LA: taxas de financiamento e arbitraxe
Os perpetuos de LA pódense negociar en 11 contratos en 11 intercambios, que forman 55 oportunidades de arbitraxe entre intercambios. Ordenado por APR neto, o mellor par actual é longo Aster e curto Binance, cun APR neto de 0.00%, e as dúas pernas liquidan co mesmo intervalo。
Taxas de financiamento dos perpetuos de LA por intercambio
APR anual = taxa actual × (24 ÷ intervalo de liquidación) × 365. Cada intercambio liquida cunha periodicidade distinta, así que hai que anualizar antes de comparar.
| Intercambio | Contrato | Marxe | Liquidación | Taxa actual | APR anual | APR anual da media 24h | Volume 24h | Prezo de marca |
|---|---|---|---|---|---|---|---|---|
| BingX | LA-USDT | USDT | 4h | 0.0050% | +10.95% | +10.95% | $6.5M | 0.05257 |
| Binance | LAUSDT | USDT | 4h | 0.0050% | +10.95% | +4.68% | $3.3M | 0.05257 |
| LBank | LAUSDT | USDT | 4h | 0.0050% | +10.95% | +4.75% | $2.0M | 0.05257 |
| WhiteBIT | LA_PERP | USDT | 4h | 0.0050% | +10.95% | +10.95% | $948K | 0.05260 |
| OKX | LA-USDT-SWAP | USDT | 4h | 0.0050% | +10.95% | +10.95% | $665K | 0.05261 |
| Gate | LA_USDT | USDT | 4h | 0.0050% | +10.95% | +11.03% | $589K | 0.05255 |
| Bybit | LAUSDT | USDT | 4h | 0.0050% | +10.95% | +10.95% | $494K | 0.05257 |
| MEXC | LA_USDT | USDT | 4h | 0.0050% | +10.95% | +4.59% | $108K | 0.05257 |
| Bitget | LAUSDT | USDT | 4h | 0.0050% | +10.95% | +10.95% | $85K | 0.05253 |
| KuCoin | LAUSDTM | USDT | 4h | 0.0050% | +10.95% | -2.85% | $47K | 0.05255 |
| Aster | LAUSDT | USDT | 4h | 0.0050% | +10.95% | +5.34% | $336 | 0.05253 |
Pares de arbitraxe de LA entre intercambios
Vende a perna con máis APR anual e compra a que ten menos; APR anual neto = perna curta − perna longa.
| Longo | Curto | APR anual neto | Diario | Media 24h | Liquidación | Liquidez |
|---|---|---|---|---|---|---|
| Aster USDT | Binance USDT | 0.00% | 0.0000% | -0.66% | 4h coincide | $336 |
| Aster USDT | BingX USDT | 0.00% | 0.0000% | +5.61% | 4h coincide | $336 |
| Aster USDT | Bitget USDT | 0.00% | 0.0000% | +5.61% | 4h coincide | $336 |
| Aster USDT | Bybit USDT | 0.00% | 0.0000% | +5.61% | 4h coincide | $336 |
| Aster USDT | Gate USDT | 0.00% | 0.0000% | +5.69% | 4h coincide | $336 |
| Aster USDT | KuCoin USDT | 0.00% | 0.0000% | -8.19% | 4h coincide | $336 |
| Aster USDT | LBank USDT | 0.00% | 0.0000% | -0.59% | 4h coincide | $336 |
| Aster USDT | MEXC USDT | 0.00% | 0.0000% | -0.75% | 4h coincide | $336 |
| Aster USDT | OKX USDT | 0.00% | 0.0000% | +5.61% | 4h coincide | $336 |
| Aster USDT | WhiteBIT USDT | 0.00% | 0.0000% | +5.61% | 4h coincide | $336 |
| Binance USDT | BingX USDT | 0.00% | 0.0000% | +6.27% | 4h coincide | $3.3M |
| Binance USDT | Bitget USDT | 0.00% | 0.0000% | +6.27% | 4h coincide | $85K |
Perfil do proxecto Lagrange
- Total
- 1.00B
- Subministración máxima
- ilimitada
- Tipo
- Token
- Posto por capitalización
- #1159
0x0fc2a55d5bd13033f1ee0cdd11f60f7efe66f4670x389ad4bb96d0d6ee5b6ef0efaf4b7db0ba2e02a0Sobre
Today, Lagrange has expanded its ZK Prover Network to power proof generation for ZK rollups, adding onto Lagrange’s existing ZK Coprocessor and State Committee offerings. With this new addition, Lagrange now unlocks proofs for anything – for rollups, apps, coprocessors and interoperability – as an infinite proving layer that enables anyone to prove everything at internet scale. Previously, Lagrange launched the first production-ready ZK prover network in the industry, operated by top operators including Coinbase, Kraken, OKX and more. Now, Lagrange’s ZK Prover Network is expanding to address key challenges faced by rollups and advance ZK adoption and utility. The ZK Coprocessor can generate a proof of correct computation over arbitrary storage slots for arbitrary block ranges. For example, consider an application that wishes to compute the average on Ethereum for ETH / USDC pricing. A developer must first specify the memory slots and block range (~50,400) that they are interested in including in the data set. Next the developer writes the computations that is to be executed across the storage slots over the different blocks in parallel. Once the proof is generated, it will prove bo
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