True Ba'al's Horn icon, Legendary rarity item in Grand Piece Online

True Ba'al's Horn TBSH

未分级 Legendary 低需求 中等置信度

当前交易价值

3.2K

区间 2.7K–3.7K

时间窗口48h

更新时间2026年9月10日

交易数491
提供次数397
求购次数94
需求 ×0.24

我们有现货

每 1 美元的交易价值

前往 PetMart 购买

PetMart 是我们的商店

True Ba'al's Horn 暂时缺货。 Mera Mera 的交易价值与之接近2.6K, $2.49. PetMart 是我们的商店

True Ba'al's Horn 的价值究竟意味着什么

At 3.2K value units, True Ba'al's Horn trades for roughly 0.32× 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 2.7K and 3.7K (a ±15% band) off 491 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, True Ba'al's Horn is also written TBSH.

Demand is currently rated Low and rarity is Legendary, 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。

-38.6% / 3d
3,207

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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

True Ba'al's Horn for Kaido Outfit (3.4K)

Inside the confidence band. Fair on paper.

-6.4% delta

FAIR

True Ba'al's Horn for Fishing Rod (3.5K)

Inside the confidence band. Fair on paper.

-7.2% delta

浏览所有 GPO 价值 →

常见问题

How much is True Ba'al's Horn worth in GPO?

True Ba'al's Horn's current trading value is approximately 3.2K (range 2.7K-3.7K), based on 491 observed Discord trades over the last solver run. Updated 2026-09-10.

Is True Ba'al's Horn'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 True Ba'al's Horn's value calculated?

True Ba'al's Horn'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.