Sunken (any) SUNKEN
티어 없음 Legendary 수요 낮음 신뢰도 보통
현재 거래 시세
2.1K
범위 1.8K–2.5K
거래 수229
제안됨215
요청됨14
수요 ×0.07
Sunken (any)은(는) 재고가 없습니다. Pika이(가) 비슷한 가치로 거래됩니다 — 3.4K, $4.99. PetMart는 저희 상점입니다
Sunken (any) 시세가 의미하는 것
At 2.1K value units, Sunken (any) trades for roughly 0.21× a Mythical Fruit Chest (the 10,000-unit reference item), so it sits below the anchor on the chart.
That figure is a medium-confidence read: the solver places the true value between 1.8K and 2.5K (a ±15% band) off 229 observed Discord trades.
Over the last week the value has been holding roughly flat versus its 30-day average (+0.0%).
In trade chats and value lists, Sunken (any) is also written SUNKEN.
Demand is currently rated Low and rarity is Legendary, both recomputed every solver run.
가격 추이 · 60일
관찰된 거래의 일별 중앙값이에요. 마지막 지점은 오늘 계산된 값이에요.
최근 Sunken (any) 거래
저희 파이프라인이 Discord에서 그대로 수집한 오퍼예요. 수정도, 의견도 없어요.
- Sunken (any) Legendary Fruit Chest 26회 관찰됨
- Sunken (any) 2× Legendary Fruit Chest 6회 관찰됨
- Sunken (any) Buddha 6회 관찰됨
48건의 단독 거래 샘플을 바탕으로, Sunken (any)에서 가장 흔하게 관찰된 거래 형태예요.
추천 거래
시세 매칭 그래프를 기반으로 자동 생성돼요. 계산기와 동일한 이득/공정/손해 판정 방식을 사용해요.
Sunken (any) for Roger's Ace (2K)
Sunken (any)'s value tops Roger's Ace. Clean win on paper.
+4% in your favor
관련 아이템 시세
모든 GPO 시세 보기 →
자주 묻는 질문
How much is Sunken (any) worth in GPO?
Sunken (any)'s current trading value is approximately 2.1K (range 1.8K-2.5K), based on 229 observed Discord trades over the last solver run. Updated 2026-09-01.
Is Sunken (any)'s value rising or falling?
Right now it's roughly flat: the 7-day value is +0.0% against its 30-day average, so no strong move either way.
How is Sunken (any)'s value calculated?
Sunken (any)'s value is derived purely from observed Discord trade messages using a ratio-chain solver against the Mythical Fruit Chest anchor (10,000 value units). No editor opinions, no hand-tuned numbers. See /legal/methodology for the full math.
Why is the value a range, not one number?
The range is a 90% confidence band. The single headline number is the median. The band shows where the solver thinks the true value lives given noise.