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1%,1.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCUlEQVRYhe2TS4gcVRSGv/uo6p5H97Qz42MRVJiRgMJsMoGQjQvduBOiC7NWkIAIgq9V1gGRBAU3PhAkq2wGBYVkERB1IUEEI+aBOLNI0AlJpjP16Kq657ioTjPtjGGYtOCiP7gUt+ry/+fWfw6MGTPm/0ry/mM6Kq3PO61/1bI7vcw/2admUkdSxKcPtLWH46O5uR21zDbzM4+oKQ1aGiT1aGqYemN127ndmpc4Cr9MZS2Vtbx5/eshraFN79zDSgmUFkrQxKCFQTIPXUvYcMgtT7XuKRfvkF+5TXItId2oyBNIgiOpInriyPHU5gcorKF0DrGOyhqOr3458B1EUPwwryYKmMkAExVMCswIdkpwMyWmHXAzAdsWXFsxrQbEFlVFSiiCJVdPTxyZicjsQdL4IFkUkfsGhY/puYjCx7z9xBEdKqC60FEbC7ZRLzOtNJ77Ezsl0OkXMl9h5gJutsR1StyFCWzT1+YFpOJJS08iEZtumTSOSH1M6iOyhuf46gpZw5N7Ty+KeP2plxTAyC9tVd2SRAHuwMZeIt8Vx5aOAg6xigBGLrWHutPu727dGmAU4zik8+ryK9xtP6N/bJ9R8/gd2GFCRoC+fOgYQH17268s/N6qv26Jwi90TbnWUlWDqkHUEoJBBHrquClNPruywBcrh3n0ekGrDEwgeFWs1MJGtV7A6fMfmqNPvzZwUIHT334wuKVuXp0dFKGqiAeR2rSylkI9ebDc2Iz57a9pLso857ND/Lz2ELOXb9C5XTGVB5qlEIvgAziEyEJk+8VI3fUGOHP2FIDxd//69OJNXb/0IMHVt61yS7CGQi1JFnEr9VzrxqxXTdakw5ossh5ayERMd34SlYwyMjQLoVEpUaF4ETyCE8WIxaliUc6eOzmI+J8569WL+wjWkFeWtPCkPcczhy/vKfCl598iCopVcP3n99+8N+S7U6Ppdz8usJF7sp7jyLO/3uvsvVCAJ194ByeKD/DTyond63z81ZL2Re5nDBXQ/S++uyeN+zUftc6YMWPG/Df8DUdFbW+qAiVSAAAAAElFTkSuQmCC) 15 14, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,20.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2UzWtcVRjGf+85987cm8xMTYz5WmhLWyIqBsRq0IVBQboQV10VBHFVQkWxRS1SdKELEV104catf4DaraQrQejGD5BaRaRt0I44STPJzNx7zzlvF5MMkxpLSCK4mAcO997Dc37vw3vuOTDQQAP9XzU7cV73izX/1dv/yjLbTT79wDuaxLovIZ65+KbmZoUnL57cliV3ThyfOafOC7lXcmfoOPjujw/+4dtZ8TOaSQMv6zjW8NrmhxcubWFt+Tgx+5a6AIUXXCHkvjs6hdDODa1MWCtiWi6h5RKkUqYynTB2tMTkQxHTD0fk967SYYlM/iSnQSG3cDRxpTYuWUdjx9W5n3p1o82Xl+fOqvMBVcF5yKxiCyHygpVNv8FTkHuLSAwORITysHDPtMGPZnRYoi03yPmLTBr4eI0iXceXc2xcoFFg5sr9+vOD16RLBBbm39C0rAwngaQUSMueL378kOpQYDj1VJJALQnUUk+1rAyXchLxqPNEZahNGoYOGVr8xrr8TotrtKIlOrWbtEfq+AOr/PrEFWwlJ6rkkBY8cn1KAeT1508rGEQNQUGD4cLiJ7vZ8h1ptj6OioJVVJQohLXuzyAWxHBh8bN+vwD7cRx7nO/H6zy2NgqAimK0aKJFk5CvEPJlTs+f6F+0+dzr6PGOuRo2cdjEESWum2zh2ae6lhB69k8vfSsLz80pAooCATWKWsXEjspoh6NzfxNO1vh6aIWGeDLpa5YoeV8LLktTjml1SzcvS7OXTk8df7zXFugGEasYCdjYY2OllDjSWkFlpMN9h5tUj7SoHzyCOVBwNepwUzwd41jfCJAResz+MADfmFUA6b8HdOHFRxGr2FgxJmBtt3CcekqpI60UDNVyqhNtymMdSuOB5bFJDlVH+KXc5obNWCbQEqUpngJQE8gIiEgv0KK91duSO284PfPSDNYqcdljS5645Dn/8XV2o1eyCfKNTmyG+TJqbKm73RWr7712EBt5ojRw7v2lu3nvJgU4lU2RE8hF+bxU3znno3endAOyl2OogL6aTe2Ksdfi+80ZaKCBBvpvdBvThGGhCfJEKQAAAABJRU5ErkJggg==) 15 14, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
24%,24.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2Vz2tcVRTHP+ec+97MdH61k5K0UWMtNqWFUuzKnVBcd+fapa5FBbEiooJYyaKL0Iqr4kL0L3Dhqn+BFGsjhbaClBq0TUrSycy997iYyZTENIQkgov5wOWdd9993+/h3u/jwZgxY/6vnH39B98vrXNrU8/U0q0mZ058508eOmfO772Jc2tTXrrwWnd6Sy3ZPHG0860TFKspZVOpHRJ+uf7Gv9bt1LyBUrpQutBw4/sDv2/Q2nAzXb3mbg5mSCF4qVTbSu2w0Jw2Oi8ptVljZfIxS7LAcnWBxy/+wcrUIr3GKuZdap5o5UDTjTpQd6GaA6ULdZQCuFq/M/IN68Vz+o1r7JGzkiN4AvrGk5iJXSX3B+umKk55sEVZaSHJyMHJpaPEkXknKw1kZL5uXLhQAO8sv+xzrdsCwwwc44przhAz3k9ov8/9lTfxbkRWI+lR4tG9yN+3Iw9uOdW7mYofJsQ6bn1S0cW8SysHJtw4hNLJgYlcchCl7cLV+h0aOVDPgTbKJ8uzDiDHmB+G42ke7/L2bo58R1xaOgnDnQBQIzMYESNuNt9V+LZgpPNee4FWMmrJOJADGjSyPozMLJc3vyT7MEZ61xbPUsuBZg40kiGAn9a5UatORhRuxnfldPjKIY+eGSCWMElUyh6njnc5MjdPfKFgraziIZBUMTH6gIigPqi/PvKbvPXgpIs83dQrk7dG3fmZ8CWiAzN3JwxrxBHNFBoJIhRlplVzJif6lDPX6Vz4FTuxRGwLuVbQLwNZCrIGshiCkkwQEfDBNYowf/QegKx/hnIjvu+vVD8DQCUhmjFxgghiTqVwKkWmUc20m4n61F90m6vISoE/LCh0jZQSVhgUPXqFYWYkMVI2IoraoInLM3+OjmRzyPzV5sfDrXaCgpnz0+Knz0zXdly8WZJUyUFRVSLKpePLG3y3Srmfn/gIUQgh8+P9z7dbux0O8MENQ01IYnxxam3nOheev+hDkb38kBzwD3+WXWns1Xy/dcaMGTPmv+Ef3xQfS+iGUgIAAAAASUVORK5CYII=) 15 14, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28%,28.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2VTWhdRRiGn2/mzNxzY28bLBUrglgFEaVQBN2JQkAQf9CIVSqCINjqQt3pwk0XLt1qFap0o5JCaBTdFYqKoAsVC7oSgwitJF7v//mZmc/F1UuSpq02EVzcBw7DgXPe9+X7YWDKlCn/V1p6ULdL6/7v5KJaZlPz+pCq6raEePgbUVsrj3zFploXBNjdfkZ9YbC1h7S1EA99i6ao2AApwPznF4aQtS97l4+oukh0NdEp6gKxUaMWRGtEa1zsYrWH0zZ7I+wLnpuqnC/qNqbq0qgKKGt8HUkBssTkJBg0weJcmvhOKnDj9y+rG2VkfYMb5PihJxs6sqHDVI5Ehooj2hlUZkg0AXAqnE4BEwpcqCbmNoANYCrIKoOtDCZAFoUnPrW6LsAtn72irpfhuw7fv4pGL+fcdW/T6OQ0Ok183+GHHtWMKE2CyUnk1IADfBxh6hFmVOLKiKlACrDF2NjWwsJcGocoLakyPL7YUAC5/ZPXFCOoRNQm1Ao/3Pv6lbb9sjx5MgcVNAEqGJ924kMLH1o0yl0bzeUiOv+Wic77jxWYymBri6kF42nhadHQWXzaxV0fvbnxJ9mGZ6L31PGdSGmR0mKqDAH07o8/YO1GiipnHjwo9ywtKFhEBEkWU4OtlKwP+Tk4/2GXA/tOMNz/E3FHAY2ImET6e8ZEUauYBO+9sCpPv3X1ujU8cfj3STqdO7k0NqoUCYqoYGowAUwJdqBkA+j/klg9G2gslzTbq9x8w3ncrV9TXLsCs0NCHhAfSFkimYRYBVGSKGISIgKivPvSbwCytsf6wLElJAhSK6Yar5AdKtUficGK0luOmLZiViryzoAZ6bB7T4c91w+prjlLPdsj7SjQZoX6QHQRsoSahNiImnFVjr/666QlG4dM54+ewhQQ+olqAKMV5fSpRy87ZZtx+MXbUBdJdhwEG3nn6M/rfDebcr3v0CJlVym7ypdn5i/17aVQgCPP70ddRG3k2Bs//nOdO+9Y0L9EtnIhKaDPPXvgijS2ar7dOlOmTJny3/AnAA1yPuFDotUAAAAASUVORK5CYII=) 15 14, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29%,29.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2VPYhcVRTHf+ec+15mMjs7iQuuiklw/UgEJRYWFkswFipaSPwAOy21sLNULNRGJIVFsFAEsRAErSytIpJKibIaxbBoQNGV4M5kdnb23XuPxazP3XWMy+4KFvODwzvvvfv+//PuOXBhwoQJ/1dOHP/A90prdjj/j1o61vzw+y4DZ/7O3RcxO5x38cgNq3eP1ZKtD+675j0nKLlUvFRyUzi78MTf1m3XXBkgHhGPmK/y4/6Lm7Q23dzfeNeTOZhBIeRSoaFUTSG3jc7NSvOY0b9JWD54mW5jkd6RLv3ZK6xNVZgPMB8Q8gDzVaCP+ICQM+KRfSQKYKG1WPuGP5MH9C2XuAZZ8Qg5gVZGjpkiKjHD8kUoGk45XVAenEKSkoOQS0GJtbnmLsIA8RVC9tq4dKEA7une4uemvxdYn4GHedMlZ4gZqoRWFZ/0n0JWI7oSsV7Cfo+Ey5HfFpzGpcy+XkmIDdwiqag2/HkPpUvIV2jlyBSJAy4stBZp50A7Bw6gPNi9zQHkIc6Mkg3z+DHP7KTl2+LR5aOIS731amSMjBJR4lbzHQ3fGGqdDzvf0klGKxlTOaCqkTrIPMIbWz+SPYha77ml47RyoJMD08kQwE/p6bpUJyMKH8Xn5VR43Z1cvzPALaGSCOUah+ZW+fL0GfqHCoZlA0IgqWJiVICIYD7Kz1/3ndz1y1EX+WtTv7j2Ql2dPxZew3Vk5u7Yeo44rpmgkSCClZlW05meWaN3x6cs3fsN/VuXGXSE1CyoyoBLgWsgiyEoyQQRQXx0jSJ8fv0PALKxx/5445WRpyTQjIoTRMCcsnCKwmk2Mo12xXD2EitzF+gf+4nekWWqmSFr+8ELwwtjWBhmRpZRJBSxURHnDv9at2TrkPmT7ZcwAHNMwcx5Z+nlcYP1r5z8uiSpkoKiqiSUz+a6m3zHTbk/PfMioqAh8/bPr15t7dVwgBNfGWpCEuPs7cPt6zx74wu+LrKbA8kBP3ledqSxW/O91pkwYcKE/4Y/AAofOF2JczqaAAAAAElFTkSuQmCC) 15 14, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7klEQVRYhe2Vz4tVZRzGP9/3xzn3ztyZZKY0By0sGmlKqoV/QBtdF0i2aqMYFOJKLIRIWkaIW7VArKV7W0Qr3bhxURBSGIQQ6pTXudM59/3xbXHuXMfuaDIzQYv7gcPhvLzneZ7zPue8B8aMGfN/ZeEKullaJ149+kgts9bg/DVU3OaEOLFwTCUUfPzCR2tqjQR46bpVcRAMbDTEijmhIAfD8R0nR7Rk9cWLPxaqZFQVEzMuKRrBZ7B9cH2DX3aU9z3FUsHE4gTtxQ5T3Q7t+x3sYonrbsdUbUw1gel7UrSkCCkJkg05CafvnBr6Dlfg+Z8nNRQOdY5sHOottbekUggOUgGxyIRWJJaJ5DLZKiaDzw5TFdje1sZ8uY2pSkLtSH1DDhYNlhCEEOGDpz7RhwJsv/m0JluC9URXQOH4ZSGC9+A9WlpiAakFsZWJk4FUJrJVJFnsXx67OIvtdbC9Dlq16VeWUBnqWqhr4fSdU4QgxAgpwpHJTxVA5n6bUzJkMpaMinJr5+311v6vHG599qB/FYy303g/Tem3YN3UP81lRGF9DHXOVichOyQWkDyubWcAUG1q2f37Vn7adnX1TZsZQg+5z9EMOYPBNIPv3H5tOCsMzpeeuS5v3d2jAJGmoihCEGVJEn+Ioedf5vW3DzDz/RKuDmRNuMFcALfK/RxH5RBnVE0ejp3Px4ZPp/vuvkIEMM1qRCCbTACCKH1RaizJdkgyQ23niP1dLFx+gy1f1LRu1PhuxIaAUcVogkGYlSDKA/Mv+RCaraZZnm9nf9C993Y3IYC+KAGaV9O0UXEkmSKaDklmqdyzFN2SXutPZt6cZjlDecviuhZfJ4gRkxTV5rBkVr76r3h/pZKRfnW+Oz8wtag4VNvc7Fx9gopHeXfiAi4lclJMbja4i3r4Id+1XjDd1dsLeDItfp387nFzH4cCHJy+iKSERPimfu/JdZ5b3q8DkY38kBTQg7Nfr0tjo+abrTNmzJgx/w1/A84STj/yxRU2AAAAAElFTkSuQmCC) 15 14, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2VTWgdVRTHf/fcmTt3Ju+9JC/UmCIiFhddRvADBKvQhbQNlWJw4QcoSEoRxG3FnQrSlXRhRSwu2ip1VaKb4kbIQkHFja7EhR+lHy8xTd57efN5ukh8NTENNY3g4v1gFnPnzu9/5p4DAwMGDPi/8uKrT+hOuc7uevuWLtls8cCxR7WtOS/sQBHn7npHxSecv//Upi6zceGhmUmNEBIJiEWoi+PMya/+se92ODv+rtooQXyMiYYgCpn+9pl1rnU3e1+fVFtW2EKJSktsLDUJaIhjzEaE3YpgoY29soxtdZBr9xCuhNR6Ca5KcCQErobzTSRpYOM6Jq4h3pNFQuogCw0zXx7p5/ZbsOeNh7XwjswHpN7SccqiZLTKlPky5Wq5Qp4IZSOmbMSos6uCSoCAgBAbDuF8Ezs0jK2PIo0RinpCu2FZrhs6NaFbN5yYvqDrCrj3rce0cCF5JGTekschP578gTQJaXvlKj0uFz0uFV3SRkg1mlDVPbifMQqucgQyRBSPYYfHCJoTVM0ROqMRi01hYQRmLh5h3gstY2kV8Nrh1SLMxIl9ahSMAlWJUfj9+Nx2Wn5bvDJ1gUwNRQWlKlKGIYULKZxQ+HBj+LaGbxP6ng9nD3MlNbQyaOUGKXxA4QPyOCKPI5qnntr4ktmBq+/bd2CWbmRY8ULmBQPo8EcH+6Xq2vall78wjdMHVa1Bjb35TAxVEFDGEcnuSWrLzxPN/UHcmsd2c2yumMpgSkUEKMGgfHNuyjzy7Kwac/NQv/70UL86rZ15uh+OrIb+FajWUNoAAkcZCZX3hPW72TM+xVJ9L93vAuRym3jhT9z1JcLOCpL2kLxA0gIpCky1KpcKTKl8//EhAPP3Hmv82TRqoBJQG2LMWngYrn65i8B57NAojdoD7G7ktP2TdH4dJ2sFmOs5YXsZ1+1il1awaUqQZUiWYfISyQtMUfLTe/v7Ldk4ZBp8/hxqDUi4dgKOav8Ht5itrZk4/Ru2lyJZgaQZkhX88uaD63I3m3KViy9BEFEFBh5/f6u9W6EAuz65hk1zpJdx6eh9/8Izd0zXJHfyQ1JAm+cXt+W40/Cd9gwYMGDAf8MNHKQsYV8jCQEAAAAASUVORK5CYII=) 15 14, auto;}
46%,46.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe2VO4hdVRiFv/3v57nnzstRQ3wUEhFSiGIZUVAQY9AR4oCCj0KDhYUQrEbEQsFpRwsbUYiaIg4WjmnUIiISwUJEEPEBQiAGiWImmdy5557Hb3EvF+dhGGZGsLgfbDh7s89ai7N+ODBixIj/Kze8do/ultaCHPxXLdns8NqFQ1p7y/XzOw+xIAdVGsebzGyqZdYfTL11WE1dYcsKW1TYsuTs3KkN97Zkzv3qCAgOwSB4nuXEGq01m/b7jyqNYssKU1e4XoUta1yvxq8WhE6PtNJlLxn7/Bjp/Crh3AXsuWXkzw7SuYXUC8Ta4xqH4HF4AASPNQG1cKR6b+g7rCBbfFIb56m9oY6eKiXKLNFrRcos0mtFeq1AkXmW65KLdQleoG4wZY10e4TKDswTjoDD90NIjnM5xge8bXMsf17XBAhLz2gVPHUMaIzUMbDy1AdUyVNmiSKPFHmg284oxjIuJbigBTjBVDVmtcSXt5OVidBkODyODCc51ud43+bp6h18nMLGNtbnHJ9+UQGM/eQ5pekHkqZEVakefHs7lW+J43teQaT/4Y1xiFqDekG9UMe43nxbw7cJQ53Hf38Zm40jrTFMPoY0ITJcLsDnR9e/ZHZhDfUWbz2GySeQ1iSS2hhAOT23MfOBecPpuUE3Aw0RwGGsJaQp9k8copr/ibvOFNycoN1p8KUiFfgGVBVpQFR57MtZc+LOD5WmL2WB2a8eGaZTvn5p8OgGRgPEYGxEMBif8H6C3E+yN7+Di62MS6dyrv7iW6768Q/2dJTrUsOUNbStEgVCBdI0uIp+mEGwI58eBjD/7Fj55lWMMSABwYCLGGNwkhCXiHacVriGaX8j3fQbK8VtXP7O488sM/nDL0ycPU/2l9IulCmvTDrIrZIEkjF4qzjghcWHh5WsHzK137+BMQZrIsZGrLVc3vfExoq2wH33LjHuIHeQBDKB15dm1vhuNuWa/fwuIoKTxPJNs1e6eyUU4O4HTmK7StvBx589tHWd6V8/0oHITn5ICuiBmZPb0tip+W7rjBgxYsR/w98IAwD2+VdZwQAAAABJRU5ErkJggg==) 15 14, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2VTWhcVRSAv3Pu+52ZTJJpYpugIu1CXLhQEEVK66K4ai0GC0IVf6AIVhdqV3YhorvqqghuFAXTheIixFUQQbDQQnWnO91YRc2PNX+Tee/ed1xMnZqYhppGcDEf3MW997zvHO458KBPnz7/VyZeeMh2yjU5+sR1XbrZ4f7nH7BFK3l0B4o4d8uTplmDj/e+vKlLNh7c89x+UwKxVuSqNDVh6uyX/4i7ESZ3P2MuraNZHUkbSJrz2KVT61zrNne99LC54FHvcSHgJJArDGrCiEsZ0op4aRm3sIS7soLOLRMvtWn8sUayVpEUEOlBkqyF1oZx+SCSD6BZDUnrkORInDPx+fFe3l4L9p1+xHyWU2RZdyUphSYsB2UudPgltLlSKaGeE+o5FruuoKwgQBTAyQGSrIWrt3ADI2hzF25gFG2OIgMttNGiHKgxeWzK1hVw+5uPm08yyjSmyFLKPOPbs19Q1GoUWU6blDkfuOxXmSemataoahlkEYKRlBVRqaT5LtzgbqLWrWhrD254DG3toRgaZmLmOPOZY14cCx7OHO0WIWNnnjIxEDOoAmLG5VfPbaflN8TrR6YoTfAVBDM0xCk+SfFJjM+yjcm3NXyb0PO8Nn2U2Y6wUMBCKajPUnyWUuY1yrxG690XN34kO7B6vmMHp/mtI8wWykKhCGCD773SK9WkG7/47FvSfP+UmRNMomt3KlRRQsjr1MbvozFzJ+nXP5Evz+PWSpw3pBKkMlSBACLGxYtH5MH7p03k2qOev3C4V501PjqN/bVTxSTq7lUxpwSXQJQS0pgqqxEPjLOvuJvFuSFWL0To3DL5yu8k7UXiThv1a2jwaOHRyiNVV64GEoxvzh8GkL/32PJP3sAEKhXMpYhIN3mcgipVkkOS4+ojNGt7GR/qsPz9baxciil+jZClknhtiaRcxa22cb5DFArUF4gPaPBICHw3c6jXko1DZtFnb2NOQZOrL5BQHTpx3enairETP+LKDlp61Beo9/zw6b3r8m425aYz70CUUUUODjy9VexWGMDoyVlcWaJFwc8f3PEvPF99aFclN/NDMsBaJ69sy3GzyXfa06dPnz7/DX8C6+0zWE7hNKsAAAAASUVORK5CYII=) 15 14, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe2VTWgdVRTHf+fcO/Nm5r28pJH0Sy1iN40UQRFUUCs1LoSUQFcidKNCoehCEPFj4caF4LIbQeuimAqJIDWuijsL1o07P1bdVKtga9Lk5ePN3LnHReJrTZpK0wgu3g9mcWfu/M5/7jkw0KdPn/8rz77ytG2Xa3J0ZFOX3uzmYyeesSWDsW0IceaBnaaSMXXg/pu6NgR46Pi4VXVCiJ5FMw6/emjLISYP7DKNGc5yJHmSzx85scElNy5GX3vBXF2iocTVAScBrxUNrRlxDQY1ssN38AsLuM4iOtchWVqmtbJCWkbSCnxMSesMtQIXc8Q9jmYtpNGCtIkkBUe/fks2BNj/znHTaMjfAaoKV3dxdUWqFYnrsttl3OUq2nGBZG4Wd+UajYVFipWSoookZUIj5jiaaGyhjSfQbAjJByAtkKSANEN9zsT0Mem1YN97r1tIm1SNnDJrUuUD/HBymrIYoswGWKFgJTT5LVRcqROWXUFsZNDwCEZaR3yla8UH8XIYHXwOt+NedHgfDN3N0XNvotleVHZThzafTZw1ANnzwbsmZogZxICY8cvb72+17f/KqSNnCSbUEYIZWicFIW0S0oyQtdYXl81Et0nP89LMBFe7wmwJc5WgISsIWUGVt6nyNsMfnlz/kmzD1fO9cWiGq13hz1K5VioC2OCpj3pRTVb3z7/4srQ/+djMOczc9WeqRPHUPqco99KauofGT7+yM79Ky1XkzvAiODFUwQGIcea7I3Ls0RkTuX6opy+M99JZ6/SnveKoYlFW16KYc9TmAE+dNoiakcQB9v++i/lLQyyd9+hch7yeJQ3z5LJMoiskGsg0kGjAr7kTBS/Gl9+PA8iNPbZ8choTIapi5hCR1eIka1+eAimOJu1Oi72jbTrfZCx+m1Be9shiRVIvkLKE6y7jYhdPSaolXmpSDXipufDjWK8l64fM/NRXmHNQ6+oJ1Ep8fmzT6boVew5ewsUuWge0LtEYuHjx4X/UvdmUm06fA/NE7+HoU7faeysMYOTBP3CxQkPJ5Z/vuw3PF+dtTXInPyQDbPjg3JYcd1p8uz19+vTp89/wF/gQOB1LuliyAAAAAElFTkSuQmCC) 15 14, auto;}
56%,56.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADC0lEQVRYhe2VT2gcVRzHP7/3Z2Znd5OtTaiW1kMVKkXsUSQBEc/+AfWg1vagUrz3UtFLQfSikJMggmJtSzWIEHpRbyIRBYuCPSkIggcxlm7dZHfmzXs/D7uNSRNLSCJ42M9lZh6P7+f3fr8ZBsaMGfN/5eDrr+huZc3Nmn/NMpst7pt7U6PPOfDGqzsuYm7WqKkTbz/Aplly88Jt77yrogEbSmy5gg19fnv5tQ37tiSfQV0CE8HI8Hryu/XOdQ/t988pKWFTQDTgqj42lLhqgO93yVa6NHpXadLjgBf22z7t8hr2WhfTW8EsD2iEijxFXEyYBC4Ns00EmwQVy4uX61Xv6giKs/OacETviS6ntk1CPknV7BCKSarmHqpmh7KYIMSMbgxEDMSExIipK7JUD+VVwo3kJoILBlc7BI+Plg+OtnRdAdm5Ba0lI5ocNTnR5vReOEHtGwTXoiw6lK0Og/Y05cQ0g8YkyypEDKIRqQK+HyhCIAsjeRiKbfT45Hn+hxpf51jNsclz/uiUAoi98JmShn0yNqGq1M8+sp2Rb4nz996OMcPGSxKMGos6jzpPlPxm+bZevk1YzTl25XesFhhtIrQQPvryn89j1AmeeWg35WvR+fuOb6hMubi4cevTM8LFxWFxo5YhBgKItWSpwZFfOxQf/sjJQyV7G9dJK0to6ENdQ6pQVUg1qjVPffWWfDJ7Skk3zpt48uu51VMq898O78Ia4Ugu0WIERD0+eFrRs3+pxfXU5K9PLQevfs/9e5e4Z0KZbiT2WMHYPpgK6pKUSqgrSBFSRFV54vPTALK2zcrHlxERqA1GgOQQEVwymOTIg6VZZkz1PIO7GvQWM5a/8fg/u9wRfuZw5w/uLJR9uTLplQkHhVVyA0YCagNQ8/j88Rvd3zBntReuICLYKEi0WGtZfu7urU95DWceXqDtoHDQMJAbOLbw2DrvZi+aFmd/whiDS4buiUO32nsrFODUg5doW6VwcPqLR7eeM/XeLzoK2ckPSQF9aebStjJ2Kt/tnDFjxoz5b/gbPwU/NWguAaoAAAAASUVORK5CYII=) 15 14, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58%,58.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhe2VTWhdRRiGn2/mzJybpElvEgK1FIsodKEUiqC4EYWAGwVpBbfuFMXfRUWhC12IWGzBZiEUxKWoUEzF7iyiILpR6cJuFAsq/rS55ub+nJ+Z+VzccG3SJGoTwcV9YOAMzLzvO/N9w4ERI0b8X5mcVd0pLTn5zaZaZkPzyVpVdUdCyBtfqUoNC19uqHVNgD2zLfW+wMYaSNsLcepr1RTBBIgBFj67Rkuunhy44ZLW6iiiI0ZHpY5oc1QtkiviFTcXsTOK26O4fRF/Y6Cxv6L1RU3bVRR5Ra0l0dWQAtg0MLcJkwKkRHpufug7vIE7brqgY65PnnWYcl0mfI+xrEeWephQkQrQSohti3aF1F09gVPC+USRBSoX/jK3YXByKowMBhIQE7GnzumaAPMHPtVxt8KEbzPtO0zlK3z/y16a+TLT+TITvoOnh5ZKXBFC25A6QA046OeRvqkppU/MSpAKUoHRAiMVQk16ch5DhaXEhIr89TMKIA/e9pGCIagQ1YJazn1773WX/e9onHwfUQVNiCqm6RNNH2j6wGxerjeXzYT+JUOd4tmHVm+iRqgxuz3s9jCbKzM+8dSdZ9dvkh0YQ72p429hY4lNJZlWCKAv3f3h2vcoyrFPHpBX7llUA4gIThRvwFllMoOJRov25eO8c3AvF6cOUTSmiVlOMgbFAqDI4FsSV44+ITOvvbnmGS4dfWyYThfmF4dGRhQrMjA0kBvAdiFbIXV+JvxxljK/xJWxFr/esp8L5mZ+LHbR2zVHaDQJvkGyOUkNai0qgiYhGYOIoCL89vwzAHJ1jfXd+xdxIlhJYEowJWq7pKqNdpeIvfOoaVHZy3TzZZbHheXZOboz+/iuavJ77SnSOFVjkuDHiW6clHmSyYjWggzC/PTiC8OSrG8y/eDI22AKUuhC1Uf7Sxz++MTWLbYJtz79CNE1iNaTMk+0GT+8/Ooa3426XM/cdwwtO2jZ4cjnp7dauxUKcPDxh4lujGgdF0+c/uc67911u66KbOeHpIAeevTwdWls13yndUaMGDHiv+FPOK1lx+ktKyEAAAAASUVORK5CYII=) 15 14, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
59%,59.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhe2VTWhcVRTHf+ec+17nI5N0MtW0Ylso2uJCusy+6sKFioKfIK4EFwouxJXFQrWLIsWPKlVciYpScCeudOtaRG27qRWq2IJ0EieZydx7j4sZp0k61pBEcDE/OLz3Lvf+/+fdc+57MGHChP8rZ+857NulNTff+0ctHTf42X373HWZs0fu3nISc/M9l9K57d7uWC1ZP/Dx/bOuBDSXaC6RXOXRr3+4Yd5GzXUKpHSkdGzK+eWT2hqtNQ8fPVBxz4a5IRSDJLyC9KtYaqC1I1j1INc6uzjfFs4tVLi8uJ8rnTk6K1N0zbFpJ8xkrOFQA6k7oZKR0tE6UMDF0/WR76gEHz6ovqKRZH2S9ojSJWmHKH+SikVS0SYvfUOMl2iWkekSTBKeAzmXJGVkrs2M7HS0mSmmE9Z0dCdIzZGac8fLC74mgTOP4FkzWSLJ+/S1zzNfdojSJdoSKSwS7Rqx+ANvf0Wu/MyuHU49RPpudFNBqg7ffNbRJoTZTNnKA+MZ5+LpOqGeCfXB2METgyTkvYdxAF1VjOe+2EzFN8ahN9sIDmG4A9kgG0QdxDrzTTXfGEY651+cwRoJqyZCLaNRlb8jK7z92A2LZBtipHf406uEaiZMZ6yREMBPPXH9c5AzIMpLn0d54/HgefXpNUhuJBVWrGRpzwHO7DhFkfZS6ZUED2hSTAUiiAgmDhEuvLtbDj3/u4tc39Rz79w6ys5PPhnIw0Ph7mQd3iNkV6IpEoRsJV6rslxr8e3iXn665SHaxZ1InKHIVUK/pMhCyIolQRUkGSKC4INrFC69tQdAVtfYX3uqAkCSgamrIEFwDC8LvCjIlQrLocHl3hwXui1+3T1PW/fTsxakGubFIPoFZoYlGSQSQdQQnCsn941Ksr7J/NWnG2DgGJjiZhz/4Or41voXymM/olnRHFBVNMLCiQNrfMd1uR99tgWiZAm8/v5vN5t7MxzAjn6PDHeid/yujeu88sLtPhTZyg/JAZdj321KY6vm260zYcKECf8NfwG9VCgtJwQa9wAAAABJRU5ErkJggg==) 15 14, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5ElEQVRYhe2VvYtcVRjGf+85586sTmZmQ4yTKLrEThc/QEiljVW0srSxMEVSiOAHiiRkdYM2FsFCwcq/wEYFKwuL1HYphICsAcHEDdldZ+7HOed9LWZzN+5uYthdwWJ+8HLuPdzzPA/nfeHCjBkz/q98tYwdlNbZQXNXLbfb5hfLmLqDCXG2Hy1awem+7aq1I8Clj5wlHCnBfkOcHiSLBACiGK8P8w4tufPls4vByBC8QoYQFKcQYLrmDp00R1EdJmwcI6w/Dusvs7r2ML+tzzGeHKMpj1DWfZLOgXmiWBsgOUCMb26G1re9gU8+nrNonown4aZljkYdjUICcogkV5GLEu1U4BSnXcooNPWQphlQpUOk/EBrHsUo/bSiGBOnvPLQ1kw4gAtLh6zWQLJAdJ5GAx8sJxoN0yDeEU2IZsROJPox1tkgFxG0y63GUdWHKat5mrpHFGHitDVOPvPtzUAZlOSg8sZLo9oA5NzS/PRBDFA8cHF5Y69t/1deGNWIGPH2DUQCkUCtgaSd7eayi8ZeaHUu/9GldJAclA5cygUpF2TtEAm8e2G0/ZAcQLV6i4+WlGKUYiQxBLC3zj/WRs2A4Pjy0xV58/yCmQkKmAkmgponW0GZHuTa+El+/3mJ7ugo6bpDa4c1gjWGiKD11hWsrPRkYWFsAMXm3tWVXpvOzpx7AsFtmeHaNePI5snaocldJtpntR5xbf0Zrv95kvm1Rzhe9eDpQBoHbCIQQWvQxnG74dZsdfTXKz0AubPH9saHT20G8FNj86h5onmydWlylzL32Ijz3KqPs/rXCdbKE8jkKP3xkGHsMogBO+nRMeTGQwSL00BEUIWrlwdtS7YPmb32/vMoDsWRNZCt4LtLP+2Yqvth8cwqVI5cSxvil++H//Ddbcrt1fdeRM2TNPDD5z/e69t7YQDPvnODNHaQ4MrXR+5f59Tbp2xTZD8/JANs8bkbe9LYr/lB68yYMWPGf8PffsV6a1ELNp8AAAAASUVORK5CYII=) 15 14, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70%,70.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2Vz2skRRTHP696eqZ7fmXDDhOjoDkoe9ODsiZejIt6UGGJ5iAe1OMaPIguyCIBEUREWBBE/wMvRg/uaS+CF/GsF1FvYRWCu66JO9PdVfWeh8mOmRiXkI3gYT5QdHdR/f1+u97rbpgyZcr/lefW5+y4tL5cvvivWu6gybNv3WPR0mMJcenRD81VXS49/OmBWrJ/4qkLp0wk4iySuEBC4PN3f/3HusOZf2RSdpCYQ8iporDy3TMTWhMXT7z5gDkUJxHE4yRSk4gTT81VJFLSSj2tLNDOArMNoZ+1yf7sUbt2B7Xf78T9VMHgNFL2oOogvoMPNSzUIWRgKSs/Lo59xyU4c37RVOtEaxCsgWpG1Dphz4jWoPAppRc0CgEQESQ0cIMTyJU4Mh/2oTiJDWcpyxwrurhyBg1t8C2+uPsHmwiw/PpjptYg7prG2ODy+98TtUmIOV4zKs3wMaeyBsOqzjAKVTSc1nCDLm6rCVcfRG7Mw2COMOgSii42nMXKGc7+fBqr2lC1cT5nY37TAOTJ1541UEwiZoq6wFcXLx+l5Idio78FJjhLRkfVDNUmaBux9n7zIzXfAYx1Vrf6EHNU65jWcd4yvGVUmlNpk+VXX95/kxzDGOt91g1YyLCQoSFDAHtk7RUAFMBG67/95GNZPLdmGJgaamDeMG+EylEM2lzdvI/HbzzP0vUmJ6KQ2t8bJiake7ZgdUdko2MT34LVHRmns4dePDc6CYYqjIwFNUcMCaYJIdTxRU4xbLPz2xyDX+5l5a4FUj/DQlGjF4U0OFq7D5LqTfXJMAAvbDsA2Vtju391DYuCWYKqI1qCxYRYpQRfx/ucqmgy3J6huN5Dt/ssneyhsx0Whg36ZUJXoWVCHoU6gDpSHb2uNwO99EcyLsn+JrNTT7+BWUIMKdEnRE3Z/Hqdo/DeXElqQk0Zh1m7VpvwPajLbeHM28SYoL7GlW8u3GrtrTCAd+ZLUoXUhPNb9cPrzC99YLsit/NDMsDW58sjadyu+XHrTJkyZcp/w18xrW4iv/jgcgAAAABJRU5ErkJggg==) 15 14, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71%,71.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2UO4geVRTHf+e+5rWb3ezGGFEEExKwSGGhgRUkSEofoFYWFiJWphESCBZBEC3SrMUKYqGiaVxsljQ+KpGIFiqY2BgQFduQjbvfY+7MPRaT3eQzn2GTXcHi+zV37uXM/3/mnDMXJkyY8H/lviNv6k5pHV80/6plxh3uPbyobeu598hb207i+KJRZxIn3mGslvzzYPfB91Rsi/UR64bYEPnz21M3xW2FVxbRzIE3YEy3vv7yqOfIZur+jxUS1kfEtThfY33EuRqf9wlFj7xao7wLpotVavsbIVwhs6t40yOYAWVek2UtwSW8gcx12t5AsAJqee2lZtN3swXFvmVN0dEmTxszmn5O7BfU/ZI46Na6XzIcFMSrLbENKBYhIdJiTE0IDVnWUrhE5jpzb6Byhso5vHimvGXpw0pHEghzK9oMA22doU1GW2es/f4CTZ0TewXDXsVwUDFYm2K4Ns1gPWeYSgwBpMVKpPSRqohUoTMvXWdcWs+U95x8sWHWZ5Q2o7SeD87OK4DYqc8UUpeNT6gqzZUn7qTlW+LsR3djTFd4SYKY6suR6Uzrx27cCoyf3ttkROeT9/ejKtAaBP/VDQZdJYhHN17aaXR56fC4zM6PiV0QOH8tuY1ZNXhAxDIbcp5/cIajzQXkwBIcykllD3URpAHXtROTUKM8d+Jr+fTMo5vtxsKzr36z+ZUK3wHgRwy75yAWYyCIZ8Z79lSehXsq4tWSY39Z8j0/0s79hE7/QSp/QHZbdJeFzIBvSCaBbUBSl5Aqz5z+HEDc9Uo8op7vERE8prs4cIgIhTNkxjGbWfaVgYPznkuDjIeipW09cvkQLhnaOIP096Jrl8GvQ7iITltMbpA8Q4MFB0+fWd6o/k191jl7EREht0IQi7WWS+sHbqPN11l5/A1wfXARzM9QGJ5aXhnxHTdour/4BWMMuTNcWH3gVrG3QgHOPfY2anvgap784vTWdR6e/1WviWznN1RAzy28e0ca2zXfaZ0JEyZM+G/4G0+2APG7XGnHAAAAAElFTkSuQmCC) 15 14, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2VvYtcVRjGf+frzr0zs7O7yY7gopFYGFwNgoKdCAuC2qmQwsZGiSEigs0qgWiwMmkMRCy0EbWwzR+gIIiFFim0kUAEkWh2A5nsx/04530tZjKbbNZEdlewmB8cLudw7/M8POccLkyYMOH/SuB73SutxaVH/1HLbrfY5kcFvychFpcW1JqGZ959cFut2wLscxdG5pbdhlhcWlBnGpxpsKbhuRP33aZlbp7MZ7+oCKgqlURqTUCkQWiosVmNz9cJ3etk7VXaM1fpzlylOzeg2xdaboUNfxlnS7wtwdZ4IhDxJoEVjEmcP7U89h038HDnovZ8RuE9ubfkLjDlAplpEfAEMqTOiGVOqltI9Kg4cIIvLJndYMMt42yJtesYWxJMhbU13jUYN2zCE3nh5LTeEuDpuUs603IUwTGdedo+43JcoAiBdgjkrkUgI5AjdU5Tdkh1C00OZxOhIzTuL5xbxbs1MlsSRi0EUxFMxflTy3jTYIgYIkfe7yiAeX7+d1UEFagEUMM3V+7f6bbflZc/yDcnRrFTwdELgelWYDb3W83NVoEdMtb56kRJ8EKWRbKQsLOFY7ZwzOSWfuE4eujPrR+ZPRhjvVfPeIIXnBWCFwygTzx2ZRw1jJ4/XOibJw+v6I01EQjG4NXQSobZZDi8Fjh47EUu3vst15qKlJQIqAw10k0VnHsTc/wsqrJ58z9+S8bp9KlHVkbmFlUdmVoC4HVonAv0kmNfMhyoHA/EmrTwGdVLX7Pa/5WVOGC1aWhUqdPwoKtAHJmIbAb66I1hK/5GPd/9vF+fPXRt3IBXQwCcQCGWoIapZOhFSz8Z5ktPyAbI2j2En/p0HxfyuT+4ng8YpIoqRhpNqCqNKo0wvvQfvr65JVsPmR55aIAT8CPTQpVzl7rshLOft1lPCdVELYKq8t5reovvdqdcjx5cIwCFwOnfOnd6904owCdf9KhSIhJ5+5Xq3+u8c2BdRyK7+SEpoJ9+uX9HGrs132udCRMmTPhv+BuupTIXun+YkQAAAABJRU5ErkJggg==) 15 14, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC90lEQVRYhe2VzWsdZRTGf+f9mJmb+5Gb25ab+pW0RQoGcVEqFhRBXOhfIK7ciYiLoihisVBQKC6qiKAr/wL3biq40p0fC4ViacmmUGOa5t6WZGbeeY+Lublp0lhCkoKL+8DhnTm87/M87zlnGJhgggn+r0i/QQ+Kq+hc/E8u2SnpvkIxYA3kb+28Z7co2xfVkdViw7P3cd2XMJeMYkBMRNz+TITO52q1PqqSoAJ29e0tXFte3GdTChXRRTZWZ8A6cAbaLqGXZMz5GRbcLKfcE0xdGWB/XyX7c8DsykscWmvTzttksYFVQSUZGfBgUlQUd+uNsa7ZeMg+mVFbJtgqwQQ/jlgYQgEhwJ2qZBDWWanWuB3XCURMiMidkunBc3SKFq3QoVFtiqt41LbqEE80TYrD3+kWA63zR9UVGS4k2DLDFSnhgxxXpJjg0eCpSqEsldtlyT/lXZZ0yLAqYS1ilgpm8i7d9Q7NPEMkJZrmWLiyDnfrdaJrgklQ2yTvf68A0j0/r3WJlEhd+uGFG3tp+a6Q9y9Tj4WvK+DIcGS4mJHEdLv4vr6AnXjSmy+DqSuBaWJ8leCrhCSmOBr0P356+yE5gBjzrT36GyqNUTgE0MfPnb7HrMUgLH76s8ydO6OidU4URCxWHV4TpkKH9Nce3157lzQ9Qi+AiRWiAdUCEYFYjFmbi8fl7ty10fCVo9zJsTs9/tGLGAQwiApmJGqwGDxWPUlMSKsGrbzD8i85J64/yfN/P8uZ7iM8drTkBodpB8eUCh7wEVzcFBQNm4au9wHk3h7rUx++ChisWgz1betISTUlrRqUNyuGV0t6Kz3mlo8xv3qME3KEk+1pZqc9rjNgUfs0IqSVxQHJhiGACN2rnXFLtg+Znnr/NQwOg8VFj9eEHy99zV7w08IyTQy+EhIVHDB/ZXqL7k5Tri+89yZWawOXv/jyQXsfBAX44ZklGsHggdN/HNo9zyvvnNURyX7+igro0sJfe+LYr/hB80wwwQQTPBz8C4S+F5uX4hs4AAAAAElFTkSuQmCC) 15 14, auto;}
85%,85.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJklEQVRYhe2Vz2scZRjHP8/7zs7ObDZJIzHJ5lBFalvEHwhSg6INRaqI4EEQevAg9CCxYKlaLaHgwQpSELx48g/wID20By8ieBA8eageRESltVpW3DTZzu7OO/O+j4dNt0kaS0gjeNgPvMy8L+98v9/heWZeGDJkyP+V6dOP6k5pnV+c/1cts9niPYtPaUWTHQlx4d2Daq45Lrzy+KZasnFh36nn1UuJV0dpHCU9/jzz3S37tmR+8qBKK0cyD9dLtOt54cuL67TWTR5552UNlHgpKKTEi8OLo5AcZ7rkklFUMsqkS5lkJNXAbFJnbzzJA9EMD0az3J05uNJDrubQcshyAe2SuFuSdEoqpTJ38aeBb3TjZu6tV9UHj0rA47GaU4jFS4SI7W8yQBHw1iEVwQMiwohUmTW7mCx83/z3LvzlkFZOJfOkWUHVeSpdJQqBH3cf1f2XPpUbksyfOKZVTUlCjTgkVH3C9x+eoxbqpH6EJNRJwiipH6Wqo8RuBPEJhVeqRMyYMe4zNfi1g/yWwaUO0R8dxpo9Jppdxls5B374mbo7TN09R1pUuNx4QwHk8OvHFQNqBEUJVvnqo4+3U/It0Zx6G1GwKoiCCdcDYSVAOyDZLebbar5NGOhMNc+S+ipxiIlDjClWlGJFcUsBtxSYf+nYxodkB8ZArxx7n6RMBkMAfeLQAgAhAKtf67dffyJzTy8oChqUUAJesarY0jDSq7P37/v5YOwQtWvfIH4JUXfzlRWguDlvL4qOnln3L5D24iCdHnjsNQCMKhr63WlUIBist1i1VMqYtEip9eo02tM81NnDs3t2MV6kRL1fEN/ElA7I+gGCWxPGrfXGrJwEkLU11icfXsCoYNUiwSDeEqkl9hXiMqZapKSuxkR3nJneJLvDFHMzd+EnxpnuLmPzqxCWEO0gPgMcJgiEHBEZBLLLxwcl2dhk+sy+NzFqiXyFyPev5y6fZjvk058jWqwa98NEraPrfDfrcn3x3vew3hKHiM+unLrd3tuhAHnjPASHaEHcPLJ1nSONs7oqcicHkgKaN77Ylsadmu+0zpAhQ4b8N/wDGq9nmFcVAfMAAAAASUVORK5CYII=) 15 14, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur71284 6.6666666666667s linear infinite forwards;
}
