1. tcgrate
  2. Games
  3. Yu-Gi-Oh!
  4. Sets
  5. 2015 Mega-Tins Mega Pack
  6. Canon the Melodious Diva

Yu-Gi-Oh! · 2015 Mega-Tins Mega Pack · #MP15-EN128 · Common

Canon the Melodious Diva

Yu-Gi-Oh! card price for Canon the Melodious Diva: $0.59 market, from $0.10 at the cheapest listing, 1st Edition printing, updated Oct 19, 2026. Full price history since Feb 8, 2024 below.

Market price · 1st Edition · Oct 19, 2026
$0.59
0.0% this week · +11.3% in 30 days
Buy on eBay →
1 day0.0%
7 days0.0%
30 days+11.3%
90 days+28.3%
1 year−6.4%
All time+55.3%

Sellers right now

$0.10lowest listing$19.77highest
Market price$0.59
Mid listing$0.68
30-day avg$0.56

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

One year

$0.4652-week low$0.7152-week high
In the range52%
All-time low$0.36
All-time high$4.29
First priceFeb 8, 2024
1st Edition · market price
$0.45$0.50$0.55$0.60
$0.59
Jul 21Aug 20Sep 19Oct 19
TCGplayer market price · via tcgcsvtcgrate.com

Price story

Canon the Melodious Diva entered our records in February 2024 at $0.38 and stands at $0.59 today, up 55.3% over that time. Over the past twelve months it moved −6.4%, trading between $0.46 and $0.71. The current price is in the middle of that range. The highest price we have recorded is $4.29, 627% above today. Listings currently start at $0.10; over the last 30 days the market price averaged $0.56.

Printings

PrintingMarketLowHigh7d
1st Edition$0.59$0.10$19.770.0%

The card in play

ATK1400
DEF2000
Card type
Effect Monster
Attribute
LIGHT
Monster type
Fairy
Card text

If you control a "Melodious" monster, you can Special Summon this card (from your hand). You can only Special Summon "Canon the Melodious Diva" once per turn this way. Once per turn: You can target 1 "Melodious" monster you control; change its battle position.

Other printings of Canon the Melodious Diva

1 more · $0.34 – $0.59
All printings

Also in 2015 Mega-Tins Mega Pack

most valuable
Full set