ANABOSBUFCARCBJCGYCHICOLDALDETEDMFLALAKMINMTLNJDNSHNYINYROTTPHIPITSEASJSSTLTBLTORUTAVANVGKWPGWSHUFA
Boston Bruins › Connor Clifton
Connor Clifton
D · #75 · BOS · 31 · Physical shutdown D
Average career stats over an 82-game season
3
G
12
A
16
P
+9
+/−
65
PIM
16:43
TOI/GP
0:02
PP TOI/GP
1:40
SH TOI/GP
'19'20'21'22'23'24'25'26CAREERWEIGHTEDAVERAGETeam rank23/3110/2620/2714/2716/2516/2524/2523/3122/27League rank493/767175/736431/728369/808283/774548/772688/761523/778598/717Age rank44/6718/6238/6431/6825/6450/5951/5536/5040/50Playoffs+4.918 GP+9.57 GP-0.610 GP-2.47 GP-22.03 GP+1.33 GP+1.448 GPOverall-2.919 GP+2.531 GP-2.344 GP-1.060 GP+0.978 GP-3.779 GP-6.373 GP-3.350 GP-2.2434 GPEV offenseEV defense-2.4+2.917:01-3.0+1.513:52-2.5+2.516:46-2.1+2.014:49-0.8+1.216:26-1.6+0.214:30-1.6-0.413:17-0.1+0.614:41-1.4+0.7Power play-0.00:02-0.00:04+0.00:04-0.00:01-0.00:05-0.10:01-0.10:00-0.10:00-0.0Penalty kill+0.70:38+0.10:27+0.31:21+0.71:13+0.81:18+0.32:01+0.32:44+0.02:03+0.2Finishing-3.4+2.8-1.1-1.5+0.3-1.4-2.2+0.5-0.5Penalties-0.6+1.1-1.6-0.1-0.6-1.0-2.3-4.3-1.2Faceoffs+0.0+0.0+0.0+0.0+0.0+0.0+0.0+0.0+0.0
ON-ICE CONTEXT — TOI-WEIGHTED OPPONENT / TEAMMATE NET GOALS/82Competition-0.5-0.5+0.6-0.1-0.2+0.3+0.5+0.7+0.2Teammates+1.6+2.0+0.1+1.0+4.2-0.9+1.4+2.0+1.4Krug 32%Nordstrom 30%Heinen 28%Acciari 24%Grzelcyk 52%Coyle 33%Heinen 31%DeBrusk 25%Coyle 30%Smith 26%Ritchie 25%Krejci 23%Forbort 57%Coyle 30%Haula 27%Nosek 25%Forbort 40%Coyle 31%Pastrnak 27%Zacha 26%Cozens 26%Greenway 26%Bryson 24%Krebs 24%McLeod 31%Tuch 28%Krebs 26%Samuelsson 26%Shea 46%Dewar 29%Kindel 26%Acciari 25%Coyle 15%Forbort 15%Krebs 8%Shea 5%
NHL EDGE (2021+)Hardest shot91.392.194.291.794.2Top speed23.022.622.022.123.0Bursts/GP0.70.60.50.40.7
60-gameform'19'20'21'22'23'24'25'26+3.1-8.3-3.1
Careernet goals'19'20'21'22'23'24'25'26+1-13
SHOT MIX — TYPE (BARS) & LOCATION VS DEFENSEMEN (MAP)Wrist58%-0.4Snap13%Slap24%+0.4Backhand3%Tip-in1%Deflection0%net goals/82shot-mix share vs defensemen (±0.35pp)
$2.25M
CAP HIT 2026-27
2.2%
SHARE OF TEAM CAP
-0.97
NET GOALS/82 PER $M