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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2WP07DMBTGv5QMLN1yACqW5gBtGMoWRaoqMTCjbkzNwNodiZUhvUDFCZAqJNSxCKUcwGy5QCayUpkhtbEdu03oH5Z8UiQnjt/387PjFwCgOIyocBllCS9YezIFAITDGQDADlZ4vLlSPWWAyWSC0Wi0KwTttMfw/Ayu64IQInXG8yYA4OPzQfJpcOIwlGawizlT2iKSOQB02mPJhwPsAEHXQWFfBFKHk7iSuQ6CAzDyv0B43R68bg/frycAAEII4nlTa8509/QMALSh66wAQcPhDHawgh2scvP4LIfys1LwWoAqEMxYbIuz9/xMC/N2/14EEDdQFQgmtgSq0hbB+e1SC2LMQFkIkymQzz5tEaQvFgdRM1IAULOwDSJeLiSIeLn4bc+bcBIXTj8f6iRuIf7WDFSBEM25vvq4PL3mt+wLqQxggLDWJ5veXHjuJPnM1U9TC6Bbhg0QpSWasyO5UgYMEDwLOnl+Vki7WA+MAJuyUAVCPRHVYsSroU5qRdMpiiIxYKEcA0A0HYhDpIprlwheRnQdmAePpgNps5oGGgH28H9Qaqx2D+zBvLQKAMc0LwAc21wC+A9zpq2/zrVq1ap1SP0As9THcMS6ygAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB10lEQVRYhe2WP0vDQBjGn7QZXIpLVodSEG7t0Cx1K4WCOLgq3Zx6H0NwFWx2F7+BRSgdK5IIricVyeKYqV1b4pDkyJ+7S1LbuuSBQC53l+eX997cewDgYz/yY5dUWmyAtiNTAAAdTqD3NwCA++uLtGcSwLIsjEajv0L4lNLMQ3vWSLTfP+8SPjVOHEzedjl8SikIIfCajBunzUU+NVVnYfPhBOdXdTDGYLhEaBzJnjVgWRb34QCEkK0h9P4G3x+nwHKgNAcAs9NFq73gEDXRoBIQPh1OAABfxyfQ+xuYna5ygu3MAQCt9gJAagm2gYgyPS6zt4LZW0nnPD+FEUsDRMtQFiLSelrn916ToXXjCEHsWQOPDz9ZAJHyIOKmQBARr8ngvWgcRBWRDEA6CnkQtjNPQKyndRgugTEIhhsuEb5TCiBTEQjbmQdJthzg7OiS9zPGpH9HYQAJhBbubDy74/eGG3y56tcUAqhCViYxCZFvStGWXCoCEggehbgYYzzTZeaAYglUUSgCkfflUZtXQ5EYY0oIABiPx/EXZsrx6+0bUnDicixSWKKLKl3KfUUfly7r2MH5oNBcYQ7swLywMgCHNM8AHNo8AfAf5pFyj86VKlWqtE/9Ar3czRg1eNTjAAAAAElFTkSuQmCC) 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,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) 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;}
75%,78.025% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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