6!? They used an N=6 to make such a bold claim? If I had ever thought about that as a sample size for any scientific research my professor would have run me off campus.
Should be called "collected case studies" or something.
Edit: One way to think about this is assuming the effects are random and symmetric then the probability of going up is 1/2. If all 6 participants had increased scores, then the p-value is at least 1/2^6 and this is not taking into account the magnitude of the shift.