Normandy OmerInvasion (counter) · invasion · SQUADS · standard
BR 5match BR
start
14:17length
691kills
Team 1winner
decode: proto 308 · 1983 stat syncs · 694 zone events · 700 soldier mappings · 7626454.07s · game 0.7.6.56
Scoreboard
Factions: Axis vs Western Allies — sides not determinable for this mode
Team 1 · score 36905PlayersTeam 2 · score 11878
6cancoman (AI)[BOT]—1704.0094.052379
7cuangxinjack57 (AI)[BOT]31912.0072.052114
8Agolegalov (AI)[BOT]—1106.0044.031894
10GOTLOT97612 (AI)[BOT]—1404.0073.051700
11Opolat (AI)[BOT]—402.0042.011280
12steeek (AI)[BOT]—401.0032.01695
13tod1017 (AI)[BOT]—304.0001.01534
14pouhdag (AI)[BOT]—100.0000.0130
3zxczadute (AI)[BOT]32414.00130.071475
5Karpoper3 (AI)[BOT]31504.00110.07935
7dragon2000 (AI)[BOT]—1602.0180.09834
8danae51008 (AI)[BOT]—701.0450.05668
9iPaster (AI)[BOT]—1101.0050.011578
10Stisydude61304 (AI)[BOT]—504.0040.09358
11Zerollo851200 (AI)[BOT]—200.0010.0290
12schance413 (AI)[BOT]—100.0000.0134
13lord64292 (AI)[BOT]—001.0000.0120
14FilterStephy (AI)[BOT]—000.0000.010
16simonpolg (AI)[BOT]—000.0000.010
Assists are approximate — the replay records a lower assist count than the in-game scoreboard shows; all other columns match the in-game values.
Rating maths
Pre-match odds: 98% / 2%. For reference only — this is how the rating was worked out, not advice on how to play.
Full formula →
Kostaki2188@live+1.5242 → 243
- 242 110 rated matches before this, mid-range of 200–904
- 2% win chance
- -0.11
- 0.24 of 1.00 50% result (0) + 50% stats (0.48)
- +0.22
- 13.8 pts
- 13.81 × +0.2167 = +2.99 applied: +1.5
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9972² × 0.0242 × (1−0.0242)) = 1,285,132
ceiling = / (1/49.1² + 1/1,285,132) × 0.9972 = 13.81
change = 13.81 × (0.2409 − 0.0242) = +2.99
The full formula and pseudocode on the formula page →
RamLaBumm@live+0.3981 → 981
- 981 164 rated matches before this, mid-range of 889–1054
- 2% win chance
- -1.74
- 0.12 of 1.00 50% result (0) + 50% stats (0.24)
- +0.10
- 7.0 pts
- 6.99 × +0.0954 = +0.67 applied: +0.3
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9972² × 0.0242 × (1−0.0242)) = 1,285,132
ceiling = / (1/34.9² + 1/1,285,132) × 0.9972 = 6.99
change = 6.99 × (0.1196 − 0.0242) = +0.67
The full formula and pseudocode on the formula page →
wilster117@live+0.21789 → 1789
- 1789 167 rated matches before this, mid-range of 1100–1790
- 98% win chance
- +12.73
- 1.00 of 1.00 49% result (1) + 51% stats (1.00)
- +0.02
- 7.8 pts
- 7.79 × +0.0241 = +0.19 applied: +0.2
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/36.8² + 1/1,278,713) × 0.9997 = 7.79
change = 7.79 × (0.9999 − 0.9758) = +0.19
The full formula and pseudocode on the formula page →
Babywydd@psn+0.0200 → 200
- 200 68 rated matches before this, its lowest yet
- 2% win chance
- -5.42
- 0.01 of 1.00 50% result (0) + 50% stats (0.02)
- -0.01
- 20.5 pts
- 20.47 × -0.0123 = -0.25 applied: +0.0
- raised to the rating floor
Show the arithmetic
= 1 / (² × 0.9972² × 0.0242 × (1−0.0242)) = 1,285,132
ceiling = / (1/59.8² + 1/1,285,132) × 0.9972 = 20.47
change = 20.47 × (0.0119 − 0.0242) = -0.25
The full formula and pseudocode on the formula page →
Jama1192@live+0.0200 → 200
- 200 200+ rated matches before this, its lowest in the last 200
- 98% win chance
- -0.69
- 0.67 of 1.00 49% result (1) + 51% stats (0.36)
- -0.30
- 3.8 pts
- 3.83 × -0.3038 = -1.16 applied: +0.0
- raised to the rating floor
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/25.8² + 1/1,278,713) × 0.9997 = 3.83
change = 3.83 × (0.6720 − 0.9758) = -1.16
The full formula and pseudocode on the formula page →
dnga2019@psn+0.0200 → 200
- 200 200+ rated matches before this, its lowest in the last 200
- 2% win chance
- -3.93
- 0.03 of 1.00 50% result (0) + 50% stats (0.07)
- +0.01
- 3.8 pts
- 3.82 × +0.0098 = +0.04 applied: +0.0
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9972² × 0.0242 × (1−0.0242)) = 1,285,132
ceiling = / (1/25.8² + 1/1,285,132) × 0.9972 = 3.82
change = 3.82 × (0.0340 − 0.0242) = +0.04
The full formula and pseudocode on the formula page →
Brazenknight364@live-1.7858 → 856
- 858 200+ rated matches before this, mid-range of 855–910 over the last 200
- 98% win chance
- +6.13
- 0.53 of 1.00 49% result (1) + 51% stats (0.08)
- -0.45
- 3.8 pts
- 3.83 × -0.4472 = -1.71 applied: -1.7
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/25.8² + 1/1,278,713) × 0.9997 = 3.83
change = 3.83 × (0.5286 − 0.9758) = -1.71
The full formula and pseudocode on the formula page →
erkhz_@psn-2.2489 → 487
- 489 200+ rated matches before this, mid-range of 486–680 over the last 200
- 98% win chance
- -3.17
- 0.54 of 1.00 49% result (1) + 51% stats (0.10)
- -0.43
- 5.1 pts
- 5.11 × -0.4347 = -2.22 applied: -2.2
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/29.8² + 1/1,278,713) × 0.9997 = 5.11
change = 5.11 × (0.5411 − 0.9758) = -2.22
The full formula and pseudocode on the formula page →
julio_foolio999@psn-7.1336 → 329
- 336 145 rated matches before this, mid-range of 334–904
- 98% win chance
- -2.41
- 0.13 of 1.00 49% result (1) + 51% stats (-0.69)
- -0.84
- 8.4 pts
- 8.43 × -0.8417 = -7.10 applied: -7.1
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/38.3² + 1/1,278,713) × 0.9997 = 8.43
change = 8.43 × (0.1341 − 0.9758) = -7.10
The full formula and pseudocode on the formula page →
Greenberet2747@live-72.11100 → 1028
- 1100 1 rated match before this
- 98% win chance
- -3.55
- 0.78 of 1.00 76% result (1) + 24% stats (0.09)
- -0.20
- 363.3 pts
- 363.30 × -0.1985 = -72.12 applied: -72.1
Show the arithmetic
= 1 / (² × 0.9997² × 0.9758 × (1−0.9758)) = 1,278,713
ceiling = / (1/257.7² + 1/1,278,713) × 0.9997 = 363.30
change = 363.30 × (0.7773 − 0.9758) = -72.12
The full formula and pseudocode on the formula page →
Captures
Weapon breakdown
Raw stat fields (454 values) — raw JSON
