Blessed Cupid Vanguard Outfit BCVO

未分级 Unknown 需求未知 低置信度

当前交易价值

20K

区间 14K–26K

时间窗口30d

更新时间2026年8月15日

交易数17
提供次数3
求购次数14
需求 ×

Blessed Cupid Vanguard Outfit 的价值究竟意味着什么

At 20K value units, Blessed Cupid Vanguard Outfit trades for about 2.0× a Mythical Fruit Chest, the 10,000-unit reference item the whole value chart is pegged to.

That figure is a low-confidence read: the solver places the true value between 14K and 26K (a ±30% band) off 17 observed Discord trades.

Over the last week the value has been rising. The 7-day read sits +2.9% against the 30-day average.

Demand is currently rated Unknown and rarity is Unknown, both recomputed every solver run.

价格历史 · 60 天

每日交易的价格中位数,最后一个点是今天的计算结果。

-26.4% / 28d
20,000

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根据价值匹配图自动生成,判定逻辑和计算器里的赚/持平/亏一样。

FAIR

Blessed Cupid Vanguard Outfit for Dark Blade (20K)

Within 2%. A clean even swap.

-0.3% delta

WIN

Blessed Cupid Vanguard Outfit for Coyote Outfit (19K)

Blessed Cupid Vanguard Outfit's value tops Coyote Outfit. Clean win on paper.

+3.1% in your favor

FAIR

Blessed Cupid Vanguard Outfit for Kikoku (21K)

Inside the confidence band. Fair on paper.

-3.5% delta

浏览所有 GPO 价值 →

常见问题

How much is Blessed Cupid Vanguard Outfit worth in GPO?

Blessed Cupid Vanguard Outfit's current trading value is approximately 20K (range 14K-26K), based on 17 observed Discord trades over the last solver run. Updated 2026-08-15.

Is Blessed Cupid Vanguard Outfit's value rising or falling?

It's currently rising. The 7-day value sits +2.9% versus the 30-day average. That's the direction the solver sees over the past week.

How is Blessed Cupid Vanguard Outfit's value calculated?

Blessed Cupid Vanguard Outfit'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.