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filler.png to simulate padding
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triska committed Nov 14, 2015
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2 changes: 1 addition & 1 deletion README.md
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Expand Up @@ -61,7 +61,7 @@ that the maximum number of matchsticks is left in place:
We can use the CLP(B) predicate `weighted_maximum/3` to show that we
need to remove at least 9 matchsticks to eliminate all subsquares.

![Matchsticks without any subsquares](figures/matchsticks2.png) ![Exactly 7 subsquares remaining](figures/matchsticks3.png)
![Matchsticks without any subsquares](figures/matchsticks2.png) ![](figures/filler.png) ![Exactly 7 subsquares remaining](figures/matchsticks3.png)

The left figure shows a sample solution, leaving the maximum number of
matchsticks (31) in place. If you keep more matchsticks in place,
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