linking.

Digital assets, including stablecoins and NFTs, are subject to market volatility, involve a high degree of risk, can lose value, and can even become worthless. Digital assets are not covered by insurance against potential losses. Historical returns are not indicative of future returns. OKX does not provide investment or asset recommendations. You are solely responsible for your investment decisions, and OKX is not responsible for any potential losses.

Speed bump protection For app and web users, a current 20-millisecond speed bump will be applied to the order before it enters OKX’s system. Speed bumps are applied to create, modify, cancel order requests of all order types for symbols with ELP enabled. For OpenAPI users, when you opt in for elpTakerAccess:true for IOC orders on ELP symbols, a current 20-millisecond speed bump will be applied to the order before it enters OKX’s system.

How can I import OKX modules? In python-okx, there are several modules based on our REST API modules. Read our guide to learn how to import OKX modules. Trade BlockTrading Funding Account Convert Earning SubAccount MarketData PublicData TradingData Status NDBroker FDBroker To import the Trade module, you can run: 1 import okx.Trade as Trade Now you are ready to use the comprehensive features available in python-okx!5. How can I access our market data?

Problem scenario: When withdrawing cryptos, the speed of block confirmations on the network, as well as the block confirmation speed of the receiving platform and wallet, determines whether the assets can be received promptly on the recipient's platform. When the network is busy and there are many onchain transactions waiting for confirmation, it can slow down the confirmation speed. This may cause withdrawal cryptos to be delayed.

Therefore, canceling and resubmitting a withdrawal will not speed up the process. We recommend deciding whether to continue waiting or cancel based on your situation. Thank you for your understanding.

Whereas, if the user proceeds with the Smart Portfolio bot, it will help the user to sell crypto gradually when the price is increasing and re-invest those funds into pairs that have temporarily lagged behind but may have a high potential later. In this case, Smart Portfolio locks in the profit while increasing the position of high potential cryptos when the price is relatively low, and continuously earns extra returns over the long run. 3.

The deposit completion time depends on the confirmation speed of network miners and the required number of confirmations by the receiving platform. The main influencing factors are as follows:Network miner confirmation speed Each deposit needs to be confirmed by miners on the blockchain network. The confirmation speed is influenced by network congestion and the transaction fee amount.

Whereas, if the user proceeds with the Smart Portfolio bot, it will help the user to sell crypto gradually when the price is increasing and re-invest those funds into pairs that have temporarily lagged behind but may have a high potential later. In this case, Smart Portfolio locks in the profit while increasing the position of high potential cryptos when the price is relatively low, and continuously earns extra returns over the long run. 3.

Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index, Index × (1 – Y) + Avg premium in the last 2 mins), Index × (1 – Z)] OKX may adjust the parameters J, X, Y, Z or switch limit price calculation methods

Spot market opening risk control rules Price limit rules: During the pre-open session and continuous trading, index-based limit rules will be applied.Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index

Spot market opening risk control rules Price limit rules: During the pre-open session and continuous trading, index-based limit rules will be applied.Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index

Price limit rules: During Pre-open session and continuous trading, index-based limit rules will be applied.Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index, Index × (1 – Y) + Avg premium in the last

Spot market opening risk control rules Price limit rules: During the pre-open session and continuous trading, index-based limit rules will be applied.Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index

Spot market opening risk control rules Price limit rules: During the pre-open session and continuous trading, index-based limit rules will be applied.Index-based limit calculation rules: Phase Maximum bid price Minimum ask price During Pre-Open session Index × (1 + J) Index × (1 – J) Within the 10 minutes of continuous trading Index × (1 + X) Index × (1 – X) After the first 10 minutes of continuous trading Min[Max(Index, Index (1 + Y) + Avg premium in the last 2 mins), Index × (1 + Z)] Max[Min(Index