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0%,0.4%,100% {cursor:url(data:image/png;base64,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) 13 19, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
1%,1.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhe3WT2hcVRTH8e85996ZO5NmpqZKa6pCBaMkC4PdCG60BaGtVir4B3ShUioICgYhxYqiYmkjwYLgPwztpoqCCxfdZNOVILpQFwUtadN/in/aNI1kmkzmveNi9CVTk5pkJit7YHjMe/edz+/d9+7jwbW6Vv/3kmYb3Pl4v1VyylROqeaVmSDM5IQkOJKcIyk4Uu9J+16a19JmAxiGiYBCqpA4qW/n4KgteH7TMwDYrU+9zFRUpqIyduCNhoN64G1STeGF/nm9pmcAkJOH9pI4IXFCcU9jgNQDfuHrbEUAbt61h5qHWoDKW69mwQDBA7qCAbqf3G2JClWvTO57fRZ/b7B+49VQn6xMgHu39FkiwkwQ/hyciw8YPkE/3mfB1QghXbCHXy6+q/cZO52kJF744903Z/GPBsxrinOgmhJkBtWU6QX6LGsGPrxuu3WOX6ZcrTFycG+Gh6H9VsjXKMYq00/vpuQnaQs1Vl3lFix5GQ7n1KqpUslt4tHKcNZn7eHXLO+qOEkZfWx/Nr778z5EhGOPDM7rLSnANyWMAE6Ejeezl4s8++WDNkaJSho5smPoyt52xf/lBfhhvbOQF0I5cNt3l7Pzp4522Pfuer6d6OD5B75ect9FDfyxO5qPiivn2XD04iw+2Gmhd5JLbYGOu88vGYdFrIITG9vMlQJazHHLkd8zZPLFDSZhCqsKHZuXh/9ngNF7yqblHK4QuOmLXzJkYmeXUZjGvOG3jC8bv2qA0c1rzJUCvuDp/OTcLP5El2msIUUjPvdrUziAHu+NNnJX0ag/rQZwdusN5sp5wup8A37p4duNmCJFo/jKmaZxAPXeo9FzalMHAGd2rDMt5wjlwI0HT2fI+PY7TAqGFlLaBkZbggPIqftWG9GjqpD3uOhwpcC6D05mY8Ye6jYXE2RVQmlopGU4gHeFgOUdLjpEHdruG/Gt3eZcghSs5TiAWqw/aOs//flfV35xW49pTOv4oeMtxwG8iw6J9cWw9v0TGXBhW4+JS5BglA6vDA7gNXqkPTTsvHB/j4k3JBrlz35aMRxApT0gsTHAmuFj4lyCeGNiZ9c/uxf+tG2i5Lf+HtOvPOpSJBq4FI0pEgwpGJqvv3Ta3mnd0ptbPsO91X/ub9xbE99Li6+/AKnbFPnfN+4DAAAAAElFTkSuQmCC) 13 19, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2VTWgdVRTHf+fOvTPvI4ltaBBjqbHQFkQErYIbXbgSEXQjdGP9KkqtFGqxxNhuahdNIaJBigtB0EUQhCqClWoFRbAIUuhKcCFim1aUiEnfy5s3c+e4mGZeX/peY/peVvYPA3PPnXt+/3vux8BN3dT/XdJrgte37NBaFBJHEY3IsRgaGlHAghgSJ8RBQGoNZz+Z7MgyvRrIELwIKgGJMSTWsKgGHwjJFXgSdJ+n7dXA5C8zvHzPc/hASC2c+Hq6rf+uHeP43IDSoeI9VwCQ4+c+ILH57B959NW2zsQKietegX4Y4KXtL9K0hpoxfPPlW4UxQJJQaAbdx/ZsYP+2pzW1AY3QcOrU2wV8884JBWhaQxJ2d9CTganbnlQfQN0FfPrVOwV87PkJbZQMI3sOaRwJcbQGm/BENdLffUbTCjPfv1vAR3cd1Fok+CB/MgOq2jXPDVXg7Fig621CNW5y/NyHBXxkzyGtDQYsRsLc9GHiAUdScSQDUddcq76Izu/cqNl8k/jvmC3f/lPkqbxxWH3JoSI0D44X39ujxwBIxw905K3KwNzjd6tYRSLPuo9/LnKU3p/UOHGo9/DKa8tz67J2m/7zEsw/u1Xtxgbh1nob/OjnD+l96y6yYWihE3zpvetEr3NCW7q8b7OaIU8wklJ987ci8Z8/juj5epl5yfjhqfc6wVfUiqfg8sSYSsVjyinl/RcKiP9pUP/IAsqkfPTEZzcEX3FA7cgdKk4x5ZTS3tliTHZmSNMSzCYDjD3Qiq8Wft1B9clNalwG5YzS7hbEf3eLmsGMmncM3D/XExxAagfuVIDqsV+L2OLU7SpOEadEuy+24KfXq1Q96pRg+0LPcACDA8oZ9SObAGhMjebwajs8PT2suAyJ+gcHsFL24ECspzE9CjaDEKIXLrXgJ4dVnEdCRe7tHzw3YD1iNTfhFHVQ2rUMHioSKubB+b7CAYxUFCpQ2juLVvQaOC4Dl60JHMCKUwjzRumZSwUgPTmshHlVgodbd34/4QBGXV7+q9X8YoPmtLWFAxhxCi5rC4aP/SUS5vHszNBSuPtPvQdJPHOrXm3ChPmaS6iIXNmcUf93/5LsNfAwLz2Qw2VNJl7oX9fdNQTUpluSAAAAAElFTkSuQmCC) 13 19, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
5%,5.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2WXWhcRRTHf3Nm5u5u9ssGkqAiIW2s0hALQSKCoEgQpWjxow8KKmLV+gX1RRGRUksRqqLgQ/qmLaKIqVIMFLS+VBBbsFDBFiFNEDHRqG2a2M3u3o/jQ/CGaFaT7vbJnseZOf/fn3PPnTlwKS7F/z1MswK5vfs0XzAUfY2S/EHZnKdoK2TlLKGZJmCevAnZd+fny7KkWQPGG0QURx1vYgKp0SY1YjOD0yp5E5LRsGG+a9ZA5dGHKH/wDt4kZKlz+J5dS/a3fXozOQkBlGUq3nQFADN1/yMEUqdNKtx78Mklm0VTo2AaV6AVBuj5cJicqVK0VQ5sHk6NAaZkQkrUL56B0v73NGMiLpMKBza/nsJfHh1UgDW+Rkep2jC/uR7YuVedJJSkwqG7d6fwV0YHtOgqvPvlNVrMztOWiVtvIPP4bq0lCYFEHLvvhRS+Z/Q67Syfp6NQJ5+LyVjF+RYbuHrTizpzrsqZ9pCfH3gqhb//1XrtKp+j2BYx2PMT49OdiFVEkoZaq76Itty+XedCwwyWr79Y/OYnp7q0kI3IWqWzdCY9P1svYYxS9HPL8lZlYNv1D6tqiER1hk+MpBrRj+1q2mNMoIif/bu2/htrxQa2b7hLgygiF55i58REmj85vF7LhRDXWyVz49SqdVfUAy+tG9Jg/gQ5E/L8xGQK+WbIaDg9R21yDfkHF02tFL4iA7u6r1LHKbIm4rnxX1LIkRtQyQjJbJ32N05eEPw/E15dd6V6YjIm5tmxX9OczwZEC/mEfNmycTT9xS7oZW1Ygdd6LlefhHgT8/Tp31PIoX6rgYtxhqbhAG5Hd7eKwI6JH1KxN9d2qZOIgIgnxs6m66P9Tr1PcAYGj6QaTc0U4jUm0Ig9a68A4K3eTvUmJqPhEvjBfq/eK+LhpqOtgQM45xKsKo6Et3s78CbCojw2NpNCPtmY0b/O3Xo0vdWahgO4wCSIJDhN8MRYUbZ+vwj/eEOgPonxmjB0vLVwAPEmJiMxz5z+DZvES+AjfVl1DqxXbrsIcADnTYzEC+Jbx2dTwEhfVr3EWOCO4813e6MQq4q1umTxo76cWqdYlE3fpuNUy+ELBiTGy9L3est388aqYr1yeCAdmvQf2S0Is//agooBJwkGxWuMc2BRvIsRwLmEW44t5rTSgBMDNokxsgC1VhFVxCsCiG/R5Nog/gQcRkUShONzhgAAAABJRU5ErkJggg==) 13 19, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
7%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe3US2hcVRzH8e953JlJWxobTEPjA41IsHQhokGKSK2CLlQURAVFxBQUoaJFxZ3WLpTqxo0UQXQjIgq2UASloCgWLPFdoyVVW4raJjHJZGbu65x7/y6SXDPaxCQzWdkDd3MP53x+93//58C5cW7834dqdYN3tnZI4g2RC2j4gDgvEWYlEgmIbR8uKIPtYN/Q22e1dKsBAHymcbnBi8VhcGJw5lK8DcB2oG3Hgmttq/g9hyNev7pErjReNM/+cHJ2ZgSAR6/dgdgKgHCWirejAmpwqEqaa9Lc8lR/f9NkXqoQlxZm2vIL9l3VhRND4g0vHTtWBANUVNLEdhUDvDWwVtLckviAF0Z+LvCHbtgpANPKMJGuUoCPbtSSK03sLc/9eKLAH7jpMZkODDdv2yXjkaLqFmZW3ITfP2hk7IyQZpqnj/5e4Pfe8ricjjV1p3FakWvwi3zniipw5sAVsu7y9VTKMDhULfDt1++SXxsBo5nl8Ocv0zCGhjHt7YH6gT7pCB0bOnvYuj8v8C3bnpHfbJnxkuWbz/YCMPzJi8RGk9iF77tl3YTxcK+okiBWqFxyuthjzd3PSyn2mFz48+Cef+4ti1lLDpCM94hamyFBTtlOFOuvefdV+fpbi4w2yF57Ytn7miXhvktcxRPbjHV2qkB2HLxOUrmISXM+jd0PLxuHJfRA3Z8nocoIdc4G83fD7T20WWIJWKMTxh+5f0X4fwaYzDol1Dle52zU0wXy5ld9MhFXiMWw/47dK8YXDTCVrxenBK+EblUrkPd/uljGq2UiCXjv9kMt4QA68V1S913CTLcKwOg8vHce/sHxC2WyFlBtBLxy2xct4wDaK8GpjMmskzncK8FBE/7hyU1SjQJqYYk9t37XFhxATWadopSQAg5QaubYzsc/PrVJpkLLRLXM4MDxtuEA2s3iXglKCSLNZf/0jx6JEkMYBW3HZwLM4r2qhohwga434WFiCGPLfVf+0nYcQM+VHJjDFaCOjG6UKNVEieGuLSdWBYfZY5jnzS+PjHVLIzH41HJn/6lVwwF0nkPkm6+Dge4xlXhNlGre+PKyudfyr9VtGGok6RTvDHGmyLwmTDVhYphrvFpsqYeWJ7cPF2vaGUBnXjfhmTPFk3pN6hSJW5XqA/AX4tiS3WQwhsMAAAAASUVORK5CYII=) 13 19, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2VT2hcRRzHP/PezLzNZtM0KVJQRFuohNpaFAo5SNpqW02oFfRmexKkpCV/KNX6B1IF/7WHSrQVMQdFA4ZWCtYcRNDa0B69KCholWjRotGgabKb3Z2Zn4fSh6ubxGY3J/s9PWbe/D6fmXnzBq7nev7vUbUW6Dr9hBTUOAX1I1lVIJstsWz5LNnGMjbnsBlHYgOHc5NVWbpWAYCAQxHQypNp8NgGj80EksRjrEPZMOfYmlcAkI7RHSh1iaZsntEtX1d0PlluItHwnLpclRfVQUCN7RglxpE0lnns25srOpMF1rgeArSPtpNNyjRlHUNrLqZigLKisDL3QtcssO3DPaJVmWxzkbfXjafwQ9IkAEYUOYmXRmDnqZMSyNMYlTix8bsU/kJYJo0hYtC3SE5ijJ9bYNGnoPWRYckXYpyZ4pPOL1P4Ed8sNigsESZEJERIvbcgWntUpi7m+e0Hx9kHPkjhg65VWryhNVj26klaJKY5RCyfR+Caj2HrLQPiUZRNTP7CQFrn/eJKsUQYoDO5lL5/dvZGADZlfq7KuyaB21Y/LSYWMkb4/KuX0xp/TLbJn9rho8Dq3Pf/rC3zsf7zFnRsOCirVpRpW1msgJ97J5LJyV+ZKCTV4Fef55zo3J/n3/Jg+wFZkQvckHMMn3klLTzU1yJN2SJaitx15y/V4AtmwVOwa/N+aTCeRgKDHw+mkJd23STWTuGDYkOXXxR8QYFHt/ZLJvbocpHBT99IIQM7b5WMKRBHwn39i4fPK9B9f78Y5wnFaV797K0UcrBrjWSyBax17D48XRMcQD98934xEYyMHU2L9WzrE1UqEtw0x8beTdsPbG+ThswsRnv2vfl7zXCAqEFD1gb2bO8HoHdrj+BmCKXLFfD+e9dKYssY63l8OD3nNV/nOmsDOgLjhd57upHyDOILHDv3Xgrp23K7WHMF/sxIxW1Xc3QignKB4GfBlQihwPHzJ1JI7+Z1YpMy1jqePTVeVzhApHyJ4GZ47cwQIeQr4D1b1ovWDqM9z5+u+pOpOVr8LPgSAMfPn0wB+zatlzjyaB14cfTCksBTgRCKFY17O+4QHXmM8Rz56JslgwNEIRQRXynw+tgXSscObQKHHlp1tVn+NboOUd0bO0XiCSTyRHHAxB6tHVoHrHUY67Ha8dTIT+mYegpoiScQdQWudSCKArEWtA7EsSdWgoqXZPIA/AWKFWSCkUV1qgAAAABJRU5ErkJggg==) 13 19, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
24%,24.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhe3UX2jVZRzH8ffz73fO3NHj1FVO07wIr+zfTZL9MWxIXUgSdNGfi4qwi2T5j4jpbswVETGZRSQEYVJIERR1saTyIvAiCArBEiaZ0HKNsenWOTvn93y6mPut2TbddnaVX/jdnN95vq/P8z3Pc+B6Xa//e5m5Nlh96kGVi5cYWTRIdUEJOWFUwahKnVJy0ZLD8mtyYVLLzjWAHCiAnIg2TooXNPU+5zwBQI29t1EuDqMwwkVzbsLLu8o3kshwMt8zqTfnCQCmt/En5EYwqtCQNkx4WcBSmIapRQCWDK5FRhhV6Xf9WTDA1MuwMPr5C7Di7AbFRFiqDLjeDH+o1CSARWmgQW5+Atz+5fOSq5CGEoP2jwx/uNSkJdHz7NAaLcZSnOYQTj2bq9SjRz7XeX1DNYlcdNnBM48Pr1J91VLP6BOiJUzTZ1YTWH7Dh+r5YoR6reLCTT9k+LahNVoZE1bEhEOFbpaljmK0FNOpI8z4Gt7COzLGkOYTzv39XNanfWCt6lJHkOHFpaey77/ft44APL3050m9GQVY59+QcSnOpPxY2pv12HOmQeUkj7ync8XvV/bWdNY1B7i70CZvDCGJfNe3P1u/93CD3K0DVIuGA3emM+57TWfg3sVtKtSJ4sJ0Av7CE3fIDAXUH2aFwzXcgk2N++R9yoIEPvvtQIZs3/yATH0fqjj2by3PCoerTGDz8lbV5yOFfJyAtzQ/pTRXxueqvLpn/P7PFJ82wJaVe7UggXwQn559LUN2NG9TynliUuWtQ6fnhAPYjUv3adOyNjF6WgWw5eZWhZCSSyLHutszZOfG7YoMolDh3U/G7/9scQCb85AL4pGm0Wu1dXWr8kHkPHx8ZnznO+9/STEZJqqHt7/6viY4gHdOeAvWiMfWvELihHXi6C/j+K77dipNLiEN03n825rhAN474ZwIFqwD6yJHT7+eITs27JJCCWyZg10f1RQHsMFHgoVj3e0Ep4n4PbtlQoXoR+jo+qDmOIBPnMGY0X/LI6O4AWhZv1vGV4m+REfX4XnBAby9/Jv/u1rW75YPEfkKHcffmzccwFon/BUBDp5808hVkKvQ0vzk2Mf6z+oalHlm3ctKPLjLQZyP4CsolMBXiNUhZP6k8+sT2ZpaBrBj+NhjXIpxKdiI0hHQX8jPy+YB+AdAplaiB1kQigAAAABJRU5ErkJggg==) 13 19, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhe3XTWhcVRTA8f859703k7xJaxqlanEjVIvgwo2k+AENbRAXrR9kIW5VJBaXLgQpUUuli+4EjdqidqEUQhelZmGpBRfuahYKVWlBTUArlRrr5H3ce1xM5slopsbMzMqe1cDjnt+555w3w8CNuBH/95BeE2zNHjSliYbfGAo5W8yxJUQMm5B6x2aUYe84fMvCmpb2WkArCpwFEhNSlAgYNqnwcyHvejLqlf6p9jm3r9yDWEkDx9nGdx3P7/95BxoyAGONjvejA7JU/5oGShqUJ67e3fnQN3E+63q4LyPY1txODKQoc5svVDYgrsyxsvsIei7gtmynRSFn1DtObfqmwscXtxmA+ib1sDKYAkb9XjPLGEU5u6mavez8/lZLiiYTFxvmigyyomuODS/hzVees4JfUDxfppcq/OFLY+aKZbTwuBAQ88She54NdWD81FEbvTCG5ilL9YUK3/VtavXmMvrHCmd2rBBlBUnmIfP9K2Dvs3N2xxdj3LUwzq9DH1b45HlntavXkN9zztzbAk/fZ2gOruye7z99Ez6w/WPTMqA5nFt8qsoxdWLIiuESYs/Jyarf7dx2PWvdHXjopuOWLOUki80OfP++CRv5aivpj4218Pbnrhd168F31d63OMuJ8pJP/TNV4uk7X7ZkJBCiZY7N/LWI670UrOMt2K1HTfMcNc88z1fI02OvWORKpIh5e/b8hvB/LWBS3jENOUZgnukKmRo5YHFS4pxx5LNjG8bhOiN4hLdMMISSeV6okCfTGasngXrdePPioZ5wAJ2I37Pd0btGa1utjRsBoeQT9lfI4/XXLdaAOmP2h4M94wAq3gje2MMsbVwJKKETrx00F+U4Z3xw+bW+4ACyh1lztF4fW4VbM3+xAxctSaLAR8szfcMBtI1rF3xf7ZAhhhsADqDtW59m+p948oapeMQVnBgADhC1bt2KVVwAKlw8c9cGg8NqB9pjaMdj0WFT8ajzzDUPDAwH0AgI2vlzdbJ8SRBDxTM1UhVgfz/cj5BH9YhFANpaQHUeFY9qQLQkdoJzxvErr1Zn+llA1IFrayFVAyoeJ4KJ4fr072Gt+BPeQ1MQeoXmXAAAAABJRU5ErkJggg==) 13 19, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjUlEQVRYhe3WS2xUVRzH8e899zHTl0A3BIyJj5AQBbsiYWGINoDWR30sjBiRYkl8oKVWFJWkGmPEYIJRCzFRE7EipiGkARYmJqJY4saNDzTxFRJEfEDTlnZu595z/n8XxZsMtpXOTFfy38059/w/vzlzz9wLF+ti/d/Lq7TBzbsOaLzAIw4Hib0zJLUx43MLpHUJtl6xeYtElsH6nkmtoNIAAOKD4HBeEVdjcTWK5AWXc9goRaKpv2fFOwDoikP9jHknKdQO8f0NW0smG9JHIbCc9d6c1DNVCOAdufUOLEXSOsdlPz5VOhvYaRdXIwDLD+0mzY1ha2NOLNqeBQM8T1M8TWcvwKr3DmrqxRTnpBxfsi3DG/QhBfA0wdfC7ARobduvkofEDPHzshcy/BJpVyNjzHNr1NcY3039M5R9ClY3vq+F02BrlG9ans7wOW6tejKGwWLEYrB4OnWfsnbgTrNDw5EC7lfLZ7e1ZnijvVdDd5ZIRhkM9uHrCEaG8XR4yl4zPobrG7vVOY/x1Kev0J31mV9sVoMFUk7lvsiuXzjeBMBv+a8m9WYU4PErn1XPV/xQeeW7l7MeLUOL9U9jKRrh2/pfzu+t530uL8CWpidUogSXK7Bj4J1sffOA0ZGFc4nrFnBs/rEZ9/Uv5KLNyx9UqR/F1g/z6uHeDLnrrXkqDUU0KPLlVX/MGIcLOAVd169TF44g+dO8dvDjDLln26UaRyPgPD5vcmXh/xmgc+UaddHvaJTyev8nGXJ/9+Wa5GM8X/noxvLxaQN0ttykEv6FRJaefZ9myLotizTNx0hk6b9vtCIcwHRd165dK9qUibtVATbdskolSpB8UoKv37xYpSZFQ0ffxjMV4wCGIEGiIp2r7wago3WlSt4iuYSeviMZ8kDn1Sq5FBc69j55qio4QCBRAsEw6js6bm9GwxQNHD0fDmRI+6Zr1EUpEjo+2HqiajhAoOEg6isaOPAtEgg79x7NkA0dS9RGKS6y9D5/vKo4gNHAIaHljf2HkagUb39sqUpg0dDR++K//uGqUoFGDszEUdq552gGtG9cquo7JBB2v/TTrOAARn2HhFIyuOGRa5VAkNDx7vYfZg0HMBII6ruSwbd3fe1pMHE/rH3uin+Gp3mql1/ew23LVANFfIcYgdAh53AXWSR0EFn2PHMyW1PNAEYDRc0EroEgRhBf0XM74/mKm+6VpsL6GyiypFGhZ0pPAAAAAElFTkSuQmCC) 13 19, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2WTWhcVRTHf+e+e9+8TGKbVINYJaaFKKgIIiIu3GRT7MZVBVEEsSCIi6HS2tSWYlEkgqV+UBfqpupCayvWTVHpSje6KHQldCFaGSuVQNPMTN7cufe4ePaZpBk1M5mVPav37r3/8/u/cz/ehetxPf7vIf0m2DEzpWmjQpZXqPgKppmStCqY+VHEpyR5BdNxzJ59d1WW6dcAESQIVgTjDcZbTCsiwZL4FNNxiHdd5bZf/vHZ8zz13L2YkIC3vHXim2X9e++qIcECKKtUvP8KgBw7eq74cm/ZNf3Y8k6fgk+7itfDADufvR/TtpiG4fCZT0s2INFbfLu7tm8Dj79wp7poMYspR05/VcL3bZ1RgNA2RJ8MxsD2N25RCQlJy/Hmya9L+IuT+7S9mFAbP6B5LuR5983W8yJ88POKxgsBaVve+ejbEr5n837NG0IIQgxCiKCqXfP0VIGps4kujnny4ZyPj54r4bXxA9poJLRawttzh2jnjuAd6itdc635ILrt1y2qsYHJcy5MXS7z7KweUoJDVHivvbcc/4x9HYAPOntW5a3JwLa5e9SLsiCB70d/LHM8mb2vNvdEDRzj+ZW5dcV7bwbunr9DcxJCMsJPwz+U+oc/+1JHD+dk53OOX3pizXm7748lsXXhPvWmSie5kZ+Hvysh45dmdeh3x6itcvL0jjXD4T8swsmFhzTIGG0zzi/VMyXkhvCKJj6hQ5MvXn20J/i/Cm5vTKuKo2Mq1LNTpWZDPKh0hhipp9Qnd/UM/0fRRHObRmOJZNSzE+X4jWFGoxnBNQxzIzN9wQFkS+MBBZYtrFtb21XFouL4rfI3fCzs1iBVVB1Xkv19wwEMOCIZE81pADYvPvIXvLoMvqmzWyMWlXTd4AAy0ZxWcARJULFELOC4mH2yBF7TIEOopMybl9cNDmCDGFQMUJQctdfAVdxA4ABGpQpUqWenUK1eA48UVRkEHMCqOKC4s13MPiwBmzo1BYeK5XLy2kDgAEbVAsuvTDe1awqgwkDhhQFxxBUn8h/pESnaLRviwavN3X/qfYTcnD+tBayYhmgKcLHwANJi68lLpWY9DZiV8GLer3anS54HE38C+JNEbKhNsHwAAAAASUVORK5CYII=) 13 19, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
34%,34.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe2VTWhcVRTHf/fjvWSS1BhDqqZqyEJ0U79WpeLXIis3Sm1iVypFKKW21EZrzLQLLaYW0WiwFLsqilZxIQFduFAUBZEuClKIFFKqEqFJSDNxMpP37r3HRfTVqZmazkxW9sDbnPfO//d/59wPuBbX4v8eql6BnjMnZakdkusCrkUQo1GSoCTByCI6JGgcF+KhFVm2XgNiNBIpxAhBg14BrqRYtb5uA7/c2U/X9Ef4SKNUoKCeqnh/41IeJSmAsELHdb0GADXdtQ0xDiUJHf7oZYASmlLV4ro7AHBD4UMStdz+ObMzMwagpCg2+Kq1dXdgw7lPJMQGTcq8eTaDd5d3C0DkyxhZWBsDd3/+mYjx+MhR0NnsVXd5h9hQoLf4pGgWUFKoqlHzCB7bNS6/pRoXGxbMtgx+2+LTot3cX7Mvo4MH0qo6NXVg5/oPpPVUQuuUcOGm/gzeW9wicZgmDjNMto1j/Bw6LBD5xapaV30QDXJUlFK45pi3StsznTvmN4vxSyjxnOk8nX1/3+xGLPBj508r8q7KwJA9It54lPK8Xs5nGh1ne6Q5Xo+1OX7d8O3l2nIl1qoN7G87KFYpVBw4NPtqVn/X8Q6Zun2eP9oV5Xuz7bZq3VWtgZevPyhxLqDWlSrg/TvukdZiROtcVBN8VQYOdOVF5RJCS5FDU0cyyHPPPCRp7DCp4fzjSzXB4T+24fDNL0mwJYJNGTn3TgbZs7VPktwC3jq+e+H3muFXNJC/ZVDELCHGMTI5lkH2PtonaS5lMTjG35yoCw5g850HRCt4ZebSbIdv3SfeJmAdI2ezy0U9/8jD4teBNKWcOHaqbjiAVtYhUUK++0UAhnv2ikQJ2KQS/uAWCe0xIXK8e/z7hsABrBgPOiDKM9S7GzEJYgIjPx/LIPseeEJ820WkWTH2/tcNg2cGxATQDownmMDhiX/A798q0jwLLZa3T37ZUDiADjYF7XhtcgwxrgI+uHlAJJom5CyjnzYeDmCV8YhaPkQOT7yXAQY3DUiwjtBiGR1fGziAFRMQIxXJwU0DIpGHpjlGv/hqzeAAetmAq0i+8cPHSuwM0mTY09/3d1r+Vd2AUPs3bhesY3kxeoJ1BOuR1gLkLCF2SJwyduKbrKaRBvQleMgeFV+ESCPGgwmIXZOfB+BP8rKDO23VyNYAAAAASUVORK5CYII=) 13 19, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe2WTWhcVRTHf/fc+74y0yRFU62JsbQUkbpRooi6qFBwIQbdtAi6EbRFshIiLmwTQ5GioHtdigVRip8IJYiUElyoMAuxaKlKiIg0MaSaZOa9d4+LSd50hoy2fdOV/cNbvPtxfv977nn3XbihG/q/y5QNMFU5pmQJkgdIFgIOj5AaizoB58gDy4mVp7dkubIGDBbU4L3gAUHwCFiLsY4sELKo+zpLZwDQGfc6uXeID5lioq1zcsdJssjw1vxTW/KkBwbMsewlnHeA4xXzTltnIxayxHadXHoLAGbkzY0tEI7rc4UxgEZVlLj7OktnYDo+rjkAjld5voBP7H1fARrbLPX+7phSGTh6y4tqlg3Gh0xxpIC/sO8DrVfh2f2ntJ4Y8kh7b2DyvoOqCzmqlulW4ZnDYx/qar+QVgxZLGQR+KB7nGvagkOH79H6nUvklTWmGy8X8GcOnNKlOwJWRh3vffokqzthfQjWb+4e66o/w7E3dqrNhMqlhC9fO1/EGZ/4SNOqIQ8Np2fGi/H7T3wCFr6aHN+Sd1UGbn+3ogikzvP7obUixp5vv9Bk0WNXofbEY52xteO9TVdcA9s/DnTZNfBRzt8HfAG5bf2oLroG8lfM0uCjnfCu4E11PyEuU+W0aB4p9b6c9UeKijb7Fsc0tzeRyzYWKwevCNip/8xAOCvaCD2pAx4sms3ob4+rmj8xmnIxbD98emYgOIM2xDdHPdCCD/36kPa5HXhZ45fq29cM/1cDwVk0lY0R97fgAz/frVGwnch8Q22wVgoOIJVZ0XBWlGa1Njd4Dk0d4II2ePXCXo3sIKH0UxsqDweQTECdJziz0TKHUsDTAtJ3fo9GZpDADnDh1pM9gQM47zwIpAJ8TfNslADGWvDkp90a2ARrIxaGP+8ZHMClm1XgAIKmgcvg8Y8j6iQmMP38MXq2p3Bo3qBaheY64OdG1NoYa2Mu7prrORzAIRurJoV70wIQnxtRcRHWRCzv+u66wGEzAx3/xOiHYTU2xJqIld3fXzd4YcDYsK2xfteCsdZibczQ/MObzd1vFSVkTK2iIoKxIYIgLsLaGGsiQhnASUJgE+aHPyvm9NKAExGQoICLNB9nEowVxAgiUS+ZbfoHu4T2d/3+EFsAAAAASUVORK5CYII=) 13 19, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe3UTWgdVRTA8f+9M/GlSVotbbFNd6LYjdCuFJdFS6WQhXVTXCmopTTdKIpCibEG01JdCIKptqgIRUVxISJ+UDe6De6sFhuqSbGleU5eMh/367h4eVNem1eTvMnKnuW9nPM7c+5h4Hbcjv97qG4L3J0WoqMcHerEoU4kCXFIUJIS+RRNg8hn/LLl5SUt3W0DzbBEYlBi0WSARUlW4iY82DEz7pb+u6/GYD6DEoMm5cLAY233O66cowhzAMISE69iAmqmdxBNhg4L3J+cbbvM/ByFb3RMruQJtmdTQHP85+88UDYGKOPmMC5duwa2FanEYZ7I1/ltwxMlvn36UwHIfEIeZjvmd7UDG//yItJAM8eFDftKfOuljySzVxn4Y1wKmxBcVn0Dm3+YFWtAY7nY/3CJb7r4jjTsNN6mhGDwEiCYjnVW9QQPPfWVbJw8j04MM71bSrz/9zFpZJfI02vkO45hi3/wRYIvKtyB40NfyCPznp3nrlDfta7Eo8lhWUimMPPX8A+cBEB2TYDJwRUd663oT/jJfWcluBxMwYHpg2WNdZ/tEdfXh++BsOfLG2vLraxlN/DxXW+K2BxrGzxtxsv8Zw/vlm83z5Js66f+3E8rrrusJfywNiL5/AziLc/I2yXyyr33SJZFDF5WTL26chyWsQNn9AtiTB3nFtrwo5seFalFqNzy88TkqvD/THhPHREvhoBwiIkyZ2T9XnEDFr91mvHJX1eNwy0m8C4HxYvBYdrw0f59Ij0eYt81DqBP97wk78fPC81tlRYeEByGw5wpkdd7hyRog0TC2J8/do0DaPEW8YFTDHMdtwRsGz5WGxITF0gkHLv6fSU4gDrFsAQsAAGhiQeO8EEb7rQjxJbRxneV4QD6Om6XxN+oPS6iIMShcnyxgeZXH+L0Tfj4HfvFK4eNHKONbyrHAeLWBIAWrgCauMUrx+jC12uCLzYQAN92eCLeL1ZZfOQZSdcOB9DgcTq0Hb7oPleiwCvHyPq9rWO5KbuCUG/pJwU8QQsBwUcOrxxBe5x2qEiQSHhttvoFhMUJtPCgPYEm7pVDqYAo4IYJVRn/AldbttwuBaoJAAAAAElFTkSuQmCC) 13 19, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
51%,51.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhe3VT0xcVRTH8e+5f2aGAUFBbQuxprUWAgtImroxxsa4qdGFxj/RnRuXRrtRS2LS1nRtXJhIdOnGlTVREzeauDG6gRgUkCkVta1IAaHMvHnv3XdcEB9OC4Q/05U9y3fv/X3Ou7n3Pbhdt+v/XrLXgDdeHFRzvYqpRphqjNQSJEqwScCmAR8FnGacmss2tMxeG9BMEVUIQJohaYA0a8BN2Hz9nncA0NMnD2OuR5iViLOjCw2D73YZTJLx6vLG3p53AJDzX15E0oCkgbMPlBsGXZLhttiBZjTA8In7IEohSnm7Us0bA8SFrZE9N/DmM/0qIWDimDPTqzn+fjsKYFJwyebMnho49doJlSwgUcKZ8ZV1vBV1dfiwYNRmHi+PbprhdosPvfKI1ihQigPnfvgrx0eKqAkOi8XYhxHfijEe6hvn7GoH7vrgdV3qPsCVNOb8F9M5/lGL16J5jFLhCV6u13HtPfjWTlxb56ZZO76G5qsRNXGNQnWV6vOn85yP972kttiBWM8LM+/l8z/pH0ZEeG78nQ29nTXw/acKHrEGPXYyzzj31AU9XIJyNeHpz5+9MVu3srbdgB37RsWX8b6D2oO9+frOtyK9+8dReubn+fq7J3eeu51JpYkx9aVOynoHK71HcqT7s0jrc55Y2vjpwuCOcdjGIWyt/KIl6aAtLrHYdyhHDo2uqiaCFJT5kfyQ7fxMbTXYUZnRclSgHDvm+g/myNHKsmaroHVlaTi/ybv6r2y6qGtiRn3d4nD8Pti9jl9e1nTBkF41zD6ef/d3/VMzpakJLU9PKWunVQHu+fk3LcaWYuob8N7FvzWrgtakKTiAcc7hcHROXgJg/9isFuoGn3h+PXYgR/qWFlRrQhYZZo63NgUHkDsnL6lLwBiDS8FmFh9bLj60P5/TvzCvIfWEZWH6SHvTcADnM4sNik0tVgQXmxvwKxrEo7Xm4wDGJ4rD8cdQz01vPrB4VTNa0JowdX/zcQBnM4sLa5mV4/tyYODaZQ1SQBNhqvvW4ADGBYOvN+YOXJtVlQIaWybv7bhlOIDxdcGHxuzxroMSxKOpcLSy/O9jvWl1E0oGvv1TXd8cmSmgUibDkdGCpoLWhDQyaE2YGWre1ftvmXXco+LJTHENTwXSZlIb1z/8jVsH4GThHgAAAABJRU5ErkJggg==) 13 19, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
53%,53.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe2WW4hVVRjHf2udvfc5MjmFY3kph2ogJJGBiqCXCAmhoGTKTKHooQsiJWRUoNBL9BJBBD0oaumDPTRjNoL4YlZSgxQpVEZMZE0XnenoMOecOfu61vp6mNp2ZM44lzNP+T1++/t/v/+67LUWXI2r8X8PNdcGt52qinedwW+zRAOW+gJL6hvioiMjwwUGqy32rtWTsvRcDQAopZDPhawoWG1Jiw6r7QTcWpxzTbXeXOGDd7Sz6reLZEUhKwjDazsbzX1zGrEWQJhkxlsxA+pMZwdpAYwyLDzxc8NHsRZc2lTckiXoLo+Q+ZY4cNTu7cqNAQqXgjHzZ2DlD2NiTkDsG8buu/kS/KuTAkBaR6f1pvo57YFbDtcFPyNaYPlrTb72ipMDQlxDHz8qpCFqYg+01sDiV1Jx9YxC0XL2weWX4F98IjqsgIlRNkFZh7KWZhZmtQQdD1XEDGuycoEznR05XB/rl0KtjDd+Ebe2B79ew69X8aPxpr1mbKC7+4gsOf81i4a+59zWUg4v9e2W0oVzlEZHSB9+AoB4/bN4cZVCUmvab0Yn4cv3H5agILR78OqRdXmPrh1PSnzNtdhiieFtb13eW6ZiTdvAvp5+afdAjV+g5+jTuX77+lvllxu7+DG2nN51fMZ9C9MpOrTugBTHy9jyTzz62Us55M3bPUlKAW0LAw7u+nLG8GkVf7TmHZGoihsf5bHv3s51796EVBYViTvaef3T8qzgVxQcvOcNkaiCC0fZMLgn1+xcgcSBpt7ms+PbZNbwKUW9d24X4hoSVdlwdn9ev3u5kiwQ4kCzbTC/5WZ9ratDD+wVyRIeObYlz/WuflEkqSFJyONDH+T5PUu1GN+Ratg6dOVBTCe0RBUkGqPv7tcA6F31gri4iovrjfBlnjjlcIXWwQE8iSpIFiNZyocrN+PCCpKFbPyjL4fsXeKLcwYXwJZfWwcH8FxcQ7IUZyJUEuFMyKY/P84h7y0NRCTDBsLm31sLB9CShEhSY+PgXlxab4C/v6woYLB6fuAAniQhzoQAbDrfnwP2LQ7EYBERnhueH/iEgSxETOOTaf/1RTHaoZzlmZF/j/LWwwG0zRKcDDQknyonSpTFamHnijwtl4tbEerADR0iyiKSIViMdjjlEGexgeAEXAGeb+Gv99/Qk8GVs4j+Z8BzfrhPHX8DN5PDGkk3Rs4AAAAASUVORK5CYII=) 13 19, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe3WT2xUVRTH8e899/2ZzrS0TTG1YE1DorKRpCFoV/hnoRuDiXHjzhgSDRI2GhcGU4s0EBYs2IiIGBM3hsjCPytj0qRqWEgIcYVCa9SSgLGkqTB9f+49Lp59LaVT2850JWd537vn85vz7rwZuFf36v9eptkGvQcTlXaQTk/Q5bGdStDpMRXFVhyyCWzkuNR737JW0GwAAEKwkWJCRWpFV9OmSEeBp+O+4damA1w/HLPlxFyBV+HKE+13XN/++Q2SyAMoy0xcmg0AmGsHKkgNpM3zyIWZOy7WA0cSuoabWxGAre/XIQSpwuWdnWUwwKRhTkq+cQH6DiUa1Dy2w/Hz45tKfOuXUwpQDx1z7Rt0Brr3OtUwQ7rgylML+P1f/6b1OKN9fEITl+F94wmsO8DmZ6c1S0EimNxTK/GebyZ1Ns5wZHjxOKNgG09gXY/ghaGvtPuvy8jfKdfeqJR4bewXna3WmeM2c7u3k9kEZxOcTxr2WvMEzu35WIkdE7dv8Oa5thK34xf1lsyA97D7MQB0aBB+OL/i625Nb8LPHnpZfV6H9Dtempoqe7SdPaN5tRsXhvhnnlvaW1eyVh3g094uVcnIJOOVqbTc//z+p/XS5m3M9A1w89WDa+5rV3PTJ32xpmFCblP2/lG+VMzbL25T293D9M0ZJt89vWYcVnEGzjwgmkqKE+W1X8tl886TPZoHlthkXPxgbF34fwb48EGjqXg8sG8RPjzUoXkcoaHlxPH147DCIzg5gKqB3MLrkwv4yK6a+mqE1iocOTvRFA4gH20J9XR/oBSnVedxT4Hvv7qAHx6sqI8EtZbRL35vGgcQNQ51jlP9xcLJAdRb8Evw0cFY0yhAA8t73/7ZEhzAnOovQABPAXuFAxML94wOxpqL4CsBI9/PtgwHCErc/htgCX5kR6wOgw9bjwPI/Kfed/Vu/OiOSJ01ZNYycr71OCyaAJS4AZjHnRhGfry1ITiAeC0msLiOPRoUuLUMX6hvGA4gBJAv+VV+66fcKAZnDcNDHfPLetfuFpQ5/rAoAXgED7jA4qzBWyG3ggktGlgOjU2Xe1oZQBbjPpDi22AFZw0mMCgGbEv+uy5b/wB7fUYiaTHosQAAAABJRU5ErkJggg==) 13 19, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WXYiUVRjHf+c55513vloVWbUCiySoTKgwKUky2IsgWJQpxLILIfvSrqLYm/AmCgy6j4i+oF13t+nrzvZCVCLoAwbERBctNgtiVzZLnZ3Zc54u3t3XnW2mmp3xKv837+fz/P7nOc857wvXdE3/d5lOE+zvK2h2ZpbIezJ+FhdAPNiaQXA447A+YteJC01ZrlMDomBQxAfwIPMGsDgs4iOMxi3jO64AoAe2OFwtkPGBfd82PvzojlUYYnaemGjKky4YMC8fncURcAHevrORISGL1VzL4I6nAODNzYLUAuJhz3FNjQGIPKCSLQKnmsZ2XIFXH8wqHlyApyvpbXPwtlsVwF63GulZ0zK+owq8UlqtZnKajA88+/0V+Mj6J5TiSspbd6rJrUDjfPcNvPTivaoT57BBFzaeGd34vErPGkxhJZLtgVDAB9syz5Km4O5nHtbx+jJ8vsDA0VoKL/e9rtFN92OX38X2L/YyWe3h16rl52rrXG0vw+vf2K8yWyP3x3nGX3srzfNu/6f6e91Q9YaBQ/3p+wNbPycABw73N+W1ZaDw/oeKCME4Lu/akeZYt+47XZWbomjrfFl5ZHFuXXS9NAPR4GcKDp+JCaW+NP6GgapeOuaQ6T85f3x523lbd8cCycghVRfjXR4tPZRC1n8zpX7K4qeFqcOFtuHwH1aBDI1psBkIDkqbU8jad35RvWwwkTI5klkS/N8NlI9o8JK89uh9KaT3vZ80f8kRqsKPLxSXDP9nA58cU7xA5GDbphSybPCsxhcj4i2Gyob253yxRD4eUxkaU5JuTTp29CtFHWgjvDh8RuOaJVMXKht6O4YDCF4IzkH5CCnczcEfuwLPD41rPGOIapYzz6V7e8efcxecAyPgBcpfg8ydlzamkNzgaY3UYoPl3J4buwYHcIS5NnAO6oA2wrMjp9TVhKhm+G332q7CAQSRBL5tU3JcCB8+qTYkI5/cfXPX4QAOL8moAbbfkwKywydVgsMGw/STVwcO8xWQxo9ifPAHNd5iveHC47dcNXhqwPjGHXlmx+3G2qT0vR9MzN/Wv0V3QcaMVlREMMEigKjDhmT0mRnBBSFSy8RT3e3+eTmZW3ZiErh4QYLgvMFYi2CQejd+npvrLwDXIJPG1ma/AAAAAElFTkSuQmCC) 13 19, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRklEQVRYhe2WTYgcRRTHf1Xd8xEzbpJlF3GVZA1GYRFBvJiDK+hBwYMQhRw8KHtQCWEPmoS4mEvwkmj8yGGN4HrZk6IE9bZ+QECPshBQBIPBr8nKykpmpmemqrr6eehMrzOZySY7Myfzv3RXNfV+r/7vVXfDTd3U/12q3wB7Xj0ohegfCqZCIWhS1I6xoEBJW4rKsSUwhMSceGO5K0v3mwCJR3mHUh6tY0o6pKgT8spTCBwhMcq5nsvDfvk/n3iP+w88TaA8eYTPT3/V9vzo7BTKewChi+P9OwDq/PynhNpT0iEzLz/a/tA6lOntwCAS4MEXnyTUjm1a8+Fb32RsQCnrwNrhJXDvK89LqGNGdZ7Fd5Yy+NwLuwVAO0sQD8mB20+9KYH35IImZ9/9ch0+Mym60eTY/nFRDYNqmJ4xNt2EhffPim/+TmgN386fy+CvPTchKopQ3qfNFyeISM84m3IgWFgWl9+BCbdyfv7jDH5s/7gElQgVNTj+yRq5hiHnHIVrlOCGX0R3nvpDbD7BBIbLB/ZkcY4/cYvkEo9COLq03nQnH0tNPvJ13JV3Qwnct7Qm4hS+ofjpme1ZjA/2FsWFBp8IB7+7KrZ0jNt03SW4Z7EizYsh9R/ybfDDD38h29UMI/WxbvDWfc+NXlcCu9+uibsUYH8NuXhkaxZ4fNeq/BYp9PjjPPv9ajf4htrwFEy+XhO/qohrmj9Pb8kgt97tJTB/UY1h32dPbQq+4YJdc5GITeHlM8VszchUIkQxJVemXJ7cNPyai3YeqkviNEkNygvr8G0PeEmqmlwSsfZLqS84gLrrZCRAW23vmG2IWIU4xaWFQja/4yEvvqIQK1QvBH3DATQOkgh2ztUBmJhtpvB6O3x0byyJAbFqYHCA0EcKLHirmHipSVIDHKws/gc+HYuvKsQoqhcyZt/wNAGTWo0lvTphZXG95qPTceqIUVR+zE7tQOAAWiIFEZTPFJHa1fDEQGIYChwgTHedDlY+KmaA0elYcGnNLy8Pruad0mIFOn5Yxh6xAiAyXPiVBBRJRwJ/n8srsYrEwMhU0pru/VHvQ+q2fUZaMIDEaFrHTeRKc9rBd39LuhOOS60HUrgMxflM/wK11ojgCsd6SgAAAABJRU5ErkJggg==) 13 19, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
58%,58.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe2WTWhdRRiGn5lzzr1XTAoaQXEhaqAIpRQRlXRV2xDqxlo1tXXjRkXwp5pFoc3CogulGyVGqKj1B4qLpI0WSruoCdUrFbvoou0mYFGosVqNrUl6z71nZl4X0RNuybXJzc3KfnDgMOd7v+edOcN8A9fjevzfwyy1wMr3/lJ8syNp91TKnpmip5Y40iSQkREKDm89fvvqeVnxUg0AGGPQcZHdILz11JKAt54QO7z3BEJD7ZINjL+wglVDf5AlIrPiwmt31JsbOIWCBxDzrLhdqgHAnO3toGbBGUf7mz/UfVTwYF1DcSsMsOboRbLEkyaBqZ2duTHAYB34ZTRwz75LcmOBNHZc2nXnHHzwe82+1rCmtjwG7toxIxKoFD2/9ef/3jDwnQgp9p1RWVPDkDWs0fQmvOX+msJMRlTynHv99jn4YFnWXQHjMJHHBI+Rxzeo09QK3NZxWW7Ckv0acba3I4fbd48p0hQx04TtPSRuZvbxlYa1Fm2gd81h3XvrSVYWzzAxXMrhpbeHVar+TimbpPbKIwCkrz5BbFIiW21Yb1En4WD3ISWRaI/hqcOb8hqd/TuUlm7Cx0Uu7Oy7urb+i7VgA19u/lzEU4TpCTYf2Z3rd710t07bTs6nbZx6f2TRdaOFJI1s2qMw/SNu8iCPj+3PIXsejVVNCrS1Ffhi4KtFwxeUfHB9n1Q5QWCa3hOnc91gD7p8Y5G0fQVvfHaxKfg1BQe6npU4SYiusKU8nmv2bkRpbJlJEvpH8g3WVGdtKBrquk+YFNkKW8rn8vwPeoyyWKSxpe9Q3uWabutm5OHdUpby2LG38rGhrtVSVEVUebL8Uz7+4QYrlwRqwMtHrz2JhYRV5U9UmWS46wEAhtauUrApQWk9vDtWsIFgWwcHMAfWPiiZDIUMmQyZKrIZW785n+d8tD5RwOEL4vkWwgHiYFIUMoJ1GFMlRI5tx3/OIfs2FCQyfNJ6OICVqiiqsvXbcYKt1cE/7i4K4/B2eeAAsUyVYGYvDNu+/iUHfLKuIIdHQTw3ujzwWQM2Q9TfWD59qChnAkaeZ0b/PcpbDwewXhkhqjfw9FjVyHi8FXs35sO6WtyKMPvXdUjGIzJkPM4EggkoeHxBBEGw8OKROU0rDdj54EYeRf9MeEHtqvn4G2NFoDy1xjKhAAAAAElFTkSuQmCC) 13 19, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe3VS2xVRRzH8e/MnMe9t7fSW6MEjU9CJAqSmJCwIEQJiJpqTDTqghCNhASJtGmKBKpVSdOqUXwVNyxMGl24YaGFqEFAUrbGaNSISlCiQKMFbx/3cWbm76J4SAkV2nu7ktmdM2f+n1/+58wcuDKujP/7ULUW2PPAx/JHSXGypBgqKYrVHGfKTYwlDVRtnorNUPERPw7nL2oFtQYAcB6sh7JTVFyWxGVJfIaKiynZCPHRlGtr7gAgr68Y4NcxxdB4jo9+uGfS5PzGhISA30bURT1dhwCq43ALZQvlpIHlN/w0aTK5RJPrEYDOZQMUk5gRm2PwxII0GKASJSRKZi9A/+pPZCxRjFbmcOD4ohS/sVEEwCqhbGYpwJ6HuqTsYbiq2fvL0hSfd5WXkvYUCk5cVjBZN2WNGe+CD1qahfFhRi30f3t/il8zx0lJeXQGTOzRMah6v4KdT2gZj4pYM0j7lw+meHOzFWlyRNd6hk8FmKsF3exRhToG6NrQLH83NHIqF/HYZ1+n+Ny7KhLf5ghvEoaOTuz701/F6ALowtT1pnUObN9yq4gyeB3y6ivfpzUW9pwV+6fGVzXH+vIX1pYLrmcWoHXrEkl8RMnFvL9zMF2vXxiUprHrmDfSwHe75067rrmch9Z3LJNxn6do83z45sEUKTy/WyphIxUTcPqt+dPG4TJ2wdr2u2XEhYx42Pf25yly/bZeKRKhvMN1L5kRfskAj7etklFnKIrlwDtfpMjNnV1S0hlEGdzLa2aM/2eAR9ruk7PeUvHCob7z+IKtz0mJDFZFjO5YWxMOoJ9qXy7r2lcIE1+rALS0rpYzvkrJBxzqO9/2hR1tkpgcToX8tWNTzTiArhJQ8RGPtt0LwJrNq2TMQ9WHHO77NEVub9soSdSAI+Rk95a64ABB1Uc4NGVxrNy8krIonIQM9u1LkTtaN0gS5XCEnOjprBsOEJRESMRSFbAEeB9yZNfeFFm0eb0kUR5rshzveamuOIAeF0fFKw6+ux/vo0n44mefFhtkcEGGY73ddccBAich7lzNI7sGUmDxpifFmQgfxPzc2zMr+LkABu8nH4h3PrNOXBDhwixHX3tj1nAA7b3ByeQA37zXr2wQ403MLdtf/Pf21P/UGoZauvFhEQlwMvGXc2EGG2TwQYw1WRwh1kT83r0tXVPPAHoC13gd4oMYr0PERHgT4zCIMYifle4D8A/8goVRAAWengAAAABJRU5ErkJggg==) 13 19, auto;}
60%,60.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhElEQVRYhe2WS2hdRRjHf/PNmXtunhcibapFJKgFu4ggoeADFBFRipbauKhgVy2KD6wLzbMWSW5KVVBsQcGVDxCxrdQGRe1CXFgRXAhil1pBUx/NO03uPWfmcxFywpVcbe69XdlvNzN8/99/vu/MnIErcSX+72HqFXi7t0mtb8H5NiRpx/gC1t2G5Ddjkg40bWMmMez54oE1WVKvARMMogJphFGHhG6k+SqMb0d9CzOJYT7RqvlRvQb2nLjI+w8WMMaB5nno9NGK9aN3nmI+EQBljYrXXQHA7P54AklziPZwcteRisULJcNUUr3TdVcA4IPtXZhSE7awiR3Hn86MAUwlRhfS6rl1V+C9ne1qNEbc7ew43p/B+7aNK8BkyTG71F41v65T8OZutHWxg/ziDfR+9m2m+cwt4zpbjriYtLCY5kl9zCc/d6/Jq7kFxUdjDUkJ8bkK+N7ucT2/UGCu3Erim0jVEryrqlOTgYH+G3VpeppkdpJHTp3P4Lu2fK2/zBQop818+WsXPRv/QNWioXqn192Cnfvv09gktNkF3nrlm0zn1s4JLaV5ymr5YXK151vby6gazs65NXnrMtDzeK+qCqnEfP/Gu5lGx6ZU84sGp4Zzs9luV7T1H+PaDGzd/4SmuRYS08xPh1/M8rfs+00TX2DpbMTEmXjdupd0DK9/fkgX4k7m7YYKuBn4TueihKabSjXB4RI+wmv7R3RJI1Kb5/exZ1chQ1+pJELZBX58rqMm+H8a2Nx3SBMc3sb8ObZ6w8nQ5xpCBCJceL2rZvi/Grh68GVNjMPjuFB8MoPYFz5Vn+bARvjRm+uCA0TX9R1UEM4dPpiJdQ6+qikRKTmmio9l89HwuAZ1YCMY2VY3HEC8OFLJcc3ASwBs7H9NPY7ExBVwN3RSVR2kAiN3NAQOEIUQodYSiNgweIQUh4plenRfBokHP9IQIjSyhOLdDYMvG5AcIQhBIrxxaLBMj+7NILkDJ9SrI6gjjNzTUDiAeOPwEvPX2FN4Y5k+tArPDx9TNEKDJRTvbTgcIPI4glm+j2aXd24A8sPH1KsDsfix+y8LHEBULKq2YrJp6EPVYFFjSUa2XzY4gPhg8VT+rxeLDxsViwaLHDi9Ml39aVtHmNbBdxQjBI1QDN460Ag1Fh8ciBB8BGN3ZTmNNCAYwRuLYljZdUAIXkBk+dybRjye146/AQeaYMdys7ytAAAAAElFTkSuQmCC) 13 19, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhe2VXYhVVRTHf/t83TtfqfMiTQR9IIhpPgk+iFRoTkNOlAaBhn04RUk6DJaVMBMRFgUT1RiFMBYaFqWhzZugJSM9RVFk0IcIYmKZ6Vj3zD1777V6mJkDV2bUmXvnKdfLOWfvvf6/P2vvfRZci2vxfw9TrcCBtvfUpC38mQacTQ1pVk9peCaZbUBcI84VcZLw/rnGcVlRtQYAVAxeIPMG7+tQX4dIEecLWJdgJJkwt+oKALp36QCn/jX8Xaqn56c7KyafbLJYIvovmnF5QQ0MmFVH7mXYgbcNdN34S8WkvUKRa2GA/sUDlGyB1NXTe3JObgww1ijW6PQZ+GL5R5paQ1aewRsn5ufwx5pUAaxR0nCaDOxb265IgfNZwLbfFuXwh68TLQXC6lle01BxoZ9QY8q3YPdzzcqZEs4V2PrDPTn8oRleS0ZwAdhg5GlqvQW9PYGWkiFc/Vnu/2plDl/d7HQo9lxMhP3nIoZCZSgQLlzGwKSv4fPdzRoaT0Et3S+Xcp0ls8vqA8iAb04X8vXzWoYBOPZ7cVzepAw88eItKhriNWbna8dyjbnt59X9ESDlgOPfNl6qrZd8T83Ami0L1UtC5gvs6x3M84MVgzrzQgvXDzfw43ezJ60bXs2iVZsXa1kaKblGDrx5OIfMenCHlqWJMhFnvr510nC4ilvQ3nWHpj7GSoGDbw3kkBvWvKpDwwkGjz+0cErwKxpo61ymZR9jNeHQ2/tzyE2PdGtqi6gJ8QMrpgy/rIHWzlbNJMZJwpd9e3PInEe3aDraYv/5bG1VcIDgga4lel/XUmXktCrA8k1tmklCJsUK+NzHN6uVOrzG/LVnQ9VwgMASYSWhtfNuAJZtXKlOimRS4Ejfpzlk3vpOtVLAS8zp3c/WBA4QOUlQQryG3LWxHasRXmMG+z7JIbd1bFLrE7zEnNy1tWbwEQMaoRriNcIRIhJxdPvHOWR+x0a1PsFJwokPX6opHCDwGuEk5vA7nyMSV8AXdDyjTkYqcvyDV2oOB4i8JvjRnnR0+54csGD9BvUaIhrx685t0wIHCLyGiMQVg7d3PK1iIrzE/Nz/+rTBAQKRCK+Vf+Tvd7xrnEaIRNy8rmdseOKeWkWYRU+t07FDONbpnESIRjhJ8D7GkXBq1wt5Ti0NBCPwEBndb9EAHX33EqJBiMq0VB+A/wARf6W9yZsubAAAAABJRU5ErkJggg==) 13 19, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
71%,71.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhe2WS2idRRTHf+fMzPe4Se6NabU1ViE+YkmEio+F0EKlvhYRUTCiOwsKFdwUilVRiWIW4sJVsKJupIrSUoUW6mOpKIKglYKWNKn1bZs2iSQmN/m+4yL2w9smMcm9XdkDs/nmzP/3nzMz3wxciAvxfw+pV2DLExvM6ySqUwSt4mUGJzN4l+FdRhoy1Oe8uj2fl6X1GhAzTAwHKDkqGUpeAw+LUHy9Bj556RB3PnUlIhkqGXv6xmr6H39F8ZoDGPNUvO4KAPJh/1Bh4MHnSzWdkc+JF5lmIwzQ8/TlOGZxzPLOs5OFMUBiD7oIpW4Dd+zsMpEM1Srv9k0U8B0DGEBQaPILY+oysHn77YZkOJlhb9+fBXznAFby8OLraiUXaA5hQY0Vb8Lr73vUonwElYz3XzhRwJ97DYvUEzlHpEoigUgVmJ5XZ0UVuGj9Lhs90U51tsLB/sEC3v9GsLY45ZKkxI6Hp1mtZcquidSaF9Ra9o9Imz4yDVWidJLJX3sLnbd2r7EwEyO544Gtw0X+ewNdiAj3bzs8L2+ZBr60AIg4qnZjofHBPXcbnQl5aZJ7+w6crW2LsZZsoMV9Y5EEKiEw9Nc1xfh9bVOWrP6arO1ber54ZNm6S0pcl3xnsXpaY8dXpzuKsc+0T9mGiUBzGOOuk23LhsMSTsHVTUetHBylSPn0jysKyNaOCQtTQlVsxfD/NHBdZdgqkVIKjo9/WVdAejvHLZ2GYMZDo4XEim7WBQ3cvGrYysGRes/+n9oLSE/nuMWzSmrCk78ldcEBtCM5YleVBo253WoAGy/+0SqxozUONfDbrh2zJIeSCS8fLy6dut4U6r0n8cpNbccA2LL2uFUipRICe3+4tIBsXj9qiQlpruwabmoIHEBuaD1miQdVJfGQOEc5ON4eWlvk3Np1yuLM0ZwJewbLDYMD+FJwxM5InEOd0OK1Br6x65S5zJFa4+EAmgQj9Z4DP192zsw3dZ+2JFcSE/YdaTwcwCfOkfg5zd1H1xSATd0j5jLBm7D/PMHnDHilJdTq3tI9Yt6E2ISD31fOGxxAW4KQnmXg88OrxGUOb0Jv5/iZz3bO6AaEPNb9u33mFffPWmsOSa54E1IT4lmlZMKbDTx6/w5/Bu5M5lo+t+7ehIUfUo2LvwF0pAXmP1PPVwAAAABJRU5ErkJggg==) 13 19, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVRYhe2WW4hVVRjHf3uttc8+txmdIcOppBATs6tCRQZBUWDMGYdGHQohX4wuGPVgURLdEIp6UQijh/JFCtKQGad7L9F40BorKKIYHJIkxETmnDm3ff16OLXt1JxhjufMU36w2bDW+v6/P9/6WHxwMS7G/z2sdgVWJX6Siu/jiYtPgI9HqOqfaB+lPFQioFzYMitLtWsAwCfC/+sfqoDACtH/gCs7aJpr2oX/7K1mKd8CERBQju4GwA3r+93Zd/42IMxS8U5UwDrNWoSAUAUkzVjDpk742I7bNLkjV7CUrwmIwPKpBbnYGGDZjou2F9DA1foHqd+9Rzm8N4ZfctUbAmCnqph0bWEMDC45KfUG9OK7B6xLl++WRLrCFTftEpOs4CSrTTUuuAmHVk1LolgCIorcEcP7rnldjDNDvfQ+ygQoFTXVuaAKvNnnygrXZlm34ddwTQy/cs1Lku09R7Znmqlju0h2lUhmKziZclOtlh+ir7oj8bRQ0iGDZxOxzvXrHxeT9FAGjh98Kz5/69ZHsZTF0X17Z+W1ZGCityQREWiXW/5YEmus27FOMmEfRCk+37P/39oyF2veBiYuPymRquEnitx+4uY4f9seLafO9lINFvPlK5Mt6+r5HMov/1785DkKmRPc9cs9MWTfe8vkjF8gCAM+evFMy3CYRxOOr8xLOfUbhcwk63/cFEM+2HubVKMatoIDz8YPTcs9NaeBL1Z/LIXUFG7qFP3fbY0hh17tl6iriC8+ux+WeL1VOMzxDozd8K7UzO+IXWXg2PYYMvL8ZgmypwmdKk8MT7cFB1D5FRMyvjIv1LtVAD68cb9YdhkSM43wHRslypaInAr3D0+1DQdQoS5TMwU+ue4gAGNr3xZxCohTJHf0yfPw7feJLA4JU2U2P3S8I3AA69NrR8TXZSztg/KITBVL18jlnz4P3zYoXJYg7Cow9NRnHYMDmMDMYBkPlIfoGpapkRt/JoaMPrhBpNcQJt2OwwEUporoKv3fPAKm0gA/vGVA6DGQgaGdox2HA5h6yX0AcuM7Y8DIAwMS9RhYpBl84cCCwAGMpWtgGofG0eGc0K2RtGLw5YWDAyiMi+jGkWnD+2MWXQpScOi1eMqR/2R3IKzDdz4nGA/RHpKexMpq6DHIIk3keIhTRtJVNj52JM7ppAEj2gXtI+lJVEohGYU4FmKHYHvgBKCaz/Xtxp/GPnEU/zvM0gAAAABJRU5ErkJggg==) 13 19, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
78%,78.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADY0lEQVRYhe2WTWhcVRiGn3vnTsZCf5AUBRVRK6KU0EJB8SebUtQKGtNimlKlIFhcFMEsEwyoUNAu4qJItbU2iIKmsSh0I1ELuqiFEn/IJmBAUCxNgpmZO3POPX+fi9hbJiRNmsys7At3853zfs97zoFzLtzUTf3fFa21wakHKjKbONKiZ7vyzNQ8FeOo6EDdWqrBob3ntO9YlBWvNQBAFEV0ipBaIfOeqglo76kGh/eeEMKS3mSt8JcnN3Jk6yw1K2RWOHz57obx3micIB5AWGTHm7EDUf9EO5kB7RyDG35vGAziMbglzU05gv5t01Stp6wDb1W35MGAyOAIrQxw7ME5ecIFytoxMHdPDu/mogBkGGxsWhNg7N6aOGBWefqu5GcfPc8F0Wh2x9+JjQ0mss0PoDYbWRegXvC8NHVHDn+GHyWL65hYU4syTKyxsW5ugHL7uBTdP9xmC/RPtOfwXfGYpIUq9STl2/Akrlj771NL9rrhi+jctkEp2fVs1neyfepA3uexW84IscNFnou1vM6ODcMAXKoeXJR3QwG+PrBLpFSATQldQ+fyHg9tGZBEryfyJX693Lewt1yPteKL6Kt3ukU2JYRbU7r3XYPf33+f3FWrMPPLDOPnP1gIXxJ8VYWVwM9+0iXh9pQr66Z5sed83rjj3UR81gbApc9GVgRcqGUnf/HlTklFUQ4pr7/wW+57/BgyVy5h9UYm355eFXxZw/Doo1IRxVyo80bPZO7pPI4oHaNqRSYGslXDr2t6f2SH1NCkonizZyqfv/NEJMoKSsf83Je/cqt+1qOzn+8WSSx79o7ltaGRDkklQ0nGkX1/5PWnTsZSdwFj4KfXll/EShRnRUUVxYdnHgbg6MhWqQZNPegG+NMnEzEh4ELz4ADRidFHJBOLFYsWi5IMJZajvX/mc579qChZcCgv/PBq8+AASRr0PDw4dJShgmNo/1855LlTbZKJbQkcINaSUZOMwd5J6sE0wLs+LonBYVoEB0iUzK8a4L39f+eAPafbpO48QYTvD7UGDhArsRhpfK/3DpfEekEizzevXL3Kmw8HiDNvqYfGX6bRg1lkxGO80Hk8L8tCczMUHfq0XYx4jFiMeIwLmBAI4lFekAAuwIXD1zzNDBAvBpfIY2V+wb6ZtEX0L4KI7UWtKZS8AAAAAElFTkSuQmCC) 13 19, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
90%,90.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe2WTWgdVRTHf/fcuTPzkrw8m2pjW4OEYBYKFUSDgqho8asWQS1SxaxalFoxFSykKqEELajQQkHtQlARpDVtqcZGtCsXoqILN10ItQra2GqTmA/7kpk7x0Xq6NM8TfJeVvYsz53z//05587lwIW4EP/3MLUKFN7s1EarFJ2yShppMyVW2yKXScwyk9BMiptKWL/x4zlZUqsBYzwiSoShwThKEnKxNFA0nkb1uKkEnUyq1ge1Gvit+wSldzqITUiJmH33Has4f3/fzcisAWWOjtfcAcAMbzxBSUJapYHdR+6vPByZxowtYQcA2ve3s9wUWGmLbLv3YM4GMKOJMpVWra25A81vd2jRRLTJRTz7F/jgc10K4EanaZ4oV62v7S947SptaSpzfbycow988Sf86Ws0GJ+h8VxCXE6JUs+aQ9/NyVv0CKLnu3Q6myQUrYRvWaOl01M0Tc5QSD02VZz6qjqLMnBFb7eOlc8wkpT56aFvc/inD3dq6YdfaUhS2od+5MxNK7AokmVVtRY8gju7ezSJDVPNymcv78l1hm9r1Xg6xSZK8+cj+fcz1zVjVHFfTszJW5CBtdc+plYVlwqDX7+aa6SXtqgpeoxT5Pj437X131jzNrDhyh6N05BiUuCVkzvz+lOdb2gpsQTlb4iG+xesO687sLnjGY2nQpqSArtObc8hX5kPNZkYYXpZO40nH1kwfF4Gnmzr16gcUEhjdp7elkM+YUhFPNlMRMvxGxYF/08D21fv0ihxFHzEjp+fyCEfyaAGmSIY2s/mT++i3pSqBnasfEnDxBF5R+/Zx3PIkP1AQw8Blqv9HTXBAYItl/epRdj7fV8u1te6W6M0IE5Dnhp9NM8PBu+pywwBli5qhwOI844oDeld9SIA/Sv2aOQdhSSqgB9xh9WpQfDcWCc4QBBnAVYtLgt44ZK9RKnDqqVnbHMOORwd1CADq5Zbs7vrBj9vICTIBJsFxN4RqmXr2KYcMhAeUucDXCasrTMcQCJ//pb/shXxlfAD8YCGCFaV27N76g4HCCLvkGx2LegZ35QDDsQDGnmLxXKXX78kcIDAqsVp5V6yv/Cuusxg1bIuXTo4gITeEntXkXzw3AZj1WJVOSZH/0jrP6rrEOb1prdUEKIswKjBecfs3C3OGwQhyJRbWJfX1NOACIJ4i9HZljs1SCZIliEIgkfqsjzPHb8DZNJBiU4Fou8AAAAASUVORK5CYII=) 13 19, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe3VS2hcVRzH8e95TB5NmzZU0VhcqGi7ESy00K0uurGIIi7caVVaStS0NkHFElIbLaFW2lXsQxCLT1SQ4kZQdy5cFHdWJRElBStkMkyaO/eex7+Lm9xpbBIzmcnKnuW5c/6f3/mfM/fCrXFr/N+HarZA+sYdQqKJ05pYtciMIc5YJFGEzEB4nGA6uf3nI4tautkAAGQgwSBeQaLBgdRUgcf7PlpyadMdAKS2/y5CtYSUDeu/GV/w8OoT2wiVlN7vJhb1WtEB1TF2BWqamGgqO7cueBjKCWE6XXJxS44geW4LOKCm2fjT5SIYoHwlw1/L1i5A+mqvxJolVA3dP/5a4JO7tghAmEqIV2trEyCc6hHJBKqa7u9/L/A/H7pT3N8J4z3rxZVT0lm3ZA27Wnzqwm1CxYHXdH09UeAT92wW90cVVwvEuAcJkYgFPlu0zqo68PHFXXLZ9JB1ajpOXynw3zZ1STL5MLPV3Wyr1UidJQ0l0rB0rYYDPPblk/JtuJuL6x6gc2+5wC+Zp6Qy/SgzmebB8BUA2+UTMgx+mUY39B64/9NnxEdDhmXy6feKGp93PivrvKMUFLvjh/+uLctZKw6w6cI+cVLCOU2293Sxfs8jfbJj3NNb8ewrn2u4rlnJj9o/6JM0ayPzlvD8qQK59+Dr0j0bUZnj6MTZhnFYwR3Q7/dLlpXw3iAvvFsgm4+8JsYJzirOX6ofRyP4fwZQZw9KzDTigP0ni+kNQ4PSFjTGCz98UZ9vFF8+wNghkaDAKzhQ33nX8ICUxGI9/DJ2vCkcQJfOvyj23MtCfltlHidKjve9UyAdxw6LjgYjmr9GR5rGAXQQTRCBM/3UcQ1RL8DbRwbEZgojmn/ePNYSPC9wpj8HAaLkcIzwUr3t7SMDor1go6U63Hzbbxy6juvF8bdfESWCjbrl+FyAuV0fOHET3nb8sKigME6oDo+2HAeweQfm3pY5rgDmcRWEa8P1u9BKHEATI8UxzKcaHcx3HiAZOrFmeB4Ai/YLv5d+cFQpEVSADUOD89Ny0+oWDKVPHhIw6CgQIyYoVFDoqNAejMr/91NH3yrWtDKAvRHXUUNU6AgqgFIGJaBX9s1a1bgOgMd+RHWqLn4AAAAASUVORK5CYII=) 13 19, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
}
div.testarea{
animation:rwdcur71289 6.6666666666667s linear infinite forwards;
}
