# EWJ Funding Rate on OKX

As of 2026-10-06 00:00 UTC, the EWJ perpetual on OKX pays 0.0389% per 8h, 0.0389% per 8 hours (42.64% APR), so longs pay shorts. That is the 4th highest of 17 exchanges shown, against a volume-weighted average of 0.0202% per 8 hours (22.16% APR). Over the last 7 days OKX averaged 0.0015% per 8 hours (1.66% APR). The next funding is at 2026-10-06 08:00 UTC.

## Funding on every exchange

| Exchange | Market | Funding rate | Interval | APR | Next funding |
| --- | --- | --- | --- | --- | --- |
| [Crypto.com](https://arbtide.com/funding-rates/ewj/cryptocom) | [EWJ/USD:USD](https://crypto.com/exchange/trade/EWJUSD-PERP) | 0.0205% | 1h | 179.60% | 2026-10-06 00:00 UTC |
| [Bitget](https://arbtide.com/funding-rates/ewj/bitget) | [EWJ/USDT:USDT](https://www.bitget.com/futures/usdt/EWJUSDT) | 0.0440% | 8h | 48.18% | — |
| [KuCoin](https://arbtide.com/funding-rates/ewj/kucoin) | [EWJ/USDT:USDT](https://www.kucoin.com/trade/futures/EWJUSDTM) | 0.0399% | 8h | 43.69% | 2026-10-06 08:00 UTC |
| [OKX](https://arbtide.com/funding-rates/ewj/okx) | [EWJ/USDT:USDT](https://www.okx.com/trade-swap/ewj-usdt-swap) | 0.0389% | 8h | 42.64% | 2026-10-06 08:00 UTC |
| [XT.COM](https://arbtide.com/funding-rates/ewj/xt) | [EWJ/USDT:USDT](https://www.xt.com/en/futures/trade/ewj_usdt) | 0.0178% | 8h | 19.52% | 2026-10-06 08:00 UTC |
| [LBank](https://arbtide.com/funding-rates/ewj/lbank) | [EWJ/USDT:USDT](https://www.lbank.com/futures/ewjusdt) | 0.0177% | 8h | 19.41% | 2026-10-06 08:00 UTC |
| [WEEX](https://arbtide.com/funding-rates/ewj/weex) | [EWJ/USDT:USDT](https://www.weex.com/futures/EWJ-USDT) | 0.0177% | 8h | 19.41% | 2026-10-06 00:00 UTC |
| [Toobit](https://arbtide.com/funding-rates/ewj/toobit) | [EWJ/USDT:USDT](https://www.toobit.com/en-US/futures/EWJ-SWAP-USDT) | 0.0177% | 8h | 19.41% | 2026-10-06 00:00 UTC |
| [MEXC](https://arbtide.com/funding-rates/ewj/mexc) | [EWJ/USDT:USDT](https://www.mexc.com/futures/EWJ_USDT) | 0.0177% | 8h | 19.38% | 2026-10-06 08:00 UTC |
| [Binance](https://arbtide.com/funding-rates/ewj/binance) | [EWJ/USDT:USDT](https://www.binance.com/en/futures/EWJUSDT) | 0.0175% | 8h | 19.11% | 2026-10-06 08:00 UTC |
| [Bybit](https://arbtide.com/funding-rates/ewj/bybit) | [EWJ/USDT:USDT](https://www.bybit.com/trade/usdt/EWJUSDT) | 0.0000% | 8h | 0.00% | 2026-10-06 08:00 UTC |
| [Gate](https://arbtide.com/funding-rates/ewj/gate) | [EWJ/USDT:USDT](https://www.gate.com/futures/USDT/EWJ_USDT) | 0.0000% | 8h | 0.00% | 2026-10-06 08:00 UTC |
| [HTX](https://arbtide.com/funding-rates/ewj/htx) | [EWJ/USDT:USDT](https://www.htx.com/futures/linear_swap/exchange#contract_code=EWJ-USDT&contract_type=swap&type=cross) | 0.0000% | 8h | 0.00% | 2026-10-06 08:00 UTC |
| [BTSE](https://arbtide.com/funding-rates/ewj/btse) | [EWJ/USDT:USDT](https://www.btse.com/en/futures/EWJ-PERP) | 0.0000% | 8h | 0.00% | — |
| [Aster](https://arbtide.com/funding-rates/ewj/aster) | [EWJ/USDT:USDT](https://www.asterdex.com/en/trade/pro/futures/EWJUSDT) | 0.0000% | 8h | 0.00% | — |
| [WhiteBIT](https://arbtide.com/funding-rates/ewj/whitebit) | [EWJ/USDT:USDT](https://whitebit.com/trade/EWJ-PERP?type=futures) | -0.0285% | 8h | -31.19% | 2026-10-06 08:00 UTC |
| [Deepcoin](https://arbtide.com/funding-rates/ewj/deepcoin) | [EWJ/USDT:USDT](https://www.deepcoin.com/en/swap/EWJ-USDT) | -0.0290% | 8h | -31.75% | — |

## Frequently asked questions

### What is the EWJ funding rate on OKX?

0.0389% per 8h, or 0.0389% per 8 hours (42.64% APR), so longs pay shorts. The 7-day average is 0.0015% per 8 hours (1.66% APR).

### How often does OKX pay EWJ funding?

Every 8 hours. The next payment is at 2026-10-06 08:00 UTC.

### Is EWJ funding on OKX higher than on other exchanges?

OKX is the 4th highest of 17 exchanges shown. The highest is KuCoin at 0.0399% per 8h (43.69% APR) and the lowest is Deepcoin at -0.0290% per 8h (-31.75% APR).

### How do you arbitrage EWJ funding with OKX?

Long EWJ on Deepcoin and short on OKX for a gross spread of 0.0679% per 8 hours (74.39% APR). Trading fees, slippage and the price basis between the two venues reduce the net return.