I'm kind of surprised that no one has noticed Black Bear's own math is way off. According to the AHF Krach ratings, Wissahickon is the best Bantam AA team in PA, with a krach of 187. This gives them a 93.939% chance of beating the Grundy Senators who have a krach of 12. Their hockey power rankings site ranks Wisshickon as the 4th best AHF team in PA with a Krach of 1 and, oddly, gives more than 4 dozen other teams the exact same krach rating, including the Grundy Senators. This means that hockeypowersrankings.com gives Wissahickon only a 50% of a win vs. Grundy. Hockeypowerrankings.com also gives the 311th ranked Howard Huskies, with a 0-33-0 record, a 50% chance against Wissahickon....really?!
If the district used black bear's site instead of mhr, the best team in PA according to AHF krach ratings doesn't make it to the qualifier.
Krach can't cross populations and it cannot include wins against unranked teams. That is why hockeypowerrankings.com seperates tier 1 and tier 2 teams, and why they do not simply rank all teams in a single age group together like mhr. If you used krach to rank all bantam teams regardless of division, you would have crappy tier 2 teams ranked higher than much better tier 1 teams.