Fable of the Mirror-Breaker // Reflection of Kiki-Jiki
Enchantment β Saga // Enchantment Creature β Goblin Shaman
Fable of the Mirror-Breaker // Reflection of Kiki-Jiki
Enchantment β Saga // Enchantment Creature β Goblin Shaman
Card Text
Fable of the Mirror-Breaker
Enchantment β Saga
(As this Saga enters and after your draw step, add a lore counter.)
I β Create a 2/2 red Goblin Shaman creature token with "Whenever this token attacks, create a Treasure token."
II β You may discard up to two cards. If you do, draw that many cards.
III β Exile this Saga, then return it to the battlefield transformed under your control.
Reflection of Kiki-Jiki
Enchantment Creature β Goblin Shaman
, : Create a token that's a copy of another target nonlegendary creature you control, except it has haste. Sacrifice it at the beginning of the next end step.
Blessed by Keiga, the Tide Star, Kiki-Jiki would one day master the art of duplication.
2 / 2
Card Details
- Mana Value
- 3
- Colors
- Colorless
- Color Identity
- Red
- EDHREC Rank
- #1,646
Format Legalities
Market Prices
Prices from TCGPlayer and Cardmarket
Price History (30d)
All Printings (14)
| Set | # | Rarity | Lang | Artist | Price | Foil |
|---|---|---|---|---|---|---|
| Store Championships (SCH) | #44 | rare | en | Warren Mahy | $40.83 | $42.68 |
| Magic Online Promos (PRM) | #98009 | rare | en | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty Promos (PNEO) | #141s | rare | en | Joseph Meehan | β | $10.60 |
| Kamigawa: Neon Dynasty (NEO) | #465 | rare | en | Joseph Meehan | $7.86 | $8.10 |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | en | Joseph Meehan | $7.05 | $7.13 |
| Kamigawa: Neon Dynasty (NEO) | #357 | rare | en | akio | $8.60 | $12.03 |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | de | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | es | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | fr | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | it | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | ja | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | pt | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | ru | Joseph Meehan | β | β |
| Kamigawa: Neon Dynasty (NEO) | #141 | rare | zhs | Joseph Meehan | β | β |
Official Rulings (13)
If a copied creature is copying something else, the token you create will use the copiable values of the target creature. In most cases, it will just be a copy of whatever that creature is copying.
The token created by Reflection of Kiki-Jiki copies exactly what was printed on the original creature (except that the copy also has haste) and nothing else (unless it's copying a creature that's a token or that's copying something else; see below). It doesn't copy whether the creature is tapped or untapped, whether it has any counters on it or Auras and/or Equipment attached to it, or any non-copy effects that changed its power, toughness, types, color, and so on. Most notably, if the target creature isn't normally a creature, the copy won't be a creature.
A transforming double-faced card enters the battlefield with its front face up by default, unless a spell or ability instructs you to put it onto the battlefield transformed or you cast it transformed, in which case it enters with its back face up.
Any enters-the-battlefield abilities of the copied creature will trigger when the token enters the battlefield. Any βas [this permanent] enters the battlefieldβ or β[this permanent] enters the battlefield withβ abilities of the copied creature card will also work.
If the copied creature has {X} in its mana cost, X is 0.
The mana value of a transforming double-faced card is the mana value of its front face, no matter which face is up.
If a copied creature is a token that isn't a copy of something else, the copy copies the original characteristics of that token as stated by the effect that created it.
If you are instructed to put a card that isn't a double-faced card onto the battlefield transformed, it will not enter the battlefield at all. In that case, it stays in the zone it was previously in. For example, if a single-faced card is a copy of Azusa's Many Journeys, the chapter III ability will cause it to be exiled and then remain in exile.
If another creature becomes a copy of, or enters the battlefield as a copy of, the token, that creature will copy the creature card the token is copying, except it will also have haste. However, you won't sacrifice the new copy at the beginning of the next end step.
If Reflection of Kiki-Jiki's ability creates multiple tokens due to a replacement effect (such as the one Doubling Season creates), you'll sacrifice each of them.
The back face of a transforming double-faced card usually has a color indicator that defines its color.
Each transforming double-faced card in this set is cast face up. In every zone other than the battlefield, consider only the characteristics of its front face. If it is on the battlefield, consider only the characteristics of the face that's up; the other face's characteristics are ignored.
Each face of a transforming double-faced card has its own set of characteristics: name, types, subtypes, abilities, and so on. While a transforming double-faced permanent is on the battlefield, consider only the characteristics of the face that's currently up. The other set of characteristics is ignored.
Card Faces
Fable of the Mirror-Breaker
Enchantment β Saga
(As this Saga enters and after your draw step, add a lore counter.)
I β Create a 2/2 red Goblin Shaman creature token with "Whenever this token attacks, create a Treasure token."
II β You may discard up to two cards. If you do, draw that many cards.
III β Exile this Saga, then return it to the battlefield transformed under your control.
Reflection of Kiki-Jiki
Enchantment Creature β Goblin Shaman
, : Create a token that's a copy of another target nonlegendary creature you control, except it has haste. Sacrifice it at the beginning of the next end step.
Blessed by Keiga, the Tide Star, Kiki-Jiki would one day master the art of duplication.
2 / 2
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