Magic: The Gathering · Final Fantasy · #320 · mythic
Lightning, Army of One
Lightning, Army of One (Final Fantasy #320, Magic) price: Cardmarket from €24.50, trend €31.00, TCGplayer $33.51, PSA 10 $69.99.
- €24.50
- Cardmarket, cheapest
- any language, any condition
- €31.00
- Cardmarket trend
- 7-day average €31.89, 30-day €32.57
- $33.51
- TCGplayer market
- low —
- $69.99
- PSA 10
- 172 sold in the last year, all grades
Graded
Lightning, Army of One graded prices
What graded copies of this printing sell for, by grader and grade, in USD. Refreshed daily from our graded index.
| Grader | Grade | Price |
|---|---|---|
| BGS | 10 | $91.00 |
| PSA | 10 | $69.99 |
| CGC | 10 | $42.00 |
| SGC | 10 | $42.00 |
| Any grader | 9.5 | $37.00 |
| Any grader | 9 | $33.61 |
| Ungraded | — | $30.40 |
| Any grader | 8 | $19.50 |
In your app
The same numbers, as JSON
Everything on this page is one call to the TCGGraph API: card mtg_be2af52c-9f3 with its Cardmarket and TCGplayer quotes, the per-language and per-condition lows, graded prices and realised sales. REST or GraphQL, one key.
- Card id
- mtg_be2af52c-9f3
- Cardmarket product
- 824257
- TCGplayer product
- 631018
- Artist
- ISAMU KAMIKOKURYO
- Set released
- 13 Jun 2025
- Prices updated
- 13 Sept 2026
curl "https://api.tcggraph.com/v1/cards/mtg_be2af52c-9f3" \
-H "Authorization: Bearer $TCGGRAPH_KEY"
# realised sales by day
curl "https://api.tcggraph.com/v1/prices/mtg_be2af52c-9f3/sales?days=90" \
-H "Authorization: Bearer $TCGGRAPH_KEY"{
card(id: "mtg_be2af52c-9f3") {
name
prices { source currency low trend market }
languagePrices {
language finish low lowNm offers truncatedAbove
conditions { condition low offers }
}
gradedPrices { grader grade price }
}
}Other printings
More Lightning, Army of One cards
Other Magic printings with this name, most valuable first.
Prices on this page are read from Cardmarket and TCGplayer and refreshed daily; graded quotes come from TCGGraph's graded index. TCGGraph does not sell cards and carries no affiliate links. Card names and artwork are the property of Wizards of the Coast.