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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFQAAABVCAYAAADXN8NkAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWklEQVR4nO3cTXaCMBhG4UtPdxL2gkvWvZC10IEFQRECJJCf957TiZ3wPQ1B0YoxpkP5TagBEmqAhHq8n/cHmqYRqs+MMZ1Q9/exQq21FWil7q369osetG3bAVmttwgl1O2tIgl1W05AQnXPGUeobm2CEep6m1GEutwuEKF+bzeGUOc7BCHUzw4jCHWaFwChvvI2vFCfeR1cqJ5BQahBBi4ZNdiwpaIGHbRE1OBDloZ6yoAloZ42XCmopw5WAurpQ+WOeslAOaNeNkyuqJcOkiPq5UPkhhrFADmhRnPwuaBGdeA5oEZ30KmjRnnAKaNGe7Apo0Zb//H0lP6Z4vfqA1jqf2V2dV0DdCms1KhBIT3U6EEhLdQkQCEd1GRAIQ3UpEAhftTkQCFu1CRBIV7UZEEhTtSkQSE+1ORBIS7ULEAhHtRsQCEe1OwafYnC6Xepcv0LdsYYAKy1/WO5znpa3fvPGfdVP74iI/dCo2Z1UXqrYrSHGmP4v1hBwAtW7iu0gifmuLqug63U3EEBKmvteHUGrQRQgKpt28kDoYCLeiphjOmf9NMD+95LiwId1QE0TQPA4/Eo1cFrw3NTn9+iVsoeOlcFr1dSKX2YIva8rtSSV2jfZP88ulK1Gb/ycqES6LQOXq+s9jyl0ik/bbhQhXx5WmK7L1RaofPNXaic3gHQHrrc5PZf39LeqhXqUI95u91W91aBLjdZiff7HXjCfkMVqEPW2vGbfcD3m9TaQ92a3UthuBcwOArUvbUrfAU65bfktPgEuq1VVJ3y+3o//eXooUs+O6XUsf4AyP7GQc6A/2AAAAAASUVORK5CYII=) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
