Conservative Party Topography

Has anyone noticed the big "C" in the Conservative Party logo is essentially a Moebius loop? You'd have to connect the ends of the "C" together to get the loop, but that characteristic Moebius "twist" --- the delight of topographers and physicists everywhere --- is definitely present. A Moebius loop has several odd properties worth noting:

• it has only one edge
  
• it has only one side
  
• left and right are meaningless when describing its properties
• it is a two-dimensional object existing in three dimensions
• if you travel along it you reverse your orientation when you arrive at the place you started
• if you stitch two of them together edge to edge, you end up with a Klein bottle. Interestingly, you cannot unite two Mobius strips into a Klein bottle properly in three dimensions.
• Furthermore, a Klein bottle paradoxically has no volume, and neither has it any boundaries, nor any inside or outside. In three dimensions, it has a hole, but in the fourth, the hole vanishes.
• Klein bottles (and Moebius loops) are also beloved of topographically-minded knitters. I have no idea why. Google "Moebius strips knitting" and you'll see what I mean.

And who says graphic designers don't have a sense of humour?