tag:blogger.com,1999:blog-59119998906205423962024-03-12T18:09:54.623-07:00The Small Investor American Water Works (AWK:NYSE) is one of our best performers based on the Buyer Strength Indicator. Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-5911999890620542396.post-42841971293885307102017-01-01T05:48:00.000-08:002017-01-01T05:48:34.946-08:00The Milky-Way Trading System<br />
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<span style="font-family: "calibri";">This strategy is not only
applicable to Forex. In fact, all the charts I am going to show you are from commodities.
Brent and Gold to be more specific. My task to you is that you set up this into
any currency pair and see for yourself. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "calibri";">The first thing you need to know,
and mark my words: Trading is not about position size, it is about timing. In
other words, you can make lots of money with a small position if you time your
entry well. Big positions only add unwanted pressure. </span></div>
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<span style="font-family: "calibri";">Set up:</span></div>
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<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;">
Hourly chart or beyond – candle sticks</div>
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5 period moving average</div>
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9 period moving average</div>
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<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;">
Stop and Reversal (SAR) : default settings</div>
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<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 10pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;">
Volume: 1 unit +3 units</div>
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</ul>
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<span style="font-family: "calibri";">*<span style="mso-spacerun: yes;">
</span>By 1 unit we mean, your minimum position, with the maximum of 4 units at
one point. </span></div>
<br />
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<span style="font-family: "calibri";">Entry: </span></div>
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<span style="font-family: "calibri";">Long: 1 unit</span></div>
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<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 10pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-family: "times new roman"; font-size: small;">
</span>Once you see a SAR dot below the prices, you
wait until there is a crossover (5 thru 9) and the price action comes back to
your moving average. Enter the position as close as possible to that moving
average. Here we start “milking” the trend (if the trend unfolds of course).<span style="mso-spacerun: yes;"> </span>The way you make money is by taking profit at
a defined target that is no larger than the size of the previous candles
(including its shadow). If your target is too far, you will not be able to milk
it. So, you are basically, taking profit at parity with the volatility at that
moment. Once you have taken profit, you would wait for another retracement to
the moving average and enter a fresh 1xunit.<span style="mso-spacerun: yes;">
</span>Repeat this process for as long as you see the trend.<span style="mso-spacerun: yes;"> </span><br />
<span style="font-family: "times new roman"; font-size: small;">
</span></div>
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<span style="font-family: "times new roman"; font-size: small;"><img 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" /></span></div>
</li>
</ul>
<div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 10pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;">
<br />
<span style="mso-spacerun: yes;"><span id="goog_1923905586"></span><br />
<span id="goog_1923905587">
<br />
</span></span><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="mso-spacerun: yes;"><span id="goog_1923905587"><span style="font-family: "calibri";">Stop Loss: </span></span></span></div>
<span style="mso-spacerun: yes;"><span id="goog_1923905587">
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">Below the previous SAR dot to the current candle. Since
there is a long way to that level, the risk/reward is quite elevated for this
trade, therefore respecting the 1 unit volume mandate is important.<span style="mso-spacerun: yes;"> </span>In the picture above, the trade is successful
and you can carry that as long as the SAR allows you to. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">On a short trade, apply the same principle. Sell 1 unit at a
retracement towards the two moving averages with the SAR above prices. </span></div>
<img 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" /><br />
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">When to max the position? </span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">Entry: 3xunits</span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">Let’s say it is a very volatile day and the nice trend shown
in the pictures above is not quite what you see in the market. Instead you see
the picture below:</span></div>
<img 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" /><br />
<br /><br />
<br /><br />
<ul style="direction: ltr; list-style-type: disc;">
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1;">
This is where you make the money. This is all
about measuring your risk and taking advantage of an existing trend that is
well developed.</div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1;">
In this case, you are very close to your stop level
and you can take more risk. If you get stopped, well too bad, you lost a little
bit, but if the trade succeeds, you will remember this strategy for the rest of
your life.<span style="mso-spacerun: yes;"> </span>Remember, you can continue to
milk the trade afterwards, and you are free to exit your 3xunits whenever it
suits you best.<span style="mso-spacerun: yes;"> </span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 10pt; margin-top: 0cm; mso-list: l0 level1 lfo1;">
Another example follows:</div>
</li>
</ul>
<img src="data:image/png;base64,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" /><br />
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">The trend here is coming to an end; however it will try to
stay alive and here is where you come in. Seeing that you are close to the
reversal point, buy your 3 units and set your stop below the average of the SAR
dots. This is a short term trade, as opposed to the first one. </span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">The conditions to enter this trade are simple:</span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">1.- You need a well-developed trend, basically, many red
dots. A new trend giving you this signal will only play you for a fool.</span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">2.- Your stop is very important. If the trend is dying, you
will see lots of SAR dots horizontally aligned. Your stop should be easy to set
just below the dots for a long entry (as seen above).</span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">3.- Choose a stop loss level that makes sense. In the case
below, look at our stop, it is set above the previous high and also above the
current SAR dot. </span></div>
<img 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" /><br />
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">It is only common sense to give yourself some room, while
still keeping a good risk/reward ratio. See on another example below. The
second stop obviates the previous dot because its horizontally aligned to the
latest one. Again, some common sense will protect you from getting whipped: </span></div>
<img 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" /><br />
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">Pitfalls: <span style="mso-spacerun: yes;"> </span>(pay
attention because I fell into all of them, that’s how I know they exist)</span></div>
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">1.- New born trend with prices on the wrong side of the
moving averages. </span></div>
<img 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" /><br />
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<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">2. Divergence: The SAR is telling you something but prices
are obviously going in the opposite direction. The SAR is supposed to be
parabolic. You will recognize divergence because the SAR shows no bulge. Stay
out of that trade.</span></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";"><br /></span></div>
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<span style="font-family: "calibri";"><img 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" /></span></div>
<br /><br />
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">You are not supposed to win all. I am going to end this post
with a losing trade. Can you identify where the trade has gone wrong?</span></div>
<img 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" /><br />
<br /><br />
<br /><br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">Look again: In this case, you would have entered a 1 unit
long at the first green bubble, then prices move against us, we add 3 units at
the second green bubble and not long after that we get stopped!<span style="mso-spacerun: yes;"> </span>Not long after that, we enter a new short
position and recover some of that loss.</span></div>
<img 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" 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Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-2504149300709104692015-04-16T07:16:00.002-07:002015-04-26T09:54:33.292-07:00Where is crude heading? trading thoughts in a volatile market<br />
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Forget what the big banks are saying about crude prices. They have way too much interest in pushing or pulling the crude their way. On top of that, they are only seeing the front crude and adding or taking a few dollars, or in the worst case, they give a extremely wide range of prices, or a forecasted "average" which is a worthless piece of information.
Look at the graph! what does it tell you?
where are we going? what does your gut feeling says? do you think geopolitics are playing a big role in the near term?
These are the questions you need to ask yourself, and even though, the answer is not 100% in one direction, you can build a story and scenarios and have your own opinion. This is what the big banks fail to tell you. but look at the Brent weekly graph first.
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" 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What is it telling you?</div>
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<a href="https://www.blogger.com/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>We are close to a decision point. As plain as that. At 60USD/bbl the upside is challenged aggressively, not a great deal of room since at 63USD/bbl we should hold. Of course, a close above that would target 65USD/bbl and after that, well... look at all the space, 70?, 75?, essentially, a decisive close above 63 is a buy opportunity. </div>
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But wait, what about selling this as we approach to the 63ish? and having a stop and reversal at 64?</div>
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The downside could easily be 55USD/bbl!!! That is a 7/2 (3,5)reward/risk ratio. I can use that.</div>
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If your fundamental story is leans towards a sound Iran deal, and a weak Chinese economy, and a tank top at Cushing, this is the trade for you. If your gut feeling is saying production from oil shale will soon show a steeper decline, no problems at Cushing, no sanctions lifted for Iran, and Yemen+Russia+Isis tensions increasing, then you can wait for crude to gain a bit of steam, and then buy it on the break.</div>
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The message from this post is, in a nutshell, we are at a crossroad and we will be facing a great deal of volatility. Let's assume for a moment that the swing factor for the oil price is dominated by the weekly build/draw in Cushing. Every Wednesday, we are bound to see massive moves in oil prices then. The reason?</div>
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<a href="http://www.plus500.com/Promotions/Bonus.aspx?id=94975&tags=trading+oil+brent+commodities+forex+trade+gold+stocks&pl=2" target="_blank" title="Plus500"><img src="http://cdn.plus500.com/Media/Banners/468x60/12526.gif" width="468" height="60" border="0" alt="Plus500" /></a>
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<a href="https://www.blogger.com/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Producers can still drill wells, but will not be completing them if the price is not right. Once the price requirement is met, the completion can take place and production can increase almost instantaneously. In a way, if you have enough idle capacity to complete your wells, it may almost behave as storage volumes. So why not have a contango play on this volume? John Kemp (analyst for Reuters) had a good article back in Feb (<a href="http://www.reuters.com/article/2015/02/20/crude-shale-wells-kemp-idUSL5N0VU2A720150220">http://www.reuters.com/article/2015/02/20/crude-shale-wells-kemp-idUSL5N0VU2A720150220</a>) basically listing the name of companies that were considering delaying completions (Anadarko, EOG, Apache, Continental resources, and more). Remember, completion of a well can be up to two thirds of the total cost of a well, so it makes sense to delay completion if cash is needed now. </div>
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** I wrote this piece yesterday, and well, today we have a new world with Brent moving past 63. We have broken the reversal point however at 62,8 which means, we will confirm an uptrend very soon. I am getting more bullish than bearish. The recommended 63 sell is still in place, make sure you buy it back quickly. Do not stay short! . </div>
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With 15th april price move, we get an entry point for a long position. The downside from 63USD/bbl is not 55USD/bbl anymore, that moves to 58.5USD/bbl (but will move up about 70cts per week).</div>
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Wait for a retracement and buy. That would be my preferred trade now. Take profit at 63,8USD/bbl, and repeat. Alternatively, you can take profit on part of your position and leave some to play a massive rally towards 70USD/bbl. </div>
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" 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<br />Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-90752825533644664242015-04-09T07:31:00.001-07:002015-04-26T09:53:11.937-07:00Yemen fighting could lead to lower oil prices.... really?<br />
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I saw this title not long ago in a Bloomberg "breaking news" banner. I immediately opened and read it voraciously. How, is this possible? a war scenario in the middle east resulting in lower oil prices?
After dumping this "clickable" headline, the article rapidly moves to say the risk of a closure of the Gulf of Aden might be on the low side, mostly because of an American naval base on the other side of the Strait in Djibouti. Basically, the article is saying, there is a risk of escalation, but maybe not, and therefore oil prices will fall? Nonsense.
The headline is misleading, a fighting in the middle east might lead to "nothing" or and "increase" on oil prices, but definitively not to "lower oil prices". A comprehensive Iran nuclear deal with lifting of sanctions can lead to a lower oil price. That is a different headline, but I guess it will not be clicked so many times.
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Yemen fighting, can potentially lead to a huge rally in oil prices if the war becomes highly asymmetrical. In the event of a ground operation from the Saudi led army with air support, it might force the other side to quickly adopt guerrilla warfare tactics to palliate the losses. This will target valuable assets to the Saudis, most likely, pipelines, or whatever is thought of value to them.
But, there is an scenario where a war can cause lower oil prices. In the event large refineries get attacked, there could be less upside to prices or even a small drop, as more crude will need to find other home (assuming production is not affected). Even then, this is a long shot since the biggest refineries Yambu and Jubail, are far from the border with Yemen.
So, to conclude, no, I don't think Yemen fighting can lead to lower oil prices, certainly not because of the reasons stated in the Bloomberg article.
Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-47739270798007205502015-03-12T09:32:00.001-07:002015-04-26T09:28:16.214-07:00Gold prices, crude oil and Apple i- watch. How to trade gold around 1150?There is much talk about the strength of the dollar and therefore a massive pressure on gold prices (among other commodities). There is no sign for the greenback to relax, unless something happens with the job numbers, the interest rates in the US or the equity markets. Discussing these fundamentals can be exhausting as your guess is as good as mine and the guy next to Ms Yellen.<br />
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<b>Don’t forget crude oil</b><br />
Crude oil under pressure means commodities under pressure and deflation spirals at work. It is remarkable how the king of energy is impacting importer’s economies by lowering the budget deficits. Basically, if you spent 60 billion dollars importing oil in 2013, now you spend 40 billion dollars importing the same amount. This, in theory, should give these economies more flexibility to buy other “goods”, as now, they have more money to spend. A different approach could be to import more oil (if you have where to store it as China does). However, deflationary pressures might weight more on gold than on energy. Why? Well, to begin with, you will always need energy, you will need it now and you will need it in the future. Gold, if you are India as an example, it’s great to buy it later… cheaper if you can delay the purchases.<br />
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<b>Watch apple and the i-gold</b><br />
Apparently, Apple inc. is in the business of buying a sizeable amount of gold to build their wrist watch. According to MoneyMorning.com, the new devices "won't just be the most sought-after gadget of the year", but also "the world's biggest gold price catalyst of 2015". This is because, there will be a luxury version of the watch with a case made of the metal and if the sales projections are close to become a reality, apple could buy a third of the world’s gold production. As you know from experience, if Apple does this, what about Samsung, HTC, Nokia. If the watch succeeds we might be entering the era of the i-gold!
All of these sounds surrealist, since at the end of the day, Apple might not use as much of the metal at all. It is, however, an eyebrow rising discovery if it materializes. But enough of fundamentals.<br />
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<b>Weekly chart</b><br />
Support at 1150, and we are there. It is a level to watch. At this level, the risk/reward is at its lowest, set a stop at 1140, and a take profit at 1175 which is the 38,2% fib retracement from the high of 2nd March. This trade is best visible if you are using the weekly chart.
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<b>Daily chart</b><br />
Look at end of February, after a fast drop in prices, there were a few “relaxing days” that are normally low in volume. After that, the trend resumes and we see a lower low. I expect this to repeat once more before the i-watch is out in the market (joke or not a joke). The daily chart can give you a better entry than the weekly for obvious reasons. After you have taken profit at 1175, sell with the aim of taking a profit at 1150 (if you want to play it conservative), and lower if you believe in a lower low. The stop loss in this case is more complex to set. We need to see how the Parabolic SAR develops. That is your trailing stop.<br />
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<a href="http://1.bp.blogspot.com/-Z039SZnia4I/VQG7Bh-XjNI/AAAAAAAAAPk/X9eU7iTf05o/s1600/gold%2Bdaily.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-Z039SZnia4I/VQG7Bh-XjNI/AAAAAAAAAPk/X9eU7iTf05o/s1600/gold%2Bdaily.png" height="480" width="640" /></a></div>
<br />Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-23086292041748432112015-02-25T07:53:00.001-08:002015-03-12T03:08:57.848-07:00Thoughts for Brent Crude oil around 60USD/bbl - trading idea<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">The week starts on Wednesdays because that is when the EIA
weekly petroleum status report is issued. The report gives a detailed overview
of how much crude is used in refining, and more important, gives a number for
crude build/draw in/from storage.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">This is one of the main fundamental pieces of the crude oil
puzzle these days. The other pieces would be the Baker Hughes drilling count
report on Fridays and the Iran-US discussions. Not to mention, the
Ukraine-Russia situation, Lybia disruptions, increased demand from Asia and
finally but not less important, delays in the loadings at Basra. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Now, you know exactly how to trade this crude oil, don’t you?</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Well, I don’t, but I have a plan I am going to share with
you. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">From some time now, we have been buying on dips, that is,
every time crude falls (especially on Wednesday), we buy and sell a few days
later. However, since last week we have changed our views. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">It looks like the market is more balanced. Demand has
awakened in Asia, problems in Iraq loadings (long line of tankers waiting to be
loaded), and some refinery problems here and there, plus maintenance. We see,
from the technical side, that the market is failing to reach new highs and it
looks like it might get stuck on a 57 – 63 range. Basically +/- 3 dollars
around 60. </span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Crude oil benchmarks, call it Brent or WTI, have a tendency
to muddle around big round numbers. On Brent, we spent and average time of 8-9 trading
days at <span style="mso-spacerun: yes;"> </span>80/70/60 on the way down. The
exception was <span style="mso-spacerun: yes;"> </span>85 where we stayed 19 days
before moving towards 80. We also spent about 14 trading days around 50.</span></div>
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<span style="font-family: Calibri;">We have started to visit the 60 level (+/-3) . We have been
there for 10 days. Are we about to move sharply?<span style="mso-spacerun: yes;"> </span>If so, where to?</span></div>
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<span style="font-family: Calibri;">I am not in the business of predicting anything, therefore I
am simply selling 63 and buying 57ish, with room, so 62 and above I start to
sell, 58.5 and below I start to buy. This is the plan, to milk the range until
it is exhausted. The problem now is that I think there are more bearish
fundamentals out there, but the technical picture seems bullish. I will lose
one of these days, so my stop loss is entered every time I enter my trades 63.5
when selling and 56.5 when buying. </span></div>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-5334039693796669512014-12-30T06:17:00.001-08:002015-03-16T13:18:17.747-07:00Crude oil: are we in yet another cycle?We often hear that the oil industry is a cyclical one. This partly due oil prices' dependence on GDP growth and global economies. Several times, we have seen how recessions have affected prices and created most "cycles" for this industry. Some of these cycles have lasted for months and some longer have lasted even years. However, these are demand driven cycles characterized by an "oversold" condition in the market and a subsequent sharp recovery of prices. Pretty much as we saw after the last financial crisis in 2008-2009. <br />
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We have had supply driven cycles twice before once in 1986 (prices from 30USD/bbl to 12USD/bbl) and lasted for 4 years. The second time was in 1998, due to a supply glut created by non-compliant OPEC members, but this was short-lived. <br />
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Today there is oil everywhere, but the most significant difference is that this new oil (i.e. shale oil) its safe and reliable oil (unlike most OPECs). It does not bring any geopolitical risk. It does not need to be transported long distances to the consumer (e.g. refineries in USA) and it can be produced almost as you would produce a car in an assembly line. This is really, high volume, low risk cheap energy. <br />
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If you ask a veteran oil man, you might hear, yes, this is another cycle. why? well, the demand for energy only goes up as there is more people in this planet, and oil provides an efficient way to solve this issue. This is what I call the "standard demand" (no allegations to Standard oil". On the other hand, the supply is limited and will eventually decline. What can be different this time around: cell phones!<br />
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Only a few years ago, we all had different technologies in our hands and I remember asking my friends what kind of phone they had to compare. Those days are gone, we all have smartphones now, they are all touch, made with the same materials and pretty much the same functionality. <br />
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This off-road story is to highlight the demand side of this picture. We are entering a supply driven "cycle" while being on a relatively high oil-related-energy demand period. But this might change in a few years, maybe in only a couple of years. What if we get a demand shock while we are still at this supply driven cycle? say China's economy, Eurozone crisis, or even more unlikely but yet more shocking, a transformation of the OECD countries' car fleet. A massive move towards cheaper, safer, reliable and extremely powerful electric cars which by the way come with an incentive. Alternatively, a war-like scenario, Russia-Ukraine, Libya disruptions, could offer a breather to the bearish giant, but don't get fooled. People are trading the future volumes now, the supply glut needs to be sorted out by the market itself, forget OPEC, only a visible reduction in shale oil could make this market bounce back hard. CAPEX cuts by majors only delay projects out in time, they don't necessarily cut production. What is happening now looks less and less like a cycle, and more and more like a change in the way the world of energy is set to work from now on. We only need the demand reduction to fill the gap. Sorry bulls...<br />
Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-18477870785243851722012-05-31T23:54:00.000-07:002012-05-31T23:54:43.412-07:00Is the Greek's exit of the Eurozone a good thing?<div class="MsoNormal" style="margin: 0in 0in 0pt;">
<span style="font-family: "Arial", "sans-serif"; font-size: 10pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi;">The Eurozone is tumbling and there is no visible solution in the near term for the many challenges it faces. In light of a probable exit by the Greeks, we ask ourselves if the market has not discounted this already, and the exit will mean a positive news to those remaining in the zone. On the other hand, many others think that the exit could only trigger discussions from the sort: “who will be next?”, thus keeping the bearish pressure on the Euro economy. This can be a very intense debate, but we ask ourselves again, is the alternative really saving Greece? In times of war and in Chess, would you protect the wounded pawn to the detriment of the queen? </span></div>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-25538507896715929492012-03-23T09:04:00.000-07:002012-03-23T09:04:56.922-07:00Yield Curve<div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 12pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">We have borrowed some text from FX Words (<a href="http://www.fxwords.com/y/yield-curve.html">http://www.fxwords.com/y/yield-curve.html</a>) </span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 12pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">This is the basis for our service which we’ll explain below.</span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 12pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">The yield curve describes the relation between the interest rates and the maturity dates of debt instruments for a given currency (such as bonds and other related securities). For example, FX traders often study the yield curve between the US dollar interest rate paid out to US Treasury securities with varying maturities. Typically, the yield curve is upward sloping asymptotically, suggesting that higher yields are offered to securities with longer maturities. This is referred to as the 'normal' yield curve. However, yield curves can also be inverted, or humped in shape. <br />
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<shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><stroke joinstyle="miter"></stroke><formulas><f eqn="if lineDrawn pixelLineWidth 0"></f><f eqn="sum @0 1 0"></f><f eqn="sum 0 0 @1"></f><f eqn="prod @2 1 2"></f><f eqn="prod @3 21600 pixelWidth"></f><f eqn="prod @3 21600 pixelHeight"></f><f eqn="sum @0 0 1"></f><f eqn="prod @6 1 2"></f><f eqn="prod @7 21600 pixelWidth"></f><f eqn="sum @8 21600 0"></f><f eqn="prod @7 21600 pixelHeight"></f><f eqn="sum @10 21600 0"></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></path><lock aspectratio="t" v:ext="edit"></lock></shapetype></span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><b><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 12pt;">Normal Yield Curve</span></b></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 12pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">As stated above, the normal yield curve describes a positively sloping curve indicating that larger interest rates are associated to securities with longer maturities. Generally, this reflects the fact that most traders expect the economy, and inflation, to grow in the future. An increase in inflation is generally accompanied by tighter monetary policy and an increase in short-term interest rates by the Fed in order to slow growth and pressure from inflation. Thus, traders will ask for higher rates of return on securities with longer maturity dates in anticipation of higher future interest rates in general. </span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><b><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 12pt;">Inverted Yield Curve</span></b></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 12pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">An inverted yield curve, as the name implies, inverts the relationship described in the normal yield curve. Paradoxically, long term yields fall under short term yields, indicating a negatively sloped curve. This trend indicates an expectation of a receding economy in the future, or a belief that the market will not exhibit any continuing inflation. Overall, low or negative expectations about future conditions might cause this kind of yield curve, as demand for short-term investments exceed long-term, driving up the interest rates on securities with a lower maturity date. <br />
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Although the correlation is not prefect, but inverted yield curves have preceded numerous recessions in the past. <br />
<br />
</span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><b><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 12pt;">Humped or Flat Yield Curve</span></b><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;"><br />
In a Flat yield curve, all maturities offer the same yield, while in a Humped yield curve, long term and short term maturities offer the same yield while middle term maturities offer varying return interest rates. Generally, these kinds of curves hint at overall uncertainty about the future and usually shift towards a normal or inverted curve as more information is made available. <br />
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Overall, yield curves are important to FX traders as it offers what amounts to be the sum expectations of all market participants on future interest rates. Yield curves are one of the best indicators of the future performance of an economy. </span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><br />
</div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">Our service:</span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><span style="color: black; font-family: "Arial", "sans-serif"; font-size: 10.5pt;">Taking the 10 year (10Y) yields for each currency we calculate the returns for the pair and track it with several updates throughout the day. Simple enough right? I found this information extremely useful when trading the pairs. It is important to mention that this information is mostly tailored to day-traders. We plan to update this every week on Fridays! a good summary of the week and a good reference for the next one.</span></div><div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><br />
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-4ibv-SPJkE0/T2yd4WF3HfI/AAAAAAAAAI4/xlHz6jMzxFo/s1600/1st+4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img aea="true" border="0" height="339" src="http://3.bp.blogspot.com/-4ibv-SPJkE0/T2yd4WF3HfI/AAAAAAAAAI4/xlHz6jMzxFo/s640/1st+4.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">10 year yield comparisson for selected FX pairs. Each point corresponds to a trading day, the last one being March 23 2012. The time frame in the upper corner is only a reference for when the pairs are not heavily traded in the European market.</td></tr>
</tbody></table> <div class="MsoNormal" style="line-height: 16.5pt; margin: 0in 0in 0pt;"><br />
</div><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-Zo7BVMiEuVE/T2ye5FnbbGI/AAAAAAAAAJA/YBSt-EQd-ec/s1600/2nd+4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img aea="true" border="0" height="323" src="http://1.bp.blogspot.com/-Zo7BVMiEuVE/T2ye5FnbbGI/AAAAAAAAAJA/YBSt-EQd-ec/s640/2nd+4.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Remaining pairs for week 12 (19 March-23 March 2012)</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-40528365879057326442011-10-12T04:11:00.000-07:002011-10-12T04:11:59.686-07:00Ichimoku pays off for USD/CHF ; CHF/JPYPlease take a look at our Ichimoku based trading strategy. Below the results for yesterday's position.<br />
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Sold USD/CHF @0,9105<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-Z576vTCEwiY/TpV1nxyhT-I/AAAAAAAAAHY/gM-Fh2YvFwQ/s1600/ichimoku+.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="202" oda="true" src="http://2.bp.blogspot.com/-Z576vTCEwiY/TpV1nxyhT-I/AAAAAAAAAHY/gM-Fh2YvFwQ/s400/ichimoku+.gif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sell signal was triggered as price failed to break the resistance given by the lower Kumo.</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-72381926485801480242011-04-19T05:07:00.000-07:002011-04-19T06:14:21.495-07:00Trader Sentiment Indicator (TSI) update - January/February 2011Below, you will find an update on the TSI (see own page on how the indicator is built). The indicator is displayed together with the correspondent EUR/USD chart. Please note that the indicatior is calculated manually, at the moment we are working on the March update and soon will catch up with current developments. <br />
<br />
It is possible to observe very interesting behaviour on this curve, specially since it's main input are news mixed with technical indicators. It accurately describes what happens with the pair, and in some cases, can be a very helpful guide to describe "what to expect" as the trader sentiment is not something that changes lightly. It is a lagging indicator, that is for sure, however it has helped me greatly on my strategies (i.e. I would never trade against the main TSI direction.), but that is me, other traders might take the peaks of the TSI and trade against it for a short period, and still be very profitable.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-nGLOdYjG0k0/Ta16xNEg-3I/AAAAAAAAAG4/R9vXwLk3qLY/s1600/TSI+EUR_USD+JAN_FEB+2011.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="345" i8="true" src="http://1.bp.blogspot.com/-nGLOdYjG0k0/Ta16xNEg-3I/AAAAAAAAAG4/R9vXwLk3qLY/s400/TSI+EUR_USD+JAN_FEB+2011.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Trend lines have been added to see when the trends are broken</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-27570141973369670972011-04-18T06:14:00.000-07:002011-04-19T06:14:34.302-07:00Did you catch the trade?Reference is made to the signals issued on April 18th... see results a few moments after the signals were issued:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-e_YVb1ckjtY/Taw44orODiI/AAAAAAAAAGw/LOlgtKb7q2A/s1600/signal+april+18+update+USD_CHF.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="206" r6="true" src="http://1.bp.blogspot.com/-e_YVb1ckjtY/Taw44orODiI/AAAAAAAAAGw/LOlgtKb7q2A/s400/signal+april+18+update+USD_CHF.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Updated chart on USD/CHF. Price moved as expected following the main trend. Profit was instant</td></tr>
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-yCPFeG45F5Y/Taw47Cq4gRI/AAAAAAAAAG0/OoRREKqR9cg/s1600/signal+update+april+18+GBP_CHF.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="205" r6="true" src="http://4.bp.blogspot.com/-yCPFeG45F5Y/Taw47Cq4gRI/AAAAAAAAAG0/OoRREKqR9cg/s400/signal+update+april+18+GBP_CHF.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Updated chart on GBP/CHF. No further comments.</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-14790817873521121642011-03-30T01:52:00.000-07:002011-03-30T01:52:26.201-07:00Why EUR/USD is not good to trade the rest of week 13 (March 28th-Apr 1st)<div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Traders and analysts will normally employ complex technical analysis to advice in which direction to go regarding a currency pair provided that a support/resistance level is broken, tested or none of the above. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">However, today I would like to use the same systems we implement to execute our orders, and provide advice, to actually tell why a particular pair is not a good candidate at all for trading this week. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">We generated a sell signal on Monday March 28<sup>th</sup> at EUR/USD 1,4078 . Our order hit the SL at 1,4132 (above the volatility threshold for that timeframe of 50pips) and came back to hit the 1,4040 levels with indications of continuing the downtrend if it hits 1,4017 support. Some analyst estimate that the trend is upwards nonetheless and a break above 1,4115 will trigger further upward movement. To me, and with all due respect, this is like reading the horoscope (there is always something for everybody up or down). I honestly can’t see a clear direction on the EUR/USD going ahead this week and therefore I prefer to blunt out that this is not the best pair to trade. Period.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">What to look for avoiding high risk trades: </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">RSI: fluctuating between 40 and 50 in the 4H chart. Depending what type of trader you are, in my case I use the 4H chart, but if you are a position trader (longer term) you can use the same analogy to a daily or weekly chart.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Price action: Open and Close near each other in the previous 10-15 periods. No clear indication of trend</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">34EMA wave: Simply flat </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Optimal tracking filter: Inside the 34EMA wave which eliminates the chance for signal generation if you follow the Nutcracker system.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Real time example:</span></div><br />
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-DV4dlePfCfc/TZLuP-dVsTI/AAAAAAAAAFc/PPIuPcjFeIk/s1600/march+30+not+trade.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" r6="true" src="http://2.bp.blogspot.com/-DV4dlePfCfc/TZLuP-dVsTI/AAAAAAAAAFc/PPIuPcjFeIk/s320/march+30+not+trade.png" width="230" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Notice the indecisive RSI as it matches the also vacilating price action. Trading during these conditions will only increase your heart rate </td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-61814640598315896572011-03-29T01:45:00.000-07:002011-03-29T01:45:38.992-07:00Update on signals from March 28th - Did you catch this trade?If you followed the Nutcracker system you probably cashed in on this opportunity (see picture below). I did catch it, but this happened very early in my morning... I guess a trading robot would have not missed it...<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-5qNDQdkfKr8/TZGbmKBOfCI/AAAAAAAAAFY/v6iTZs21_l8/s1600/signals+march+28+update.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="237" r6="true" src="http://3.bp.blogspot.com/-5qNDQdkfKr8/TZGbmKBOfCI/AAAAAAAAAFY/v6iTZs21_l8/s320/signals+march+28+update.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Nutcracker system issued a buy signal when the price crossed down on the 34 EMA high. Very quickly after that price action moved in our favor. However this is regarded as a short lived upward movement as the main trend is downward and there is no major indication that it will change soon.</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-81684321138526292962011-03-22T05:35:00.000-07:002011-03-22T05:35:27.596-07:00About Expert Advisors (Forex Automated Systems)I am new into Expert Advisors, I like to follow the charts, the price action and eventhough the rules for the system of my choice are not modified, I still like to have the feeling that I have the power to bend them. However I've been told so many stories about good results from using Expert Advisors (EAs) that I had to look into what solutions are out there and how I can apply them into my trading systems. I found some interesting one I would like to share with you here:<br />
<br />
* <a href="http://www.plimus.com/jsp/redirect.jsp?contractId=2819224&referrer=FxTrendExpert">Forex Market Trader V.2.0 (Expert Advisor)</a><br />
<br />
* MetaTrader 4 (MT4) Expert Advisor - Free download through ad below - then click on "platforms":<br />
<br />
<a href="http://www.easy-forex.com/gtw/180482.aspx?bid=1160" target="_blank"><img border="0" height="60" src="http://www.forex-affiliate.net/files/easy_mt4_468x60.gif" width="468" /></a>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-33865705580110624272011-03-10T04:57:00.000-08:002011-03-11T04:02:54.627-08:00Position sizing revisited (The risk scale)<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Reference to our previous post on the importance of position sizing, this post dives deeper into how to put this in practice. Basically we would like to find answer to these situations: </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">1.- When a trend is identified and I want to open a position, how much should I trade? </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">2.- What happens if another pair is also showing signs of entering a trend, how much should I buy/sell in relation to the first trade?</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">The concept of volatility:</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">We all know the very traditional concept of volatility in finance <a href="http://en.wikipedia.org/wiki/Volatility_(finance)"><span style="color: purple;">http://en.wikipedia.org/wiki/Volatility_(finance)</span></a> , but I'd prefer to look at volatility in chemistry terms: “</span><span lang="EN-US" style="font-family: Arial; font-size: 13.5pt; mso-ansi-language: EN-US;">a measure of the tendency of a substance to vaporize”</span><span lang="EN-US" style="mso-ansi-language: EN-US;">, the substance being your account capital. Volatility is a must understand concept when dealing with these questions. As the source of risk/reward, it will define how much risk I take when entering a trade or if it is “safer” to enter at all.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">The best tool in my opinion for volatility measure is ATR. The ATR (<place w:st="on"><placename w:st="on">Average</placename> <placename w:st="on">True</placename> <placetype w:st="on">Range</placetype></place>) "gauges the average range from low to high of each candlestick during its respective period of time". Now, ATR is commonly used to set stops. It is very common to see stops set at 2xATR. I would challenge this as it has no logical background (what happens in the market when the price is against you 2xATR?) the answer is: no one knows, but the price is just against your position. Instead, our stops are placed following other rules (see nutcracker system/rolling stone system). </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span lang="EN-US" style="mso-ansi-language: EN-US;">However, the ATR can help us to find correlation between currency pair volatilities. But how? In your trade station take the amount of units required to move $0,01/pip (the minimum move per trade). Secondly take a look at the ATR for 15 periods associated to that currency pair and use this value as a volatility indicator for a stop loss in your trading station. The result will be a dollar amount of the instant volatility for that currency pair. Now take 1% of your account and divide it by the instant volatility in dollars. Do this for all currency pairs and you will get results like the one shown below.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><br />
</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://lh4.googleusercontent.com/-8N_GSDWpQDI/TXjJBUASyGI/AAAAAAAAAEU/VxaMOtPMBNw/s1600/N.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" q6="true" src="https://lh4.googleusercontent.com/-8N_GSDWpQDI/TXjJBUASyGI/AAAAAAAAAEU/VxaMOtPMBNw/s320/N.jpg" width="299" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Notice that the normalized units to trade based on its own volatility can be grouped in three. Basically for each 9 units I buy/sell of EUR/CAD I should buy/sell 18 units of USD/JPY </td></tr>
</tbody></table>In our approach to a new trend, we will open a position with the minimum number of units possible, as the trend continues, we would increase the amount of units. Should a second trade be needed, we would enter it by referencing to the first trade. The pairs in green are most likely in a trending state or showing no interesting price movement. The color codes do not mean likelihood of profitability. It tell us how to approach our entries with a risk management mindset.Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-35526300502585642562011-02-28T07:01:00.000-08:002011-03-08T04:16:58.322-08:00The importance of position sizing (Applicable to the Rolling Stone System)<div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">It is possible to apply a simple rule of thumb to open position using this system. We take the condition 1 and 2 and apply them to the 1H chart. Once the conditions are met, we will open a position which we refer to as the “small position” (we will risk 0,5% of our portfolio on this position). Subsequently, if the position goes in our direction and goes above an immediate previous maximum we will increase the size to a 1% of our portfolio. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span lang="EN-US" style="mso-ansi-language: EN-US;">When the position has moved in our favor to a point where conditions 1 & 2 are met in the 4H chart, we max the size of our position. We will also assign the stop at below the “low 60 period EMA curve” in the 4H chart which should be above the stops for the small position. The idea is that, even if our trade goes against us in the 4H timeframe we will not lose the small positions and still recover some of the loses. We decrease our total risk considerably by doing this.</span></div><br />
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<tr><td style="text-align: center;"><a href="https://lh6.googleusercontent.com/-tOIcBMTt5A8/TWu4MzfHgYI/AAAAAAAAACw/wtQ6Duove24/s1600/signals+28.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="220" l6="true" src="https://lh6.googleusercontent.com/-tOIcBMTt5A8/TWu4MzfHgYI/AAAAAAAAACw/wtQ6Duove24/s400/signals+28.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Position sizing is a key factor to determine the profitability of a portfolio of trades. Position yourself with small positions in potential trends. Once the trend has confirmed in your favor, increase the position to your pre-defined maximum</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-73566672411388898952011-02-24T07:52:00.000-08:002011-02-24T07:52:54.524-08:00Trading like a robot - the key to success<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/qK1GEVyb3m0?feature=player_embedded' frameborder='0'></iframe></div>I found this video interesting on how anyone can become successful by being committed to a system.Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.comtag:blogger.com,1999:blog-5911999890620542396.post-80022501307752191782011-02-22T09:20:00.000-08:002011-03-08T04:18:19.778-08:00Rolling Stone in practiceI only wanted to share a snapshot of my trading desk for today's rolling stone's trades. I will be posting new entries soon... You can easily check the entries I made by following the system (rolling stone) as described in this blog.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-D9RORw5zUbI/TWPwFCoHQFI/AAAAAAAAACY/S72zN4RjoxQ/s1600/ejemplo+rolling+stone.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="68" j6="true" src="http://4.bp.blogspot.com/-D9RORw5zUbI/TWPwFCoHQFI/AAAAAAAAACY/S72zN4RjoxQ/s320/ejemplo+rolling+stone.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Entries are made as soon as the price breaks the 60EMA either on the low or high side. I am following these pairs as they develop in trends or not. Therefore the stop losses are placed at the breakout on the opposite direction.</td></tr>
</tbody></table>Javyhttp://www.blogger.com/profile/11825272132152358966noreply@blogger.com