How to Trade with 4x More Capital Without Using Margin
The "Small Account" Secret | Edition 56
If you truly understand this article, it will completely change your life.
At least for me, it did.
Because it finally gave me the answer to my problem:
how to accelerate the growth of a small account through swing trading without massive drawdowns.
And the proof is my own account, which I built from zero to $100k.
I will start with the basics, and as you read the article, it will become more complex.
What is ADR%?
ADR% (Average Daily Range) is an indicator that shows you how much a stock “moves” on average per day, relative to its price. If you want to think of it as a trading tool, consider it the “speedometer” of a stock.
What it measures: Volatility. It tells you the average variation between the High and the Low over the last 20 days (usually).
How to read it: If a stock has an ADR of 5%, it means that, on average, it fluctuates 5% between the lowest and highest points of the day.
How it helps you:
Realistic expectations: If a stock has already risen 4% today and has an ADR of 5%, it probably doesn’t have much “fuel” left for the rest of the day (remember this).
Stop Loss: It helps you avoid placing your stop too close. If the ADR is 5%, a 1% stop loss will be hit immediately by normal market noise.
Quick Example:
Imagine two stocks:
Stock A: ADR 2% (It’s like a stable SUV, it moves slowly and predictably).
Stock B: ADR 8% (It’s like a race car, it can go up a lot, but it can also “shake you out” quickly).
In swing trading, ADR% helps you pick the right “horses”: you want stocks that move enough to bring you profit (higher ADR), but not so violently that they knock you out of the position at every minor move.
Now I want to explain to you the relationship between LOD and ADR%.
What is LOD (Low of Day)?
LOD represents the minimum price reached by a stock during the current trading day. It is a dynamic point: it starts at the opening price and can decrease throughout the day if sellers push the price lower.
In a swing trading strategy, LOD is not just a simple number; it is considered the invalidation point. If the price drops below the LOD, your bullish scenario (of growth) is, as a rule, cancelled.
The Relationship Between LOD and ADR%: The Golden Rule of “Extension”
If ADR% represents the total movement capacity of a stock in a day, the distance from your entry price to the LOD represents the risk taken.
The relationship between the two boils down to a simple concept: Do not buy a stock that is already overextended.
Example
Let’s assume the following scenario. A stock has a 10% ADR.
If you enter a trade where the distance from the current price to the LOD is already 8%, it means the stock has already consumed 80% of its daily “fuel.”
Conclusion: You have too much risk for a remaining profit potential that is too small.
The 50% Rule
To have an efficient trade, the distance from the entry point to the LOD (which will be your Stop Loss) should be a maximum of 50% of the ADR%.
Mathematical Example:
Stock with ADR = 4%.
Distance from entry to LOD = 1.5%.
Calculation: $1.5 / 4 = 37.5\%$.
Verdict: This is a valid trade. You are below the 50% threshold, so the stock still has room to grow without being considered overextended.
Example 1: Valid Trade (Below the 50% threshold)
ADR (Average Volatility): 10%
Distance from entry to LOD (Stop Loss): 3%
The stock has consumed only 30% of its average daily move to give you an entry point. You have a “stop” protected by the LOD and still have 70% room to maneuver (potential upside) before the stock would become “stretched” for that day.
In this way, you will also have enough space to hold that position overnight in case of an overnight gap. If you are a swing trader, it is very important when holding a position overnight to see that it is already in profit. This increases your confidence in holding that position overnight and decreases the risk.
Example 2: Trade at the Limit (50-60% Threshold)
ADR (Average Daily Range): 10%
Distance from entry to LOD (Stop Loss): 8%
Here you are at the limit. The stock has already moved quite a bit relative to the day’s low. Your risk (8%) is high compared to how much the stock can normally “run.” If you enter here, you need a very strong catalyst for the stock to beat its average.
Why is this correlation vital?
By using LOD in relation to ADR%, you gain a massive mathematical advantage, specific to performance traders:
Position Sizing: By having a “tight” Stop Loss (based on LOD) relative to normal volatility, you can put a larger amount of money into the trade (15-30% position size) while risking only a tiny fraction of your total capital (e.g., 0.15%).
High Profit Factor: Even if you have a low win rate (for example, you only win 3 out of 10 trades), when you do win, you win big (4x or 5x your risk) because you entered close to the “floor” of the day.
Avoiding “Noise”: If the ADR is high and you set a stop too close to the entry price (without considering LOD), you will be shaken out of the trade by a simple, normal price fluctuation.
In short: LOD tells you where to put your stop, and ADR% tells you if that spot is logical or if you arrived too late to the party.
By understanding these two concepts, you are ready to create the simplest mathematical edge.
The Magic of ADR% + LOD%
The massive advantage you will create is that you’ll be able to deploy less capital on a position and achieve higher returns.
It’s all in the math. Let me show you.
Scenario 1
0.5% Risk to Equity | 30% LoD Execution
1% ADR, (30% LoD execution), 0.5% Risk = 83.33% Capital Required
2% ADR, (30% LoD execution), 0.5% Risk = 41.67% Capital Required
3% ADR, (30% LoD execution), 0.5% Risk = 20.83% Capital Required
4% ADR, (30% LoD execution), 0.5% Risk = 10.42% Capital Required
Scenario 2
0.25% Risk to Equity | 30% LoD Execution
1% ADR, (30% LoD execution), 0.25% Risk = 41.67% Capital Required
2% ADR, (30% LoD execution), 0.25% Risk = 20.83% Capital Required
3% ADR, (30% LoD execution), 0.25% Risk = 10.42% Capital Required
4% ADR, (30% LoD execution), 0.25% Risk = 5.21% Capital Required
Scenario 3
0.5% Risk to Equity | 40% LoD Execution
1% ADR, (40% LoD execution), 0.5% Risk = 62.50% Capital Required
2% ADR, (40% LoD execution), 0.5% Risk = 31.25% Capital Required
3% ADR, (40% LoD execution), 0.5% Risk = 15.63% Capital Required
4% ADR, (40% LoD execution), 0.5% Risk = 7.81% Capital Required
Scenario 4
1.00% Risk to Equity | 30% LoD Execution
1% ADR, (30% LoD execution), 1% Risk = 166.67% Capital Required (Heavy Margin)
2% ADR, (30% LoD execution), 1% Risk = 83.33% Capital Required
3% ADR, (30% LoD execution), 1% Risk = 41.67% Capital Required
4% ADR, (30% LoD execution), 1% Risk = 20.83% Capital Required
As you can see in Scenario 4, even a 1% risk (which is generally considered “safe”) is actually very high for a stock with a small ADR.
If it’s still not clear how these metrics can impact your portfolio value, let me give you a real-world example:
MSFT Example
Let’s take a classic name: Microsoft ($MSFT). It’s a giant, a solid stock, but it has a low ADR (Average Daily Range), often below 1.7%. If you try to structure a trade on $MSFT using a 1% total account risk, the math forces you to allocate a massive portion of your capital (position sizing) into that single position.
Essentially, to respect risk management in a stock that barely moves, you are forced to go “all-in” or close to it.
The result? Locked capital, zero flexibility, and an extremely low opportunity cost/profit rate.
What we do differently at Freedom Trades
At Freedom Trades, we hunt for efficiency. That’s why we focus on names with a high ADR.
Here is the difference:
While $MSFT might lock up 70-80% of your account for a 1% risk, an instrument with an ADR of 5-6% (like $SNDK) will only require 15-20% of your capital to achieve the same risk exposure.
This means you can hold 4, 5, or even 6 positions simultaneously, all working for you, instead of waiting for a single “elephant” to wake up.
Now, here comes the secret sauce that will make the potential for gains even clearer to you.
Secrets of Math
Now, I’m going to show you some charts and statistics, and I want you to truly understand and internalize them.