Krark's Thumb // Krark's Thumb SLD

Other printings of "Krark's Thumb // Krark's Thumb": SLD #383 SLD #383

Card

id	88551
artist	Wooden Cyclops
artistIds	4f2bf9ef-33f0-4a83-89e3-fc5ec4079031
asciiName
attractionLights
availability	paper
boosterTypes
borderColor	borderless
colorIdentity
colorIndicator
colors
defense
duelDeck
edhrecRank	4681
edhrecSaltiness	0.41
faceConvertedManaCost
faceFlavorName
faceManaValue
faceName	Krark's Thumb
finishes	foil
flavorName
flavorText	As a child, Slobad fashioned a music box out of the wayward digit. Its simple tune was his sole companion on many lonely nights.
frameEffects	legendary, inverted
frameVersion	2015
hand
hasAlternativeDeckLimit
hasContentWarning
hasFoil	1
hasNonFoil	0
isAlternative
isFullArt	1
isFunny
isGameChanger
isOnlineOnly
isOversized
isPromo
isRebalanced
isReprint	1
isReserved
isStarter
isStorySpotlight
isTextless
isTimeshifted
keywords
language	English
layout	reversible_card
leadershipSkills
life
loyalty
manaCost	{2}
manaValue	2
name	Krark's Thumb // Krark's Thumb
number	383
originalPrintings
originalReleaseDate	2022-04-22
originalText
otherFaceIds	f2cc62d6-6d1d-52e3-b34f-35996052abe7
power
printings	MRD, PLST, SLD
promoTypes
rarity	rare
rebalancedPrintings
relatedCards
securityStamp	oval
setCode	SLD
side	a
signature
sourceProducts	{'foil': ['43e814a4-118f-5975-82c0-a901a80a74c1']}
subsets	Secret Lair Bonus cards
subtypes
supertypes	Legendary
text	If you would flip a coin, instead flip two coins and ignore one.
toughness
type	Legendary Artifact
types	Artifact
uuid	3a6203a3-4a97-50a1-8662-8788443b68d4
variations
watermark
setName	Secret Lair Drop

id	88551
cardKingdom
cardKingdomEtched
cardKingdomFoil	https://mtgjson.com/links/18ed0c938cb28499
cardmarket
tcgplayer	https://mtgjson.com/links/99194d6ace4bcd25
tcgplayerEtched
uuid	3a6203a3-4a97-50a1-8662-8788443b68d4

No foreign data.

date	text
2004-10-04	If you and your opponent both flip at the same time, you can see your opponent's result before choosing which result to keep.
2019-01-25	If an effect tells you to flip more than one coin at once, this replaces each individual coin flip. For example, if an effect tells you to flip two coins, you don't flip four coins and ignore any two; you flip two coins, flip two coins, and then ignore one flip from each pair of flips. You will know the results of all simultaneous flips before choosing which to ignore.