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ATHperpetual futures

Funding+9.25%OI 24h-0.7%Risk9

Funding is the periodic payment exchanged between long and short perpetual positions. A high 90-day percentile means funding for ATH is elevated versus its own recent norm — often a sign of crowded longs and a higher chance of a long squeeze.

Aggregated funding (APR)
9.25%
OI-weighted, cross-exchange
Funding percentile (90d)
vs the last 90 days of funding
Open interest
$7.11M
total, cross-exchange

Funding history

Jade above the zero line: longs pay shorts. Clay below: shorts pay longs.

ATH across exchanges

ExchangeFunding APROpen interestOI share
BBybit logoBybit+10.95%$2.28M55%
BBitget logoBitget+2.74%$1.25M30%
OOKX logoOKX-8.31%$629.2K15%

Funding annualized per venue interval; open interest is the latest reading per exchange. No fresh per-venue reading from Binance right now — the cross-exchange totals above still include every venue's last data.

Interpretation

+9.25%aggregated funding · APR

This analysis is awaiting refresh — the metrics above are newer than the last written read, so we hold the text rather than show figures that no longer match.

About this analysis: written from the served metrics only and validated against the data — methodology · editorial policy. Not financial advice.Data updated 7 Jul, 15:45 UTC

FAQ

What is the funding rate for ATH right now?

As of the latest reading, ATH aggregated funding is +9.25% annualized, at the 39th percentile of its own last 90 days. Funding is a recurring payment between long and short ATH perpetual holders that keeps the contract price anchored to spot: positive means longs pay shorts, negative means shorts pay longs.

What does a high funding percentile mean?

It means current ATH funding is high versus its own last 90 days — usually a sign of crowded long positioning, which can precede a long squeeze if price turns.

How is aggregated funding calculated?

Each exchange's rate is annualized (accounting for 4h vs 8h intervals), then averaged weighted by open interest across Binance, Bybit, OKX and Bitget. See the methodology page for the exact formula.

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