Hey everyone, I had been scouring the internet and came across this on moneytec.com's forum. It sounds interesting and may try it on OaNda's demo. just wondering what you think!
Since you may already know, the current federal interest rates are 4.50% to the
USA, 2.50% to EUR, and 1 percent for CHF. So each time you buy EUR/USD, you are
earning 2.50% APR on EUR, and shedding 4.50% APR on USD, so the brokers cost you
that interest each night. On the other hand when you buy USD/CHF, you earn
4.50% APR on USD and losing 1 percent APR on CHF, so you are earning 3.50%. Some
brokers actually pay you that interest. Is among those brokers. So you
may already understand that EUR/USD and USD/CHF are pretty much mirror images of one
another. As one goes up, the other goes down, with minor deviations. Thus
if
you start both rankings, as market moves, you get pips on a single, and lose pips on
the other, overall pretty much breaking even. You're losing 2.00% attention on
a single pair, and earning 3.5% interest on the other. That's 1.5% APR profit.
Now envision, with's 50:1 leverage, it is like getting 1.5%*50=75% APR!
That's not even the most exciting part. The most exciting part is that you
should constantly see deviation between the pairs, a few days it'll be adverse,
and other days it'll be positive. You simply close both rankings when the
deviation is positive, make 10, 20, 30 pips profit, and reopen the rankings. I
did it twice this week for total profit of about 40 pips. This week, I've
been experimenting with a $5,000 demo account, and I currently have a balance of
$5,535.66, that will be $535.66 profit just this week. I will see if I will turn
$5,000
to $10,000 on demonion, and if I will, I will go live with this egy.
The way I have been calculating my rankings to optimize this egy on
using 50:1 leverage. I divide whatever amount I have on my own account by 0.0588.
This gives me the lot to buy EUR/USD pair with enough margin to
permit for deviation. It's $85,034. Then I multiply 85,034 by
that the
current USD/CHF rate, so in this instance 85,034*1.2899, which extends to 109,685.
This way a pip on each pair equals to exactly the same sum of money. And I open my
orders.
Sounds interesting.