Nado vs Ostium funding arbitrage

21 shared markets · net of estimated fees

Nado vs Ostium Funding Arbitrage

21 shared markets · net of estimated fees · updated every few minutes

Nado and Ostium both quote 21 of the same perpetual markets, so a delta-neutral position can be split across the two and collect the difference in their funding. The widest spread on a market with real depth is SPCX — long Ostium / short Nado at 8.8% net APR — but the median across all shared markets is 46.8%, which is the number worth planning around.

Shared markets21quoted on both
Best net APR8.8%on $1M+ volume
Median net APR46.8%plan around this
With real depth3of 21 markets

The long leg is whichever venue prices funding lower for that market. It is a property of the MARKET, not of the exchange, and it flips as rates move: here 17 markets go long on Nado and 4 on Ostium. 20 markets clear 5% net APR, 17 clear 10%.

How this pair behaves

Nado pays funding every 24h on 71 markets; Ostium pays every 1h on 54 markets. The two clocks differ, so one leg settles while the other is still accruing: a position held for only a few hours can pay one side without ever collecting from the other. Nado quotes 71 perpetual markets in total and Ostium quotes 54; the 21 they share are what this page ranks. Across its own book Nado runs a median funding rate of -1.8% and Ostium 0.0% — the two sit on opposite sides of zero, which is why this combination throws up spreads at all.

Spreads by market

top 21 of 21 by net APR
MarketLongShortNet APRGross7d avgThin leg vol
ORCLNadoOstium120.1%127.7%-20.0%$21K
MRVLNadoOstium106.5%113.3%-23.0%$48K
MUNadoOstium94.5%100.8%-11.3%$528K
AMDNadoOstium81.5%87.9%-5.9%$115K
AAPLNadoOstium74.6%81.0%+9.8%$91K
INTCNadoOstium71.6%78.4%-5.6%$92K
AVGONadoOstium65.8%72.4%-10.5%$225K
NBISNadoOstium63.8%71.0%-30.3%$93K
SKHYNadoOstium52.1%59.8%+4.6%$86K
MSTROstiumNado51.7%58.7%+13.9%$86K
MSFTNadoOstium46.8%53.2%+4.4%$147K
TSLANadoOstium41.0%47.4%-6.6%$99K
METANadoOstium35.3%41.7%+8.5%$196K
WTINadoOstium17.7%23.4%+19.7%$849K
DELLNadoOstium15.4%22.6%+20.4%$39K
NVDANadoOstium14.1%20.7%+16.4%$305K
GOOGLNadoOstium12.6%19.0%+5.9%$129K
SPCXOstiumNado8.8%15.3%+7.5%$2.7M
ETHOstiumNado5.4%10.9%+7.5%$101.3M
BTCOstiumNado5.1%10.5%+8.9%$171.0M
SNDKNadoOstium4.5%11.0%-12.9%$878K
21 markets between these two venues · 20 at 5%+ net APR

Net APR subtracts entry and exit fees, both legs' bid/ask spread and estimated slippage from the gross funding spread. The 7-day average is historical gross funding for the same pair: a current rate close to it suggests the spread has persisted, one far above it is usually a spike that will decay.

Coverage note: Nado and Ostium share 21 markets, 3 of them with real depth — below the 10 markets / 5 liquid this page treats as full coverage, so this is a thin sample rather than a picture of the pair.

Nado vs Ostium — FAQ

How many markets can you arbitrage between Nado and Ostium?

21 perpetual markets are quoted on both Nado and Ostium right now. 20 of them show a net spread of at least 5% APR after estimated fees, and 3 have at least $1M of 24h volume on the smaller leg.

What is the best Nado / Ostium funding spread right now?

SPCX: long Ostium and short Nado for about 8.8% net APR after estimated fees, counting only markets with at least $1M of 24h volume on the smaller leg. The median across all 21 shared markets is 46.8%, so the top of the list is not typical.

Which side pays on the Nado / Ostium pair?

It varies by market: Nado is the long (funding-receiving) leg in 17 of the shared markets and Ostium in the other 4. The direction is set per market by which venue currently prices funding lower.

Trading the Nado / Ostium spread

The trade is one position split across two venues: long the exchange paying the more negative funding, short the one paying the more positive, in the same size. What limits it is not the headline APR but the smaller leg's liquidity, the fees on both sides, and how long the spread survives — funding decays and flips, often within hours. Venue detail: Nado funding rates · Ostium funding rates; the full calculation is in the methodology.

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