매직 더 개더링/카드 일람/천둥 교차로의 무법자들/청색

◀ MKM BLB ▶ 천둥 교차로의 무법자들의 카드
백색	청색	흑색	적색	녹색	다색	무색	대지
속보 · 거물 · 커맨더 덱 · 알케미

1. 개요2. 커먼

2.1. 마나 값 1

2.1.1. 유린자 올빼미2.1.2. 탈옥 계획2.1.3. 허깨비 간섭2.1.4. 떠넘기기

2.2. 마나 값 2

2.2.1. 개울 건너기 실패2.2.2. 눈부시게 화려한 자2.2.3. 증기를 흩뿌리는 짐승

2.3. 마나 값 3

2.3.1. 간헐천 드레이크2.3.2. 비밀 포착2.3.3. 숙련사격단 금고파괴자

2.4. 마나 값 4

2.4.1. 대담한 천둥도둑2.4.2. 고리대금상어2.4.3. 급작스러운 정지

2.5. 마나 값 5

2.5.1. 어리석은 자의 폭포의 지니2.5.2. 절륜한 밧줄대가

3. 언커먼

3.1. 마나 값 1

3.1.1. 변성 폭발

3.2. 마나 값 2

3.2.1. 협곡 게3.2.2. 불사 출몰3.2.3. 흩날리는 반사상3.2.4. 변화하는 야바위

3.3. 마나 값 3

3.3.1. 깊은수렁 범법자3.3.2. 재빠른 산적3.3.3. 족쇄 던지기꾼3.3.4. 숙련사격단 자물쇠따기꾼

3.4. 마나 값 4

3.4.1. 무법자 봉합술사3.4.2. 강도 계획3.4.3. 용모 도적

3.5. 마나 값 5

3.5.1. 습격하는 스핑크스3.5.2. 좁은 마을이지

4. 레어

4.1. 마나 값 1

4.1.1. 세 발짝 앞

4.2. 마나 값 2

4.2.1. 대마도사의 도롱뇽4.2.2. 정신 결투사4.2.3. 금고의 열쇠

4.3. 마나 값 3

4.3.1. 산맥에서 길을 잃은 자, 프블뜹4.3.2. 냉정한 스핑크스

4.4. 마나 값 5

4.4.1. 세계 사이의 계단

5. 미식레어

5.1. 마나 값 2

5.1.1. 다시 깨어난 제이스

5.2. 마나 값 3

5.2.1. 살점장인, 게랄프

5.3. 마나 값 4

5.3.1. 두 배로 걸기

1. 개요

천둥 교차로의 무법자들의 청색 카드를 정리한 문서.
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2. 커먼

2.1. 마나 값 1

2.1.1. 유린자 올빼미

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Harrier Strix

유린자 올빼미

생물 ― 조류

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비행

유린자 올빼미가 전장에 들어올 때, 지속물을 목표로 정한다. 그 지속물을 탭한다.

: 카드 한 장을 뽑은 후, 카드 한 장을 버린다.

It can see in both darkness and daylight, but it hunts best when thunder growls in the sky.

1/1

리미티드 청색이 가장 저렴한 비용으로 범죄를 저지를 수 있는 카드. 심심하지 말라고 후반에 쓸 수 있는 루팅 효과도 달아 줬다.

2.1.2. 탈옥 계획

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#!if W != null && U != null && B != null && R != null && G == null
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#!if W == null && U != null && B != null && R != null && G != null
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#!if W != null && U == null && B != null && R != null && G != null
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#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
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#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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Jailbreak Scheme

탈옥 계획

집중마법

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Jailbreak Scheme%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Jailbreak Scheme%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

흥청 (추가비용을 한 개 이상 선택한다.)
+

― 생물을 목표로 정한다. 그 생물에 +1/+1 카운터 한 개를 올려놓는다. 그 생물은 이 턴에 방어될 수 없다.
+

― 마법물체 또는 생물을 목표로 정한다. 그 목표의 소유자는 그 지속물을 자신의 서고 맨 위 또는 맨 밑에 놓는다.

------

Satoru insisted he was just about to free himself.

2.1.3. 허깨비 간섭

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#!if W == null && U == null && B == null && R == null && G != null
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#!if W == null && U != null && B != null && R == null && G == null
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#!if W == null && U != null && B == null && R == null && G != null
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#!if W != null && U != null && B != null && R == null && G == null
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#!if W == null && U == null && B != null && R != null && G != null
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#!if W != null && U == null && B != null && R != null && G == null
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#!if W != null && U != null && B == null && R != null && G != null
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#!if W != null && U != null && B != null && R != null && G != null
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Phantom Interference

허깨비 간섭

순간마법

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Phantom Interference%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
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#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Phantom Interference%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
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흥청 (추가비용을 한 개 이상 선택한다.)
+

― 비행을 가진 2/2 백색 신령 생물 토큰 한 개를 만든다.
+

― 주문을 목표로 정한다. 그 주문의 조종자가

를 지불하지 않는다면 그 주문을 무효화한다.

To his enemies’ chagrin, Winston was every bit as meddlesome dead as he had been alive.

세트마다 늘 나오는 마나 유실의 약화판. 이번에는 2마나로 쓰는 2마나 마나 유실, 4마나로 2/2 섬광 비행 생물, 그리고 5마나로 둘 다 하는 선택지를 제공하는 버전으로 등장했다. 미드레인지-컨트롤 덱에서 타이밍 잘 잡으면 신비로운 뱀이나 목깃을 두른 신비주의자마냥 상대의 주문을 카운터치면서 내 전장의 생물 수는 늘리는 그림이 나오기 때문에 해당하는 덱에서 채용하면서 컨스트럭티드에도 자리를 잡았다.

2.1.4. 떠넘기기

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#!if W == null && U != null && B == null && R == null && G == null
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#!if W == null && U == null && B != null && R == null && G == null
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#!if W == null && U == null && B == null && R != null && G == null
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#!if W == null && U == null && B == null && R == null && G != null
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Take the Fall

떠넘기기

순간마법

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생물을 목표로 정한다. 그 생물은 턴종료까지 -1/-0을 받는다. 당신이 Outlaw를 조종한다면, 대신 그 생물은 턴종료까지 -4/-0을 받는다. (암살자, 용병, 해적, 도적 및 흑마법사가 무법자다.)

카드 한 장을 뽑는다.

Dewey had been briefed on every aspect of the plan… except the bit where he was left holding the bag.

2.2. 마나 값 2

2.2.1. 개울 건너기 실패

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Failed Fording

개울 건너기 실패

순간마법

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대지가 아닌 지속물을 목표로 정한다. 그 지속물을 소유자의 손으로 되돌린다. 당신이 사막을 조종한다면, 감시 1을 한다. (당신의 서고 맨 위 카드를 본다. 당신은 그 카드를 당신의 무덤에 넣을 수 있다.)

“We should have taken the blasted ferry!”
―Hope Hagan, prospector

2.2.2. 눈부시게 화려한 자

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Razzle-Dazzler

눈부시게 화려한 자

생물 ― 인간 마법사

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당신이 각 턴 당신의 두 번째 주문을 발동할 때마다, 눈부시게 화려한 자에 +1/+1 카운터 한 개를 올려놓는다. 눈부시게 화려한 자는 이 턴에 방어될 수 없다.

“Now you see me, now you―”

1/2

2.2.3. 증기를 흩뿌리는 짐승

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Spring Splasher

증기를 흩뿌리는 짐승

생물 ― 개구리 야수

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증기를 흩뿌리는 짐승이 공격할 때마다, 수비플레이어가 조종하는 생물을 목표로 정한다. 그 생물은 턴종료까지 -3/-0을 받는다.

It once escaped a cook’s pot. Now it fears neither heat nor human.

2/1

공격할 때 한정으로 3/2 스탯까지 잡을 수 있는 2마나 생물처럼 보이지만 실제 의도는 리미티드에서 공격하는 것만으로 범죄를 저지르도록 하는 카드.

2.3. 마나 값 3

2.3.1. 간헐천 드레이크

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Geyser Drake

간헐천 드레이크

생물 ― 드레이크

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비행

당신의 턴이 아닌 한, 당신이 발동하는 주문들은 발동하는 데

이 덜 든다.

As mating season approaches, drakes dive through scalding geysers, revealing the brightly colored scales hidden beneath layers of dust.

2/3

2.3.2. 비밀 포착

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Seize the Secrets

비밀 포착

집중마법

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당신이 이 턴에 범죄를 저질렀다면 이 주문은 발동하는 데

이 덜 든다. (상대, 상대가 조종하는 모든 것 및/또는 상대의 무덤에 있는 카드를 목표로 하는 것은 범죄다.)

카드 두 장을 뽑는다.

Nolan refused to give up the vault’s location. The strange figure simply smiled and reached into his mind.

2.3.3. 숙련사격단 금고파괴자

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Slickshot Vault-Buster

숙련사격단 금고파괴자

생물 ― 인간 도적

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경계

숙련사격단 금고파괴자는 당신이 이 턴에 범죄를 저지른 한 +2/+0을 받는다. (상대, 상대가 조종하는 모든 것 및/또는 상대의 무덤에 있는 카드를 목표로 하는 것은 범죄다.)

“Sure it’s risky, but that’s what makes it fun! That and the money. And the bankers’ faces.”

1/4

2.4. 마나 값 4

2.4.1. 대담한 천둥도둑

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#!if W != null && U != null && B == null && R != null && G != null
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#!if W != null && U != null && B != null && R == null && G != null
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Daring Thunder-Thief

대담한 천둥도둑

생물 ― 거북이 도적

#!if 작은따옴표사용!=null
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[[https://scryfall.com/search?q=%21%27Daring Thunder-Thief%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Daring Thunder-Thief%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

섬광

대담한 천둥도둑은 탭된 채로 전장에 들어온다.

It’s amazing how many sticky situations you can get out of simply by being ten times faster than anyone expects.

4/4

2.4.2. 고리대금상어

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#!if W == null && U == null && B == null && R == null && G != null
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#!if W != null && U != null && B != null && R == null && G != null
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#!if W != null && U != null && B != null && R != null && G != null
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Loan Shark

고리대금상어

생물 ― 상어 도적

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#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Loan Shark%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
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고리대금상어가 전장에 들어올 때, 당신이 이 턴 두 개 이상의 주문을 발동했다면, 카드 한 장을 뽑는다.

계획

(당신은 을 지불하고 이 카드를 당신의 손에서 추방할 수 있다. 다음 턴부터 집중마법 시기에 마나 비용을 지불하지 않고 이 카드를 발동할 수 있다. 집중마법 시기에만 계획할 수 있다.)

3/4

2.4.3. 급작스러운 정지

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Stop Cold

급작스러운 정지

부여마법 ― 마법진

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섬광

마법물체 또는 생물에게 부여

급작스러운 정지가 전장에 들어올 때, 부여된 생물을 탭한다.

부여된 지속물은 모든 능력을 잃으며 조종자의 언탭단에 언탭되지 않는다.

2.5. 마나 값 5

2.5.1. 어리석은 자의 폭포의 지니

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Djinn of Fool's Fall

어리석은 자의 폭포의 지니

생물 ― 지니

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비행

계획

No one knew if the waterfall was a natural wonder the djinn guarded or if he’d conjured it to hide something even greater.

4/3

2.5.2. 절륜한 밧줄대가

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Peerless Ropemaster

절륜한 밧줄대가

생물 ― 인간 도적

#!if 작은따옴표사용!=null
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절륜한 밧줄대가가 전장에 들어올 때, 탭된 생물을 최대 한 개까지 목표로 정한다. 그 생물을 소유자의 손으로 되돌린다.

“Murder someone and you’ll have a gaggle of folks lining up for revenge. Humiliate them, and they won’t dare bother you again.”

4/4

3. 언커먼

3.1. 마나 값 1

3.1.1. 변성 폭발

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Metamorphic Blast

변성 폭발

순간마법

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흥청 (추가비용을 한 개 이상 선택한다.)
+

― 생물을 목표로 정한다. 턴종료까지, 그 생물은 기본 공격력 및 방어력이 0/1인 백색 토끼 생물이 된다.
+

― 플레이어를 목표로 정한다. 그 플레이어는 카드 두 장을 뽑는다.

Rundo’s craving for revenge was replaced by a craving for vegetables.

3.2. 마나 값 2

3.2.1. 협곡 게

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 }}}

#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U != null && B == null && R != null && G == null
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#!if W != null && U == null && B != null && R != null && G == null
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#!if W == null && U != null && B == null && R != null && G != null
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#!if W != null && U != null && B != null && R != null && G == null
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 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Canyon Crab

협곡 게

생물 ― 게

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Canyon Crab%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Canyon Crab%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

: 협곡 게는 턴종료까지 +2/-2를 받는다.

당신의 종료단 시작에, 당신이 이 턴 당신의 손에서 주문을 발동하지 않았다면, 카드 한 장을 뽑은 후, 카드 한 장을 버린다.

They cluster near shallow river crossings, blending into the rocks, waiting for unsuspecting travelers to step within range of their claws.

0/5

3.2.2. 불사 출몰

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#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
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#!if W == null && U == null && B != null && R != null && G == null
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#!if W == null && U == null && B == null && R != null && G != null
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#!if W != null && U == null && B == null && R == null && G != null
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 }}}

#!if W != null && U == null && B != null && R == null && G == null
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#!if W == null && U != null && B == null && R != null && G == null
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#!if W == null && U == null && B != null && R == null && G != null
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#!if W != null && U == null && B == null && R != null && G == null
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 }}}

#!if W == null && U != null && B == null && R == null && G != null
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#!if W != null && U != null && B != null && R == null && G == null
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 }}}

#!if W == null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
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#!if W == null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G != null
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#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U != null && B == null && R != null && G == null
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#!if W == null && U != null && B != null && R == null && G != null
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#!if W != null && U == null && B != null && R != null && G == null
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#!if W == null && U != null && B == null && R != null && G != null
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#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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Emergent Haunting

불사 출몰

부여마법

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Emergent Haunting%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Emergent Haunting%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

당신의 종료단 시작에, 당신이 이 턴에 당신의 손에서 주문을 발동하지 않았고 불사 출몰이 생물이 아니라면, 불사 출몰은 자신의 다른 유형에 더해 비행을 가진 3/3 신령 생물이 된다.

: 감시 1을 한다. (당신의 서고 맨 위 카드를 본다. 당신은 그 카드를 당신의 무덤에 넣을 수 있다.)

3.2.3. 흩날리는 반사상

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#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W == null && U != null && B != null && R == null && G == null
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#!if W == null && U == null && B != null && R != null && G == null
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#!if W == null && U == null && B == null && R != null && G != null
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#!if W != null && U == null && B == null && R == null && G != null
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#!if W != null && U == null && B != null && R == null && G == null
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#!if W == null && U != null && B == null && R != null && G == null
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#!if W == null && U == null && B != null && R == null && G != null
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#!if W != null && U == null && B == null && R != null && G == null
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#!if W == null && U != null && B == null && R == null && G != null
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#!if W != null && U != null && B != null && R == null && G == null
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#!if W == null && U != null && B != null && R != null && G == null
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#!if W == null && U == null && B != null && R != null && G != null
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#!if W != null && U == null && B == null && R != null && G != null
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#!if W != null && U != null && B == null && R == null && G != null
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#!if W != null && U == null && B != null && R == null && G != null
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#!if W != null && U != null && B == null && R != null && G == null
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Fleeting Reflection

흩날리는 반사상

순간마법

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당신이 조종하는 생물을 목표로 정한다. 그 생물은 턴종료까지 방호를 얻는다. 그 생물을 언탭한다. 다른 생물을 최대 한 개까지 목표로 정한다. 턴종료까지, 첫 번째 목표는 두 번째 목표의 복사본이 된다.

“You’re not mad I pulled a little prank. You’re just mad you fell for it.”
―Oko, to Annie Flash

3.2.4. 변화하는 야바위

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Shifting Grift

변화하는 야바위

집중마법

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흥청 (추가비용을 한 개 이상 선택한다.)
+

― 생물 두 개를 목표로 정한다. 그 생물들의 조종권을 맞바꾼다.
+

― 마법물체 두 개를 목표로 정한다. 그 마법물체들의 조종권을 맞바꾼다.
+

― 부여마법 두 개를 목표로 정한다. 그 부여마법들의 조종권을 맞바꾼다.

3.3. 마나 값 3

3.3.1. 깊은수렁 범법자

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Deepmuck Desperado

깊은수렁 범법자

생물 ― 호마리드 용병

#!if 작은따옴표사용!=null
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[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
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[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

당신이 범죄를 저지를 때마다, 각 상대는 카드 세 장을 민다. 이 능력은 한 턴에 한 번만 격발한다. (상대, 상대가 조종하는 모든 것 및/또는 상대의 무덤에 있는 카드를 목표로 하는 것은 범죄다.)

“Heard you’ve been horning in on my turf. How about I introduce you to some surf?”

2/4

3.3.2. 재빠른 산적

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Nimble Brigand

재빠른 산적

생물 ― 인간 도적

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#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
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재빠른 산적은 당신이 이 턴에 범죄를 저질렀다면 방어될 수 없다. (상대, 상대가 조종하는 모든 것 및/또는 상대의 무덤에 있는 카드를 목표로 하는 것은 범죄다.)

재빠른 산적이 플레이어에게 전투피해를 입힐 때마다, 카드 한 장을 뽑는다.

The hard part wasn’t sneaking aboard. It was safely exiting with Slickshot flair.

1/3

3.3.3. 족쇄 던지기꾼

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Shackle Slinger

족쇄 던지기꾼

생물 ― 인간 병사

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당신이 매 턴 당신의 두 번째 주문을 발동할 때마다, 상대가 조종하는 생물을 목표로 정한다. 그 생물이 탭되어 있다면, 그 생물에 기절 카운터 한 개를 올려놓는다. 그렇지 않다면, 그 생물을 탭한다. (기절 카운터를 가진 생물이 언탭되려 하면, 대신 그 생물에서 기절 카운터 한 개를 제거한다.)

Even when he missed the wrists, a pair of thundercuffs to the head got the job done.

3/2

3.3.4. 숙련사격단 자물쇠따기꾼

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Slickshot Lockpicker

숙련사격단 자물쇠따기꾼

생물 ― 인간 도적

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숙련사격단 자물쇠따기꾼이 전장에 들어올 때, 당신의 무덤에 있는 순간마법 또는 집중마법 카드를 목표로 정한다. 그 카드는 턴종료까지 회상을 얻는다. 회상 비용은 그 카드의 마나비용과 같다. (당신은 그 카드의 회상 비용을 지불하여 그 카드를 당신의 무덤에서 발동할 수 있다, 그런 다음 그 카드를 추방한다.)

계획

2/3

3.4. 마나 값 4

3.4.1. 무법자 봉합술사

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{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Outlaw Stitcher

무법자 봉합술사

생물 ― 인간 흑마법사

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Outlaw Stitcher%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Outlaw Stitcher%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

무법자 봉합술사가 전장에 들어올 때, 2/2 청색 및 흑색 좀비 도적 생물 토큰 한 개를 만든 후, 당신이 이 턴 첫 번째를 초과하여 발동한 각 주문마다 그 토큰에 +1/+1 카운터 두 개를 올려놓는다.

계획

1/4

3.4.2. 강도 계획

#!if W == null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0"
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#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
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#!if W == null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
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#!if W == null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W != null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
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#!if W == null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
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#!if W == null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W == null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W == null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
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#!if W == null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
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#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Plan the Heist

강도 계획

집중마법

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Plan the Heist%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Plan the Heist%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

당신의 손에 카드가 없다면 감시 3을 한다. 그 후 카드 세 장을 뽑는다. (감시 3을 하려면, 당신의 서고 맨 위 카드 세 장을 본 후, 그중에서 원하는 만큼 당신의 무덤에 넣은 후 나머지를 당신의 서고 맨 위에 무작위 순서로 놓는다.)

계획

3.4.3. 용모 도적

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{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0"
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#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
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#!if W == null && U == null && B != null && R != null && G == null
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#!if W == null && U == null && B == null && R != null && G != null
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#!if W != null && U == null && B == null && R == null && G != null
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#!if W != null && U == null && B != null && R == null && G == null
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#!if W == null && U != null && B == null && R != null && G == null
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#!if W == null && U == null && B != null && R == null && G != null
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#!if W != null && U == null && B == null && R != null && G == null
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#!if W == null && U != null && B == null && R == null && G != null
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#!if W != null && U != null && B != null && R == null && G == null
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#!if W == null && U != null && B != null && R != null && G == null
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#!if W == null && U == null && B != null && R != null && G != null
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#!if W != null && U == null && B == null && R != null && G != null
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#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W == null && U != null && B != null && R == null && G != null
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#!if W != null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
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#!if W == null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
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#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
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#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
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#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
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#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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Visage Bandit

용모 도적

생물 ― 변신괴물 도적

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Visage Bandit%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
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당신은 용모 도적이 당신이 조종하는 생물의 복사본이며 다른 유형에 더해 변신괴물 도적인 생물로 전장에 들어오도록 할 수 있다.

계획

2/2

3.5. 마나 값 5

3.5.1. 습격하는 스핑크스

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Marauding Sphinx

습격하는 스핑크스

생물 ― 스핑크스 도적

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비행, 경계, 보호진

당신이 범죄를 저지를 때마다, 감시 2를 한다. 이 능력은 한 턴에 한 번만 격발한다. (상대, 상대가 조종하는 모든 것 및/또는 상대의 무덤에 있는 카드를 목표로 하는 것은 범죄다.)

She poses a riddle to each mark, allowing them a chance to keep their goods. Thus far, none have succeeded.

3/5

3.5.2. 좁은 마을이지

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This Town Ain't Big Enough

좁은 마을이지

순간마법

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이 주문은 당신이 조종하는 지속물을 목표로 한다면 발동하는 데

이 덜 든다.

대지가 아닌 지속물을 최대 두 개까지 목표로 정한다. 그 지속물들을 소유자의 손으로 되돌린다.

“All that fancy footwork, and you can’t even dodge one silly little rope? Cryin’ shame, that is.”

4. 레어

4.1. 마나 값 1

4.1.1. 세 발짝 앞

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Three Steps Ahead

세 발짝 앞

순간마법

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흥청 (추가비용을 한 개 이상 선택한다.)
+

― 주문을 목표로 정한다. 그 주문을 무효화한다.
+

― 당신이 조종하는 마법물체 또는 생물을 목표로 정한다. 그 목표의 복사본인 토큰 한 개를 만든다.
+

― 카드 두 장을 뽑은 후, 카드 한 장을 버린다.

그녀는 모든 가능성에 대한 계획을 세웠지만, 당연하게도 실패는 거기에서 제외되었다.

능력이 공개되고 나서부터 컨덱 플레이어들에게 기대를 많이 받았던 카드.

일단 3마나 카운터는 스탠에선 합격점인데 거기다가 아티, 생물 복제에다가 패교환 능력까지 가지고 있어서, 매우 다재다능하다. 흥청이라서 3마나 카운터만 써도 괜찮고 마나가 많은 후반부엔 카운터에다가 패교환, 토큰 복제까지 한번에 전부 다 할 수 있다. 복사할 카드가 없어도 5마나 내고 무효화하고 카드만 뽑아줘도 할 건 하는 거라서 언제든지 좋다.

무효화 카드 주제에 어떤 상황이라도 패에 전혀 썩을 일이 없는 게 큰 장점이고, 후반엔 아티, 생물 복제로 윈컨 역할 까지 해준다. 그래서 스탠다드 컨덱에선 4장 풀투입. 그야말로 스탠다드의 대마도사의 부적이라고 볼 수 있을듯.

4.2. 마나 값 2

4.2.1. 대마도사의 도롱뇽

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Archmage's Newt

대마도사의 도롱뇽

생물 ― 샐러맨더 탈것

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[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

대마도사의 도롱뇽이 플레이어에게 전투피해를 입힐 때마다, 당신의 무덤에 있는 순간마법 또는 집중마법 카드를 목표로 정한다. 그 카드는 턴종료까지 회상을 얻는다. 회상 비용은 그 카드의 마나비용과 같다. 대마도사의 도롱뇽에 안장을 얹었다면, 대신 그 카드는 회상

을 얻는다. (당신은 회상 비용을 지불하여 그 카드를 당신의 무덤에서 발동할 수 있다. 그 후 그 카드를 추방한다.)

안장 3

2/2

4.2.2. 정신 결투사

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#!if W != null && U == null && B != null && R != null && G != null
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#!if W != null && U != null && B != null && R == null && G != null
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#!if W != null && U != null && B != null && R != null && G != null
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Duelist of the Mind

정신 결투사

생물 ― 인간 참모

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#!if 작은따옴표사용==null
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비행, 경계

정신 결투사의 공격력은 이 턴 당신이 뽑은 카드의 수와 같다.

당신이 범죄를 저지를 때마다, 당신은 카드 한 장을 뽑을 수 있다. 그렇게 한다면, 카드 한 장을 버린다. 이 능력은 한 턴에 한 번만 격발한다.

Nathan Steuer, World Champion XXVIII

*/3

4.2.3. 금고의 열쇠

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#!if W != null && U == null && B != null && R != null && G != null
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#!if W != null && U != null && B == null && R != null && G != null
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#!if W != null && U != null && B != null && R == null && G != null
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#!if W != null && U != null && B != null && R != null && G != null
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The Key to the Vault

금고의 열쇠

전설적 마법물체 ― 장비

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#!if 작은따옴표사용==null
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장착된 생물이 플레이어에게 전투피해를 입힐 때마다, 그만큼 당신의 서고 맨 위 카드를 본다. 당신은 그중에서 대지가 아닌 카드 한 장을 추방할 수 있다. 나머지는 당신의 서고 맨 밑에 무작위 순서로 놓는다. 당신은 추방된 카드를 마나비용을 지불하지 않고 발동할 수 있다.

장착

4.3. 마나 값 3

4.3.1. 산맥에서 길을 잃은 자, 프블뜹

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#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
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#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Fblthp, Lost on the Range

산맥에서 길을 잃은 자, 프블뜹

전설적 생물 ― 호문쿨루스

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Fblthp\%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Fblthp\%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

보호진

당신은 당신의 서고 맨 위 카드를 언제든지 볼 수 있다.

당신의 서고 맨 위 카드는 계획을 가진다. 계획 비용은 그 카드의 마나비용과 같다.

당신은 당신의 서고 맨 위에서 대지가 아닌 카드를 계획할 수 있다.

1/1

자세한 내용은 산맥에서 길을 잃은 자\ 문서

#!if (문단 == null) == (앵커 == null)
를

#!if 문단 != null & 앵커 == null
의 [[산맥에서 길을 잃은 자\#s-|]]번 문단을

#!if 문단 == null & 앵커 != null
의 [[산맥에서 길을 잃은 자\#|]][[산맥에서 길을 잃은 자\#|]] 부분을

참고하십시오.

4.3.2. 냉정한 스핑크스

#!if W == null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0"
 }}}

#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
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#!if W == null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
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#!if W != null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Stoic Sphinx

냉정한 스핑크스

생물 ― 스핑크스

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Stoic Sphinx%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Stoic Sphinx%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

섬광

비행

냉정한 스핑크스는 당신이 이 턴에 주문을 발동하지 않은 한 방호를 가진다.

Lucky travelers reported a mighty winged creature among the geysers. Unlucky ones didn’t make it back.

5/3

4.4. 마나 값 5

4.4.1. 세계 사이의 계단

#!if W == null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0"
 }}}

#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U != null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W == null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U == null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)"
 }}}

#!if W == null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W != null && U != null && B != null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)"
 }}}

#!if W == null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

#!if W != null && U == null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)"
 }}}

#!if W != null && U != null && B == null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W != null && U != null && B != null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
 }}}

#!if W != null && U != null && B != null && R != null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)"
 }}}

Step Between Worlds

세계 사이의 계단

집중마법

#!if 작은따옴표사용!=null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%27Step Between Worlds%27+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

#!if 작은따옴표사용==null
{{{#!wiki style="float: right" style="display: inline"
[[https://scryfall.com/search?q=%21%22Step Between Worlds%22+s:otj|{{{#!wiki style="display: inline-block; width: 24px; padding: 0px 3px 1px; border-radius: 4px; background: #2b253a"
[[파일:scryfall 아이콘.svg|height=18px]]}}}]]}}}

각 플레이어는 자신의 손과 무덤을 자신의 서고에 섞어넣을 수 있다. 그렇게 한 각 플레이어는 카드 일곱 장을 뽑는다. 세계 사이의 계단을 추방한다.

계획

5. 미식레어

5.1. 마나 값 2

5.1.1. 다시 깨어난 제이스

`#!if W == null && U == null && B == null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0" }}}` `#!if W != null && U == null && B == null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4" }}}` `#!if W == null && U != null && B == null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB" }}}` `#!if W == null && U == null && B != null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00" }}}` `#!if W == null && U == null && B == null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A" }}}` `#!if W == null && U == null && B == null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E" }}}` `#!if W != null && U != null && B == null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)" }}}` `#!if W == null && U != null && B != null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)" }}}` `#!if W == null && U == null && B != null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)" }}}` `#!if W == null && U == null && B == null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)" }}}` `#!if W != null && U == null && B == null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)" }}}` `#!if W != null && U == null && B != null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)" }}}` `#!if W == null && U != null && B == null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)" }}}` `#!if W == null && U == null && B != null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)" }}}` `#!if W != null && U == null && B == null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)" }}}` `#!if W == null && U != null && B == null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)" }}}` `#!if W != null && U != null && B != null && R == null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)" }}}` `#!if W == null && U != null && B != null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)" }}}` `#!if W == null && U == null && B != null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)" }}}` `#!if W != null && U == null && B == null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)" }}}` `#!if W != null && U != null && B == null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)" }}}` `#!if W != null && U == null && B != null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E)" }}}` `#!if W != null && U != null && B == null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4)" }}}` `#!if W == null && U != null && B != null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB)" }}}` `#!if W != null && U == null && B != null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #F9FAF4, #F9FAF4, #F9FAF4, #150B00, #150B00, #150B00)" }}}` `#!if W == null && U != null && B == null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #0E68AB, #0E68AB, #0E68AB, #D3202A, #D3202A, #D3202A)" }}}` `#!if W != null && U != null && B != null && R != null && G == null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A)" }}}` `#!if W == null && U != null && B != null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)" }}}` `#!if W != null && U == null && B != null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4)" }}}` `#!if W != null && U != null && B == null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)" }}}` `#!if W != null && U != null && B != null && R == null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #00733E, #00733E, #00733E, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)" }}}` `#!if W != null && U != null && B != null && R != null && G != null {{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00, #D3202A, #D3202A, #D3202A, #00733E, #00733E, #00733E)" }}}`
Jace Reawakened 다시 깨어난 제이스
전설적 플레인즈워커 — 제이스
당신은 이 게임 동안 이 주문을 당신의 첫 번째, 두 번째, 또는 세 번째 턴에 발동할 수 없다.
+1:	카드 한 장을 뽑은 후, 카드 한 장을 버린다.
+1:	당신은 당신의 손에서 마나 값이 3 이하인 대지가 아닌 카드를 추방할 수 있다. 그렇게 한다면, 그 카드는 계획된다.
-6:	턴종료까지, 당신이 주문을 발동할 때마다, 그 주문을 복사한다. 당신은 그 복사본의 목표를 새로 정할 수 있다.
충성도: 3

특이하게도 이 카드는 엘드레인의 야생지부터 적용되는 규칙인 1팩당 1플커도 무시하고 있고, 일반적인 카드 번호 규칙(색깔별-알파벳 순서대로 배치) 역시 무시하고 기본 대지 바로 앞 번호를 차지하고 있다. 이는 이 카드가 원래 계획되고 있던 에필로그 부스터에 들어갈 카드였으나, 에필로그 부스터의 발매 계획이 취소되고 대척결사와 시트의 위치를 바꾸면서 이렇게 된 것.

과거 세라 응징자와 같은 형태의 페널티를 가지고 있는 카드. 이 페널티를 우회하기 위해서는 Cosmic Rebirth와 같은 카드로 무덤 등에서 발동하지 않고 꺼내거나, Leyline of Anticipation 등으로 상대턴에 발동하는 방법이 있다.

두번째 +1 능력과 Bramble Familiar나 거짓말의 신, 발키와 같은 카드들의 상성이 좋은데, 계획된 카드를 모험이나 뒷면으로도 발동할 수 있기 때문.

5.2. 마나 값 3

5.2.1. 살점장인, 게랄프

#!if W == null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #e0e0e0"
 }}}

#!if W != null && U == null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #F9FAF4"
 }}}

#!if W == null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #0E68AB"
 }}}

#!if W == null && U == null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #150B00"
 }}}

#!if W == null && U == null && B == null && R != null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #D3202A"
 }}}

#!if W == null && U == null && B == null && R == null && G != null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: #00733E"
 }}}

#!if W != null && U != null && B == null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #F9FAF4, #F9FAF4, #F9FAF4, #0E68AB, #0E68AB, #0E68AB)"
 }}}

#!if W == null && U != null && B != null && R == null && G == null
{{{#!wiki style="margin: -5px -10px; padding: 5px 10px; background: linear-gradient(to right, #0E68AB, #0E68AB, #0E68AB, #150B00, #150B00, #150B00)"
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Geralf, the Fleshwright

살점장인, 게랄프

전설적 생물 ― 인간 흑마법사

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당신이 당신의 턴 동안 그 턴 당신의 첫 번째 주문이 아닌 주문을 발동할 때마다, 2/2 청색 및 흑색 좀비 도적 생물 토큰 한 개를 만든다.

좀비가 당신의 조종하에 전장에 들어올 때마다, 이 턴 당신의 조종하에 전장에 들어온 다른 각 좀비마다 그 좀비에 +1/+1 카운터 한 개를 올려놓는다.

2/3

5.3. 마나 값 4

5.3.1. 두 배로 걸기

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Double Down

두 배로 걸기

부여마법

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당신이 무법자 주문을 발동할 때마다, 그 주문을 복사한다. (암살자, 용병, 해적, 도적 및 흑마법사가 무법자다. 지속물 주문의 복사본은 토큰이 된다.)

The best alibi is being in multiple places at the same time.

매직 더 개더링/카드 일람/천둥 교차로의 무법자들/청색

1. 개요

2. 커먼

2.1. 마나 값 1

2.1.1. 유린자 올빼미

2.1.2. 탈옥 계획

2.1.3. 허깨비 간섭

2.1.4. 떠넘기기

2.2. 마나 값 2

2.2.1. 개울 건너기 실패

2.2.2. 눈부시게 화려한 자

2.2.3. 증기를 흩뿌리는 짐승

2.3. 마나 값 3

2.3.1. 간헐천 드레이크

2.3.2. 비밀 포착

2.3.3. 숙련사격단 금고파괴자

2.4. 마나 값 4

2.4.1. 대담한 천둥도둑

2.4.2. 고리대금상어

2.4.3. 급작스러운 정지

2.5. 마나 값 5

2.5.1. 어리석은 자의 폭포의 지니

2.5.2. 절륜한 밧줄대가

3. 언커먼

3.1. 마나 값 1

3.1.1. 변성 폭발

3.2. 마나 값 2

3.2.1. 협곡 게

3.2.2. 불사 출몰

3.2.3. 흩날리는 반사상

3.2.4. 변화하는 야바위

3.3. 마나 값 3

3.3.1. 깊은수렁 범법자

3.3.2. 재빠른 산적

3.3.3. 족쇄 던지기꾼

3.3.4. 숙련사격단 자물쇠따기꾼

3.4. 마나 값 4

3.4.1. 무법자 봉합술사

3.4.2. 강도 계획

3.4.3. 용모 도적

3.5. 마나 값 5

3.5.1. 습격하는 스핑크스

3.5.2. 좁은 마을이지

4. 레어

4.1. 마나 값 1

4.1.1. 세 발짝 앞

4.2. 마나 값 2

4.2.1. 대마도사의 도롱뇽

4.2.2. 정신 결투사

4.2.3. 금고의 열쇠

4.3. 마나 값 3

4.3.1. 산맥에서 길을 잃은 자, 프블뜹

4.3.2. 냉정한 스핑크스

4.4. 마나 값 5

4.4.1. 세계 사이의 계단

5. 미식레어

5.1. 마나 값 2

5.1.1. 다시 깨어난 제이스

5.2. 마나 값 3

5.2.1. 살점장인, 게랄프

5.3. 마나 값 4

5.3.1. 두 배로 걸기

분류