Can the margin and leverage be adjusted while the bot is running?
You can adjust only the investment amount, as well as the Take Profit (TP) and Stop Loss (SL) levels.
Is there a way to enable automatic reinvestment for the bot?
Unfortunately, automatic reinvestment is not supported. However, you can set the investment amount when creating the strategy. Automatic reinvestment for the bot feature is still under development.
Are fee discounts with Phemex Token (PT) available here?
Unfortunately, fee discounts using Phemex Token (PT) do not apply to spot/contract grid trading, copy trading, margin trading, or also future martingale trading.
Is the funding fee listed within the martingale futures bot the fee per cycle, or is it the cumulative amount of funding fees you have paid throughout the life of the bot?
The funding fee listed within the martingale futures bot, as shown in the image below, represents the cumulative amount of funding fees you have paid throughout the life of the bot.
Could you provide me with the martingale price steps multiplier and amounts multiplier equation?
Price Steps Multiplier
This multiplier is applied to the price step for placing the next safety order.
It increases or decreases the price gap between safety orders.
For example, with a price step = 1%, Multiplier = 2.
In this case, Safety orders will be placed when the price changes 1% * 2^(1-1) = 1%，1% * 2^(2-1) = 2%，1% * 2^(3-1) = 4%, etc.
In other words, multiplier progression inputs for price gaps in between safety orders.
Amount Multiplier
This multiplier is applied to the investment amount for placing the next safety order.
It affects the aggressiveness in averaging the entry prices of your investments.
For example 1, with an open order amount = 100 USDT, multiplier = 2.
Safety orders will be placed with amount 100 * 2^(2-1) = 200，100 * 2^(3-1) = 400，100 * 2^(4-1) = 800, and so on.
For example 2, with an open order amount = 50 USDT, multiplier = 2.
Safety orders will be placed with amount 50 * 2^(2-1) = 100，50 * 2^(3-1) = 200，50 * 2^(4-1) = 400, and so on.
