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Matt Breida Rushing Yards

SF · RB · 2021–2023

Career average

13.5 yds

This season

n/a

Games played

39

High / Low

59 / -6

How often Matt Breida clears a number

Rates below are the share of his own 39 games clearing each mark — not a prediction, a record.

> 0 yds92.3% (36/39)
> 25 yds15.4% (6/39)
> 50 yds5.1% (2/39)

Streaks

Matt Breida has cleared 0 yds in 3 straight games.

Longest streak on record: 22 straight games. Career hit rate at this mark: 92.3%.

Splits

SplitAverageGames
Career13.5 yds39
2026 seasonn/a0
Last 5 games6.8 yds5
Home13.7 yds18
Away13.4 yds21

Matt Breida vs. every opponent faced

OpponentAverageGames
DAL5.3 yds4
PHI19 yds3
WAS3 yds3
CAR-1.5 yds2
GB15 yds2
IND55 yds2
MIN8.5 yds2
NE4.5 yds2
NO18 yds2
NYJ20.5 yds2
SEA17.5 yds2
ARI5 yds1
BAL-6 yds1
BUF13 yds1
CHI18 yds1
DET13 yds1
HOU20 yds1
JAX19 yds1
LV5 yds1
MIA21 yds1
PIT4 yds1
SF17 yds1
TB12 yds1
TEN24 yds1

Full game log

DateSeasonWeekOpponentRushing Yards
Dec 17, 2023202315@ NO10
Dec 11, 2023202314vs GB16
Nov 26, 2023202312vs NE6
Nov 19, 2023202311@ WAS-1
Nov 12, 2023202310@ DAL3
Nov 5, 202320239@ LV5
Oct 29, 202320238vs NYJ13
Oct 22, 202320237vs WAS4
Oct 15, 202320236@ BUF13
Oct 8, 202320235@ MIA21
Oct 2, 202320234vs SEA30
Sep 21, 202320233@ SF17
Sep 17, 202320232@ ARI5
Sep 10, 202320231vs DAL9
Jan 21, 2023202220@ PHI23
Jan 15, 2023202219@ MIN8
Jan 8, 2023202218@ PHI28
Jan 1, 2023202217vs IND59
Dec 24, 2022202216@ MIN9
Dec 18, 2022202215@ WAS6
Dec 11, 2022202214vs PHI6
Nov 24, 2022202212@ DAL6
Nov 20, 2022202211vs DET13
Nov 13, 2022202210vs HOU20
Oct 30, 202220228@ SEA5
Oct 23, 202220227@ JAX19
Oct 16, 202220226vs BAL-6
Oct 9, 202220225@ GB14
Oct 2, 202220224vs CHI18
Sep 26, 202220223vs DAL3
Sep 18, 202220222vs CAR-4
Sep 11, 202220221@ TEN24
Dec 19, 2021202115vs CAR1
Dec 12, 2021202114@ TB12
Dec 6, 2021202113vs NE3
Nov 25, 2021202112@ NO26
Nov 21, 2021202111vs IND51
Nov 14, 2021202110@ NYJ28
Sep 12, 202120211vs PIT4

Matt Breida, other stats

A Matt Breida overview page and his team page are coming as this project builds out — linked here once they exist.