If you’re new to this series and want to check it out from the beginning, you can find that **here**. And look **here **for a list of all the programming articles.

In **Part 64** we discussed the **for()** statement and the MQL4’s **OrderSelect()** function. This time we’ll look further into the **DetectTradeEvent()** function.

We’ve got the order list pointer pointed at the order designated by our counter** i**. Now we can use MQL4’s order functions on this order. For the purpose of this EA, we’re going to use the following:

**OrderSymbol()** – Returns the pair symbol of the currently selected order.

**OrderMagicNumber()** – Returns the magic number assigned to the currently selected order.

**OrderType()** – Returns the order type associated with the currently selected order. The **OrderType()** function returns an integer value that corresponds to the following built-in MQL4 constants:

**OP_BUY** – this is an active long trade

**OP_SELL** – this is an active short trade

**OP_BUYLIMIT** – this is a pending buy where the market is above the order entry price

**OP_SELLLIMIT** – this is a pending sell where the market is below the order entry price

**OP_BUYSTOP** – this is a pending buy where the market is below the order entry price

**OP_SELLSTOP** – this is a pending sell where the market is above the order entry price

First we want to be sure the **OrderSymbol()** matches the **PairName** sent to the function. We will also test for either a **MagicNumber** equal to -**1** or a **MagicNumber** that matches **OrderMagicNumber()**. Let me take a minute here to talk about logic statements and how they work. The double-ampersand symbol (**&&**) is a logical **AND** and the double-pipe symbol (**||**) is a logical **OR **When you have **AND** in a logic statement, both equalities on either side of the **AND** must be true for the whole statement to be true. When you have **OR** in a logic statement, you are saying that either one or the other statement on either side of the **AND** (or both) must be true for the whole statement to be true.

Now I’m going to take you back to grade school mathematics for a moment. Remember what happens in a math formula when you surround a portion of the formula with parentheses? That means you evaluate that portion of the formula separately and substitute the result of that evaluation for the portion in parentheses and then proceed to evaluate the overall formula. For example,** 2 + (5 x 10)** yields a totally different result from **(2 + 5) x 10**. In the first, you multiply **5** by **10** and substitute **50** for the portion of the formula in the parentheses for a total result of **52**. In the second you add **2** and **5** and substitute **7** for the portion of the formula in the parentheses for a total result of **70**.

Logical formulae work the same way. In our function, we group** (MagicNumber == -1 || MagicNumber == OrderMagicNumber())** together so they should be evaluated separately from the rest of the formula. The function determines first if the **MagicNumber** equals **-1** (the value we send the function if the **MagicNumber** is not important.) Then the function compares the **MagicNumber** to **OrderMagicNumber()**. If either of those (or both) are true, this portion of the formula is true. We drop that result into the overall formula and test to see if the **OrderSymbol()** is equal to the **PairName** parameter. If both are true, then the whole statement is true and the code in the braces after the** if()** statement are executed.

That wraps us up for this week. I hope everyone has a great weekend. We’ll continue this discussion next week. Thanks for your attention and please follow me on Twitter and LinkedIn.

Tim

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