US MastersVery unofficial results
Career history · USPMGA Masters · Myrtle Beach

Eric Feige

2 Masters

Career in brief

Eric Feige has played two Masters, the first in 2025 and the latest in 2026. The best finish is 70th, in 2025.

The best scoring year was 2026, at 39.00 per round, 4.50 worse than the field that year. Across all 20 rounds with scores, Feige has averaged 39.30, 4.64 strokes per round worse than the field. The lowest round is 34, in round 5 in 2026 on Aloha. Measured against the field, Pineapple has been the best course: 40.67 per round over 6 rounds, 3.79 worse than the field average there.

2Masters played
20Rounds played
39.30Average round
0Titles

Finish by year

131079'252025: 70th'262026: 79th

ChampionPodiumMissing years: did not play

Career highlights

Best finish
70th (2025)
Best average per round
39.00 (2026)
Lowest round
34 (2026 R5 Aloha)
Podium finishes
0
Top-10 finishes
0
Average finish
74.5
Rounds under 30
0
First appearance
2025
Total strokes
786

Scoring by year

333537392025 field average 34.81'252026 field average 34.50'262025: 39.60 per round2026: 39.00 per round

Average per roundField averageLower is better

Against the field and the champions

Career average per round compared with the field average and the winners' average in the same years, weighted by rounds played.

39.30Career average
34.66Field average · +4.64
31.00Winners' average · +8.30

By course (2014–2026)

CourseRoundsAverageField avgBest
Aloha737.7132.4434
Rumble739.7134.9038
Pineapple640.6736.8836

Masters by Masters

YearPlaceDiv.RoundsTotalAvgVs fieldBest roundPrize
202679th of 87Pro1039039.00+4.5034–
2025T70th of 80Pro1039639.60+4.7938–

Vs field: average per round minus that year's field average (negative is better). Prize money is shown only where it is known (2014, 2015, 2021, 2026); career winnings count only those years. Click a year for the full results.

Note: Built from the published result sheets (1998–2026). Some years list rounds only in part; a round count of 10 is assumed for 1998, where only totals exist. Names are merged across spelling variants.

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