Normandy BeachInvasion · invasion · SQUADS · standard
BR 5match BR
start
21:50length
1045kills
Team 1winner
Mixed20 human · 8 console / 12 PC decode: proto 308 · 3006 stat syncs · 788 zone events · 1024 soldier mappings · 7574139.12s · game 0.7.6.56
Scoreboard
Factions: Axis vs Western Allies — sides not determinable for this mode
Team 1 · score 46723PlayersTeam 2 · score 24444
10ieplayai1 (AI)[BOT]—902.0020.011374
11Ghostboll63164 (AI)[BOT]—700.0030.04300
12matek2000 (AI)[BOT]—102.0000.0674
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: 97% / 3%. For reference only — this is how the rating was worked out, not advice on how to play.
Full formula →
grandpa420#1+9.31207 → 1217
- 1207 41 rated matches before this, mid-range of 1057–1241
- 3% win chance
- +3.00
- 0.44 of 1.00 50% result (0) + 50% stats (0.88)
- +0.41
- 45.3 pts
- 45.31 × +0.4100 = +18.58 applied: +9.3
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/89.1² + 1/1,018,761) × 0.9993 = 45.31
change = 45.31 × (0.4406 − 0.0306) = +18.58
The full formula and pseudocode on the formula page →
G_Clappa+3.31244 → 1248
- 1244 103 rated matches before this, mid-range of 929–1248
- 3% win chance
- +4.21
- 0.47 of 1.00 50% result (0) + 50% stats (0.94)
- +0.44
- 15.3 pts
- 15.28 × +0.4409 = +6.74 applied: +3.3
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/51.6² + 1/1,018,761) × 0.9993 = 15.28
change = 15.28 × (0.4715 − 0.0306) = +6.74
The full formula and pseudocode on the formula page →
TalonHawkslayer+1.6465 → 467
- 465 56 rated matches before this, its lowest yet
- 3% win chance
- -0.92
- 0.16 of 1.00 50% result (0) + 50% stats (0.32)
- +0.13
- 23.7 pts
- 23.69 × +0.1308 = +3.10 applied: +1.6
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/64.3² + 1/1,018,761) × 0.9993 = 23.69
change = 23.69 × (0.1614 − 0.0306) = +3.10
The full formula and pseudocode on the formula page →
Mattamatiks+0.8404 → 404
- 404 200+ rated matches before this, mid-range of 390–417 over the last 200
- 3% win chance
- +1.95
- 0.39 of 1.00 50% result (0) + 50% stats (0.79)
- +0.36
- 4.3 pts
- 4.25 × +0.3625 = +1.54 applied: +0.8
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/27.2² + 1/1,018,761) × 0.9993 = 4.25
change = 4.25 × (0.3931 − 0.0306) = +1.54
The full formula and pseudocode on the formula page →
HazardVenzi@live+0.7253 → 254
- 253 154 rated matches before this, its lowest yet
- 3% win chance
- -0.53
- 0.21 of 1.00 50% result (0) + 50% stats (0.41)
- +0.18
- 8.3 pts
- 8.25 × +0.1754 = +1.45 applied: +0.7
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/37.9² + 1/1,018,761) × 0.9993 = 8.25
change = 8.25 × (0.2060 − 0.0306) = +1.45
The full formula and pseudocode on the formula page →
wilsonraul5+0.11359 → 1359
- 1359 200+ rated matches before this, its highest in the last 200
- 97% win chance
- +5.82
- 0.99 of 1.00 38% result (1) + 62% stats (0.98)
- +0.02
- 6.5 pts
- 6.49 × +0.0180 = +0.12 applied: +0.1
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/33.7² + 1/1,031,521) × 0.9931 = 6.49
change = 6.49 × (0.9874 − 0.9694) = +0.12
The full formula and pseudocode on the formula page →
JoseFierro4847@live+0.1200 → 200
- 200 200+ rated matches before this, its lowest in the last 200
- 3% win chance
- -2.55
- 0.08 of 1.00 50% result (0) + 50% stats (0.15)
- +0.05
- 4.5 pts
- 4.54 × +0.0452 = +0.21 applied: +0.1
- gain capped (you cannot climb by losing)
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/28.1² + 1/1,018,761) × 0.9993 = 4.54
change = 4.54 × (0.0758 − 0.0306) = +0.21
The full formula and pseudocode on the formula page →
___最終BOSS___+0.11213 → 1213
- 1213 200+ rated matches before this, mid-range of 1178–1214 over the last 200
- 97% win chance
- +10.87
- 1.00 of 1.00 38% result (1) + 62% stats (1.00)
- +0.03
- 3.8 pts
- 3.80 × +0.0302 = +0.11 applied: +0.1
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/25.8² + 1/1,031,521) × 0.9931 = 3.80
change = 3.80 × (0.9996 − 0.9694) = +0.11
The full formula and pseudocode on the formula page →
JOrochi_StuggeL+0.0200 → 200
- 200 161 rated matches before this, its lowest yet
- 97% win chance
- -2.84
- 0.44 of 1.00 38% result (1) + 62% stats (0.10)
- -0.53
- 8.7 pts
- 8.73 × -0.5294 = -4.62 applied: +0.0
- raised to the rating floor
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/39.1² + 1/1,031,521) × 0.9931 = 8.73
change = 8.73 × (0.4400 − 0.9694) = -4.62
The full formula and pseudocode on the formula page →
timeripper+0.0831 → 831
- 831 200+ rated matches before this, mid-range of 805–834 over the last 200
- 97% win chance
- +8.05
- 0.97 of 1.00 38% result (1) + 62% stats (0.95)
- +0.00
- 3.8 pts
- 3.80 × +0.0002 = +0.00 applied: +0.0
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/25.8² + 1/1,031,521) × 0.9931 = 3.80
change = 3.80 × (0.9696 − 0.9694) = +0.00
The full formula and pseudocode on the formula page →
leman15-0.1854 → 854
- 854 200+ rated matches before this, its highest in the last 200
- 97% win chance
- +7.30
- 0.96 of 1.00 38% result (1) + 62% stats (0.94)
- -0.01
- 5.8 pts
- 5.81 × -0.0099 = -0.06 applied: -0.1
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/31.9² + 1/1,031,521) × 0.9931 = 5.81
change = 5.81 × (0.9595 − 0.9694) = -0.06
The full formula and pseudocode on the formula page →
hungarian_tutel@psn-0.5903 → 902
- 903 131 rated matches before this, mid-range of 891–1071
- 97% win chance
- +3.82
- 0.93 of 1.00 38% result (1) + 62% stats (0.88)
- -0.04
- 9.8 pts
- 9.78 × -0.0434 = -0.42 applied: -0.5
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/41.4² + 1/1,031,521) × 0.9931 = 9.78
change = 9.78 × (0.9260 − 0.9694) = -0.42
The full formula and pseudocode on the formula page →
encarte_indiviso@psn-2.0318 → 316
- 318 17 rated matches before this, its lowest yet
- 3% win chance
- -8.55
- 0.00 of 1.00
- -0.03
- 67.1 pts
- 67.07 × -0.0306 = -2.05 applied: -2.0
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/108.6² + 1/1,018,761) × 0.9993 = 67.07
change = 67.07 × (0.0000 − 0.0306) = -2.05
The full formula and pseudocode on the formula page →
The_Potroast@psn-3.9959 → 955
- 959 171 rated matches before this, mid-range of 896–1047
- 97% win chance
- -4.16
- 0.41 of 1.00 38% result (1) + 62% stats (0.06)
- -0.56
- 7.0 pts
- 7.03 × -0.5573 = -3.92 applied: -3.9
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/35.1² + 1/1,031,521) × 0.9931 = 7.03
change = 7.03 × (0.4121 − 0.9694) = -3.92
The full formula and pseudocode on the formula page →
el_quetea_Matado@psn-3.9657 → 653
- 657 97 rated matches before this, its lowest yet
- 97% win chance
- +7.61
- 0.62 of 1.00 38% result (1) + 62% stats (0.39)
- -0.35
- 11.3 pts
- 11.30 × -0.3486 = -3.94 applied: -3.9
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/44.5² + 1/1,031,521) × 0.9931 = 11.30
change = 11.30 × (0.6208 − 0.9694) = -3.94
The full formula and pseudocode on the formula page →
Code_Knight211@psn-4.5722 → 718
- 722 160 rated matches before this, mid-range of 671–1200
- 97% win chance
- -5.03
- 0.40 of 1.00 38% result (1) + 62% stats (0.03)
- -0.57
- 7.9 pts
- 7.90 × -0.5730 = -4.53 applied: -4.5
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/37.2² + 1/1,031,521) × 0.9931 = 7.90
change = 7.90 × (0.3964 − 0.9694) = -4.53
The full formula and pseudocode on the formula page →
maayanef2009-4.8205 → 200
- 205 56 rated matches before this, mid-range of 200–900
- 97% win chance
- +0.17
- 0.42 of 1.00 38% result (1) + 62% stats (0.08)
- -0.55
- 23.0 pts
- 22.96 × -0.5453 = -12.52 applied: -4.8
- raised to the rating floor
Show the arithmetic
= 1 / (² × 0.9931² × 0.9694 × (1−0.9694)) = 1,031,521
ceiling = / (1/63.5² + 1/1,031,521) × 0.9931 = 22.96
change = 22.96 × (0.4241 − 0.9694) = -12.52
The full formula and pseudocode on the formula page →
papi_erk@psn-21.91000 → 978
- 1000 first rated match
- 3% win chance
- -6.39
- 0.00 of 1.00
- -0.03
- 718.2 pts
- 718.16 × -0.0306 = -21.98 applied: -21.9
Show the arithmetic
= 1 / (² × 0.9993² × 0.0306 × (1−0.0306)) = 1,018,761
ceiling = / (1/377.2² + 1/1,018,761) × 0.9993 = 718.16
change = 718.16 × (0.0000 − 0.0306) = -21.98
The full formula and pseudocode on the formula page →
Captures
Weapon breakdown
Raw stat fields (665 values) — raw JSON