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0%,17.757142857143%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhe3WP4vUQBjH8c9OcrKIKIq3J9j4B0VFzhdkYyNYWFpZqYXNVQpaKKIIWvk6rAXfgK12u3hYGI3Fbu6yyazrspNN4w8emAlMvt95JgnJRnze5wc+6SllRolbvQncpBzyqw+JAOdxhzDk1aYlQjU425NEqE/6kAjNC5uWaAlUEncJRzcgERXIcQH3CMc6lmgJZNia1UXcJxzvUGJOYFCD57O6hAeEEx1JHAgMcKQmUBe5jMeEkx1IHAhszQQqibxRV7BHOJVYIpgB6tBYF3JcxRPC6YQSwQJgrAs5ruEZYTuRxFwHYvAsInEdLwijBBJzHWiCssa4Pt/F6wQSrQ5UIk14UyTDDbwj7KwhMUD5HGcaEhPsUXyccpcmR8EOvi7htda1Wj/GQ4oxb013tzQF3/GN6e/VUvIigTEeUUx484Xb/wJfJzmHZzwx3fmm4FXK95QfKHf5eY6X697vd6TET2a64Gk6OIewWMUXDCkTwVfPNvuJ4St3YJQQzorPwKLXcy2Bv3wH4h+i1OliV//TWf4Amol2GAwWeBEAAAAASUVORK5CYII=) 0 0, auto;}
28.571428571429%,32.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.142857142857%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhd3WPWvVYBgG4Ou8SaUUURR7HLr4gaIi9Qe5uBQcHJ06VQeXTgouilQEnZz9Cc6Cf8DZ7RxaHEx9HU5SctK058TmA3zgCUkIua88+SDJmO8H/MI3A1VMiHg0GOAhcZXDIRABruMxYZV3fSNCsbIxECKUN4ZAhOqOvhHHAAXiCWGtB0QtIMUNPCWc7xhxDJBgJe+b2CZc6BAxBxiVwtO8b2GHcLEjxBFghHMlQBlyGy8IlzpAHAFWckCBSCt9B7uEyy0jgjygHFo3hRR38ZJwpUVEcEJg3RRS3MNrwnpLiLkJ1IUnNYj7eEMYt4CYm0A1KKmsl7c3sVePiKf04gkUkGp4FZLgAT4SrlYQSyXnlRaLak+xS/Y1P2ZBhZS9jC9LHLsYMMEzsgkfzK5uYWXs4+eZARM8J5vy/gdbTU/4T4DiHk/Nrryv8KLiJ+Jn4ia/r/H2rOf7U9NOeRbjq/bCafgaMvsjji2FN691DloObzyBcYvhNHwGRi2HQ6xLGp2QV/tP2Gct85ltXF2M9f+tv5CHf78hQKPRAAAAAElFTkSuQmCC) 0 0, auto;}
35.714285714286%,39.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.285714285714%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,46.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.428571428571%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,67.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.857142857143%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,78.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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