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Mountain Arabian Nights #77 Magic: The Gathering card
Common

Mountain Arabian Nights #77

Card #77 · Illustrated by Douglas Shuler
Market value · ungraded
$230.40
4.7% · 30d
PSA 10
$1,249
5× raw
Blended from live market data · graded from real sold data
Confidence high · How we price →
Buy from here

Mountain is a Common Magic: The Gathering card from Arabian Nights (#77), illustrated by Douglas Shuler. Its current blended market value is $230.40 ungraded, with a PSA 10 worth around $1,249. Prices update from real market data.

Graded prices
Ungraded (raw)$230.40
PSA graded price estimates by grade
GradeRelative valuePrice
PSA 10$1,249$1,249$1,249
PSA 9$260$260$260
“Sold” = median of real recent sold listings at that grade (eBay or Fanatics Collect — hover a badge to see which). Other figures are blended marketplace estimates. Confidence reflects source backing and price spread — not PSA-official values.

Recent Fanatics auction sales

GradeSoldTypePrice
CGC 7.52026-07-06Auction$168
CGC 62026-07-06Auction$186
CGC 72026-03-23Auction$150
CGC 4.52026-03-09Auction$101
CGC 72026-03-02Auction$144
CGC 7.52026-02-16Auction$168
BGS 9.52026-01-19Auction$2,640

7 Fanatics Collect sales matched to this card.

Available to buy nowLive on eBay

Card details

Set
Arabian Nights
Number
#77
Rarity
Common
Illustrator
Douglas Shuler
Game
Magic: The Gathering

More from Arabian Nights

Where to buy & check prices

Check recent sold prices

Frequently asked questions

How much is Mountain worth?

Mountain (Arabian Nights #77) is worth around $230.40 ungraded, or about $1,249 in PSA 10, based on live Magic: The Gathering market data.

What is a PSA 10 Mountain worth?

A PSA 10 Mountain sells for around $1,249, roughly 5× the ungraded price.

Where can I buy Mountain?

You can buy Mountain on TCGplayer, Cardmarket and eBay — see the live listings on this page. Always compare against the blended market value first.

What rarity is Mountain?

Mountain is a Common Magic: The Gathering card from the Arabian Nights set, illustrated by Douglas Shuler.