@keyframes rwdcur71286 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhb2XTYhcRRDHf1Xd783MurtZdBc1IAiCCFECOebkXbx58iJ4Ej15MOSgiOIXKmE9efHiRTyIeA54DwEPQpCFKCQiETULOknceR9d5aEng2/cw8zDvIaGR09X1e/9u6p6ntBjXDj1kFcpUBOpU6QKj/HxwUXp40vXNfj09AMueMfSXXjlqWd9EADxHEdw3jy4ngEkzyEAXHCCOud/uAHAu1d/mv8UBgFA3RC6apsqpv0kWB8gLI5B5hMXxWVtV/0AIkZU66y5ABqHAVA11LsASRSRgQAiRgjdHHAJSCiHASiiU4TUWUtB0TgZBqAsjLBUBWhJHQcqw3FsGS0poHHCUdmvCiLAtfd3ndrwOuHueJUwM1LlWGWkWaI5SrQ1zGZGapqOEyvu4/cmcObpc34nBqoo1Ko0QTCFpIKTn90dR7jz9VsCEH/55KSbA2ODOjeZZE6ojVC1WGVYagm3As1RQssEdBX4ayNys45My8jfqjSFkDTPRdCoGSJmpcbPv+OzL16XGLaKRRN9+MXrvWT88uL+ynvLFz7Iqs0bl4btCWF7cje4rDHvjrX215+fx4qIhTmAXB4hl0f8ce70eq+9/hAAfXkfKyOMcuOKYSufp7tz+N4pV8nPFKAYFCDRkcJhYoSdhOwmNs7+vHirs1/t+9Xbe0wPW5rbDd44Xs/zxA3a+UYzuj0U4v1vXOHPj57IgfB5XZADFkA0dMOQ0pETCd1pkb1OEvpe8R22eYYb412mt8ZU00RbtaTGcwI2Do3RqfoPX8pVAMjOawcr/5upbj4IO1VnbSS/8kjxG5eee3VVNwv19F8LKyVS2Go4WroNt3XGTH9cy88ywMqjiolGuoJt0lL6dF1X/QAacWwpkwItm9Icb3AvAKolgAKjGAoAoG26N1+QxOg/BXaPAMw45giyCoMAVAaz1FVA3YlDAaQk+HIOBEclHW/wfwNYCph1zaIa6r2+zPrkgGIG31476YB/dunxDCEDAVQGVRLM4Jsrj+LuSPB8cQ0AIE+eOMRdEMkdVYMTgbef+b7Xt9k/vBlXOc3Pn0IAAAAASUVORK5CYII=) 14 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhb2Xv6sdRRTHP2d29t73y2jA5gmCYqGI8CCgwT9BbEKwCGgfxMrCH2UasZFYSbC0UhEVLAUb7SxSpUqKKELkRX3xvXfv/pjZOcfi7r3ee5Pi7hr3wLCzw87Md77nO+ecFXrY7XTWvAleHSMc2ybsjA+lz1qu64QbesYCunjP22d9vG+DAFi2/dGfBBPMBLNe+3cGsNjlSX8EwOPjQ7IExH5n+U8MPAzzXSdEWZAwF91sIPYD8FAYEJnpYBAADxRbBAvZMADKxi27YQYqCBYGYqAJ7sEslP282VmE0zInH9/PwGAiPDoeE8pVf+vEk+7104AHuPjdu2YWUUrURcxKkhUgBSMaxi7wiEV2XcWdoynb47S6yonD/sr446MDi8+f0hwX6GlATwIpJZpKsWCYJVRBAxxcTQLgL3zzoaHgJOFR0IYkFUYkMSUx4URPqaSgspx49/6TNnc94XCL8MwR4bcCPamIZUJrnW0aQHWWP1I9c9/1t7BznyB+wg5OBUh8f/HtXjQ++uqtjb/9+c2202rGTW2HU9ueby4d2tw6ff/SNWhqaNqE6grdo9A9Dr76fPMj9zMB+PH1FkA9G/RlLRhCUuHpz740EiQzLBra9lM0YjRiacRJJE4idu3y4lRXzj1l+3vH7I4jW3lD5o1cEhmGy0HadOEEQljGpPibb1ziiU+/wBrFzNAGNCqNgTaQQqKJkCaRFA2rI25asRQJ7Hd7ASY3eCwU7G0HxlkkzzO8KFk0nFeyNnpmGHh45ev2FgBy5/KljasJ99pVRmVBtTTmd/a59/dtrlz/pZM74N9AtLGQ8liTh9WwF0dbVFvPdlpnHcDG5utAnlYJi96R5We6LtUPgItKtpaMYiY4vzsMgEwNb7oyFpIQ8oFqQg9kupr7o0LKBqoHMrPFvZ5bk4RGBgLgUNzapVVAh2JATHBrGkgmi9j+vwPIzJC1CtjMSENVxXN77uX3DbAXz7+DmqAD/ZrhrG0ODs6/B7QJayAG5NefPkDWy3Lg2x8+7oXgH6IbjK3bDVe0AAAAAElFTkSuQmCC) 14 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhb2XvatdRRDAfzO759ybmxe9SQx+ICSFCJJGsLASRQQLCzvxPzCNIEgaQQSxjmIhCmIhSWMqre2t/GrsLBSJIdH4ct+7H+ec3RmLc9+D+66oZ9E3cDjLcGbmt7Ozs3uEAnnnp3NeWYvmDrqMWuL1i1lKfOlQg7d+edjliJUbXPlW/FgARITkgSzC5UcWAFRA8KL4gwE8qyIivHFhF4DLjzVFgUsBMAngm8vtVg4QhxookRwE4IDCHYNCiMEZyBJQCVv60iwMzkAnFfEIQLCCmaxlsN0zwXGpNnTujh1XBhYY7VEAA0tlAIMzsBcyT4XtXRCOqwhnauyHzaYTDKQtq4II8GiauqLUa6VYPx6h1C7ULuygnLbIbe+ojnppIS8iV65VnucV3aKGNmKN0jWB1EbSSrGsWAc5Bd775AcBiOftHm/dgcwKqAEJTuNCg/UwAq0HGjXavygbWwZsryLtjsmLmryMNPOKbhlIzTpwUixDzgEyXHrpcf/ws+8kdgDrc+SGzorS+NrzGZivn7+XV158AkFgvYraiNOIHwSXAc+BDPr+o8+/RpuINn0mFQMMzuZTRbMfIALw6rNPE9oRoekrKeam72pqypn9My4uuDtYhZoiWdA0IrZjdFVTz3bYufUQ379w/XBWT5570x+cJqYnMyfGRl0bIWZMO1ADzbgn+m5lgOPa79u4O9nl7B8PoKZgILlGTdEk/bitqZYj4mJCPZsyTvcztYvA9YP4fns2QX3JqhNOjo3JyDlRRUKs0GiE4EQBDwmXjAi8++UH/S4A5PfTN//1beK5L97n1Pz8hq7tRtxdtnz129uDluMAYEPxD+ITv0D7Y95QJousutEQP4cyuH2NfnVmNzb7bkZJNvhYKQPYv2ks7hxt/EpnZa14sNX8VmZ1d1OXUfy4MrDag26xXbO58Eoy2KrdM7qm7Ar+nwB0jZDbTYCElrgqBFg41m7r87bq/wHIrW9loNBVmZV1/SV0et9VB/ze+HFR4GKAbI51/bmyM/6URP+rdlwA8vM3L/enJRy+M3CHS0UUfwLKyV98gExUngAAAABJRU5ErkJggg==) 14 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhb2Xv4tdRRTHP+fMzL3v7Xtu1lWIFlqJmEpQCwuLIJiIYCSFpViplcWCnYooEgQLK5ugYKFBBTGEYCH5A9JYiFgqWIqBJMvue7v3zsyxuNkf9xll76y8A6c5c885n5n7nTtzhQJ78+S71kbIUclRicnxxc47UlJLhyZsPPS23S3x1eojWwoAgGlGRLh4+/2S9GMBmCo4ET698QEAn22/143korkMXwHRfBcsIRW1LwBwInsQcsePZcNXwBlO+n0zipbJqSDLZdT1BS8mpGVpAN+ii1mFzYsALDSo6wsxAZr9cgBytYOFtl8ke3KhBgZjp/EMYujHgDy81AHAyx8+bJYENUEyaHIQFZcc2jq08YxywM1q0tZfSFpoliuies5Pv7R0wtGuevIU8tjh14R6zQgTR67BKsHU+P7CSwLgz3/8oEWLYIJlwATNGUudsl1UtHWkpsVLZOz/+cmJEojTEe39FXFdSavK6KQwWlfyGHIFTYAcFHzGgvDCJ1fsh41z4mPoCjoTvtv4s2gZv7E3YJPOf//vZ89cvII5wazbyppHkTyKXO6aywDfs0HP//j6OXbXhObeTrSaQiKFxPOfnyia/QATgKevfktTz2jqGQA+VrEbFeG5ryYGIApRDMRAu89v6xLJA3UijTLXnzmY1Vp8y3RryvhmoNr0hLlHdwyNikaPRkGkE+4utxE72LL+2ivbPPv1Cp38ATFMM8kZIgLOaEPqoKpMqqCdODg4/8znGzSrsDUeE+5RqpnDzQNuV/FNQhtBUtuBJEVS5tezG70DxY7qj//s7NRvk8OHgT2w86Ktx9eOXONw470NfdRj1ebjQPIrwPZ+UJnj83xInUO5A01CTQ51P2YtYtv/kvE/AyRXIzrpxZwltPBONBggukClK72YWERsthwAU0+Q1YVoe8eXAFDLlCe5tVAkIUV/BUWX0ppm4WZsZjhbkgZUaxr6ACLC0l6Bs5oki9u9Razshj4Y4Am5iZlx+tZjBtiprUf2IZYC0Gjeb/XU5qNFTY8DIJfu+wUTwxZk/8fkp6J38DeYrj7SDL1JkAAAAABJRU5ErkJggg==) 14 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhb2WPahdRRDHfzO757x7kzwUI/isVISACCoofmAngXSKNlGwUbAOWGlppygPAlZqZyEWiWAnWgmKEZsUWokf8FAIMRjyfO/es7szFue+j3OTEM8id2DZw3/P7Px3ZnZ2hAp5/ZkXna4lpBadTZDU8vZPm1Kzl45VOPPsKXdxRPwQKrxx/5t+U6X/kwBiuBgu8O6Fj3rMQKvOP56Ae3AIV9n8+mMA3rn4fr9gdQzGe0DtBlpK8aoIjCdgwSACIIuBuCC+Kg8Ew8PSaU2xsiICHgseygATF6zKfA2BtmBxaM5N8FV5oMQMTR5i7qsLwUw7rF0ikJUu30ThFhLHKuTpnK40A8yLYN34fN4n8PTnrbs7mNL4Ip5FCIs5pkAzi+huw3x7juYh75SELjW8qpuercVQnIipYkFAIxYED4KIUBTO//2yAMQnvgierM/qxiC5I6a4O14EKQGaQm4KbZuReH2+z2eK5wmdtUCLR8VDwFUpjWCqaBBMwRRUlRemn/j5P1+SSHAk9Bt9czJVufGDa28NgbwYALvDpefv+5QiAovHTFNrpNa4cNLgoLr9l7Eno/7/7NfT5KNCPtLnjJYIJcLD31YdfowIwKmnzpGPKXasJxBRkEUCP/I9nmBwOUUhB0Hp45maBpqj/HLv5f1TnfjurN9x+R7WtwKTK0bYFsKOownyDtjcyDOwDJbA3UmLEMWLT8KDPxyQUBGSgqLkCCKCaSRFpYQ1UnuE480DwFd79v3KiW1MfyfJ7Uw3jrP2l9Ncg7gDYdfRTllLQigOGayDcx8+198CQH58jEOvy97n4Xq/l1E7PHTpUdbbrYFv0/qcf+4Wfn78zKhw7BEYALcQ34h/8JsuvQVBmN+WxuyzL6PL16WYydouoR1pWlcJR2ttY7hMB5g4eKirIeM7Ip1gTJbQhMiqGhKJuDTX4eLdaggYE4oM1ZQ691cRgIbl/tMrO+IqAi4O3CgEK0pCWL6CfdWslfE9oSjQsDE77YDf2b0G1CVgFQERwaWf75q/Um24loBsTb4EwHBcDuJ+NbxXVQj+BZN3OjmZjrAnAAAAAElFTkSuQmCC) 14 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhb2Xv4slRRDHP1XdPfN2deWpXOBxgYGJmggGhiaCgf+AiKAo4gVqYGAmgmBkcCIXnCAGonJcaGTgvyBqcoEo6HEGHnvn463vx85MVxnM7sL4DnU6mILmDTXT1Z/5vuqqHqHAzv123t1WkFu0zYh1/PF4lpJYOnbChZuP+c4sg4e+F58EQEQIPqMT4fCRNQARiF60/mgAV60RERYPLwC49ehx0cKlAASp2RHbJgSIRCRUAHIyMKwYokiBIGH3xlQASQ4IMhv6rE/ESQDOh59Jsjfwuft0CqwwkhwMnQbeTQSwCJkL4cYOQJpKgWOdsQzDfRgNUjM6VD8XYN6954oAbU9lAA1Kh3iLeIuyIdoRrd/hNofDIA3EdeSpL5PXq0RYV1RNJDaKtIHQRbRT1JRgQA5c++i6AMT77AN3hwxAAho8COIJo+1hpCF4wjQS75LvaRPYO0rsL2ZU64q4jcTjhLaB0CliSjDtEzUHAvDCxSf8qys/SISEn/Sxpb5TJOP1ZzOwOhn/bq+8/iQqwmnrVJcKl+p0cRkxTm3U85998h1VjqSuV1IxB3MO8qWitx9hAvDmi08TNjVhkwCI4bgvq2rwwF8fu7ifFJaEmiPZ0S4Qm4BuoVoK996q+fG5l87e6u1z73o9X5HvOcJmW6xqIXZYXEBSSIqLgxhsexSn30lxsf8WD/55uU82cyRH1EA7668bIW0grpVqGZl1c+a/DnqBb5f7BBdSW2OzDV4f42mLxT0sGh4yKhkPd/oEV+HSN9/2uwCQ2/e/8b9PE89c/pqDX4aPS1uz2TR8ePj+qL/jFGDg+A/z/ZvQ/DQse24R2npMnDMbXb7qQycuhwCG9hAFNhpg/bsR1kMARTErK8XjzwOrTNgOfYaiUymgWwjtbs7a+FBlAKEx/C4ApTYeuxUkDwEyik6mQOt9S/2HFR6ICr6Msu8o0AeaSAG1/hD68vwLB/y1+GnRwsUAOXsPYfDq7HMyikjRh3ERgFy98XzfLeHsNwNXuFhE8TeiRTQ0rIC38wAAAABJRU5ErkJggg==) 14 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVRYhcWXz4sdRRDHP9U9895uIlnjLTnIegtEWFBUPHnORXRP8S8Q8aooeDAeRARR/wsViQePQi45CnrRXPRgAhKJmt3sZvf96J6ur4f39rHvJeLOEMaCgaHprvr0t6uqZ4wOdrb8JFMieCKQMR1yZ3jJuvgKbRec8d/kDI6NJADOTa+qF4Dj9vfgRUw1JiF1it8aYBFlp3oWgDvDl4BMIPcC8MitartAtjj/o6Sbq/I/KmBmWLcUaA/w8GTLRHVToPURhCaiernkTQnrCNBagZDSQ1UIjPsBqMeFWJaFm+2+pyMY7jWU4WTZiY+IZa87wGvb3ypJNBE8BjQQpRJl3WiGkNYDeUNMzgQOb96jDJ9YchLYJ2qXrb+2dT9fYNTsknyf5HuUUvBmipQoKuCAJ8rWDwZQvfnKNxJOCYYMGnfGh0YS5APwNRgMnDwy6rGI6c8Hd9HcZS3dZSdtMkq3mPg9Sp7gPp0Hzbg7ACqzu4MfnxbP/GzV4AAsOA58/t12Jxl/3fj45JO/vzh/meVMGB6KwX0dBbcWz5G1m//8DWgSNLNKCusjZ33kfLD19cl30c1mENc3ocmzB6iqcQEZsRgfPfWVKsCLCBLRQUWEIkIWdRYxZ8hTXtcbi11dvLKp2+cOyKcjzRooVpTaURSEGh316QCkZkHkQPXeL5f55PyXBDmaBzV3aJi9l0JsIJSMlULWhEnYO3Yxoyf/OAvAzuMjxo8ZeZiJdcQroZjwEFCcT44CKsql32dVANhbty+f+Cr5NLzPaLAPx1rB+eoU493EjSs3T+pmoV61OvAfpmk9JtfjJYBTZcBGs9bGz8Jat+JUjVC93HZDrtiIdVtX3QA8JBR9acxy5HRo3dW7ASgWvCrLAKlQNT0pQOVYXAYgO1ZiPwCKjlZSzZqCNZ3+S7rkgCD4yiCY96SAmfAVACuCxv9lxSMGUHRs5RNY0gyiD4Aje/fCqwL09gvPYS7kfQEEhyAIxjtbLwMg708B+/DWFw9UAYLPrl7rVAb/AEStfQYx5G8rAAAAAElFTkSuQmCC) 14 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhb2XP4gkVRCHv6r3Xs/MzuruceKdZ6IIpyBcrGgkB3IgCCaHIGiggRiIGhlepgiHIsdxYHKBiHAnYiCYiBiIiomJmBkoCLqs6+3OTk93vyqDmf0zsyfsNNoPCprqfvX7Xr3q19VCi/Ha60+47FaEpkbHJTKpeevGT9Imli474cVXn3RzQeIhPYM3LzzgnQBkjOyCu/DOB99NnW5IaJWApQG8dsdRLl/5GoC3P/xxRmadANBgHJFy8NxqB5YHmJjRTC9lZgiO0BFAhVH7glg2JOduAErPTHxeTNyhnf7yALueKW2hCrrMQG3K7l4VzIZnR5qOACpNbNs8gFYNlM2/zPiPASaDPpMc53ySM1pVrQAiQPHZu+7uqBniDZJtZhWSjVBXxHJEGpdMdm4Rm/kakLIm7dRcvlu9KA3NEBtQV8QDUR9HQjE1EdDIc1ufCEAMX1zzvFdUVuMeUXPcHcmBkJ2cAjkVNMUIi0eTptsl/bKh2DGKDCqRQEDDY0gaopqQoKAJNKKqfDR43p/9/bpEDwphGrQ+/3KrNF76eXvB08zsSxjP3/n4/lcQifjs06FWDLBigJ1/CQ5Ot+PY/g4s8/zFX64gwxPoyokpALEPsQ/f3Gi1+iWGANx89H109SS6ug5ARBV0tq/ff+qQQA8tUBUJfRSQtEJKawytx8aD9+0/dPapb/3ejQ0evsM51TfWgzAMTk+haCCYTc8Jm5q7w6zuIo88Az98vg8xrdLe9P2MA0SEqD00Dug1iZVRwcmtxMYBom+eOYu5cmvzT86MhdM9Zz3BnRFWgtNXpd8LxOBEIBpcvPn0XAPhx7VzX/3hD21uHf4a+dobtd/zwq/HjnFYeO9EOW474825jP01/yq6BCara8vE2R/LNyTlkGa8MK2AmsGyodoB2C74eH6hguO90BFAqdhowZlmxdsFgDeCN0fFpOioJbMR5GoeQHuttNsBUIMvpNsXe8T/E8BFoD7ql9TRFtxOXNvVXzuAXAlUcPp66YDf9V4FqUMAEcFFEBFOXZ20V24JIL9d6ANgDp4Ocv/3pXZ/p/8AQ31PwAzcF0YAAAAASUVORK5CYII=) 14 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhcWXv6scVRTHP+fce3dn9z03Jii8IIgoiL3YGgsVRMFYiIUhXRAbsRLFKqCIf0EgiNi9NqYwYGUpooXY+qMTi5jk7dv5fedei9nNvt19xc4Y1wOHmTncc+/nfOfOmRmhh+m3h1GaEq1qbJWjVUH69gfSa67OCd/diOjmWpMvr8adAARdpFjq16/0WfNfAcyrdDSvXAIgf/M9JEakV/09FEC19ZNUMSKxH0EPgMHiTObeVh/qXQEowZqN8P96C9SXmLrsBWC7AwxB/UpIImjY2R44RYEQ0KrqBdBZAWP2aWxYiUlTY+p+AJ0VcDjEjVditipxZdYLwAI8/cs04tqA2Ai2PRobwXlsSMl/SkhHDWlZE8aBk/XaIiOZTXn2nefjWRd4VBMmqoy0Qr1HG4/4pu0VPiCh4fOvfhYAffKHWfS54qdKyCBOhXgshJniZ0pz7KiLCe45w7npgDPpkHG2qkAyvcfe8V3OO+UJu8+B9TzkZ7g0xaQ5Js2RtESzAs0KJC/58K1nIoCN+fLF8uuFSS8Zf//kcOuxH118ChGB2O4jDfcgpPDHhT1YdrdtfGGdxn924zckK5G87Zzqa8VnymOHeefKO5oAfPzCeSh964CN2RyuhoMviiiyvI4xIrUQ5juumQmhVpo7wtE1c7+q6+dsTPciZWLwRqmtAatglbgofnFeVIhdCmj/vJxwcK2ACkSEENvFAWKthBLC/BgrIaaCrVYeuTjWl5HsFq5uqKzirVInhojQGKGxBvHSohjAK1d/PBJoH0P5691k6z569lJKcnR7JebOPE5ze8yVv1MgzN2flr6w+xLoicBWG2mY3SVJ76zMppNHcMOXOs2zDrC1DYoZw/JoFSDZx4we7jpVPwBXHuPKdCUmwz1k1K+HdFfAZwzDWtAmkIxPHf/AAUyek6xliRuig/0dAfiG8fpL3DrEJbsBGBAZrmepgh2cOv6BA1gRNj5J1SCm+9ddL4CR2VRA1IG63QA4bf39F29GIF6/eJMAu1PAAEYiIsKnr34NQFBAN/8V/gsA+eb71zAS577sqm/cutzr9/wfAfUki++Zw7EAAAAASUVORK5CYII=) 14 15, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56%,56.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhb2Xz6scRRDHP1XdM7ureUZM/HUQFCHx4kMQxB94EcGjnowBLz68C7l59KSSEPCSv0CSiOQiCHoVkShe/IFXD/4CXTSSvLc709NVHuZl82bXw5uBTEPTQ810fT9dNdXTIwxob555wafUTEMi1EskJd678JMM8aV9J5x+6yU3F1wO6Bm8vfOojwLQYJgL7sK5s1+vCCQMCkBvAE/uOMqF818A8P4H37V3so0CQMLYkDLwPCgD/QEqM5r2UvY7Io7ISAA1RvI1sWxIzuMAZA8svSsm4mzm5bYBRJa2pjZmBBqLLNeW69kHA8S+E2qdEC11bNo0UDeDAPpXwWyLlMuOTXJGm3oQQAQoP/zE3R01Q4IjlpGcEWnHYIlYX6dY7FLdmBObbgSkThSLxPnn1ctkaIZooKaIB6K3o3hARMCU13+8JgAxXPzcs1lb0aXh7iiGiyOSCZrJFGQtaMoZFjezpntLpk1DuTBKB/VIIKCuSC7aUQOgkBVV5dLjMz/9wx8SXQNoACC99uKgML7z2fU1S7PfARadOx9tP4KY4O0ehpqUmJRYKy49+ioDfZ4/9f3PiDyHyrMtAB7BI1z+atDqezQBuPLMGfTIveiRYwBEVEH2i+Hjb5wE6IHiUEVyQAXEC4pUcGcumL/x8GpV2yeu+lP3zDm55RyfGncHQcMCtIamwqyCpgbLYBl3b6+ByKtPw+VvV6JSCDSKCmARcSGaohaZpMAdVcmxGwXzW4j+ezjB1bnyd/qLh2bCfRPnrmLGVpwxC85EQScJDwlowBIvX9npHCD8sH377J/+2KfXDn6N/OgTyR88+cuhfRwUvllThz3OePNkxH7r7l9OoCqO9vGzav2/Bf9Emr21aSWkPOvrahiA7YLvdRcqOF6EkQAWiu2uGUvaLXYMAE+Cp00xmYx0JLNdyFUXQCeDtIcBkFjt4zebr58RbyeAI5A27VKOlIL/E9f+XoYD5KqNwAM7Swf8+Cs1FCMCiLT/hSLC/aeq4coDAeTXd6cAmIMXt17Gf78c9nf6HyZ6W+ZQtTeNAAAAAElFTkSuQmCC) 14 15, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhb2Xz4sdRRDHP1XdM/OyWfNcWITkpJ68LQh6jGcvovGS/8CTp7DRm3oQIWjEg3+A4EERchBBEBSMkEUPghfxx0U9qGuSDcHdt+/NTFd5mLdv38Ss7IzLFAzdNFNd3/5WdVW10EPWHk0uuaOFoQXIqrP9RSF99tKuCmfWzW26tJA3w9lnZj4IgGW59V2OVI7guPey3xnAwsrODxGA7a8LyEGLXvb/HwMnIbGrgs8WsXYwaVjJ+gE4EQZEBGGYGLh/sGUQioEAjLRedgMAkjuSDwRAtLwvC3q6l/3uAFayfU6F1AaV+XBBOC7uomG/tRYfMMI4HaHx3xIBPr7wnrtHsBy1gpnDNDmTJOzWsFcqNyvn9lT5c2+HWSrYXj7FgxDWnY1PbvrfNyomWlPmRpkbKSVMajw6yRzcIBppc0MA4rVnr7hxG9EMYsCI5Kkg88iZtEJpgUlujCthnDmj8BcAPy6fYr1m9FDJzlbJZFQyzYxEhamRcIiGmYGCH7jvrW+dS49LZPcWpgIoFz57oxeNP18eH//nK9804zxmou99BcDzW1twmN26yHF1mqtz+Ul48wbMiVDLJlg24aPzGz1sd5IG6NXroHXzATGxj+CIJD48/4gTwFPCg4NaM5eEU+GhotKKKlS88KkvTv7wq6/43eIclZ6m1hHugRQyXAMkxWX+qyhQLhAZEC9e/4kPnjqH6bymi2GZgdWAkUICralCA6QSZxqVpcrsa398D2dhkq9R2iqVFATLsBBxDZhpA8ZpxhrS5tPNLQDk4pe/HzuPXn1OmYQcOGyLVuIu5Z3f+OWd17q5g8NyfOxAmklGFbMWgFynjKZ3uuyzkM6ZsIwRz9t5d1UjWSiP0DhhAJYpHkJr7ZQEog4EwEPAtN1IRUlk0q8WdO+IQkTyNgOKMZJwhMIJA/AQcL+nIZFELr3eJT1iwBVCWy0A+VAMSBBM7gEgjmLDAHANSGjT7e4EGagnPJCXLz3mgL+4+QQiDgM9zRr/qwLK5kvzCuqODsSAvP7ur/+6BQq8//bnva7BP4/VOhXHtY/sAAAAAElFTkSuQmCC) 14 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEElEQVRYhb2XTYgcVRCAv6rXPbOTSTYxUdmLiAc9iocFIYh42lsQvAmSU5RFEIIgeFIPEvCmCBrwIBiI9/Wop+QYCP6AJ+/xNxh3k+3t916Vh96Z2Z4hMN1spuDxHk1X1Vf1XterFnrI1Y/xkASRQGkBiUMuXvlP+tjSrgpfXMEBXH1mROD6+0/6Q5WOE8Bstr70YUKkCdxzrwR0BphG+dYHzXzxowpEUe0cCwBFVwVzsPmHCXoksx8AYbqa5NwRhdwPoMcZ0NY5aFAU9e6x9ARotqFlxBTSigASenQbABAPiJerATBRUmqriQU0DlYDkFBs7pOTVCJxtBqA/VQSrV10JA/R+kwvgALgwruvuIoDhkpGD+cgmYJE0JpSawYSqXyf0g2IsyjqdXRvk52t173aO8ufFezVBTGOiWkNy0PMBiQPiBVgyid3nhaAYuvylkcDEQd3VA3FEJo5aCIwIHkka4VPk3Z/BvBgA9l9lrv3HuOPfagPTlPVJ/E8apzmcuo8eQAXLj9+1z/9+6wUZmsYDcD3n33XK42vfbMD7Cz17jvndnGfbaFGHxJ9OHEuHcZEOr3/+T+nSGmNlNYagNoGxDzk/NtvdA28qwjA9ikHD80AimSDw5Qom9uX3F0wBFxo1kq2gHsg2YCYR1TpJHe+fW8a1TPP3feN3YJzWQhJGQPuQjEp2S5MqkSkXUaLW19+zQtvbuMuuAhugntoHBNwC+RcNs5tRJ1PsH9w+qgNHz1/wO8/w4O9wLoalQujLJQB3JTCnCRHgIBr90LzFQDy41dXl+5mxq9eo47r7Sg2EoN/Az/9MF7WzDR7euTBUgcp2pic21WvumkUT1gnO/MAS0u2EZbbdb9SoziTuprqB+C5BGlfvUmMdGOhT1pKul/iabH7MTNi0asp7nMdFyBttazCwXyXsqQcSwbAsNBvC3p0krqgZsEW+8RHBiCLKu6CF3mFADJ/CFlhBg77kPDyLw74iRd/ayDCw1WOF4BZBgYv/QqAF9664x8lgHBjE4kOESQd/pi689ftp3oR/A//VE84BCaGEQAAAABJRU5ErkJggg==) 14 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhb2XO4wcRRCGv+rH3q7NGiOQiWwcODgJJBMhIkKQECTEEDh3gAlAgBMkkJCRiBAyGQEJRASQQ44EAZZOjhAcMofA5qw9z850d5WDnT1u1hzcDecpqZN/uqq/rurXCD3si/NfW05raH4AS8fJacKFzXPSJ5Y7rMNXT31p3oGJAWAKzjyfnvrNBgHAFUwMRXn5+tMUETCh9AjVB8CgEER45dpzAFz46Yn2S68K9MlAg1+RCg6xVfW+ASTEJwBpG5jghgLQUIErXdGENFgJQg2u6kje4oAlCBWE1JGyOlyJwwBYnKFhpxtEA3moDMiJDSR2AbL54bZhfjTD6FZH8zoi9zuHCAAfXMVGbYAogogQnSPgEI14i7h6jK+m2GwLPbvWhSqRnWBcPtXYtje2xZgHZe6NBFRiZAfOKQlIwHfXTwhAuPIxZgpNG6zBAGPktIXJRJ+Ix2s0NFis75nFHRG2Y+aPoNwMSuWUuYPKQWkHBSiyABIx1tf/so2NkxIabb8qXL64GtratsSrgJvAz51er952cPtgKX/8yT+xwO5p6prsaLJbDi6HaEs7VP9rPzxMmCrhocXMXVJICm9+2HMVHdwE4MX13zlzwzjzy+L2DiU7ctvj0vvBAMyMrAsgM8HUMc8OFUF1RG0TPn93c3dW7vQ3JrMHiXnCxEYci8I4OMZecA5G4hERRIytO5kofycwXHk9c/G9NWzPPk5lMWgxQUXAPNkiWSONjpmXKbC57G7x2C1qdZR5IVlkRyN+FvHeM/bC2CsjB048iDH2wo83Ti92ASAfvV0f+DXz/BvnqZuTHS1OdtA0Iv36DAXYe1XN/qUcS4CO8B9mKU1x+khH9KHGTyrSwePs2uFXnk1JZdINEjI+3Hs+3B8AnZKsexKG0CCUfRyOGCBrpFj36hUr+Jj28ThigGSRkrullmCIHygDxSJaa0cTKzjRfTyOGMDMoyuTFW84n//Z4agBShGsdI8NEUOk149Rjwxkw1afX6aIDbQGFgDC+kuvGWCPPfsOgiFhoAxoaS8ohHMvvNVr0P8DIN9/9glqe9z8om19e6nXq/QuAnlb6KghqCsAAAAASUVORK5CYII=) 14 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83%,83.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhb2XO48cRRCAv+rp2dm92/PZhxGIAIcggUSAsIQDMgsJBETIQmRIIDISB0gEDiAgcEQEiXFgfgAPOXN0AUgIERBhMAgBlg323Xn39tXTXUWwe8vNeQU3I3tLas1Mabr766qu6mqhgQxObJm6goEYO14ZiPH0j+vSZCxXt8Pw0T9skX7zie2F+nsOICnO3x/+pTtTGgFtMn9tABMRoGTt11UAHr96ZMogjTxQ3wJoQA4YuwTiwp/vB8B8SmTWMKfYQar7BSAWK/tgD6d0y9kDmAXEqv4WEU7aZDkAYiUQKrqAksq8EYCvDzAEa1V00UE5bjR/fQA0gFQtMHTKbpkaAdR2QZaGUyvsk1Mx0hs3C0QPsPnYm5ZZjlePVyG3FnnK8ZpTpIKV2KFIbTplB0kDnFT9fWdk7IxKLmY/2E6aMCYyJqAuElBM0vxpTjEzPipfEQC5/NST5gCJRmYnyUzIzeM1J0+elrYo0grtWNANHbphBc8RXO+1vVCwrx/8javbfbbikB6B5AITIkESJgmVBE4JMnOTGIbyyeiMeN1ooTOA5zc/bWTGZ/8+UVX8R0p4Y/WzOQSA41gLjrV4cfN7+De7HabtSa3/LwxeJ2QTQjaZAWx4eKDFV28/V3fhdUUAzmx8TOkDZVYC4O14gSHg4Mv3TpvlgmWCZAItN22Fw7oZ1vXc0F1+jn9x/tXv5qs6/dY7duvbMe1hl05s42KLXD1OHWIZmJCZYOoYy2j6PevrX/rwCl+cfwFzAl6QXCAXKKYTxyKjp4E71udG6POnbXMt3Nq/MttZv87xZx6hf21E7/aAPLTxcRpJbgZCyshwYIIz4fPr7wpMw1BePnv50EfZqUtH+X28W9H1s9u019b45sqFWu7YA6go/kfsZhgyiNWkE9yIQbZVZ5y51M6Eu6kkHgizUsaM3XBxh3sNUCa7q/wxSZQyWg5AVFCtdlMiSZqdBQ1qQu7KdElK9ECNcFipfRxHhUUhszQLOHXTuN4nSlxeUYqCLThstGFh3rAsr0rT1TcCSAoJaH/QNsDWzz2EmWHWrCSrvQkdDtRhwOq5ozOtoku6F8jgbMRsZnI3zbwmxs33f2p0OfwH+BtsNSwzZwsAAAAASUVORK5CYII=) 14 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88%,88.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADM0lEQVRYhb2XPagdRRTHf2dmdu+9uc/3rgELEUwjWEQLKwvByhDws9KAVlYiCBZa2EgKbSxsgwhi4wdpAlFJp4URK8XCIkQkEjCCH+TFd792dz6Oxd57yXpforu8d/8w7HKYOfubOTP/3RU6aHrsvGKGqAxIbhuVATuX75MuuUzbAbN7P9X94rvHf903fuAAEv3qfuvKIwCoKKl9qk4AKiKAZ/jLYwBs//RgDSadKtABO1XI2mJni7YJAAA8gCwaySR0nepwAER9Yx/Uyggdp9J6mGq5VgIRQfTiZgBEPYsSrJQwqO91AnDtAaageTNoMijsZgBIFUjVCM0NGJ/fYsDt1boENk7qVbhJWfiWUHQ7hg7g4pP3qw2K8wmniSwoWRVxPtErI0eKQK+MDGYe8R9i5KVGkjgf4OeOH+13Oo8wJzCjIphARSJKXF3VJFSVF/0zAiAXnntAjYAExUbFomSxhsl8JPeJ3izSLwNbs4qtWYWbgtnbW1qfXr3ra8a7QyYhcoMKbyoKAqVEokSSRJJJVBLrAaIkEq/MT4lLo5wESFROfvBDp2U89uejzUC6dd93hx/XN4uzbNjJYSfnifrh0qIt1ar/a9MXKGzJ3JYLgJGDO3O+eOdfszh4CcCbR9+jcBWlrb3E6dEeioCBz98/oZoJagSxApmBzBCdYayWCY5racKl8Afnnv1+NasTz7+q/lLB9myLO0KfLOTkyeGSwagFFawKkgwTmSMqLF3DPfXyl3x29nHUCFiBTPAqlBgqDFO1/B0rruuYa3HMVd3lcvXXzTPTG/cUjOhz/cqcWTFlUPXJQ04/ZrjksMkg0eIwK5gzv70hUB9DefrUhf/9Kht9NGJSNE1nbPfo332Ebz4506ocS4BG4D+ks8oRQtN2K1MyteM2eVZq7YQ+WkhNAC8lhSnapuoGoNFAaFZMJeFlQwAki0lN309EotzGfQ4WgDWnixJIVPt2PwQAC6y/++PC5w8dwCTBpOZmT0S021f5wZRgCbEZgH3U9ZO8G0AygKX/9nEFdOf0w6gqqpvaA5jVHhiefmhJRTKb+TGR8PrPqC4eZmoQFfj9ra86bcN/ANd3ZehtFMWdAAAAAElFTkSuQmCC) 14 15, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhb2Wv4tdVRDHPzPn3B/ZF7PZjU1sNI1YuSAa8hcIdhIsAnYiCOlF7VKYRkHFwk47QRGEpFRsrMT4o9fCH0XkZZ8bwmbffbn3nhmLt2+zdzWYe1nuF24znDnzOTNzzh1hgNLGZXfJMc1Bc1wmFNO3ZMhe2tfBHj3l2KeHLBkA985+6KMAHFY+eweXBhdwHxS/N8BBlLjzAQDF9G0gAy1GATh2xb4OEg+SsGq6fUM2COBYMiAiuIzTAw9otgwP+TgAbamHy7CEkhyXkUpQi/53FnQyCKB3E1YnMgqOZiAyWhPeOVVQaejYLE5I4ZFBABHg4+sXPbhTYORqZOZ4lZAqwV6L3q3xWYP+vWDn1h5FnY4c4zQezjDd2va0e4N2HrG6wOqClBKtCe4RT45hGIGtdF4A4tUvX/SZQS5KIBINCkmEE87aWqLcNGyeI+sNvp5xq9w//c/347dxg7rcpN35kXq+hi0KmgRmiifBCJgZICRfluonfvBneFbijLuIKQF49+JXg9K4/uuFh177Pd8BYPvV15nvse27q+DS41up1/rzXKDGaGmXAFObM7U5z3+x1e/Y/SUAX/MtFS3VPkC8nSoQp5bE05+f8wQkT7Tu1BjJE7UnGjcaDzSN0jSKv3bz4FSvPHHFH79zlvVmwqQtyT2QpQz1QI4ivlyqKHPq+0gG8calXzj32WM05rg7DYaZ0NJiKCkJLZCanOSCN4ouOi+B/7nxFwBn5qfZrE9SNgVlyIgWlxCmBF82r3ogAi+lF5a3AJDfLt186D+Jvvck+bxkcchWTSLb9W0++f1Kr3KsADqG/5Fn9zKypugA5JvKbrXos8+Ber+EsS7IvOzaTip1Fh7gccwAajnBu7+QUAo6GTZa9PYKHonWBUiZkE0GTeUDSkBGkO7wYWGZhVEAgkeOTl8pCJKPBKAGenSMUAjZSAAiAbWumwfBhl2CISUIiHSjuTseRsrASk+9+bID/tzrl3EFZ6SxXIkoAUXYeuNVANxttAzIH1evIf+aip1vPnp/EME/9kA/q5tUeeEAAAAASUVORK5CYII=) 14 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFUlEQVRYhb2XS4sdVRCAv6rz6L73TpzEGaKCL1DUhS7cibgLKIhGhKA/wYW4MFujElEU/AO6cOUDF1FhlCwC4sJfIOpSQXAjRE0mmeTevuecctEzY7oJOLcH+8CBpvpU1VdVTZ1qYcC67fXnLbEgaSJpJruG+ZnvZYgtXVXhrtdetJupxvcet1EAALQYIsLlsxeGqB8KwBRFxHPxra8B2HnzWwDKoFAGZEBv4snEgDQOgIjbg5Ddfai1MoAzRcT1rBTQYSyDAJx11Uyg6Egl8FQo3QwM/QAHAQQLOPM9aaL4kUoQSyRY6MiKF9A8DsDkSmGSq540gR8G4AFO3/22FclkMRKF5DJJE0uXWbglc9+wCMa8coSLmWnoZSAW1CfWPnnQ1h1ses9x1thwEzZkwhGrmLlATaESQ8x4+bmvBMCfueN9IxkmxpICYqRSKJJJWlhoaiGWDdfSnJ3fjboXhYQla3VmMxbu1XXu1Fs4LjOOac2UQqQQaYhacAWiGOe2nrZTJ8+Ln+Y2miTGO3+8OiiN9tJPbAPbwK//cXbr3JNIMczau0unqWaaat5oncsKez8Bq5w/eeoCcmmBXm5agDoH6hz4YP2jQdGvsATgm3cfgz+bdgN+kmL7VoSPZ58agKI4M8Rk99nhsuGBKkfq4niCZ/ajSo8etatHlb+PTNieRK7XgbkqySmpUpIqstcn/lpgTjpU9vn0s31nYoKWXQARnDlCbqFiESLCzMEj+dk9K9bcs4k/1rCcCVeqwLUqcn3iWHhHEzyNU7IXklOyE7IJT334c6dz2UH3D27Lfpl9eeP0Y/PbT1u679YD27jR8V5PPWgftUlY4KcN7Nwg1Rll7lex86/qqgqhEkLVvflMIpZeWNXUMABXNWhsugAugvbb8/8FEBo0dgdgk4DJdBwA9QUJTU8agDgOgFQGeqJnJWIDp8PVAVxGS/fqNbP2OxgDQLVAWXahRGjLMAKAuYRIf/gII5ZATmBmXHroOwPs6v1f7EOMAtDWvy3B9gPnBzk9DIBs/PgwYoL0/oVnv70yqAj/AA7YMM5Npl2XAAAAAElFTkSuQmCC) 14 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93%,93.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhb2XsYsdVRSHv3PunXkvb1/yFkGwSgoLC/0LLOyCoLiioBZiZWEl26ishUTQ1mI7GwtBi4giJGEbERE7QSy00UKRQECNZGHzdt7O3HuOxbxdnN1NdIb4DlxmuMzM+e7vnPnNHWFAzC+87ugaLhMsznCZMPvpJRnyLO17w/75837a/K2HPz11/p4DiOaj8+kvbwDgAkYckr83gIsI0LD269sAnPv5lRZMBlWgvwIEQ/y42nE5VgEAwOcAshyYtmVYCYAU3umDNiKmYTUAHv1ECUQE969XAyCFQ9GdMyLelIMAeneOTBzSsSbUAhbDmqB/6waD2E1mOiYPVKB3CcIktyr8EyB9RVoMa8II8M3WQx6yE7MRxSjMKVImJmOUMpOUGDWZM3WDpIw2XQVyNaKpAj+EbT/IkYRSA0kzRiCLYWh7VMfdebp5VQDizluP+FxAshPMCeIU3sIUOVOaUS0y45iYFsq0qYmkDkCzV1BVJVVWagK1JhJCljZ5mziRpRXcxbkct/2FalOinSsxWoDHt74fJOOFP7e6E3bnaz9e2z6CAFDOlnC25Mk2ufQYh9Hr+hfnmxwE4yDYEmAWYb3k2ieP9V55zxCA9+97jzoaTWgViM10hLtgwGdXL3rtQnLBRWhQEsoBytwDcyLX7TY/pr/47rlvj1Z1cWPTJ9cX3L8/ZT2NGaWSMxYJJgQPiAvihppSiSEuQGvn8ZmnvuSDK0+QXXCEJEKDUKPUKPse2LWam77Hb3mPW67crDtW6LsPth5w44+K3cWcaT1mkkomuaCwSGGK5kCBIi6ow9aNN9u3AJCXN3b+825m/aNHub3oms7eqGH8QOSLK9u9ynEI0Jn4l/D9uiClrunUWjOfTfs85yh6O2GTA1gXoJHEIqQ73HGPATwrpO6L7mI0Uq8GAAvoMQWMTJa7uM9dov/X0PyE07VeP6wEAwCU04QbqkDvEqi1o8NEXt2mtC3BSdswjm9U/y+AU2Lo6ocBmAKR8bsbDvjs0vO4O+4rUkARdFmCtUvPHlJhuppfM0mv7eCH/wXLpC7w+zsfDiL4G69aWy8cPsdSAAAAAElFTkSuQmCC) 14 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhb2WTWsmRRCAn6runnk/stkYhdWDnkT8CR48Kwiu+ANEENSTh+gKml0RPwjCHjx5WRQ8KKgXYRGR/Q8eRDwqeBQWdxPyfmSmu8vDJK+ZN4KZCUxBX3qmup6uqq4qoYdcee8Ni9REzUTNJBdZ3vhS+pylXRUevb5j/6VafPKyDQIAoNkQEfY/uNVH/UIApigijrsffgbA7P3PAci9rtLDA5rPhtoEIA0DIOJOIOR4XUg6AzgTRNzaKRm0Xwy6A2Rw1lYzEbIOFAJfg66p9U3AXgChMtwZi4nsBwpBscyEul1zstcmD3qI76ownidiWN9N4C8A8PFj71qS3CQTQnJG1EzlMgtXM/MVy2AsSsfR34mJb7++XID6yMZXL9pll9j0NRtkxi6zJZ4tK5m6QEmmEEPN2HvhewHwNx/ZNYu2Mm5i5CwkEUbqmKjnkiuZ1RX7ccksnS35EiIbo8hDRc22RjY1cUVGbOuIMZmCTKAiaMZnCGJ8evs527n6o/iQGteZKDt/7fVyo73+LQfAAfDH//x76/YzODHMmovoKCqjuDIuHdbKAV3+f+3qHbbkiAe0agBCgpDgi8u7vW7fQQTgh++eopxXlPMGwBfx+KsIX0+vGzSFRiwhBorgTHEp48mUyTPK8DQfrW4Vr23Z4YZyL4w58AULH1iaElWJXomiyEni7h9h+q8D/UuzPb6Z7CLZUAQxQfNJzRecCSFlFKXIUJCZuny6+Vm+69mkYjw+5JIG5q5gERxH6qiSpxIl1UIUJamQsvDszm+tp2TnXb+4d+z36Vunn4Itn3/Y4qvb5z7jtOGTQnTetmrjsMRPapid2l0oeeG7nLOS7r2gFELZ7nxWCzbrNxp0b8dljU7vtAGSgzTUPBBqdFK0AaJg84E8oP4nZHOtG9XHawgA2Sjh/tvtzaRYz/GwO0Dp0Bxbe2bW5MEQAFoq5La/RWS4EFjpEGl7gLoZTAcBkHvXMDPuP7lngB0+/uYKYhCAJv6NtYMnbvSzegEAefDXVxADWRuMpj//2SsG/wD0Ozska1+N6gAAAABJRU5ErkJggg==) 14 15, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur71286 6.6666666666667s linear infinite forwards;
}
