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Hunted by The Family

Hunted by The Family Price

4 printings · 1 set · first printed 2023

Cheapest $0.37
Median $0.65
Highest $1.92
EDHREC Rank #9,866

Hunted by The Family has been printed 4 times across 1 set, first in 2023. Right now the cheapest printing is Doctor Who #46 at $0.37, while the most expensive is Doctor Who #952 at $1.92 — about 5× more. The median across 4 priced printings is $0.65. Reprint risk: HIGH RISK — Reprinted 4x, including dedicated reprint sets like Doctor Who.

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Every Hunted by The Family Printing, Compared

Cheapest first · unpriced last
Printing Year Price Dealer Buys
Doctor Who #46 (R) Cheapest 2023 $0.37 $0.12 foil
Doctor Who #361 (R) 2023 $0.47 $0.60
Doctor Who #651 (R) Foil 2023 $0.82 $0.60 foil
Doctor Who #952 (R) Foil 2023 $1.92 $0.20 foil

Prices are the latest nightly market price; a printing with no tracked price shows a dash. Dealer buylist is Card Kingdom's current offer via MTGJSON, shown where one exists.

Oracle Text
Sorcery
Choose up to four target creatures you don't control. For each of them, that creature's controller faces a villainous choice — That creature becomes a 1/1 white Human creature and loses all abilities, or you create a token that's a copy of it.
Legal In
Legacy Vintage Commander

Legality is a property of the card, not the printing, so it is identical for all 4 versions.

Official Judge Precedents

3 Precedents

When a player faces a villainous choice, they first choose one of the two options, then all actions in the chosen option are performed.

A player facing a villainous choice can always choose either option, even if one or both of the options are impossible. For example, if one of the options is to sacrifice a creature, a player who controls no creatures can still choose that option.

If a spell or ability requires multiple players to face a villainous choice, the result is a little different from other effects in Magic. In that case, the first player in turn order makes their choice and the action for that choice is performed before the next player makes their choice. Then each of the remaining players repeat this process in turn order.