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4.3478260869565%,6.4217391304348% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.5217391304348%,8.595652173913% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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10.869565217391%,12.94347826087% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.04347826087%,15.117391304348% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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17.391304347826%,19.465217391304% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19.565217391304%,21.639130434783% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.739130434783%,23.813043478261% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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39.130434782609%,41.204347826087% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhcVXO47CMBQcW6m4FIJjgBCi4Bz7uAE1Z6BFAgkJcQREl4Im21BwAdvBWwSDydqYj2NGiuQkRjOeNw870FprfBEcAL4pgtnkk8kkGTERMQDV6m0ASHIRkQYsB87nM8qyhFIKrVarmsYuco1H5j6eC1UGyrKElBJCCEgpcTqdGiW2wQ2xITfj4rdolPgqwBDb5OZZnufVLONEA73C68R1J3a7XeWEuSKBiEBEjB2PR62UglLqGkLXeLlcxmPHrQ1ZURQ6RG7G3W43fioOh4PO8zzYt6vVSi8Wi+gp4KbWIZhszOfzqCLYfr93ZiBUlsFgEKUc3JV8uy1949lsFsUJXv8PeGU8nU4/FpEJIYJ2PyrRM9hsNk6hnU6HsfV6rX0kvV7v4zr7yA0yKaVzpf1+P8FOcClBUwl/SkDdgeFwyEAfbjv0/K5x58BoNLr98OdN8hdPddfd8I48ITIhBMbj8X/y+kredSQkwElOYNBWDho8LHPvG5biQPZIQCIRWXAGQ9WWb5Zhu92i3W5734UFAC/1tY/Ih8clSICvC0iSdPMd6HjO/gBbWjs7NUND/QAAAABJRU5ErkJggg==) 0 0, auto;}
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43.478260869565%,45.552173913043% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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47.826086956522%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhcWXP27CMBTGP0cs5RI9CoIjMIIYIsQ5+nIDZhYuwIoEEhLKEShbBpZ0YaAH8B/cgTpNUxu3TWI+KdJLbOn75b1nO4HWWuOBigDgkRCsbJ4kSTBjImIAbm9fFoAgFxFpoJSB6/UKpRSklOg+dW+YrNUkgIhuPaCUghACnHMIIXB5v7TrXFJkjI25ifO3PAyAMS6bm2dZlrUPUDWuZuJwOLRiTEQgIsbO57OWUkJKWTShLd5sNk0DMABgeZ5rn7mJB4NB8+vidDrpLMu863a73er1et34jhmZWvtkemO1WjUKwY7Ho7UHfGWZTCaNlCOydX55WbrixWLRSCai6h7wl3g+n9eG6HDOvem+V6LfaL/fW0H7/T5ju91Ou0xGo1HtOrvMjTpCCOubjsfjls/CTwDOOZRSGL4Ov48QdOW+FaAiAwCAF8esxAJUVg24IgPL5yVixO6Z9+BqqDgN4zhmYG1/A1kAOOeYTqdfxoEhotls9tMwIETkHAkE4QYIBNHxzmBgIOj/dnuapuj1es4xPwBQexNK09Q5dr8EAfRwgCCdbv4DLc/ZBzb7I7PugR1pAAAAAElFTkSuQmCC) 0 0, auto;}
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