Sabres at Devils

Devils beat Sabres 4–1 at Prudential Center on February 27, 1997.

🗓 Thu, Feb 27, 1997 · 18:30 CST 📍 Prudential Center, Newark 🏒 1996-97 🔁 Sabres lead the season series 2–1 Head-to-head history →

⭐ Three stars

Best games by the box score
1st star 😈 NJD
John MacLean
1 G
7 shots · +2
2nd star 😈 NJD
Doug Gilmour
1 G
4 shots · +1
3rd star 😈 NJD
Bill Guerin
1 G
2 shots · +1

🚨 Scoring

5 goals · in order
1st period
😈 John MacLean Go-ahead 1st · 01:39
Unassisted
0–1
2nd period
⚔️ Dixon Ward Tying 2nd · 10:58
1–1
3rd period
😈 Dave Ellett PP Go-ahead 3rd · 01:31
1–2
😈 Bill Guerin 3rd · 03:15
Assists: Bobby Holik
1–3
😈 Doug Gilmour Empty net 3rd · 19:20
1–4

📊 Team stats

Away left · home right
⚔️BUF NJD😈
21 Shots on goal 38
0/3 Power play (goals / chances) 1/2
11 Penalty minutes 13
BUF shooting 4.8% (1/21) NJD shooting 10.5% (4/38)

🥅 Goaltending

Saves, shots faced and save percentage
⚔️Sabres
0/3
.000 SV% · 3 GA · 59:29 TOI
😈Devils
0/1
.000 SV% · 1 GA · 60:00 TOI

🔮 Period by period

AI
After 1st — 0–1
Sabres
Sabres: no games found in this situation this year.
Devils
Devils: no games found in this situation this year.
After 2nd — 1–1
Sabres
Sabres — tied after 2nd: 36-17-8 (59% win rate, 61 games)
Devils
Devils — tied after 2nd: 33-16-11 (55% win rate, 60 games)

❓ BUF vs NJD, answered

Who won Sabres vs Devils on February 27, 1997?

Devils won 4–1.

What was the final score of Sabres vs Devils?

The final score was Sabres 1, Devils 4.

Who scored for Sabres?

Dixon Ward.

Who scored for Devils?

Bill Guerin, Dave Ellett, Doug Gilmour, John MacLean.

How did the Sabres goalie play?

Dominik Hasek made 0 saves on 3 shots (.000 save percentage).

How did the Devils goalie play?

Martin Brodeur made 0 saves on 1 shots (.000 save percentage).

Where is Sabres vs Devils played?

At Prudential Center in Newark, the Devils home rink.

What is the Sabres vs Devils season series?

Sabres lead the season series 2–1 after 3 games.

Have a different question? Ask the Oracle — it answers from this season's box scores.