high average bowlers can't find a scratch league how about boll a handicap league which has a 116 % of handicap and insist in bowling on a league that you have a chance of losing for a change make your money on brackets and side pots let all teams have a fair chance of winning the league. MAN UP !!!!
United States Bowling Congress (USBC) defines handicapping as the means of
placing bowlers and teams of varying degrees of bowling skill on as equitable a basis as
possible for competition against each other.
Does any handicap used by a league equalize competition?
The results of an extensive four year study of handicap leagues -- mixed, all women and
all men -- disclosed that the handicap percentages 75%, 80% and 90% do NOT achieve
this goal as illustrated by the results from the study as follows:
Championship Won by Championship Won by
Handicap Team with Average Below Team with Average Above
Percent Median in the League Median in the League
70 0 out of 100 100 out of 100
75 0 out of 100 100 out of 100
80 0 out of 100 100 out of 100
85 6 out of 100 94 out of 100
90 11 out of 100 89 out of 100
95 24 out of 100 76 out of 100
100 30 out of 100 70 out of 100
Even at 100% handicap, as the above chart shows, the higher average teams or bowlers
still have a decided edge. Seventy out of 100 championships are still won by the higher
average team when 100% handicap is used. An exact 50-50 distribution of league
championships would result only if a 116% handicap was used.
You must always look at the difference in averages well as handicap. In the table the
higher average team total is 73% or 223 pins higher than the lower average team.
As shown below, when both teams bowl their exact averages; the higher average team
always wins unless the handicap is 100%, then the teams tie.
BASE 200
TEAM A TEAM B
Average 80% 90% 100% Average 80% 90% 100%
Linda 120 64 72 80 Dave 150 40 45 50
Dick 115 68 76 85 Patti 167 26 29 33
Kathy 95 84 94 105 Scott 185 12 13 15
Jeff 135 52 58 65 Terri 188 9 10 12
Sandi 142 46 52 58 Lisa 140 48 54 60
607 314 352 393 830 135 151 170
Average + 80% = 921 Average + 80% = 965
Average + 90% = 959 Average + 90% = 981
Average + 100% = 1000 Average + 100% = 1000