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Consistency Rule (45% Rule in Step 2 Pro Funded Accounts ONLY)
Consistency Rule (45% Rule in Step 2 Pro Funded Accounts ONLY)

Consistency

Updated over 2 weeks ago

The Consistency Rule in Step 2 Pro Funded Accounts ONLY

The Consistency Rule applies to 2 Step Pro Funded Accounts ONLY and not applicable to any other account models and also not applicable to 2 step pro challenge phases. This rule ensures that traders demonstrate consistent performance rather than relying on a few large trades.

Calculation

The Consistency Rule is calculated as follows:

Best Day Profit / Overall Profit = Best Trading Day Percentage of Total Profit

Example 1: $25,000 Account

Imagine you have a $25,000 simulated funded account and you made profits of $2,000 (8%). To comply with the Consistency Rule, your biggest profitable day should never exceed $900, which is 45% of the total profits. Consider the following scenario:

- You make a total profit of $2,000.

- On one of the days, you make a $900 profit.

Result: You are not eligible for payout. To get your payout, you need to keep trading until your biggest profitable day becomes less than 45% of your total profits.

Once you reach a total profit of $2,000 without exceeding the $900 daily profit limit, you will receive your payout. Note: If your biggest profit day exceeds 45% of your total profits, your payout will not be rejected nor will you lose your account or profits.

Example 2: $100,000 Account.

On your $100,000 simulated funded account, you make $10,000 in total profits and request a payout. Your best profit day was $6,000, which is 60% of your total profits—exceeding the 45% threshold. In this case, you do not lose your account or profits. However, you should continue trading until your $6,000 best profit day becomes less than 45% of your total profits.

Example 3: Multiple Trading Days

Let's consider a scenario with multiple trading days:

- Day 1: +$1,000

- Day 2: -$500

- Day 3: +$2,000

- Day 4: +$750

- Day 5: -$250

This results in a total profit/loss (P/L) of $3,000. The highest profitable day was Day 3, with a profit of $2,000. The calculation is as follows:

$2,000 / $3,000 x 100 = 66.67% (Highest Profit Day as a Percentage of Total Profit)}

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