1. tcgrate
  2. Games
  3. Magic: The Gathering
  4. Sets
  5. Dominaria
  6. History of Benalia

Magic · Dominaria · #21 · Mythic

History of Benalia

Magic card price for History of Benalia: $2.68 market, from $1.99 at the cheapest listing, Foil printing, updated Oct 18, 2026. Full price history since Feb 8, 2024 below.

Market price · Foil · Oct 18, 2026
$2.68
0.0% this week · +0.8% in 30 days
Buy on eBay →
1 day0.0%
7 days0.0%
30 days+0.8%
90 days+5.5%
1 year−4.3%
All time−59.2%

Sellers right now

$1.99lowest listing$49.48highest
Market price$2.68
Mid listing$3.00
Direct$2.60
30-day avg$2.63

Market price is what a near-mint copy actually sold for. The cheapest listing is what a seller asks today — on thin markets the two differ a lot.

Where to buy

Cardmarket$4.16 €3.70

EUR converted at 1.1253 (ECB reference rate). Shipping and condition not included.

One year

$2.1552-week low$2.8352-week high
In the range78%
All-time low$2.15
All-time high$6.57
First priceFeb 8, 2024
Foil · market priceCardmarket (EU, in USD)
$0.37$2.63$4.89$7.16
$2.68
Feb 2024Dec 2024Nov 2025Oct 2026
TCGplayer · via tcgcsv · Cardmarket · via MTGJSONtcgrate.com

Price story

Our price record for History of Benalia (Foil) begins in February 2024 at $6.57; the market price today is $2.68, down 59.2% since then. In the last year the price changed −4.3% and ranged from $2.15 to $2.83, and it now trades in the middle of that range. The highest price we have recorded is $6.57, 145% above today. Listings currently start at $1.99; over the last 30 days the market price averaged $2.63.

Printings

PrintingMarketLowHigh7d
Foil$2.68$1.99$49.480.0%
Normal$0.88$0.33$24.99−2.2%

The card in play

Type line
Enchantment — Saga
Rules text

(As this Saga enters and after your draw step, add a lore counter. Sacrifice after III.)

[I] [II] Create a 2/2 white Knight creature token with vigilance.

[III] Knights you control get +2/+1 until end of turn.

Other printings of History of Benalia

3 more · $2.68 – $8.82
All printings

Also in Dominaria

most valuable
Full set