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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe1WMU/CQBh9rY5KJ2IgDgaiht9AQpgNkwsTg2BwYjE6U2eNC5MG4+Dk4oJhJiT9DSCEhoFADJPIas6BXHO93pUeMXSQt3D39frey927r6DenxOECB0AwjSh00FYJnR2EoYJnS+s28Q2HZwf7mjrFHYQ9i3YwHPuJ09fBACaJUOaiclk4ntssVhM+i7Pr4kesmCN1Ptz8vF8h8vKhZD8vvaA47MrZ84GW8YtdMovbpYMjdZOM1tCcYq39o9HRMRHx9KtyhfKBABeXx49BKpolgyN5WOf+d79fKFMvrO3AIBhLackelB5d813W9cecYBpRCKM7C6M7EJ8Nh0AAMxWb/GbPXKt5evDWs5lYmR3hRqeVszCKDZc4iqYTQeuXTOKDXUD60DoBnxDSNPPB1B2JJFo0jXngyhqbr4hlBGJchGJJj3rgiCQAZEhfldWEQeWHAEgbqGrQPZtUf4Tkk5nAhmyrHYgbiUDZtUkHXvszFOJOABAVAMA88Zcyh/4GppVk7ACqUQce/F98DUATp2+4wflEHbssaet0ho18DkeOfU/MyAi42tBBHkoZYAG0LLaGh9GWU3Z0Qb/Dr8heMkVDsknbQAAAABJRU5ErkJggg==) 0 0, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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