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0%,2.1321428571429%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhcVVbbKEIAwLXmz3ZsSbsSfr+0ErLeJ+uDyXGaciDknTUEBASAh+NJasL8RvSCwr2+QXJJIIBAlYWRkokXQVgaWCV+Ss6Jd6goSIQAQ1khS50phEBS+lbCSMgFzhCbKBNXA6Rf6ZBDVbI+FLckk5SAihD2P2fUn+A38BocePyBoBYF1j1JXpJBIJMRI5A1tPAJDZ3q1H6Ou0PqEK1OzXtfaErGBJgbL+Yzw4U4loQA6Poo/eM1MI+I3FGdHmpZQxkVnG7J2/9YSO2OhocoYKMTO2uANk6BHWOb8msgfc177vCb1P+I0n9vV1Ejti/q4guXnAkzh1d8SbcJD9QVe0khhJI35aAV9TEQgRN94yV+dvaxp9Mp8pcCD/Mw8YYCxLLNlHCnggesfrtwDU+cNiKSXM3ybhs9/MNDCeoJXl6ESMntcEejcPe0GMPbFSSvDF2/Ij3IZEu/KInOluxjp/PAput7vdUslA/fzjwS3zrvZO3r4HnHL7IYHQePbyjoCnEggADrBf79Wwun87FgCterplSq6eUtcfpQAAbvc7IBpnjF7uV/+YAnPQgeQ3e+Zk+++02w/GHyncL0IjILinAAAAAElFTkSuQmCC) 0 3, auto;}
2.2321428571429%,4.3642857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
4.4642857142857%,6.5964285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
6.6964285714286%,8.8285714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhcWWUbKDIAxFD26s3ZlxZ+nK8j4QCEht9WF1pqNQyz25JKGIYALGTdcEMAMi90BMAIsAAnKDExMI8wpwC4SBmWEGJiImYD/dDgNTVQdR7r8BsOJA5cQKcj2AE1bVLOwduRSgFfQwP4FQ1Wx7D+RyiNaBBNSOr+qYU3pYlrj84/kEgyUIi8TxIg54NIS40vNVkCqglOXaIxjrxISUwbKGOs8x+ggRn2eR3C0T2BACSRF3ks43Je/M0Ga1FekJSQdm0FbImwiPzp0G8BF2rX5TnmYNyFmI1tr2UNo7J7wLwkknvFCJSDYl2euQ6b1/HV6t0CYZO2dDt1u6AA4BtIv5Kqii7mxNAvSBpPv3DrS2NoIZcJ2vos32y/a7byHqui57WTnj/7S0n968m/ukX/0rRuJDOoQwIMDrpfGuWpY0CBAI5LkAIS0cIPjxewDJXri7FHHVDKOq+YchSkehUMTS+JNwvsTXctVypd4CnwPr89ciuwBNW+0dTCknqmQbcQ5AqYIccZM8PrtbF4YBtHW/AaQuu8O1vnMFA0sJB3UmZwjDcrbvvHfmmg4tukKMEgf4A/LIP33ZwobuAAAAAElFTkSuQmCC) 5 9, auto;}
8.9285714285714%,11.060714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
11.160714285714%,13.292857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
13.392857142857%,15.525% {cursor:url(data:image/png;base64,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) 5 9, auto;}
15.625%,17.757142857143% {cursor:url(data:image/png;base64,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) 5 9, auto;}
17.857142857143%,19.989285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
20.089285714286%,22.221428571429% {cursor:url(data:image/png;base64,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) 5 9, auto;}
22.321428571429%,24.453571428571% {cursor:url(data:image/png;base64,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) 5 9, auto;}
24.553571428571%,26.685714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
26.785714285714%,28.917857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
29.017857142857%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiUlEQVRYhcVXW5KDMAwTXBz1ZrmZ9oM87GDYQgNkhknaAJYl2RlAQASEl8bMvCDfAbEC4Hq9AWIG18WS/+DTcggQSZGQsh+eBDEV2hcCH5odAgSm2xEIkJSzJ/OcryeYqBLsAbkbRNFeyvqb3494QmpBW+ZtLizcVqI1+05/wc+3gShUN/1bMCJiZzAICUopdRmz6t4zUtbjAMCYMKSfCmUaBWINSpf5lv5eJg6rjnkhgHIggPVMsGNZgA8JTGu3XMj2yK/D006fZSBD1Kj4CxNe41j/2A8YA6LXN6XkS5Jt74iBy9XhArsW3OSIsq9d0szXAGCb4e65YILUsjRzue8UgN5gKaX4bDCyRKw1NngOSKRxFKxvRjZz65t+/g4AbDvedj7brjeB4AE6Zr4BsOl06qgPvFACRO+STnug09i6Xz5jy8KpIP8BaDVPTz0CfQ31QwCELu80dWY7kOAygKisov3KwJV63xvRQbQB2HngNgb2Xhq16lFGnCSofP9MB19CBdzRPVfGH+ESfoh9vx91AAAAAElFTkSuQmCC) 5 9, auto;}
31.25%,33.382142857143% {cursor:url(data:image/png;base64,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) 5 9, auto;}
33.482142857143%,35.614285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
35.714285714286%,37.846428571429% {cursor:url(data:image/png;base64,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) 5 9, auto;}
37.946428571429%,40.078571428571% {cursor:url(data:image/png;base64,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) 5 9, auto;}
40.178571428571%,42.310714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
42.410714285714%,44.542857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
44.642857142857%,46.775% {cursor:url(data:image/png;base64,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) 5 9, auto;}
46.875%,49.007142857143% {cursor:url(data:image/png;base64,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) 5 9, auto;}
49.107142857143%,51.239285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
51.339285714286%,53.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABm0lEQVRYhcWWbbKDIAxFj26s3RmXnbkz3g+Mhg/7SquWmRYkDDkJ4Q4IkiDxozYDIPgVxIw2gJ9AzDbQDnIrxJaBIAARMsxtECuAIEGQiMoG3ZUJiZQgWZ/S/n1LJrzTZVk2CEkbyKUAvcjL7wxyGYA5ySlX4bQ4jqsgzEndewhdWBMzE0VsMYoIQO5jNIsIuuCKplQWX51yHdyQs/zPTPB4PrO7CaK0GSWSiVSUVjunKuZMKjcPDgBtf4BWO6tunwMxM0EIfSehnnMwpzWvhEfjnk7YGn37nrDNrBB3B+4aen2oVFN8CVFHWMvwq+j9jRF8pphH4mN9e0W1QmabKaiHGs5AK71qIj4CNKBlWfb5EYjasU+7UEeifb2oCzMEcPQO8NH3lLI+nv1oBiFa523F92qgni/m3O+tDPSq3oM0NeAc1tmxzAwfQf0mKM/WRf4ivUOOywyUTmoIq3BJe8TfqJ9v3etVjZsCG630/wHcWVebN6Lkqv80gF703t67bmcBTAmSPUbI3dSD9GuO1n0O8Mamtu4sx9b+ADPjPSm34MZ6AAAAAElFTkSuQmCC) 5 9, auto;}
53.571428571429%,55.703571428571% {cursor:url(data:image/png;base64,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) 5 9, auto;}
55.803571428571%,57.935714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
58.035714285714%,60.167857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
60.267857142857%,62.4% {cursor:url(data:image/png;base64,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) 5 9, auto;}
62.5%,64.632142857143% {cursor:url(data:image/png;base64,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) 5 9, auto;}
64.732142857143%,66.864285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
66.964285714286%,69.096428571429% {cursor:url(data:image/png;base64,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) 5 9, auto;}
69.196428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 5 9, auto;}
71.428571428571%,73.560714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
73.660714285714%,75.792857142857% {cursor:url(data:image/png;base64,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) 5 9, auto;}
75.892857142857%,78.025% {cursor:url(data:image/png;base64,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) 5 9, auto;}
78.125%,80.257142857143% {cursor:url(data:image/png;base64,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) 5 9, auto;}
80.357142857143%,82.489285714286% {cursor:url(data:image/png;base64,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) 5 9, auto;}
82.589285714286%,84.721428571429% {cursor:url(data:image/png;base64,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) 5 9, auto;}
84.821428571429%,86.953571428571% {cursor:url(data:image/png;base64,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) 5 9, auto;}
87.053571428571%,89.185714285714% {cursor:url(data:image/png;base64,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) 5 9, auto;}
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91.517857142857%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 5 9, auto;}
93.75%,95.882142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 5 9, auto;}
95.982142857143%,98.114285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 5 9, auto;}
98.214285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 5 9, auto;}
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