Normandy Coast RuinsInvasion (counter) · invasion · SQUADS · standard
BR 2match BR
start
23:49length
1009kills
Team 2winner
decode: proto 308 · 2946 stat syncs · 1020 zone events · 1013 soldier mappings · 7202432.16s · game 0.7.6.57
Scoreboard
Factions: Axis vs Western Allies — sides not determinable for this mode
Team 1 · score 24027PlayersTeam 2 · score 39836
3TYchanders (AI)[BOT]—45016.09180.092886
4Drag (AI)[BOT]—55210.00120.0102458
5BEYTOV (AI)[BOT]—4819.00180.0122338
6keachito (AI)[BOT]—4707.0670.082204
7CrazyLea (AI)[BOT]—41013.01110.0101928
8Finglarna (AI)[BOT]—4008.00130.081754
9durker11 (AI)[BOT]—29015.0070.0101500
10BoogerSnto (AI)[BOT]22906.0070.051229
3aliminulov16 (AI)[BOT]15816.011363.0104954
5KokaDrules (AI)[BOT]—4209.00313.0103640
6zandygum016391 (AI)[BOT]24323.00242.063319
7joismon94113 (AI)[BOT]—2918.07192.0123094
8Wikun16934 (AI)[BOT]—36011.00193.083050
9Gosv11396 (AI)[BOT]13615.00202.0112810
10MonkoleXx (AI)[BOT]23211.00142.0102460
11Toastytuddiga (AI)[BOT]—102.0010.01100
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: 28% / 72%. For reference only — this is how the rating was worked out, not advice on how to play.
Full formula →
HIDEO1008_@psn+3.7452 → 456
- 452 26 rated matches before this, mid-range of 367–900
- 28% win chance
- +5.32
- 0.46 of 1.00 50% result (0) + 50% stats (0.91)
- +0.18
- 41.2 pts
- 41.17 × +0.1799 = +7.41 applied: +3.7
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9988² × 0.2769 × (1−0.2769)) = 151,081
ceiling = / (1/86.7² + 1/151,081) × 0.9988 = 41.17
change = 41.17 × (0.4568 − 0.2769) = +7.41
The full formula and pseudocode on the formula page →
YvesSchoon@psn+1.0353 → 354
- 353 200+ rated matches before this, its lowest in the last 200
- 72% win chance
- +5.60
- 0.98 of 1.00 34% result (1) + 66% stats (0.98)
- +0.26
- 3.8 pts
- 3.81 × +0.2615 = +1.00 applied: +1.0
Show the arithmetic
= 1 / (² × 0.9986² × 0.7231 × (1−0.7231)) = 151,142
ceiling = / (1/25.8² + 1/151,142) × 0.9986 = 3.81
change = 3.81 × (0.9846 − 0.7231) = +1.00
The full formula and pseudocode on the formula page →
severzone45@psn-1.3678 → 677
- 678 200+ rated matches before this, its highest in the last 200
- 72% win chance
- -4.93
- 0.36 of 1.00 34% result (1) + 66% stats (0.03)
- -0.36
- 3.8 pts
- 3.81 × -0.3618 = -1.38 applied: -1.3
Show the arithmetic
= 1 / (² × 0.9986² × 0.7231 × (1−0.7231)) = 151,142
ceiling = / (1/25.8² + 1/151,142) × 0.9986 = 3.81
change = 3.81 × (0.3613 − 0.7231) = -1.38
The full formula and pseudocode on the formula page →
Mr-Mob0000@psn-9.1232 → 222
- 232 12 rated matches before this, its lowest yet
- 28% win chance
- -0.55
- 0.16 of 1.00 50% result (0) + 50% stats (0.32)
- -0.12
- 77.3 pts
- 77.32 × -0.1186 = -9.17 applied: -9.1
Show the arithmetic
= 1 / (² × 0.9988² × 0.2769 × (1−0.2769)) = 151,081
ceiling = / (1/121.5² + 1/151,081) × 0.9988 = 77.32
change = 77.32 × (0.1583 − 0.2769) = -9.17
The full formula and pseudocode on the formula page →
pearly-cannery01@psn-25.5728 → 703
- 728 9 rated matches before this, its lowest yet
- 72% win chance
- -2.55
- 0.44 of 1.00 34% result (1) + 66% stats (0.15)
- -0.28
- 90.7 pts
- 90.66 × -0.2822 = -25.58 applied: -25.5
Show the arithmetic
= 1 / (² × 0.9986² × 0.7231 × (1−0.7231)) = 151,142
ceiling = / (1/132.7² + 1/151,142) × 0.9986 = 90.66
change = 90.66 × (0.4409 − 0.7231) = -25.58
The full formula and pseudocode on the formula page →
Captures
Weapon breakdown
Raw stat fields (358 values) — raw JSON
