Replays
Live games and saved replays from across the community.
Clan war[CP] vs [TDM] · Game 2 of 2War: [CP] won 2-0[CP] 1098 → 1105 How this was worked out
- Rating before: 1098
- Clan ratings: 1098 against 949.
- Expected result: 70%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 32.
- These clans met often this week, so clan changes count 75%.
- Rating after: 1105
32 × (1 - 0.70) × 0.75 = +7 · #2[TDM] 949 → 942 How this was worked out- Rating before: 949
- Clan ratings: 949 against 1098.
- Expected result: 30%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 32.
- These clans met often this week, so clan changes count 75%.
- Rating after: 942
32 × (0 - 0.30) × 0.75 = -7 · #6Placement war, counts double: _Gimli_These players met often this week, so player changes count 75%.These clans met often this week, so clan changes count 75%.Winners
9th ➔ 8th · How this was worked out
- Rating before: 1062
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1072
40 × (1 - 0.67) × 0.75 = +103rd · How this was worked out
- Rating before: 1235
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1245
40 × (1 - 0.67) × 0.75 = +1023rd ➔ 24th · How this was worked out
- Rating before: 895
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 905
40 × (1 - 0.67) × 0.75 = +102nd · How this was worked out
- Rating before: 1294
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1304
40 × (1 - 0.67) × 0.75 = +10vs
Losers
19th ➔ 20th · How this was worked out
- Rating before: 966
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 956
40 × (0 - 0.33) × 0.75 = -10unranked ➔ 23rd · How this was worked out
- Rating before: 964
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 5 of 5.
- These players met often this week, so player changes count 75%.
- Rating after: 944
80 × (0 - 0.33) × 0.75 = -208th ➔ 10th · How this was worked out
- Rating before: 1063
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1053
40 × (0 - 0.33) × 0.75 = -1017th ➔ 18th · How this was worked out
- Rating before: 989
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 979
40 × (0 - 0.33) × 0.75 = -10Masho fighting world war 4 whole game
Masho ultimate team mate
Clan war[CP] vs [TDM] · Game 1 of 2War: [CP] won 2-0[CP] 1098 → 1105 How this was worked out
- Rating before: 1098
- Clan ratings: 1098 against 949.
- Expected result: 70%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 32.
- These clans met often this week, so clan changes count 75%.
- Rating after: 1105
32 × (1 - 0.70) × 0.75 = +7 · #2[TDM] 949 → 942 How this was worked out- Rating before: 949
- Clan ratings: 949 against 1098.
- Expected result: 30%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 32.
- These clans met often this week, so clan changes count 75%.
- Rating after: 942
32 × (0 - 0.30) × 0.75 = -7 · #6Placement war, counts double: _Gimli_These players met often this week, so player changes count 75%.These clans met often this week, so clan changes count 75%.Winners
9th ➔ 8th · How this was worked out
- Rating before: 1062
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1072
40 × (1 - 0.67) × 0.75 = +103rd · How this was worked out
- Rating before: 1235
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1245
40 × (1 - 0.67) × 0.75 = +1023rd ➔ 24th · How this was worked out
- Rating before: 895
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 905
40 × (1 - 0.67) × 0.75 = +102nd · How this was worked out
- Rating before: 1294
- Side average: 1122 against 996.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1304
40 × (1 - 0.67) × 0.75 = +10vs
Losers
19th ➔ 20th · How this was worked out
- Rating before: 966
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 956
40 × (0 - 0.33) × 0.75 = -10unranked ➔ 23rd · How this was worked out
- Rating before: 964
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 5 of 5.
- These players met often this week, so player changes count 75%.
- Rating after: 944
80 × (0 - 0.33) × 0.75 = -208th ➔ 10th · How this was worked out
- Rating before: 1063
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 1053
40 × (0 - 0.33) × 0.75 = -1017th ➔ 18th · How this was worked out
- Rating before: 989
- Side average: 996 against 1122.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 40.
- These players met often this week, so player changes count 75%.
- Rating after: 979
40 × (0 - 0.33) × 0.75 = -10Winners
4th ➔ 2nd · How this was worked out
- Rating before: 1003
- Team average: 994 against 997.
- An even match.
- Win: +9.
- Rating after: 1012
1st · How this was worked out
- Rating before: 1018
- Team average: 994 against 997.
- An even match.
- Win: +9.
- Rating after: 1027
39th · How this was worked out
- Rating before: 955
- Team average: 994 against 997.
- An even match.
- Win: +9.
- Rating after: 964
5th ➔ 3rd · How this was worked out
- Rating before: 1003
- Team average: 994 against 997.
- An even match.
- Win: +9.
- Rating after: 1012
vs
Losers
28th ➔ 35th · How this was worked out
- Rating before: 991
- Team average: 997 against 994.
- An even match.
- Loss: -9.
- Rating after: 982
11th ➔ 17th · How this was worked out
- Rating before: 1000
- Team average: 997 against 994.
- An even match.
- Loss: -9.
- Rating after: 991
6th ➔ 16th · How this was worked out
- Rating before: 1000
- Team average: 997 against 994.
- An even match.
- Loss: -9.
- Rating after: 991
15th ➔ 18th · How this was worked out
- Rating before: 1000
- Team average: 997 against 994.
- An even match.
- Loss: -9.
- Rating after: 991
Winners
29th ➔ 27th · How this was worked out
- Rating before: 1018
- Team average: 1000 against 1026.
- Underdog, so a win pays more and a loss costs less.
- Win: +9.
- Rating after: 1027
62nd ➔ 55th · How this was worked out
- Rating before: 1000
- Team average: 1000 against 1026.
- Underdog, so a win pays more and a loss costs less.
- Win: +9.
- Rating after: 1009
139th ➔ 80th · How this was worked out
- Rating before: 991
- Team average: 1000 against 1026.
- Underdog, so a win pays more and a loss costs less.
- Win: +9.
- Rating after: 1000
140th ➔ 81st · How this was worked out
- Rating before: 991
- Team average: 1000 against 1026.
- Underdog, so a win pays more and a loss costs less.
- Win: +9.
- Rating after: 1000
vs
Losers
3rd · How this was worked out
- Rating before: 1170
- Team average: 1026 against 1000.
- Favourite, so a win pays less and a loss costs more.
- Loss: -9.
- Rating after: 1161
165th ➔ 179th · How this was worked out
- Rating before: 981
- Team average: 1026 against 1000.
- Favourite, so a win pays less and a loss costs more.
- Loss: -9.
- Rating after: 972
182nd ➔ 184th · How this was worked out
- Rating before: 972
- Team average: 1026 against 1000.
- Favourite, so a win pays less and a loss costs more.
- Loss: -9.
- Rating after: 963
155th ➔ 167th · How this was worked out
- Rating before: 983
- Team average: 1026 against 1000.
- Favourite, so a win pays less and a loss costs more.
- Loss: -9.
- Rating after: 974
Winners
3rd · How this was worked out
- Rating before: 1161
- Team average: 1017 against 1009.
- An even match.
- Win: +9.
- Rating after: 1170
179th ➔ 165th · How this was worked out
- Rating before: 972
- Team average: 1017 against 1009.
- An even match.
- Win: +9.
- Rating after: 981
165th ➔ 155th · How this was worked out
- Rating before: 974
- Team average: 1017 against 1009.
- An even match.
- Win: +9.
- Rating after: 983
182nd · How this was worked out
- Rating before: 963
- Team average: 1017 against 1009.
- An even match.
- Win: +9.
- Rating after: 972
vs
Losers
24th ➔ 29th · How this was worked out
- Rating before: 1027
- Team average: 1009 against 1017.
- An even match.
- Loss: -9.
- Rating after: 1018
39th ➔ 62nd · How this was worked out
- Rating before: 1009
- Team average: 1009 against 1017.
- An even match.
- Loss: -9.
- Rating after: 1000
unranked ➔ 139th · How this was worked out
- Rating before: 1000
- Team average: 1009 against 1017.
- An even match.
- Loss: -9.
- Rating after: 991
unranked ➔ 140th · How this was worked out
- Rating before: 1000
- Team average: 1009 against 1017.
- An even match.
- Loss: -9.
- Rating after: 991
Winners
5th ➔ 3rd · How this was worked out
- Rating before: 1153
- Team average: 1013 against 995.
- An even match.
- Win: +8.
- Rating after: 1161
181st ➔ 179th · How this was worked out
- Rating before: 964
- Team average: 1013 against 995.
- An even match.
- Win: +8.
- Rating after: 972
186th ➔ 182nd · How this was worked out
- Rating before: 955
- Team average: 1013 against 995.
- An even match.
- Win: +8.
- Rating after: 963
162nd ➔ 140th · How this was worked out
- Rating before: 980
- Team average: 1013 against 995.
- An even match.
- Win: +8.
- Rating after: 988
vs
Losers
160th ➔ 165th · How this was worked out
- Rating before: 982
- Team average: 995 against 1013.
- An even match.
- Loss: -8.
- Rating after: 974
37th ➔ 59th · How this was worked out
- Rating before: 1009
- Team average: 995 against 1013.
- An even match.
- Loss: -8.
- Rating after: 1001
92nd ➔ 144th · How this was worked out
- Rating before: 991
- Team average: 995 against 1013.
- An even match.
- Loss: -8.
- Rating after: 983
80th ➔ 91st · How this was worked out
- Rating before: 999
- Team average: 995 against 1013.
- An even match.
- Loss: -8.
- Rating after: 991
Winners
5th · How this was worked out
- Rating before: 1144
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 1153
185th ➔ 181st · How this was worked out
- Rating before: 955
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 964
23rd ➔ 21st · How this was worked out
- Rating before: 1027
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 1036
189th ➔ 186th · How this was worked out
- Rating before: 946
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 955
vs
Losers
13th ➔ 16th · How this was worked out
- Rating before: 1054
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1045
30th ➔ 37th · How this was worked out
- Rating before: 1018
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1009
38th ➔ 60th · How this was worked out
- Rating before: 1010
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1001
80th ➔ 92nd · How this was worked out
- Rating before: 1000
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 991
Winners
5th · How this was worked out
- Rating before: 1135
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 1144
189th ➔ 185th · How this was worked out
- Rating before: 946
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 955
62nd ➔ 38th · How this was worked out
- Rating before: 1001
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 1010
139th ➔ 80th · How this was worked out
- Rating before: 991
- Team average: 1018 against 1020.
- An even match.
- Win: +9.
- Rating after: 1000
vs
Losers
21st ➔ 23rd · How this was worked out
- Rating before: 1036
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1027
185th ➔ 189th · How this was worked out
- Rating before: 955
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 946
10th ➔ 13th · How this was worked out
- Rating before: 1063
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1054
28th ➔ 30th · How this was worked out
- Rating before: 1027
- Team average: 1020 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1018
Winners
5th · How this was worked out
- Rating before: 1126
- Team average: 1018 against 1018.
- An even match.
- Win: +9.
- Rating after: 1135
194th ➔ 193rd · How this was worked out
- Rating before: 936
- Team average: 1018 against 1018.
- An even match.
- Win: +9.
- Rating after: 945
33rd ➔ 28th · How this was worked out
- Rating before: 1018
- Team average: 1018 against 1018.
- An even match.
- Win: +9.
- Rating after: 1027
82nd ➔ 62nd · How this was worked out
- Rating before: 992
- Team average: 1018 against 1018.
- An even match.
- Win: +9.
- Rating after: 1001
vs
Losers
182nd ➔ 189th · How this was worked out
- Rating before: 955
- Team average: 1018 against 1018.
- An even match.
- Loss: -9.
- Rating after: 946
17th ➔ 21st · How this was worked out
- Rating before: 1045
- Team average: 1018 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1036
unranked ➔ 139th · How this was worked out
- Rating before: 1000
- Team average: 1018 against 1018.
- An even match.
- Loss: -9.
- Rating after: 991
10th · How this was worked out
- Rating before: 1072
- Team average: 1018 against 1018.
- An even match.
- Loss: -9.
- Rating after: 1063
Winners
5th · How this was worked out
- Rating before: 1117
- Team average: 999 against 1000.
- An even match.
- Win: +9.
- Rating after: 1126
194th · How this was worked out
- Rating before: 927
- Team average: 999 against 1000.
- An even match.
- Win: +9.
- Rating after: 936
188th ➔ 185th · How this was worked out
- Rating before: 946
- Team average: 999 against 1000.
- An even match.
- Win: +9.
- Rating after: 955
56th ➔ 33rd · How this was worked out
- Rating before: 1009
- Team average: 999 against 1000.
- An even match.
- Win: +9.
- Rating after: 1018
vs
Losers
180th ➔ 182nd · How this was worked out
- Rating before: 964
- Team average: 1000 against 999.
- An even match.
- Loss: -9.
- Rating after: 955
14th ➔ 17th · How this was worked out
- Rating before: 1054
- Team average: 1000 against 999.
- An even match.
- Loss: -9.
- Rating after: 1045
151st ➔ 167th · How this was worked out
- Rating before: 982
- Team average: 1000 against 999.
- An even match.
- Loss: -9.
- Rating after: 973
60th ➔ 82nd · How this was worked out
- Rating before: 1001
- Team average: 1000 against 999.
- An even match.
- Loss: -9.
- Rating after: 992
Winners
6th ➔ 5th · How this was worked out
- Rating before: 1108
- Team average: 995 against 993.
- An even match.
- Win: +9.
- Rating after: 1117
185th ➔ 180th · How this was worked out
- Rating before: 955
- Team average: 995 against 993.
- An even match.
- Win: +9.
- Rating after: 964
196th ➔ 194th · How this was worked out
- Rating before: 918
- Team average: 995 against 993.
- An even match.
- Win: +9.
- Rating after: 927
62nd ➔ 56th · How this was worked out
- Rating before: 1000
- Team average: 995 against 993.
- An even match.
- Win: +9.
- Rating after: 1009
vs
Losers
31st ➔ 37th · How this was worked out
- Rating before: 1018
- Team average: 993 against 995.
- An even match.
- Loss: -9.
- Rating after: 1009
183rd ➔ 188th · How this was worked out
- Rating before: 955
- Team average: 993 against 995.
- An even match.
- Loss: -9.
- Rating after: 946
95th ➔ 151st · How this was worked out
- Rating before: 991
- Team average: 993 against 995.
- An even match.
- Loss: -9.
- Rating after: 982
38th ➔ 60th · How this was worked out
- Rating before: 1010
- Team average: 993 against 995.
- An even match.
- Loss: -9.
- Rating after: 1001
Clan war[CP] vs [BILB] · Game 2 of 2War: Drawn 1-1[CP] 1113 → 1108 How this was worked out
- Rating before: 1113
- Clan ratings: 1113 against 1000.
- Expected result: 66%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 32.
- Rating after: 1108
32 × (0.5 - 0.66) = -5 · #2[BILB] 1000 → 1010 How this was worked out- Rating before: 1000
- Clan ratings: 1000 against 1113.
- Expected result: 34%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 64, doubled during a clan's first 10 wars.
- Rating after: 1010
64 × (0.5 - 0.34) = +10 · #5 → #4Placement war, counts double: Excelsior, wowowowow, leslotje, FlyingCow, DrThraxWinners
9th · How this was worked out
- Rating before: 1068
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1059
40 × (0.5 - 0.72) = -91st · How this was worked out
- Rating before: 1267
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1258
40 × (0.5 - 0.72) = -9unranked ➔ 11th · How this was worked out
- Rating before: 1048
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 5 of 5.
- Rating after: 1030
80 × (0.5 - 0.72) = -182nd · How this was worked out
- Rating before: 1218
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1209
40 × (0.5 - 0.72) = -9vs
Losers
How this was worked out
- Rating before: 1004
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 4 of 5.
- Rating after: 1022
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 989
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 3 of 5.
- Rating after: 1007
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 974
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 992
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 974
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 992
80 × (0.5 - 0.28) = +18Clan war[CP] vs [BILB] · Game 1 of 2War: Drawn 1-1[CP] 1113 → 1108 How this was worked out
- Rating before: 1113
- Clan ratings: 1113 against 1000.
- Expected result: 66%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 32.
- Rating after: 1108
32 × (0.5 - 0.66) = -5 · #2[BILB] 1000 → 1010 How this was worked out- Rating before: 1000
- Clan ratings: 1000 against 1113.
- Expected result: 34%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 64, doubled during a clan's first 10 wars.
- Rating after: 1010
64 × (0.5 - 0.34) = +10 · #5 → #4Placement war, counts double: Excelsior, wowowowow, leslotje, FlyingCow, DrThraxWinners
How this was worked out
- Rating before: 1004
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 4 of 5.
- Rating after: 1022
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 989
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 3 of 5.
- Rating after: 1007
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 974
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 992
80 × (0.5 - 0.28) = +18How this was worked out
- Rating before: 974
- Side average: 985 against 1150.
- Expected result: 28%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 992
80 × (0.5 - 0.28) = +18vs
Losers
9th · How this was worked out
- Rating before: 1068
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1059
40 × (0.5 - 0.72) = -91st · How this was worked out
- Rating before: 1267
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1258
40 × (0.5 - 0.72) = -9unranked ➔ 11th · How this was worked out
- Rating before: 1048
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 80, doubled for placement war 5 of 5.
- Rating after: 1030
80 × (0.5 - 0.72) = -182nd · How this was worked out
- Rating before: 1218
- Side average: 1150 against 985.
- Expected result: 72%, where an even match is 50%.
- Result: war drawn, counts as 0.5.
- Step size: 40.
- Rating after: 1209
40 × (0.5 - 0.72) = -9Clan war[BILB] vs [CP] · Game 2 of 2War: [CP] won 2-0[BILB] 1025 → 1000 How this was worked out
- Rating before: 1025
- Clan ratings: 1025 against 1100.
- Expected result: 39%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 64, doubled during a clan's first 10 wars.
- Rating after: 1000
64 × (0 - 0.39) = -25 · #4[CP] 1100 → 1113 How this was worked out- Rating before: 1100
- Clan ratings: 1100 against 1025.
- Expected result: 61%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 32.
- Rating after: 1113
32 × (1 - 0.61) = +13 · #3Placement war, counts double: FlyingCow, wowowowow, leslotje, DrThrax, ExcelsiorWinners
How this was worked out
- Rating before: 1022
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 80, doubled for placement war 4 of 5.
- Rating after: 1048
80 × (1 - 0.67) = +261st · How this was worked out
- Rating before: 1254
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1267
40 × (1 - 0.67) = +132nd · How this was worked out
- Rating before: 1205
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1218
40 × (1 - 0.67) = +1310th ➔ 9th · How this was worked out
- Rating before: 1055
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1068
40 × (1 - 0.67) = +13vs
Losers
How this was worked out
- Rating before: 1000
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 1 of 5.
- Rating after: 974
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1030
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 3 of 5.
- Rating after: 1004
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1015
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 989
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1000
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 1 of 5.
- Rating after: 974
80 × (0 - 0.33) = -26Clan war[BILB] vs [CP] · Game 1 of 2War: [CP] won 2-0[BILB] 1025 → 1000 How this was worked out
- Rating before: 1025
- Clan ratings: 1025 against 1100.
- Expected result: 39%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 64, doubled during a clan's first 10 wars.
- Rating after: 1000
64 × (0 - 0.39) = -25 · #4[CP] 1100 → 1113 How this was worked out- Rating before: 1100
- Clan ratings: 1100 against 1025.
- Expected result: 61%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 32.
- Rating after: 1113
32 × (1 - 0.61) = +13 · #3Placement war, counts double: FlyingCow, wowowowow, leslotje, DrThrax, ExcelsiorWinners
How this was worked out
- Rating before: 1022
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 80, doubled for placement war 4 of 5.
- Rating after: 1048
80 × (1 - 0.67) = +261st · How this was worked out
- Rating before: 1254
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1267
40 × (1 - 0.67) = +132nd · How this was worked out
- Rating before: 1205
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1218
40 × (1 - 0.67) = +1310th ➔ 9th · How this was worked out
- Rating before: 1055
- Side average: 1134 against 1011.
- Expected result: 67%, where an even match is 50%.
- Result: war won, counts as 1.
- Step size: 40.
- Rating after: 1068
40 × (1 - 0.67) = +13vs
Losers
How this was worked out
- Rating before: 1000
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 1 of 5.
- Rating after: 974
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1030
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 3 of 5.
- Rating after: 1004
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1015
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 2 of 5.
- Rating after: 989
80 × (0 - 0.33) = -26How this was worked out
- Rating before: 1000
- Side average: 1011 against 1134.
- Expected result: 33%, where an even match is 50%.
- Result: war lost, counts as 0.
- Step size: 80, doubled for placement war 1 of 5.
- Rating after: 974
80 × (0 - 0.33) = -26Winners
8th ➔ 6th · How this was worked out
- Rating before: 1099
- Team average: 1079 against 1078.
- An even match.
- Win: +9.
- Rating after: 1108
188th ➔ 185th · How this was worked out
- Rating before: 946
- Team average: 1079 against 1078.
- An even match.
- Win: +9.
- Rating after: 955
2nd · How this was worked out
- Rating before: 1172
- Team average: 1079 against 1078.
- An even match.
- Win: +9.
- Rating after: 1181
6th ➔ 5th · How this was worked out
- Rating before: 1101
- Team average: 1079 against 1078.
- An even match.
- Win: +9.
- Rating after: 1110
vs
Losers
141st ➔ 162nd · How this was worked out
- Rating before: 989
- Team average: 1078 against 1079.
- An even match.
- Loss: -9.
- Rating after: 980
1st · How this was worked out
- Rating before: 1195
- Team average: 1078 against 1079.
- An even match.
- Loss: -9.
- Rating after: 1186
5th ➔ 7th · How this was worked out
- Rating before: 1111
- Team average: 1078 against 1079.
- An even match.
- Loss: -9.
- Rating after: 1102
30th ➔ 38th · How this was worked out
- Rating before: 1019
- Team average: 1078 against 1079.
- An even match.
- Loss: -9.
- Rating after: 1010
Winners
8th · How this was worked out
- Rating before: 1090
- Team average: 1081 against 1076.
- An even match.
- Win: +9.
- Rating after: 1099
162nd ➔ 141st · How this was worked out
- Rating before: 980
- Team average: 1081 against 1076.
- An even match.
- Win: +9.
- Rating after: 989
2nd · How this was worked out
- Rating before: 1163
- Team average: 1081 against 1076.
- An even match.
- Win: +9.
- Rating after: 1172
7th ➔ 6th · How this was worked out
- Rating before: 1092
- Team average: 1081 against 1076.
- An even match.
- Win: +9.
- Rating after: 1101
vs
Losers
1st · How this was worked out
- Rating before: 1204
- Team average: 1076 against 1081.
- An even match.
- Loss: -9.
- Rating after: 1195
24th ➔ 30th · How this was worked out
- Rating before: 1028
- Team average: 1076 against 1081.
- An even match.
- Loss: -9.
- Rating after: 1019
5th · How this was worked out
- Rating before: 1120
- Team average: 1076 against 1081.
- An even match.
- Loss: -9.
- Rating after: 1111
185th ➔ 191st · How this was worked out
- Rating before: 954
- Team average: 1076 against 1081.
- An even match.
- Loss: -9.
- Rating after: 945
Winners
1st · How this was worked out
- Rating before: 1195
- Team average: 1078 against 1079.
- An even match.
- Win: +9.
- Rating after: 1204
3rd ➔ 2nd · How this was worked out
- Rating before: 1154
- Team average: 1078 against 1079.
- An even match.
- Win: +9.
- Rating after: 1163
30th ➔ 24th · How this was worked out
- Rating before: 1019
- Team average: 1078 against 1079.
- An even match.
- Win: +9.
- Rating after: 1028
191st ➔ 185th · How this was worked out
- Rating before: 945
- Team average: 1078 against 1079.
- An even match.
- Win: +9.
- Rating after: 954
vs
Losers
8th · How this was worked out
- Rating before: 1099
- Team average: 1079 against 1078.
- An even match.
- Loss: -9.
- Rating after: 1090
141st ➔ 162nd · How this was worked out
- Rating before: 989
- Team average: 1079 against 1078.
- An even match.
- Loss: -9.
- Rating after: 980
5th · How this was worked out
- Rating before: 1129
- Team average: 1079 against 1078.
- An even match.
- Loss: -9.
- Rating after: 1120
6th ➔ 7th · How this was worked out
- Rating before: 1101
- Team average: 1079 against 1078.
- An even match.
- Loss: -9.
- Rating after: 1092
Winners
8th · How this was worked out
- Rating before: 1090
- Team average: 1076 against 1080.
- An even match.
- Win: +9.
- Rating after: 1099
162nd ➔ 141st · How this was worked out
- Rating before: 980
- Team average: 1076 against 1080.
- An even match.
- Win: +9.
- Rating after: 989
4th ➔ 3rd · How this was worked out
- Rating before: 1145
- Team average: 1076 against 1080.
- An even match.
- Win: +9.
- Rating after: 1154
7th ➔ 6th · How this was worked out
- Rating before: 1092
- Team average: 1076 against 1080.
- An even match.
- Win: +9.
- Rating after: 1101
vs
Losers
28th ➔ 38th · How this was worked out
- Rating before: 1024
- Team average: 1080 against 1076.
- An even match.
- Loss: -9.
- Rating after: 1015
1st · How this was worked out
- Rating before: 1204
- Team average: 1080 against 1076.
- An even match.
- Loss: -9.
- Rating after: 1195
5th · How this was worked out
- Rating before: 1138
- Team average: 1080 against 1076.
- An even match.
- Loss: -9.
- Rating after: 1129
185th ➔ 191st · How this was worked out
- Rating before: 954
- Team average: 1080 against 1076.
- An even match.
- Loss: -9.
- Rating after: 945
Winners
8th · How this was worked out
- Rating before: 1081
- Team average: 1077 against 1079.
- An even match.
- Win: +9.
- Rating after: 1090
38th ➔ 28th · How this was worked out
- Rating before: 1015
- Team average: 1077 against 1079.
- An even match.
- Win: +9.
- Rating after: 1024
5th · How this was worked out
- Rating before: 1129
- Team average: 1077 against 1079.
- An even match.
- Win: +9.
- Rating after: 1138
7th · How this was worked out
- Rating before: 1083
- Team average: 1077 against 1079.
- An even match.
- Win: +9.
- Rating after: 1092
vs
Losers
1st · How this was worked out
- Rating before: 1213
- Team average: 1079 against 1077.
- An even match.
- Loss: -9.
- Rating after: 1204
141st ➔ 162nd · How this was worked out
- Rating before: 989
- Team average: 1079 against 1077.
- An even match.
- Loss: -9.
- Rating after: 980
3rd ➔ 4th · How this was worked out
- Rating before: 1154
- Team average: 1079 against 1077.
- An even match.
- Loss: -9.
- Rating after: 1145
180th ➔ 185th · How this was worked out
- Rating before: 963
- Team average: 1079 against 1077.
- An even match.
- Loss: -9.
- Rating after: 954
Winners
10th ➔ 8th · How this was worked out
- Rating before: 1072
- Team average: 1052 against 1048.
- An even match.
- Win: +9.
- Rating after: 1081
163rd ➔ 141st · How this was worked out
- Rating before: 980
- Team average: 1052 against 1048.
- An even match.
- Win: +9.
- Rating after: 989
1st · How this was worked out
- Rating before: 1204
- Team average: 1052 against 1048.
- An even match.
- Win: +9.
- Rating after: 1213
186th ➔ 180th · How this was worked out
- Rating before: 954
- Team average: 1052 against 1048.
- An even match.
- Win: +9.
- Rating after: 963
vs
Losers
28th ➔ 38th · How this was worked out
- Rating before: 1024
- Team average: 1048 against 1052.
- An even match.
- Loss: -9.
- Rating after: 1015
15th ➔ 19th · How this was worked out
- Rating before: 1053
- Team average: 1048 against 1052.
- An even match.
- Loss: -9.
- Rating after: 1044
182nd ➔ 189th · How this was worked out
- Rating before: 955
- Team average: 1048 against 1052.
- An even match.
- Loss: -9.
- Rating after: 946
2nd ➔ 3rd · How this was worked out
- Rating before: 1163
- Team average: 1048 against 1052.
- An even match.
- Loss: -9.
- Rating after: 1154
Winners
10th · How this was worked out
- Rating before: 1063
- Team average: 1050 against 1050.
- An even match.
- Win: +9.
- Rating after: 1072
38th ➔ 28th · How this was worked out
- Rating before: 1015
- Team average: 1050 against 1050.
- An even match.
- Win: +9.
- Rating after: 1024
177th ➔ 163rd · How this was worked out
- Rating before: 971
- Team average: 1050 against 1050.
- An even match.
- Win: +9.
- Rating after: 980
3rd ➔ 2nd · How this was worked out
- Rating before: 1154
- Team average: 1050 against 1050.
- An even match.
- Win: +9.
- Rating after: 1163
vs
Losers
180th ➔ 182nd · How this was worked out
- Rating before: 964
- Team average: 1050 against 1050.
- An even match.
- Loss: -9.
- Rating after: 955
11th ➔ 15th · How this was worked out
- Rating before: 1062
- Team average: 1050 against 1050.
- An even match.
- Loss: -9.
- Rating after: 1053
1st · How this was worked out
- Rating before: 1213
- Team average: 1050 against 1050.
- An even match.
- Loss: -9.
- Rating after: 1204
181st ➔ 186th · How this was worked out
- Rating before: 963
- Team average: 1050 against 1050.
- An even match.
- Loss: -9.
- Rating after: 954
Winners
181st ➔ 177th · How this was worked out
- Rating before: 962
- Team average: 1069 against 1069.
- An even match.
- Win: +9.
- Rating after: 971
4th ➔ 3rd · How this was worked out
- Rating before: 1145
- Team average: 1069 against 1069.
- An even match.
- Win: +9.
- Rating after: 1154
16th ➔ 14th · How this was worked out
- Rating before: 1051
- Team average: 1069 against 1069.
- An even match.
- Win: +9.
- Rating after: 1060
5th · How this was worked out
- Rating before: 1120
- Team average: 1069 against 1069.
- An even match.
- Win: +9.
- Rating after: 1129
vs
Losers
9th ➔ 10th · How this was worked out
- Rating before: 1072
- Team average: 1069 against 1069.
- An even match.
- Loss: -9.
- Rating after: 1063
1st · How this was worked out
- Rating before: 1222
- Team average: 1069 against 1069.
- An even match.
- Loss: -9.
- Rating after: 1213
11th · How this was worked out
- Rating before: 1071
- Team average: 1069 against 1069.
- An even match.
- Loss: -9.
- Rating after: 1062
198th · How this was worked out
- Rating before: 913
- Team average: 1069 against 1069.
- An even match.
- Loss: -9.
- Rating after: 904
Winners
1st · How this was worked out
- Rating before: 1213
- Team average: 1072 against 1069.
- An even match.
- Win: +9.
- Rating after: 1222
12th ➔ 11th · How this was worked out
- Rating before: 1062
- Team average: 1072 against 1069.
- An even match.
- Win: +9.
- Rating after: 1071
5th · How this was worked out
- Rating before: 1111
- Team average: 1072 against 1069.
- An even match.
- Win: +9.
- Rating after: 1120
198th · How this was worked out
- Rating before: 904
- Team average: 1072 against 1069.
- An even match.
- Win: +9.
- Rating after: 913
vs
Losers
8th ➔ 9th · How this was worked out
- Rating before: 1081
- Team average: 1069 against 1072.
- An even match.
- Loss: -9.
- Rating after: 1072
177th ➔ 181st · How this was worked out
- Rating before: 971
- Team average: 1069 against 1072.
- An even match.
- Loss: -9.
- Rating after: 962
3rd ➔ 4th · How this was worked out
- Rating before: 1154
- Team average: 1069 against 1072.
- An even match.
- Loss: -9.
- Rating after: 1145
11th ➔ 13th · How this was worked out
- Rating before: 1070
- Team average: 1069 against 1072.
- An even match.
- Loss: -9.
- Rating after: 1061
thats why i never play 4v4s .. sry for dc guys
♥ 1
Winners
189th ➔ 186th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
138th ➔ 79th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
37th ➔ 30th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
50th ➔ 34th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
175th ➔ 178th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
58th ➔ 63rd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
152nd ➔ 167th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
45th ➔ 62nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
Winners
177th ➔ 175th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
62nd ➔ 37th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
168th ➔ 162nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
70th ➔ 58th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
183rd ➔ 189th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 138th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 139th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
98th ➔ 152nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
Winners
18th ➔ 14th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
4th ➔ 3rd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
19th ➔ 15th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
184th ➔ 178th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
8th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
21st ➔ 22nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
7th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
143rd ➔ 163rd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
Winners
8th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
22nd ➔ 18th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
4th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
189th ➔ 184th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
14th ➔ 19th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
16th ➔ 21st · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
6th ➔ 7th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
82nd ➔ 143rd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
Winners
4th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
19th ➔ 14th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
21st ➔ 16th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
190th ➔ 189th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
8th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
18th ➔ 22nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
57th ➔ 63rd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
63rd ➔ 82nd · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
Winners
29th ➔ 27th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
142nd ➔ 91st · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
112th ➔ 79th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 56th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
vs
Losers
unranked ➔ 136th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 137th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 138th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.
unranked ➔ 139th · How this was worked out
- The change depends on the rating gap. Beating a higher-rated side pays more, and losing to a lower-rated side costs more.
- This game was played before the full breakdown was recorded.


















