TITLE: Example of a weak Hausdorff space that is not Hausdorff?
QUESTION [17 upvotes]: I've looked on the web and haven't found a simple example.

REPLY [4 votes]: Steen & Seebach's counterexample #99: Maximal Compact Topology is another example. This is also a KC space (every compact set is closed) but not Hausdorff.