fifty2aces
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I can't believe you said that. I mean I don't want to insult your intelligence by explaining this.
I'll take up the torch...
Ok, so we've got two positions open, one long, one short, each with a 60pip target, 25pip stop.
Let's say the current price is 2.0000 - since you have exactly opposing positions, you effectively have no position - you bought dollars and sold pounds in one account, then sold dollars and bought pounds in another account.
If the price moves up to 2.0025, the short position is stopped out - you are now long, with a target of 2.0060 and a stop of 1.9975. You have a realized loss of 25 pips on the short trade, and an unrealized gain of 25 pips - so no gain or loss. You have made 3 trades (open, open, close).
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Now, instead of putting on 2 opposing trades at 2.0000, a better way of achieving the same result would be to place a buystop at 2.0025 (with a stoploss of 1.9975 and a target of 2.0060), and a sellstop at 1.9975 (with a stoploss of 2.0025 and a target of 1.9940).
Let's work through the same example as before:
You have no trades open. Price moves up to 2.0025 - your buystop executes, so you are now long with a stop of 1.9975, and a target of 2.0060. Your realized profit is 0. Your unrealized profit is 0. You have made 1 trade (open 1 position).
So, do you see how going into the release flat is better? You are in exactly the same position, except you pay half the transaction costs, and only need one account to do it. Let me know if it doesn't make sense, but the numbers do work - see if you can come up with an example where your approach works better.
(incidently, if anyone doesn't understand this post, that's probably the reason prop firms like to give people maths tests!)