppCRQVVYGeSCAp9ks0qkU5txupCMRJCMRIRgMTofD4f7ZROLaMk0PXbx4UVi1CQ86nZr25uZGx86d75fIZK1zCwv1SZ4nJMEgD47rG52b6zap1VsColhI8Tw0ohjz0PTkdpvtM9B0x1IqRaxIJLzn2bMRzusdmonHr7sSidGBgYHYqk24Wg47HAqr0di4xW5vng0GHwzOzPx20m7/wVpR8ZFfocDK8jLqqqoQSCZ7j58711nHsi3larXNHQ6Pwmz+4/Tp08L/8V8r8GruXL7crstmfw0rlZAbDGiMRgGrFZEbN4RLLte+zrNn+3Ph5TyKWYbZmKEopHkeRYkEYLEAOh2KmpqIGoPBlisvZ4GBq1fHSwlCoAgCUVFEKB7H7atX4Xa7l0fHx2/nyst5F0y73eMJr/eZrLTUEuI4CIIAA8NAR5JTrrGx0Vx5OVfg+/7+xEwy2UeSJCiKQiQSge/FC1zq6xv69uFD/o0LAMCEz3etqqYGrEIBiiQR5zg89Hqv58PKS2BqenqqqKJisbi4GBJBQDIYHPfHYoP5sPJOZmmpW0ynxaGeHvGbzs6v8+Xk/S8YmZz8CXK5EIjHhT9DoV/WXaD/zp0xAPNkKjX51OVa3/L/k/nh4a8unDlzdi0Mci2XdcXFweeLi0/uPnr0Il/GX7a2LZgqrChSAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhb2XX0xTVxzHv/f2D7eX/rmlty0tiAUFSyUitGsUdTGb4c+WkmhC1BnM1ITglhhismzJsieT+bjNxPiyaDb2sASDBh5wiTBQp4E4SRpQBi3CoNDS3kvp/z+X270ap1taIt/n8/uczznnd3JygC3k4vnzNZc6O+u2wpBupfhYff0F3udTA7hYKIMstNDlctFV5eXtNMsettvtBS+kYIE6lnUoi4pqZHL57qMVFQe2XcCxc+cZURBIqVxOGdTqk9sq0NHSUqLSaFojABQqFcwazVGXy0VvmwBD03UShqnIyGRQMgxURqN1F1DQMRQksFuna5EVFwMkCbVOB7XJJN3LMMe3RaCzuZm2mM3tglQKURRBEATYigq0njhR0G3IW6C6qqqm2m6vKSsrg9FkQjFFQcGyMDsc1i9Pn877GPI23mu1Oim1Wp5IpbDfYgEMBkAUIY6NUQ0Wy8cAHr1TgdTm5iwZDou0Xk+6fT7s8/uBXA6TMzPiXDz+MF8e8X8D7Ha79NMjR5wHGxuPzQQC7qGRkZFuh+NWvdN5IiSRICuRoMZoBJ9M9ndfvnymtrLyfZ3JZHjm9T7+6e7d+YIE2tvblRaa3ue02doONjUdraqubvJOTpJ8IIB4LDbg9ftv6GQyG20y6YTNTTGXTnOzCwtPP9yz5/NQNnsqxbLIZDJ8lOPcXq/3wSrH/ZGKRp/+PDzMv1XAbrdLrWVlTqvBcNys13+kLy21qvR6kpDLEU8mIQKQp9PYkU5j2u//uuPKlW9fBf3S0/PZezbb9RcKBdQKBcjNTaQFAWI6DVIQwMRify8uLd2b8njuvAiFJvqePOEBQHr+1ClHg812Us0wh3UM45TLZKRULodKq4XOaEQwGIQsm4XZbEaJUomV6WnEfT7V6yspMpmMuYoKJAMBKAgCDbW10BuNgFwOURRBZrMVjZFIV1Mw2OVfXFxobmv79a+5uTtShUxG0kolag0Gg06rJeniYgRSKdAlJai02VAJ4Pn4OBiaBkXTkJMkCFH8V/MKmQwSHIcigkCWIOAJBuFZWwNdVAQJgKwgIBmNIhGJCPz6uj+SSgliLieVXu/tnUBv70RHS8vVuh07Ghtttk690fgBmcuVL01NISMIWA8GwXMcomtrGD93DubW1qXXBcoYJtig04FaXsZMLIYUgI31daQ3NrDBccJaKDThX18f4pPJUYGiHvf19YlvbcIul4s16PWNZXp9m1KrdehZ1iGnKKqI54XkwkL/bDZ7vYpl9/t5Xp1IpVBMkuGERvO82Wr9ospgaH04P49ENivMezwTPo4bWo3HR6OvTPrGJvyvfHP27AGb1frBYiDw9M/790cvdXXdqmSYTxYzGVA0DTYcRlwiGfh+bOxCJUk2WtRq50tBeDAZDj9606R5C7ya2zdvNu+iqKEkTZNxkoRUJsMenQ7J1VU8e/myo6On53Y+vLzfgt2lpftVajUZzWRASCSoNJuhNZlAarVQy2SWfHmSfAuMNJ0rLy8/FxNFQiqVIhIOY2VlBdzycuL3kZGvHk5Pr+XDy3sHlgIBNzY2PEqCQCadRlYUkUmn4VtdnZ0Txdl8eXkL3BwYiC2trPSzGg3MJhM2BQGZSAR+r/dBX19f5p0LAMBMNDpoa20V6w8dgsFgQCIcxlwoNFQIqyCBeY/HDcADAFqKQpLnPaFEYqIQVsHJhcNXc7lcbuHevdyP3d0/FMop+F/wZHx8EIDIhULiMs8PbrvA3eFhN4CFKMdNDXq9o4VytpSg2/3db9eu3dgKY0u/4/7Bwd5wKLQlxj+2civ/ywMbCwAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhb2XXUxTZxjH/+ecfnNsobZQ+0FLNxC6gtWBMwQZ6iY6p5sKmSQak5mwaRZvlsULYrJduF0sJi5uWbJkixsXcyFKJLoYCJE5QcP4EJDKtEApQltKoS2n5/Rr5+xmFw6zmZbY5/Z9n9/7e7+evC+whni/sbHkw4MH7WthiNaSXGW1nqA4TgngZKYMMtPE/fv3K3Q63QG5RlN7bPduRdYFymi6WkzTJRsMBpvDaHwj6wKvms3HIRaTIpqGWq9/M6sCJ+rr1S9ZLDVShQJJgoDZYHi3ub5elzUBc2Gh3VRRYdEUFEAslaJApzOWl5Vty5qAqbCwjiUIpAQBlEQCbzSKvPz8XZmwqHQTGhsbyc12+9n5YLCIEItBUhR4jkOpXi9JqFTfDw4O8unw0l6BUo3GoaKo2nA4DIKikEPT2FZTA6PNVvKa1WpLl5d2Idq+fbstl6ZFyyQJqUwGHsDM/Dz8IyMKbTJZC2A0HV7aK8Dx/FTV3r1Yr9UilUqBZVkIggBbZSUmGcaVLo94Xofm5maRJRrduslgqB5JpZxzi4v3vj53rjXg8bw1w7KILC+jNB7HiMt19UJX18nNRUVbduh0ltGlpf5fp6edPT09sbQFPjl1SqeUSh3FVuvrdrO5hue46nA0ShZarRjs7u5we71fllitlXMMoxXTNG8iSf+d/v4+R3FxC/LyDiVYFimJJCHLyRma93o7/TMzvZ7FxYGfuruX/lOgrq5OtKu8fKfDZttXXlHRsBSJ6EmJBPbyclAEAf/CAqQKBZReL25cudJy4Pz5z58GXWtp+Wjf0aMX24eG0FBdDYjFwO3buBWNIrayAnE06lkIhW66A4H2+x7PnbaeHgYARMcOH64sNpneU6vVNS9bLNtkNI35lRUIBAGtWg1KqwUAFGg0AIAxlwtzyaR09UwcDQ1aqrQU8fFxQK8HJBKgqQk7/mnnZmcL/7h7t3lDLNZsD4edtTU1HRMzM+2kXCwmFTSNooKC/By5HAKAZCIBgiBgslie2Z6UWIwI+ezZjUQiAIB1OTnA1NQz7YIgIJ5IIJlKQSES0QkgJQiCSPTd5cv9APpP1Nd/YbVYtmxxOI5ttdl2BsNh4+OBAaw3myGRSDA9PY08jQaqUAiqQMC/eoCk3+8FACnHwed0QrewgIezs3jEMJAzDFTRqO9JMHh9zOf7JSUI9y+2tS3+6ww8HR83NWny8/LsNE3v2lRZudOk15eGwmE1v7QEfnr6+lWn87PNVmu1LxpVxngehng8klQq7+lzc8+u0+vf9gYC4DguwVPUwGIkcsc7N9fF+f2jX3V3L6we67nX8FOAjBw5ot9oNFbMM0yMSyQmju/Zc5GKRA5NURRIhQIFDAPe7b55vrf3g1dMJrvdYFAPTE5OTPD8UFtb2/+W5ucKrI721ta62rKyW8NuN1gAcpkMiVgM9OPHmCfJd5rOnOlIh5d2Jcxl2cI/XS7QSiUoigIvCAj6fJhNJkEBknR5aQs8ePjQlVhZ4WMMg1Q8jkQshiTHIZVMLvUNDw+8cIHhqalRmVTq4uJxUBQFQRBA8DwIufzBhcuX3S9c4IeODoaXya6WWCwoNBggJBJQyeUgBGEoXVZGAgDgDgRurBOJYDQYsLGkBCqWxeTISFfWBMacTudf8biHALCxqgoynl8IhEJpvQPWHL9fuvRNMhAQBEEQfjx9+ttMORn/C2729f0cCgb5lNeLJx7PtUw5Gf8Nx8bH7y/7fG6O42K/seztrAt09PYyJx896iClUllnZyebdQEAGHO7W0UEsSbG32SoMqg5JQYjAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhb2XX0xTVxzHv739w+XSP7f0tqUFsaBgqUSQdo2iLmYz/NlSEk2IOoOZmhDcEkNMli1Z9mQyH7eZGF8WzcYelmDQwAMuEQbqNBAnSQPKoEUYFFraeyn939vb270ap1taIt/n8/uczznnd3JygC3k4vnztZe6uuq3wpBtpfhYQ8MFzudTA7hYKIMotNDlclHVFRUdFMMcttvtBS+kYIF6hnEoi4pq5QrF7qOVlQe2XcCxc+cZURAImUJBGtTqk9sq0NnaWqrSaNoiAIpVKpg1mqMul4vaNgGaouqlNF3Jy+VQ0jRURqN1F1DQMRQksFuna5WXlAAEAbVOB7XJJNtL08e3RaCrpYWymM0dgkwGURQhkUjAVFai7cSJgm5D3gI11dW1NXZ7bXl5OYwmE0pIEsUMA7PDYf3y9Om8jyFv471Wq5NUqxWJVAqNFgtgMACiCHF8nNxvsXwM4NE7FUhls3NEOCxSej3h9vmwz+8HcjlMzc6K8/H4w3x5kv8bYLfbZZ8eOeI82NR0bDYQcA+Pjo72OBy3GpzOEyGpFBmpFLVGI7hkcqDn8uUzdVVV7+tMJsMzr/fxT3fvLhQk0NHRobRQ1D6nzdZ+sLn5aHVNTbN3aorgAgHEY7FBr99/QyeX2yiTSSdks2IunWbnFheffrhnz+ehTOZUimHA8zwXZVm31+t9sMayf6Si0ac/j4xwbxWw2+0ya3m502owHDfr9R/py8qsKr2ekCgUSCSTyAJQpNPYkU5jxu//uvPKlW9fBf3S2/vZezbb9RfFxVAXF4PIZsELArLpNAhBAB2L/b20vHxv2uO58yIUmux/8oQDANn5U6cc+222k2qaPqyjaadCLidkCgVUWi10RiOCwSDkmQzMZjNKlUqszswg7vOpXl9JkclkzFVWIhkIgJJI0FhXB73RCCgUEEURRCZT2RSJdDcHg93+paXFlvb2X/+an78jK5bLCUqpRJ3BYNBptQRVUoJAKgWqtBRVNhuqADyfmABNUSApCgqCgEQU/9W8As8jwbIokkjASyTwBIPwrK+DKiqCFEBGEJCMRpGIRARuY8MfSaUEMZeTya739U2ir2+ys7X1av2OHU1NNluX3mj8gMjlKpanp8ELAjaCQXAsi+j6OibOnYO5rW35dYFymg7u1+lArqxgNhZDGkB4YwPpzU1ssqywHgpN+jc2hrlkckwgycf9/f3iW5uw2+ViDHp9U7le367Uah16hnEoSJIs4jghubg4MJfJXK9mmEY/x6kTqRRKCCKc0Giet1itX1QbDG0PFxaQyGSEBY9n0seyw2vx+Fj0lUnf2IT/lW/Onj1gs1o/WAoEnv55//7Ype7uW1U0/ckSz4OkKDDhMOJS6eD34+MXqgiiyaJWO18KwoOpcPjRmybNW+DV3L55s2UXSQ4nKYqIEwRkcjn26HRIrq3h2cuXnZ29vbfz4eX9FuwuK2tUqdVElOchkUpRZTZDazKB0Gqhlsst+fKk+RYYKSpXUVFxLiaKEplMhkg4jNXVVbArK4nfR0e/ejgzs54PL+8dWA4E3Njc9CglEvDpNDKiCD6dhm9tbW5eFOfy5eUtcHNwMLa8ujrAaDQwm0zICgL4SAR+r/dBf38//84FAGA2Gh2ytbWJDYcOwWAwIBEOYz4UGi6EVZDAgsfjBuABAC1JIslxnlAiMVkIq+DkwuGruVwut3jvXu7Hnp4fCuUU/C94MjExBEBkQyFxheOGtl3g7siIG8BilGWnh7zesUI5W0rQ7f7ut2vXbmyFsaXf8cDQUF84FNoS4x+uxyv+E3GJegAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRYhb2Xb0wTZxzHv73elSv0H9eWQqV/ENKxigypMMMkYYPRTI2bLgZjxpZthsVk2xvNssRs8mom24vFLJnJhlk2jDFxQQfZ0BgXJYCCMAQZKlBSCi1/2l4LbelRjru9W5wLMz0yv6/v93m+z/d+z+/JA2xCbzc0OD4+cKBkMwxyM8V1dvtHqWSSBHBMKoOQWthYX59pNJn2UHp9lcvlkrwRyQZytNqq1awsu1yhcOzeunXXMzew02Z7R0YQhJwk6XydruGZGnjf7WbKyst3m8xmKDQaUDRd01hfnymFJenf5eTklJi3b7fn6nRIplKIazQlNoapA9CeLktSAs6CgpoExyEcDkOpVoOnaShVqlelsORSiva43Z8Go9EiQS6HQqnEajIJA00rdIWF5wYHB4V0WGkncMjtZiCXlyQSCRByOQiCgJphkJuXV/xyUVHapyHtHqhwOktecDrzhYwMFJeWYpXjQAOIj47SWyiqBkB3Ory0E7A5HHzFvn3QMAwWFhexHIvBwvN40W7H4Pj4QLo82dM+cLlc5FsVFZUVTmfdo0hk5JbH0/XjiROt0Ov3zAaDYGdnUcqyGJqZafu2r++YniSLjRaLYjGRePhlS8usJAPHjhzRxRIJZ5HV+tpLLldNVXl5lX96mrCKIm7dvNk+6PN9tdVu38lrtUZjXp5AhEILMwTR+2519cnrHR0HAxkZ0Gq1oSTPj85PT3fNzc31LEQiAz/duMFuaMDlcpFlhYWVxXb7m887HAfjiYSVpGnCqNfDZLUilkjAqdUic20NHRcunNx/5swXj4Munzr14TaX65vbgQB0CgUsGg0eeL2QpVLIpmmoZTLffDB49U+P57IvGu0/d+0aCwDke4cP73RYLA06htmdrVJVKiiKIFUqGPV6bLHb8VxZ2d+LxFgW02NjmOU49ZM7UTgcxhWGARkOY//evYDRiB0AIIpY8vmwMD9vzWDZpi07djQlWdZbVll58f7ExGWCpCiCVqlgM5lyzHl5hEavB61UgpDJIK6v/2ORUDCIpUQCIIh/nZ4Ux8FkMiFDqUSS5x/LWAatwQBBFLEUiSC6vMxPhULzwXCYX+N5kvyutbUfQP8ht/t0icVSXulyNVbu2vXKI683/15XFx4MD4MAoFSrkW+3Qx8MIjMen3nSQIXTOZdrNiPr7l0s+v2wURSGR0awFAphPRTCWjQ6NcmyP4/6fL+GgO5Lly4JGzbh8aYmQwZJlqgFobawuPiVTLW62MwwTGY0CmFiou23QOCsVa93sisrmhRBgIpEltfN5js2hvnMmJu7by4UglwUeYok++dise7xqanrC8HgvR86O0MbNuFGam5uJh4ODZldJlNphONWJpLJgU9qalrzEok37mdlQWkwQMuyyBHFq593d39gV6nKt5lM1vGFhT84s7m3ubn5P0fzUw08qfbz5+trDYbOqXCYeEQQ0KhUEFIp2DgOA/PzrzceP57WjZj2JMzmuLKHHEdEDAbICQJcMgkuHsd4NIrlmRlFury074Kevr7uoqIigWcYglarscpxWPR4IK6tsd1eb9qjOO0EesfGRlZisUlREKCgKACAuL6OTLl89OKVK97/3UB7T088qVC0OQoKUFdbC4VcDhqAPxC4mS5LkgEACESjHWaTSaC0WlRXV8OoUgEUdfuZGRianBwheH4SALKtVug0msXI0tKoFJZkDXR2nhYFQRRFUfz+6NGzUjmS3wU9w8MdWF0VEIthxu//5ZkbGO7tHVkJBLyzHs/YHb+/SypnU7rd1vb1tZYWyfEDm3wd/z4w0ErKZJti/AWS9BfPFlMeBwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUklEQVRYhb2XXUxTZxjH/z2n7Tmn5VDaAv2iFUEaWlt1g7BFiR9Q2y0qiTozs8UbjS5OF+/djVebXuxiF2bJzDaiWeaiYsJcNE7n4nAGUEAgWMGiaGc/T79bac/hnN1syeLiTEvkf/2+v/zeJ0+eJy+JReTIwYP2txwO0+D4eLRSBrEYgZ0bNuxb39p6aDGMigUObNumspnNPYRCsX6P16tacgH7qlVvShRlV1ZVOR0ajWfJBaxa7fZULkfUsCwYjWbzkgrs8/l0JpZ9L5vPY0GthkGv9+7y+XRLJlCv07l4krSVBAEyhQLVZrPdVlW1fskEbHq9b0EuR5HnAZKEzmTCKp2ue0kEvF6vqm3lyh6SYQBJAs0wqLNY0LV5c2dbW5v8tQtscrnsy51Oe1V1NbQaDaxGI6jqatQ1NrZ+5PF0vHaBDqfTE0qnlc95HlUMA6PNBmtzM0SKoludzo3l8souWUYQRrTRqMgzDBEmCCwMDsJEUQgOD4vT0ehYuTzZqw4caGuTr3C5Orq6uz33AoGxyampqzvc7u+bjcYdEZYFmc/D7XZDUqv79h4+/KHD4XhHq9XaYoXCwEwqNdXb2ztftsDBLVtqtCZTe6te3+1bt65TYtm1YY4jMoGAWAX03QuHv2nS6ZycKOr5cFi0Wq3cg2z2zlqb7VA0m92dUanAqtWlUCg04p+evjoXidwSSqU7p69fT7xUYOPGjfI3DIYuu8Wypdli6VHo9Y0akwlygkA0mQQvk6EBgDYcxuDw8Kc7T5/+7N+gH48e/dizevXJe8+fQ20yQeJ5JFMpFDMZYH4eynz+CReJXJkNBi9ORiJD527fTgCAfO/u3e3tLtf7jQ0NnVqWfZtmGMhUKjS2tEBjNqOUyYC7eRPdDgfQ3AzMzaE4M8O++BKCYQx5vR6JWAxSoYCutjbAbAZIEpAkoFi0geMOzEejBx4/evR4ayBwduL+/YtyRqEgKIqCmqLqCaUSCprGAgCKpgEAyupqNFitgOrvhVcqgVAq/9O8NAC+UABL00gXChj0+6ENBsGo1SAVCtAkiUwyiVgiIYTS6XCuWBREnpfLT545MwRgaJ/P93mDxdJusVp9y02mrfU1NXYjy6LEccin0/g9FIJmdBTsxAToVOrpiwKWurpYk9EIZSyGBzyPYqGA2WAQxVQK+VRKjMfj08lksj+Qy/08T9MD586dE1/ahLt8Pp2ns7Pdu2nTu3UKRdfs3JwrLwiELB4XwHF9I7OzJ61a7ZqYJFVTggCdJGVCND25wen8BDTd87RQIBZkMiH08OEQFw4PzGSzl/253Mi1a9cyL23Cl2WP16tyWCzta9zuzkA8fufmzMxvR9zu7xzLln0QVamwMD+PlU1NiOXzpw+dOrV/Jcuub9BqncFkcgQ22x/Hjh0T/4//SoEXc+PCBY+B539JqtVQms1oT6cBhwOpK1fE837/9v0nTvSXwyt7FLMMs6JEUSgKAmpyOcBuBwwG1HR0EC1ms7NcXtkC1y5dGjcQhEgRBNKShEQ2ixuXLiEYDM6PjI//Wi6v7F0wHQyOZ8Phh4r6enuC4yCKIkwMAwNJTvnHxkbK5ZVdgW/7+3Mz+XwfSZKgKAqpVAqRZ89wvq9v4Ou7d4XXLgAAE5HIz00tLWBVKlAkiRzH4W44fLkSVkUCU9PTUzXLlj2pra2FTBSRi8fHo5nMzUpYFaf09OlJqViUBnp7pa/27/+yUk7F/4KhyckfoFSKsWxW/DOR+GnJBfpv3BgD8JgsFCYf+P1LW/5/8nhw8Iuzx4+fWAyDXMxlQ21t/NGTJ/dvjY4+q5TxF96JLJgGFiiUAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYhb2XW2yTZRjH//2+r+d2bdnadWstjC07FoZQFtIYQIVNOQUIS7gYeJhRMCaGC4lBRbzAxEQTyK6YF0SIYrIEcOIc6ObmBhvLYBuWrnSbm11pS1tHD+vh+/odvCAmBkO0Xehz+eR9f+/vffLkPQBLiHcPH648duiQdSkMaimTa4uLW1VSaQGAw7kyiFwn7ty5U1FhMu16ZuXKjQcaGxV5F6jV69cq9fpKrUZTu8Zg2JJ3gWerqvYQYjEhUauhNZm25lXgSHPzshqzeR8rEoEHUFVcvPvNvXuNeRPQG41WgiQtvCAgvLAASKXmSp1uQ94ELBZLUwhAkqZBsyyCPA+N2bwpLwIHGhsVKpbd9SASQTqTQYbnsZjJQCaR2PIiUGs0VhIUVVlUWAiCJCEiCIAgIAOqjxw8WPrUBcrKyxtECoWEkEjAAeAEARlBQIKmi6pKSrKuQtYCCa3WvX7dOqTjcbAsCzaTgUqnQwHHIRSJMNnyRP9n0KvbthltNTXW+VAozcpkrjeamr4iotFtboIAR5IwpFKg/P6LxwYGXtuyfPlztpKSai/HDf8wPX2no6NjMWuBt5ubjSvKy9coRaJNcrV6gwSopQBDMYCCVKrzht9/2lpfv2HS55MvJJMoikYfpJTKG/Um03tFyeT+zIoV4OJx/pdbtxyhxcXLIZq+GmMY16WenoUnCjRv3qyqXbXK3lBdvb3KbN63wHGl/kAADEWhQKcDJZVCo9VC4vdjoqfngwPt7Z/+E3TzzJl3Gpqa2rrPncNLLS1AWRmQSCA+MYGewUF+0uH4PZhKfbNA0z954vHRvr6+NABQr+/fb2uoq3vFYjA0ygsLK8USCQIEAZ4kYaqrQ219PeQaDQBgfnoafoZBWKVSP74TRqvVJ1gWf5SVASz7KKlUQm23Y7fdTuy6d6/iUlfXcZphjifS6ZGtVuvP0/Pz31ECQPhDoaSGJClCKgUnlwNiMSiJBBzPY2ZqCgqlEpRYDF4QQPI8FBz372uc5/FnJAJKEACef5QLBgGaRjQSwYzPhyKzGaBppB8+NPIMo/KRpIw6++23IwBGWpuaPtMbjTaLxdK0ce3aHTzHVUrkclTZbABNwzU+DqVKhWV+P6QsO/P4+jPd3X4DTUPJsui6eRPy/n50TU7CJJViuVoNs1gcDHi9fU6v98v5cHj87MBA+IlN+HFr6zKZQmFbvX79y8/b7S/Iy8utSCQI0DSunDp1ZdTp/GRVRYV9Lp0uUFEUSjWamGNqavj9lpaPXB7PDp9cjunJySCXSLgfRqNXfdHooJhlnac7O4NPbMInRePq1Yo9dntDpdW6ZnB21sGTpPPEiRNtCAb33p6dhZBIoDyVwi2Ho9vFsm8hlbIqdDpieGxstP3ixcB/8bOO821tmwWGEdxjYwKzuCjcn5sTPA6HEJmYED4/enR3trys34TyWMwcdrlg0Osx7/FAIpUiFothfGgIJp63ZMvL+ih2JZN9WqMxMDo0hJmpKdz3eMDE49Cq1Yw3lRp+6gIfnjzppYqKnC9u3w6ZVAqGYfAgEECBUumYymRuP3UBAJgbHu6HXI6a6mrwDAOFTIYwyw62t7ezeRHo7e3tBYBCnQ5cJgNFJoPJsbEfc2Hl9DFx3r3r8nV2+mIGQyl4HpFw+M6I0/lrLqycKvDFhQvhey7XYCQUgowkEYhG+85fu5bMmwAA9LtcZ0SCwLLpNB8Ih7/PlZOzwJjbPcKlUp5QJOIYCQRyKv+SBDqvX18M+v2XQ15vd0dHR9ZPsb9jSb/j39zurwmSzHkTAPAXDGFSSmIrcTIAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQ0lEQVRYhb2XXUxTZxjH/+ecfnNsobZQ+003ELqC1cE0BBnqJjqnmwqZJBqTmbBpFm+WxQtisl24XSwmLm5ZsmSLGxdzIUokuhgIkTlBw/gQkMq0QClCW8pHW0572tPunN3swmE20xL73L7v83t/79eT9wXWEO83NBR/ePCgYy0M0VqSK222ExTLKgGczJRBZpq4f/9+hU6nOyDXaGqO7d6tyLpAKU1XiWm6eIPBYHcajW9kXeBVi+U4xGJSRNNQ6/VvZlXgRF2d+iWrtVqqUCBJELAYDO821dXpsiZgMZsdpvJyq6agAGKpFAU6nbGstHRb1gRMZnNtjCCQEgRQEgl80Sjy8vN3ZcKi0k1oaGggNzscZ+cWFwsJsRgkRYFnWZTo9RJOpfp+YGCAT4eX9gqUaDROFUXVhMNhEBSFHJrGtupqGO324q02mz1dXtqFaPv27fZcmhYtkySkMhl4ANNzcwgMDyu0yWQNgJF0eGmvAMvzk5V792K9VotUKoVYLAZBEGCvqMAEw7jT5RHP69DU1CSyRqOvbTIYqoZTKdfswsK9r8+dawl6vW9Nx2KILC+jJJHAsNt99UJn58nNhYVbduh01pGlpb5fp6Zc3d3d8bQFPjl1SqeUSp1FNtvrDoulmmfZqnA0SpptNgx0dbV7fL4vi222ilmG0YppmjeRZOBOX1+vs6ioGXl5h7hYDCmJhJPl5AzO+XwdgenpHu/CQv9PXV1L/ylQW1sr2lVWttNpt+8rKy+vX4pE9KREAkdZGSiCQGB+HlKFAkqfDzeuXGk+cP7850+DrjU3f7Tv6NGLbYODqK+qAsRi4PZt3IpGEV9ZgTga9c6HQjc9wWDbfa/3Tmt3NwMAomOHD1cUmUzvqdXq6pet1m0ymsbcygoEgoBWrQal1QIACjQaAMCo243ZZFK6eibO+notVVKCxNgYoNcDEgnQ2Igd/7SzMzPmP+7ebdoQjzc5wmFXTXV1+/j0dBspF4tJBU2jsKAgP0cuhwAgyXEgCAImq/WZ7UmJxYiQz57dSCQCAFiXkwNMTj7TLggCEhyHZCoFhUhEc0BKEASR6LvLl/sA9J2oq/vCZrVu2eJ0Httqt+9cCIeNj/v7sd5igUQiwdTUFPI0GqhCIaiCwcDqAZKBgA8ApCwLv8sF3fw8Hs7M4BHDQM4wUEWj/ieLi9dH/f5fUoJw/2Jr68K/zsDT8XFjoyY/L89B0/SuTRUVO016fUkoHFbzS0vgp6auX3W5Pttss1X5o1FlnOdhSCQiSaXynj439+w6vf5tXzAIlmU5nqL6FyKRO77Z2U42EBj5qqtrfvVYz72GnwJk5MgR/UajsXyOYeIsx40f37PnIhWJHJqkKJAKBQoYBrzHc/N8T88Hr5hMDofBoO6fmBgf5/nB1tbW/y3NzxVYHW0tLbU1paW3hjwexADIZTJw8Tjox48xR5LvNJ45054OL+1KmBuLmf90u0ErlaAoCrwgYNHvx0wyCQqQpMtLW+DBw4dubmWFjzMMUokEuHgcSZZFKplc6h0a6n/hAkOTkyMyqdTNJhKgKAqCIIDgeRBy+YMLly97XrjAD+3tDC+TXS22WmE2GCBwHFRyOQhBGEyXlZEAAHiCwRvrRCIYDQZsLC6GKhbDxPBwZ9YERl0u11+JhJcAsLGyEjKenw+GQmm9A9Ycv1+69E0yGBQEQRB+PH3620w5Gf8Lbvb2/hxaXORTPh+eeL3XMuVk/DccHRu7v+z3e1iWjf8Wi93OukB7Tw9z8tGjdlIqlXV0dMSyLgAAox5Pi4gg1sT4G2SsMqiYKQWeAAAAAElFTkSuQmCC) 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:rwdcur27603 5.3333333333333s linear infinite forwards;
}
