The 2019 Magic: The Gathering rare enchantment 'Happily Ever After' from the Throne of Eldraine set, featuring a foil finish and card number 337.
Happily Ever After
2019 • Magic: The Gathering • Throne of Eldraine
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Description
The Magic: The Gathering trading card 'Happily Ever After' is a rare enchantment from the 2019 Throne of Eldraine expansion, designated as card number 337 with a foil finish. Designed by Matt Stewart, this white mana card features a unique win condition that rewards players for controlling a diverse array of permanents and maintaining a high life total. When played, it provides immediate value by granting life and drawing cards, making it a versatile addition to any deck. Collectors appreciate this card for its whimsical theme and intricate rules text that encourages multi-color strategies. Whether you are a seasoned player or a new collector, finding specific cards like this foil rare can enhance your gaming and collecting experience. The card's design and mechanics reflect the fairy-tale inspiration of the Throne of Eldraine set, adding to its appeal for fans of the game's lore. Explore the growing inventory to discover more collectible trading cards from this beloved era of Magic: The Gathering.
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Card Details
The catalog profile below summarizes the card identity, featured subject, and notable collectible traits.
Catalog Profile
The core identity of the card within the set.
Featured Subject
The subject, team, league, and sport context tied to this card.
Featured
Happily Ever After
Game
Magic: The Gathering
TCG Attributes
Rarity, print treatment, and game-specific stats for this card.
Rare
Matt Stewart
Card Stock
English
Foil
{2}{W}
Enchantment
W
Card Text
Abilities, attacks, oracle text, and flavor text printed on the card.
When this enchantment enters, each player gains 5 life and draws a card. At the beginning of your upkeep, if there are five colors among permanents you control, there are six or more card types among permanents you control and/or cards in your graveyard, and your life total is greater than or equal to your starting life total, you win the game.
