Arran 17 Year Old Limited Edition vs Old Rip Van Winkle 10 Year Old 107 Proof
Side-by-side comparison — price, ABV, scores, tasting notes, pros & cons.
Arran 17 Year Old Limited Edition
Arran
£118
Old Rip Van Winkle 10 Year Old 107 Proof
Old Rip Van Winkle
★ 5.00
£119
| Arran 17 Year Old Limited Edition | Old Rip Van Winkle 10 Year Old 107 Proof | |
|---|---|---|
| Distillery | Arran | Old Rip Van Winkle |
| Region | Island | — |
| Country | Scotland | America |
| Type | Single Malt | Bourbon |
| ABV | 46% | 53.5% |
| Age | 17 yr | 10 yr |
| Price | £117.5 | £119 |
| Rating | — | 5.00/5 |
Arran 17 Year Old Limited Edition
Old Rip Van Winkle 10 Year Old 107 Proof
Arran 17 Year Old Limited Edition
Old Rip Van Winkle 10 Year Old 107 Proof
Quick verdict
Old Rip Van Winkle 10 Year Old 107 Proof is rated higher (5.00 vs 0.00).
Arran 17 Year Old Limited Edition is better value at £118 vs £119.
For beginners: Arran 17 Year Old Limited Edition is more approachable (75/100 beginner score).
Arran 17 Year Old Limited Edition
Pros
- +Approachable and beginner-friendly sweetness
- +Great entry point for new whisky drinkers
- +More affordable (£117.5 vs £119)
- +Longer maturation (17 vs 10 years)
Cons
- −Lower community rating (0.0 vs 5.0)
Old Rip Van Winkle 10 Year Old 107 Proof
Pros
- +Better value for money
- +Higher community rating (5.0/5)
- +More widely reviewed by the community
- +Vibrant, fresh fruit character
Cons
- −High ABV (53.5%) — may need water
- −More expensive (£119 vs £117.5)
Who should buy Arran?
Arran 17 Year Old Limited Edition is an ideal first whisky — sweet, approachable, and widely available. It's a great gift and a safe choice for anyone new to whisky or who prefers lighter, friendlier drams.
Who should buy Old?
Old Rip Van Winkle 10 Year Old 107 Proof is for enthusiasts who appreciate cask-strength intensity. Best enjoyed with a few drops of water to open up the flavours. Not ideal for casual drinking or beginners.
Tasting notes
Only Arran 17 Year Old Limited Edition
Only Old Rip Van Winkle 10 Year Old 107 Proof