Some_Arrogant_Jerk I must be missing something, but what do you mean by the magic number being 23?HURRICANE'S ROCK Quote:
Originally Posted by blerbtalksc
The magic number is 23 and they have 2 teams to pass. Should be interesting.
Please explain how you got this number. Are you using a combination of Pat's losses and some one elses, say Red Deer wins? Also what about the 3 pt games?
Pat's make the playoffs........Not this year! Too many 3 point games in the league and they need to catch and pass 2, not just 1 team.
Firstly I only did the magic number thing this early as a joke because it there is too much season left and the separation between playoff and non playoff teams is too small. Secondly the three point games put a wrinkle in that cannot be accounted for until the result is in, that's why it works better in baseball and basketball where there are no ties.
6 MJ GP-44 W-24 L-15 OTL-2 SL-3 Pts-53
7 RD GP-46 W-24 L-18 OTL-0 SL-4 Pts-52
8 PA GP-48 W-24 L-21 OTL-1 SL-2 Pts-51
9 SC GP-47 W-24 L-21 OTL-0 SL-2 Pts-50
10 Reg GP-48 W-20 L-24 OTL-3 SL-1 Pts-44
Hypothetically, the maximum points the Pats can attain if they win all there remaining games (24), would be 92 points. In order for PA, who is 8th today, to finish ahead of Regina, they need to finish with 93 points. 93 minus the 51 they are at leaves 42 points or 21 wins, and that becomes the "magic number". The number goes down as the non playoff team's losses increase and the last playoff team's wins increases. The basic formula is: wins required by last playoff team to reach point level unattainable by non playoff team even if non playoff team wins all its games. Wins required is the magic number. Like I said earlier, it's easier to do with less games left and less teams involved and no 3 point games. Hope this answers any questions and if anyone else knows a better or clearer way to explain it, feel free.
On another note, very entertaining game last night for 5641 in attendance. Who's that number 7 on the Pats? Even with that Pats jersey on, that kid is worth the price of admission.