Best Goose Island Beers
4.22 out of 5 with 128 reviews
Here are the best beers by Goose Island based on 128 reviews on Brewzeit. View all other breweries here. Order these beers by highest rating or average rating. Download the Brewzeit app and start rating beers.
- India Pale Ale (IPA)Rating of 4.33 (36 reviews)
- 312 Urban Wheat (American Pale Wheat Ale)Rating of 4.35 (23 reviews)
- Green Line (American Pale Ale)Rating of 3.93 (14 reviews)
- Bourbon County Stout (Dark)Rating of 4.71 (7 reviews)
- 312 Urban Pale Ale (American Pale Ale)Rating of 3.75 (4 reviews)
- Honker's Ale (Amber Ale)Rating of 3.63 (4 reviews)
- Sofie (Saison)Rating of 4.67 (3 reviews)
- Experimental Ale Winter 2015 (Ale)Rating of 5 (2 reviews)
- Tropical Beer Hug (Imperial IPA)Rating of 5 (2 reviews)
- Rambler IPA (Red Ale)Rating of 4.75 (2 reviews)
- Winter Ale (Brown Ale)Rating of 4.5 (2 reviews)
- Fulton St. Blend (Coffee Ale)Rating of 4.25 (2 reviews)
- Endless IPA (IPA)Rating of 4 (2 reviews)
- Ten Hills (American Pale Ale)Rating of 4 (2 reviews)
- Four Star Pils (Pilsner)Rating of 4 (2 reviews)
- Goose Autumn Ale (Red Ale)Rating of 3.5 (2 reviews)
- Summertime (Kölsch)Rating of 3 (2 reviews)
- The Ogden (Belgian Tripel)Rating of 5 (1 review)
- Matilda (Belgian Style Ale)Rating of 4.5 (1 review)
- Old Man Grumpy (Pale Ale)Rating of 4.5 (1 review)
- Oktoberfest (Oktoberfest)Rating of 4.5 (1 review)
- The Illinois (Imperial IPA)Rating of 4 (1 review)
- Experimental Ale (Ale)Rating of 4 (1 review)
- Grand Prestige (Quadruple)Rating of 4 (1 review)
- Summer Time Kölsch (German Style Kolsch)Rating of 4 (1 review)
- Preseason (Amber Lager)Rating of 4 (1 review)
- Parka Porter (Porter)Rating of 4 (1 review)
- Next Coast IPA (IPA)Rating of 4 (1 review)
- Wild Herd (Kolsch)Rating of 4 (1 review)
- Christmas IPA (American IPA)Rating of 4 (1 review)
- Coy Wolf (Hopped Dark Ale)Rating of 3.5 (1 review)
- Redub (Amber Ale)Rating of 3.5 (1 review)
- Natural Villain (Lager)Rating of 3.5 (1 review)
- Kolash (?)Rating of 3.5 (1 review)
Formula used: (sum of ratings/total possible points)*number of ratings.