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"iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAAXNSR0IB2cksfwAAAAlwSFlzAAAOxAAADsQBlSsOGwAAAEFJREFUOI1jYaAyYKGZgf////9PqWGMjIyMKC70YGQk27AdUPfQzsujBo4aOGrgqIE4DdxBQZHIyAgp+1jQBSgFAJklCg91oNMTAAAAAElFTkSuQmCC", "contentType": "image/png", "height": 20, "width": 20, "values": [ 89.7 ] } ] } ] }