tag:blogger.com,1999:blog-24253920289744922862024-02-21T20:33:55.133-08:00learn forex , make money with confidenceHoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.comBlogger163125tag:blogger.com,1999:blog-2425392028974492286.post-12995109394984742022017-11-30T10:39:00.000-08:002018-10-22T04:38:20.419-07:00Forex forecast 01/12/2017 first december<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe border="0" frameborder="0" height="600" marginwidth="0" scrolling="no" src="//rcm-na.amazon-adsystem.com/e/cm?o=1&p=49&l=ur1&category=primevideochannels&banner=1HSEPD44R3WMSTN3HJR2&f=ifr&linkID=e69731ea2a8c7f20b3bf7d902fe34828&t=nizammozumd0f-20&tracking_id=nizammozumd0f-20" style="border: none;" width="300"></iframe>
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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="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji6OQrkB_qN52gtiHlqDgg3_VkVSWzZPuuzHf7a1Bs9QZvZ0wELMZGq3kgWkRXfGRQst6PcQ3FEPFQjO0aeE0Lpu4x2PhaEazvIaGedPdwW4rpIQcwnHupMqz1TRIvSoLNbFpTyrrHYuzm/s1600/USDCHFDaily.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji6OQrkB_qN52gtiHlqDgg3_VkVSWzZPuuzHf7a1Bs9QZvZ0wELMZGq3kgWkRXfGRQst6PcQ3FEPFQjO0aeE0Lpu4x2PhaEazvIaGedPdwW4rpIQcwnHupMqz1TRIvSoLNbFpTyrrHYuzm/s400/USDCHFDaily.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Look this picture ,It is daily chart.It shows Highest high is1.03395 and low is .94137, 61% retracement is .9987</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"> the trend is</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Here the trend is down and its corrected down @61% retracement. It is the suitable for sell entry with target .9413 and stop loss at 78% fibbos point. The trend will continue for certain period down<br />
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Now in 4 hrs chart.<br />
we will go for SR at this time frame<br />
<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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPNd2lKtBOVAgNIkuuQBRAV-jvytv_ZNP1AtO8YPTqjHj2JzSSWwPcZ3woSLEg7HonjHTIzEHgh-KCovkkTn8JtcFHMA5ezLkbHrhx5QwhVATeEhSD6RWwWPSz6G9Sc5I3uVYH30rbIUVi/s1600/USDCHFH4.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPNd2lKtBOVAgNIkuuQBRAV-jvytv_ZNP1AtO8YPTqjHj2JzSSWwPcZ3woSLEg7HonjHTIzEHgh-KCovkkTn8JtcFHMA5ezLkbHrhx5QwhVATeEhSD6RWwWPSz6G9Sc5I3uVYH30rbIUVi/s400/USDCHFH4.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Its 4 hrs time frame We will look for Support and Resistance to find Pullback and retracement</td></tr>
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Here we see price are pulled back to down trend Stochastic supports the pullback.<br />
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Now go for 1hr time frame ,It is the Holding time frame for trade.Price has brokern to Both MA, and gone down. So its time to sell with tight SL<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAvChj3W-nLlPrbl8VQ19eCGzklNX50-IUUtxNai5z-AhyBGXhK9B823EOGlj1yr3hwNjNXbU2r6_WQI_rOHn1ombzAuADjZhwAgcF72nnuShekTHCzeVuvMyHpw0sgOZdyl3BGkza1Kxz/s1600/USDCHFH1.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAvChj3W-nLlPrbl8VQ19eCGzklNX50-IUUtxNai5z-AhyBGXhK9B823EOGlj1yr3hwNjNXbU2r6_WQI_rOHn1ombzAuADjZhwAgcF72nnuShekTHCzeVuvMyHpw0sgOZdyl3BGkza1Kxz/s320/USDCHFH1.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1 hr time frame</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com2tag:blogger.com,1999:blog-2425392028974492286.post-40923133413237486682017-07-20T23:49:00.001-07:002017-07-20T23:49:55.628-07:00GBP/USD H4 chart<div dir="ltr" style="text-align: left;" trbidi="on">
This is GBP/USD H4 chart it shows recent highes 1.3127 and lows 1.2814, Highest was 14.07.2017 lowest was 12.07.2017 we expected that price will retrace 61% level 1.2930, after 7 days at 20.07.2017 price touch 1.2930 and retrace back to previous trend.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ39nd_iRTCNtsrO8sWTOOaSl1hq0fhyphenhyphenBJVHmGt-QrItrevuKcxa0bM-OARfrc5ZDHzciYMEWGcXteVVodz-mVPCjG4N4beLyx4B7TYdSZ1zfA0kh9b8ORhSvMS-e4AgGxBGa9CCv0tMmp/s1600/GBPUSDH4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="602" data-original-width="1092" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ39nd_iRTCNtsrO8sWTOOaSl1hq0fhyphenhyphenBJVHmGt-QrItrevuKcxa0bM-OARfrc5ZDHzciYMEWGcXteVVodz-mVPCjG4N4beLyx4B7TYdSZ1zfA0kh9b8ORhSvMS-e4AgGxBGa9CCv0tMmp/s400/GBPUSDH4.png" width="400" /> </a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com4tag:blogger.com,1999:blog-2425392028974492286.post-54894752787348651442017-07-14T04:40:00.000-07:002017-07-14T04:40:25.872-07:00GBP-USD 15 min chart trend in 14july 2017<div dir="ltr" style="text-align: left;" trbidi="on">
Look at the chart .<br />
It shows price action chart .It shows price action chart of GBP/USD 45 days.Highest point is 1.3030 it is the resistance ,Lowest point is 1.2802. It is the support . Long term trend from the daily chart is up. Here the another important resistance is 1.2982.Here trend is up and short term trend is in correction, If price can break the resistance of 1.2982 then the next resistance will be 1.3030, If price can break the price the trend will be up again.<br />
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The moving agerage says up trend but the Stochastic Divergence shows upcomming divergence which will retrace upto 1.2880@ 61.8% level. SO I have placed Sell with stop loss 1.3050 and Take profit 1.2900. After unfolding I will Buy 1.2900 along the long term trend.<br />
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NB: <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvPgy_bwkgCxHPzym_wx17LaVkllHL0iLQpJsQzi7s9M5EzfKH9SbUen9EyYpja0IwB4WoffznIniuTxll6wCWOqrIhn_TA90guFm955BsKTMHwVVDgbcemlStQvUZB0svEbJjGhjdC3TV/s1600/GBPUSDM15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvPgy_bwkgCxHPzym_wx17LaVkllHL0iLQpJsQzi7s9M5EzfKH9SbUen9EyYpja0IwB4WoffznIniuTxll6wCWOqrIhn_TA90guFm955BsKTMHwVVDgbcemlStQvUZB0svEbJjGhjdC3TV/s400/GBPUSDM15.png" width="400" /> </a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com5tag:blogger.com,1999:blog-2425392028974492286.post-8734559822712636502017-01-23T02:57:00.001-08:002017-01-23T02:57:24.779-08:00Why I also failed today in forex.<div dir="ltr" style="text-align: left;" trbidi="on">
Look monthly chart H 1.5994, l0.8250, trend is down,<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVMdZEUTKVAVm0lv5YmtejYnF0E3BQI3A-HzTmuAlhzz98_unlNQEECvJz2FHtE-Sr5fubFhsIXrG5zeIaCp4RaXmEx0j0jeXE4ltGgvQSDBE-ARo1D3lcrhD7LDfVi80LT8KjFjltHgTT/s1600/EURUSDMonthly.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVMdZEUTKVAVm0lv5YmtejYnF0E3BQI3A-HzTmuAlhzz98_unlNQEECvJz2FHtE-Sr5fubFhsIXrG5zeIaCp4RaXmEx0j0jeXE4ltGgvQSDBE-ARo1D3lcrhD7LDfVi80LT8KjFjltHgTT/s400/EURUSDMonthly.png" width="400" /></a></div>
Look at the weekly chart, high 1.3985,low 1.0350, trend is down,there is tripple bottom<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9T5-gohhrEY0-6_9n-yq1p4TXvMNyvlX3GN0f1XjKctidUdp1X2kTrAN5_8_c1YzmMfSTeDgAcr1NbeByx7ILEbt9k-Nybzqj_2DAl8LntEpuj5jXitvcRD58ru4LzIzCCr2HLtbuxD_F/s1600/EURUSDWeekly.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9T5-gohhrEY0-6_9n-yq1p4TXvMNyvlX3GN0f1XjKctidUdp1X2kTrAN5_8_c1YzmMfSTeDgAcr1NbeByx7ILEbt9k-Nybzqj_2DAl8LntEpuj5jXitvcRD58ru4LzIzCCr2HLtbuxD_F/s400/EURUSDWeekly.png" width="400" /></a></div>
Look at chart, 1hr chart, it breaks previous high and retest on it,here trend is up,it will persist for days, I put sell order.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxwPMq6VgiS6KH4RLdOgd8Yl6-ShDD99-RuhTTMXo_Vo_2dLGapoXM6eoHgmYPQJ8pXq8KNI5iYUOhyg-4aBwUaLXcgSo2QYc7MPShLYdAs6rc12len3mkNCWCwfrvlhKpgrYeBPoH73zx/s1600/EURUSDH1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxwPMq6VgiS6KH4RLdOgd8Yl6-ShDD99-RuhTTMXo_Vo_2dLGapoXM6eoHgmYPQJ8pXq8KNI5iYUOhyg-4aBwUaLXcgSo2QYc7MPShLYdAs6rc12len3mkNCWCwfrvlhKpgrYeBPoH73zx/s320/EURUSDH1.png" width="320" /></a></div>
that is all why i failed.<br /><br /></div>
Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com13tag:blogger.com,1999:blog-2425392028974492286.post-89045640646995342122017-01-22T05:30:00.000-08:002017-01-22T05:30:09.278-08:00Why I failed in forex trading<div dir="ltr" style="text-align: left;" trbidi="on">
Look at daily chart. high is 1.1161 low is1.0301 it indicates support is 1.0301 and resistance is 1.1161 trend is down.61.8% retracement is 1.0987, So it is strong resistance. there is possiblity to retrace back to down after touching that resistance level. So now temporary uptrend thurst is approximately 223 pips.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBDhMl2ae3b3bMnYlmxcNN0L8IegXt-swwVBC52LFB8EeP_FlndPrZAmKHRB2UgboZaNORvprPYDGMxah5Bdjso8773rGk6wpVGPeFP6trVuAv8GnoMwVk4RCkeEOgBofX9_3cNls0W7Oi/s1600/EURUSDDaily.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBDhMl2ae3b3bMnYlmxcNN0L8IegXt-swwVBC52LFB8EeP_FlndPrZAmKHRB2UgboZaNORvprPYDGMxah5Bdjso8773rGk6wpVGPeFP6trVuAv8GnoMwVk4RCkeEOgBofX9_3cNls0W7Oi/s400/EURUSDDaily.png" width="400" /> </a></div>
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Look at 4hrs chart. </div>
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It is also uptrend no strong SR near here. So expected price of reversal is 1.098 if it breaks then the next level is 11.1161 strongest Resistance.So 4hrs trend also up,</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidp6o_v7CAMCYIfStViWnlLLQGCeb2xCBE9cfnCCUMzAW11o5KVrH1d01AAiM3RTAiJCWW7BQKyjleb7LiVCP9IATg7Ufpmp8ivcawu00fVTYOwGA5GCsT7UpEhzzkOp4PdtjBNFhOb4n0/s1600/EURUSDH4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidp6o_v7CAMCYIfStViWnlLLQGCeb2xCBE9cfnCCUMzAW11o5KVrH1d01AAiM3RTAiJCWW7BQKyjleb7LiVCP9IATg7Ufpmp8ivcawu00fVTYOwGA5GCsT7UpEhzzkOp4PdtjBNFhOb4n0/s400/EURUSDH4.png" width="400" /></a></div>
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above mentioned all are probabilities , anything can be happen. with thanks.</div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com15tag:blogger.com,1999:blog-2425392028974492286.post-53188667410008975442015-06-08T11:20:00.001-07:002015-07-14T18:09:26.327-07:00Practical way to detect Trend<div dir="ltr" style="text-align: left;" trbidi="on">
Dear trader.<br />
look at the daily chart.Its Eur/usd daily chart.<br />
Its trend is down and Now on correction.<br />
Look at the chart Major resistance in 1.3990 and support is 1.0456. Price will move within the range for months to yrs till it break the support or resistance. The trend will go correction till 1.2290 or around. But it will take months.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQatMl40gyxdZZ7enkAg5zUYykaSG_hLNAzevHOh4v671On_UgPeesEu3FW4PgMUHTX_GR-xSAKVlvJJlg1MDXre2xDEqJrYrLF1yBD64iOYRyRawOKTDN2UgaYfgAYLMBNid4sU65ICyF/s1600/2015-06-09+00_11_53-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CDaily%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQatMl40gyxdZZ7enkAg5zUYykaSG_hLNAzevHOh4v671On_UgPeesEu3FW4PgMUHTX_GR-xSAKVlvJJlg1MDXre2xDEqJrYrLF1yBD64iOYRyRawOKTDN2UgaYfgAYLMBNid4sU65ICyF/s400/2015-06-09+00_11_53-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CDaily%255D.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKQ6POOKumfVGUOPG6GnTInT-yAM71pVBQNNA9KCyYhi3Ir9PaKbtGsQmMex2Hk_DkmIcQgPIWNftwOUDxEQX9eS9SS5_5WZinbF5TKQhllC2trRr55ke4al1kt7hwOlLh45k1BN1qQum/s1600/2015-06-08+00_29_05-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH4%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKQ6POOKumfVGUOPG6GnTInT-yAM71pVBQNNA9KCyYhi3Ir9PaKbtGsQmMex2Hk_DkmIcQgPIWNftwOUDxEQX9eS9SS5_5WZinbF5TKQhllC2trRr55ke4al1kt7hwOlLh45k1BN1qQum/s400/2015-06-08+00_29_05-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH4%255D.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LqFGcliqjrOoKw2u-dip1iefe2CXA78uNaSbC1YBCJml9Br8iNjPPI3TEoFJ5d1smUWl93YjSBpOJeQ9b_NCsCuKh6W-leqwgwqHCgFdVznoKST7U5ka24JvgmL9-AA8gLklbGG0lsxi/s1600/2015-06-08+00_36_49-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH1%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3LqFGcliqjrOoKw2u-dip1iefe2CXA78uNaSbC1YBCJml9Br8iNjPPI3TEoFJ5d1smUWl93YjSBpOJeQ9b_NCsCuKh6W-leqwgwqHCgFdVznoKST7U5ka24JvgmL9-AA8gLklbGG0lsxi/s400/2015-06-08+00_36_49-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH1%255D.png" width="400" /></a></div>
Look I hr chart price is up and up going trend is going to end. trend strength is exhausted, So our policy is sell with stop loss.<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com9tag:blogger.com,1999:blog-2425392028974492286.post-53672611967333420282015-06-07T11:49:00.000-07:002017-12-01T00:34:44.070-08:00Trending down of Eur/USD<div dir="ltr" style="text-align: left;" trbidi="on">
<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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvVW5wzOQBQtzxGXzwWFuNckuKUbkv1m29xCBNUsyssWkPfnrZmIK-STtLhziozog3rlo1iGUca-lGWWLTJ6EA7GOfQRMt_lfzuINol2vyDzDzIlscdMqbVk4A8YTcG0ep3HLMidoUUyOp/s1600/2015-06-08+00_36_49-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH1%255D.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvVW5wzOQBQtzxGXzwWFuNckuKUbkv1m29xCBNUsyssWkPfnrZmIK-STtLhziozog3rlo1iGUca-lGWWLTJ6EA7GOfQRMt_lfzuINol2vyDzDzIlscdMqbVk4A8YTcG0ep3HLMidoUUyOp/s1600/2015-06-08+00_36_49-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH1%255D.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Price is clearly going down, in this chart.</td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;">daily chart shows down trend. </td></tr>
</tbody></table>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" style="cursor: move; margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">daily chart shows down trend. </td></tr>
</tbody></table>
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" 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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG440oQzMUTUtsTuHvK6-6J9NToPd_bkL2et07uuhxJ0RYw7uX9atCS92Hefms4VnrC73g8VfgsZ93i8rPojdZTTL_Vzl9FDNwCMLFAPoASb3dV6PZnCxs4defw9EBj2_Z6NOlseeRz_J9/s1600/2015-06-08+00_29_05-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH4%255D.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG440oQzMUTUtsTuHvK6-6J9NToPd_bkL2et07uuhxJ0RYw7uX9atCS92Hefms4VnrC73g8VfgsZ93i8rPojdZTTL_Vzl9FDNwCMLFAPoASb3dV6PZnCxs4defw9EBj2_Z6NOlseeRz_J9/s1600/2015-06-08+00_29_05-9190_+MaxFX-Demo+-+Demo+Account+-+%255BEURUSD%252CH4%255D.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">4hrs chart shows Head and shoulder and a temporary reversal.<span id="goog_822845321"></span><span id="goog_822845322"></span></td></tr>
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</div>
Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-43954303108431173462014-11-27T06:21:00.000-08:002014-12-29T01:06:27.525-08:00Up comming move of EUR/USD with target 1.3387<div dir="ltr" style="text-align: left;" trbidi="on">
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com11tag:blogger.com,1999:blog-2425392028974492286.post-28250939469672212312014-11-27T06:11:00.003-08:002014-11-27T06:11:55.006-08:00divergence trading : Bulish move up to 1.,3387 target EUR/USDdaily <div dir="ltr" style="text-align: left;" trbidi="on">
<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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPBhBWjim74fGPZTz1Yht5OJ3N-wHhaCjbdSZlc3zdOhK_10OsrXJAM6kdDB3Dmhcz2VU9cLS9RzoGM6wjfmKk4RWGt1yANe0FsD5fZw7JKJ8nDnNCa_T-6p4DA-n4lHskF_yaa4Z8oP3w/s1600/daily+divergence.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPBhBWjim74fGPZTz1Yht5OJ3N-wHhaCjbdSZlc3zdOhK_10OsrXJAM6kdDB3Dmhcz2VU9cLS9RzoGM6wjfmKk4RWGt1yANe0FsD5fZw7JKJ8nDnNCa_T-6p4DA-n4lHskF_yaa4Z8oP3w/s1600/daily+divergence.jpg" height="279" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">daily chart shows bullish divergence</td></tr>
</tbody></table>
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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="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvUO18Xs891_gE_oPLLksIKvr0TMyoPwblyPY4XDfZ6oVmvMjxlzX-hvwCB-8d68_8CmrPCZvr8PqtlK45rOiQ3_sMi8gt1k1KIvlgasCq9aG1HrrlzgfLA-EYRCrk1IAHUumEAqmZOp9/s1600/daily+divergence1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvUO18Xs891_gE_oPLLksIKvr0TMyoPwblyPY4XDfZ6oVmvMjxlzX-hvwCB-8d68_8CmrPCZvr8PqtlK45rOiQ3_sMi8gt1k1KIvlgasCq9aG1HrrlzgfLA-EYRCrk1IAHUumEAqmZOp9/s1600/daily+divergence1.jpg" height="256" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">daily chart shows bullish divergence up to 1.3387 target</td></tr>
</tbody></table>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCQCiyE51HunedxiX75wnMn69-Y6sOg-qjXuVlife_zajq3rGViLXHYyHG7IXnFi9XAPnn20ALG1ipyneuyNwbf8Pljc2RxU4syL2QJ5l7BbSlGM_WAiC6Z_LA2_HXohjSmlU94mcHMbtv/s1600/daily+divergence2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCQCiyE51HunedxiX75wnMn69-Y6sOg-qjXuVlife_zajq3rGViLXHYyHG7IXnFi9XAPnn20ALG1ipyneuyNwbf8Pljc2RxU4syL2QJ5l7BbSlGM_WAiC6Z_LA2_HXohjSmlU94mcHMbtv/s1600/daily+divergence2.jpg" height="296" width="320" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8dvEt_fStS6B1G44uQZu-do_ms0iTx_S-zcA5aScdugeIxiXdhezbZFs61kVVY8VvuONxJEuNGidyvTARAzb8NyIUy5LSa566eOD7Ahyfip7VRWhbeqRbNYdNvBpNrZlxtjSdKboOMS01/s1600/1hdivergence.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8dvEt_fStS6B1G44uQZu-do_ms0iTx_S-zcA5aScdugeIxiXdhezbZFs61kVVY8VvuONxJEuNGidyvTARAzb8NyIUy5LSa566eOD7Ahyfip7VRWhbeqRbNYdNvBpNrZlxtjSdKboOMS01/s1600/1hdivergence.jpg" height="174" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">divergence </td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2U_094QO3_HXcJQtVqJHlqe2Uc6o7qebslZbiiLTdaNGGZcBg1ZjgY5eLFfJbCI-f-ffM31GQbFHfcbWcrbqqlesaN0-ztXY-vFgAcJ4mGEeOT-q1rLTvAtGTUPwEaJMfd4AnWDyNtlL9/s1600/1hdivergence1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2U_094QO3_HXcJQtVqJHlqe2Uc6o7qebslZbiiLTdaNGGZcBg1ZjgY5eLFfJbCI-f-ffM31GQbFHfcbWcrbqqlesaN0-ztXY-vFgAcJ4mGEeOT-q1rLTvAtGTUPwEaJMfd4AnWDyNtlL9/s1600/1hdivergence1.jpg" height="174" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8HW_nT8QnsqU8i7wxDW0SWI3trrQ698i-BWLjdbuQSVQY2hynUPYfimEX6Nx2cG-5LQGhHwgBGh0iCLS0-wI7p65Mh5IyZGJPokWvS8quSqO6lSkj_dgU0faAMP5Q06BtvY8KMRb7KQX/s1600/4hdivergence.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8HW_nT8QnsqU8i7wxDW0SWI3trrQ698i-BWLjdbuQSVQY2hynUPYfimEX6Nx2cG-5LQGhHwgBGh0iCLS0-wI7p65Mh5IyZGJPokWvS8quSqO6lSkj_dgU0faAMP5Q06BtvY8KMRb7KQX/s1600/4hdivergence.jpg" height="174" width="320" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com3tag:blogger.com,1999:blog-2425392028974492286.post-54234115398910073102014-11-03T06:05:00.001-08:002014-11-05T09:55:28.732-08:00Daily elliot wave with gann analysis with <div dir="ltr" style="text-align: left;" trbidi="on">
look at the chart its daily chart<br />
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its analysis of gann and elliot wave,it shows trend line with divergence <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhObTYTF1Y-0GuSGgm33shDBGa09sZtHfJJkWFXlMnwoA1sD0BjEcDDUTDqgCXJn7C-xNOD-x158sSvd4gdf-FWoI6Rrxn9-LsiHrQQ27Vau-fM5H4vJep3oqcfGVxwZE0L7Wt13YvVqHRQ/s1600/gannelliott.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhObTYTF1Y-0GuSGgm33shDBGa09sZtHfJJkWFXlMnwoA1sD0BjEcDDUTDqgCXJn7C-xNOD-x158sSvd4gdf-FWoI6Rrxn9-LsiHrQQ27Vau-fM5H4vJep3oqcfGVxwZE0L7Wt13YvVqHRQ/s1600/gannelliott.jpg" height="215" width="400" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com5tag:blogger.com,1999:blog-2425392028974492286.post-47229793792268713122014-11-03T05:48:00.000-08:002014-11-05T09:55:53.596-08:00Gann analysis of monthly chart<div dir="ltr" style="text-align: left;" trbidi="on">
look at the monthly chart .It represents from 1992 since Now 2014, the highest high 1.60(160) lowest .834(84) which is greatest resistance and support. the trend is up price is still up above 50% that is above 1.2100 it is also great SR and now provide good support, so its time to by with stop loss of 200 pips with profit target of 400 pips<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmlmbGxnpBF2Y28vI_iZPiSBuF35mDVdkANa3zkqk17xVwMmyaik_Ob6DIa8OYmMpAIBogZPoYGJ4Z0TyZA15nnBpfrJMOpmf3BWXKR-ITBqe_KAp84wTjVH-2iRTXCCLtldxkLDIAaedk/s1600/gann.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmlmbGxnpBF2Y28vI_iZPiSBuF35mDVdkANa3zkqk17xVwMmyaik_Ob6DIa8OYmMpAIBogZPoYGJ4Z0TyZA15nnBpfrJMOpmf3BWXKR-ITBqe_KAp84wTjVH-2iRTXCCLtldxkLDIAaedk/s1600/gann.jpg" height="215" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs23F6aa8Kw-g4Gcpn9P9n_2qNQ3zkvfI7JT7yAjH2BA8vDoEwNCumpMJr2D6Hlao4dflSQ1m3aFhEYRNt8VHkm1LiXR5Gfj2ZPx_BrE1gG97Nk6F7dicAqWCY_ux5zAOpAuw2tkv0SyAW/s1600/ganneurusd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs23F6aa8Kw-g4Gcpn9P9n_2qNQ3zkvfI7JT7yAjH2BA8vDoEwNCumpMJr2D6Hlao4dflSQ1m3aFhEYRNt8VHkm1LiXR5Gfj2ZPx_BrE1gG97Nk6F7dicAqWCY_ux5zAOpAuw2tkv0SyAW/s1600/ganneurusd.png" height="363" width="400" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com6tag:blogger.com,1999:blog-2425392028974492286.post-75170484647384920872014-11-03T05:18:00.003-08:002014-11-05T10:00:40.264-08:00daily elliott wave analysis 3rd nov<div dir="ltr" style="text-align: left;" trbidi="on">
Now wave is corrective it will retrace upto 1.3390<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBWFSZ4SRs7KDxj1wB_0Tlb7BWiDgimNZ6OZncsFG1bG16UTwm2RPWespeeUhreKn_sIJqOjatTd-zRDcXxAcqOzFVWRkFV90yqnSHGXXlrVQnrIw7StMhFVQs7MjrRdewZjMXjuW4-E9a/s1600/elliot1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBWFSZ4SRs7KDxj1wB_0Tlb7BWiDgimNZ6OZncsFG1bG16UTwm2RPWespeeUhreKn_sIJqOjatTd-zRDcXxAcqOzFVWRkFV90yqnSHGXXlrVQnrIw7StMhFVQs7MjrRdewZjMXjuW4-E9a/s1600/elliot1.jpg" height="215" width="400" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com1tag:blogger.com,1999:blog-2425392028974492286.post-62248986620953838372014-11-03T05:09:00.002-08:002014-11-05T10:01:05.676-08:00daily elliot wave analysis 03/11/2014<div dir="ltr" style="text-align: left;" trbidi="on">
look at the chart , Its daily chart shows downtrend. shows the picture , Now its correction wave it will reach upto 1.3390<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAJJsNYYDqBzqLXT4wZ3DWLn4BAquOC-OvTKq0BcX7QtRElgy3OEFAPqcd0CYqOX5izi_dQdJ-PBUxhxNc403IbVIPBLv-O2rYf0Pq8Wfct6W1GZi5Ogqhq9JFw3kbcQZg2B661X1cxC3I/s1600/elliot.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAJJsNYYDqBzqLXT4wZ3DWLn4BAquOC-OvTKq0BcX7QtRElgy3OEFAPqcd0CYqOX5izi_dQdJ-PBUxhxNc403IbVIPBLv-O2rYf0Pq8Wfct6W1GZi5Ogqhq9JFw3kbcQZg2B661X1cxC3I/s1600/elliot.jpg" height="175" width="400" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com2tag:blogger.com,1999:blog-2425392028974492286.post-10219239564625344202014-06-18T10:36:00.001-07:002014-06-18T10:36:26.690-07:00Divergence with double top<div dir="ltr" style="text-align: left;" trbidi="on">
look at the picture.<br />
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its 4 hrs chart.<br />
It forms double tops.<br />
MACD indicator forms divergence .<br />
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So its the sign of trend reversal. The will go down.<br />
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According to S/R price repelled by resistance level and moved down.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEaNI03l2O0B7bzvgxasdhoI2jYtE7jWfBo2b8JXIWj7dk-rHwXFSyuwZRo507VlRCyYJaZeGlQQ5ntNGelYCvQlLHqnQ1DIH0BRMIljy1b17N4_IMPSrhsNhQ0jzT8WGVnDvATnPpP8Xf/s1600/DV1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEaNI03l2O0B7bzvgxasdhoI2jYtE7jWfBo2b8JXIWj7dk-rHwXFSyuwZRo507VlRCyYJaZeGlQQ5ntNGelYCvQlLHqnQ1DIH0BRMIljy1b17N4_IMPSrhsNhQ0jzT8WGVnDvATnPpP8Xf/s1600/DV1.jpg" height="223" width="400" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-86429887156468183652014-05-19T07:23:00.000-07:002014-05-19T07:23:07.374-07:00Daily trade example, Divergence , Tops , Fibbos<div dir="ltr" style="text-align: left;" trbidi="on">
Here is daily chart.<br />
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Look for tops, fibbos, retracement, Gann, Divergence<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7vJte7NnNuY4IgvCZOvvHObwnHa8SotyNK9ZduIoa-Yegi0-xLwv5G_OgjmZNsxDimrufFvCPkDr-p8xNPkI9ni_63UaFz5YE1l_vSjAyQF4r8eFZ54MCuGSRgZV0KcSg2TjddvkNgHPJ/s1600/dv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7vJte7NnNuY4IgvCZOvvHObwnHa8SotyNK9ZduIoa-Yegi0-xLwv5G_OgjmZNsxDimrufFvCPkDr-p8xNPkI9ni_63UaFz5YE1l_vSjAyQF4r8eFZ54MCuGSRgZV0KcSg2TjddvkNgHPJ/s1600/dv.jpg" height="179" width="320" /></a></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com3tag:blogger.com,1999:blog-2425392028974492286.post-88365915446710865062014-05-12T10:10:00.001-07:002014-05-19T07:23:46.279-07:00How market react with Gann , Fibbonacci, Elliott wave.<div dir="ltr" style="text-align: left;" trbidi="on">
<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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC20cfzfXK0NRgIfTapCourSDNBOBhpqeEF96uVsngDAZX41UpsT_7EyvgEJA8LUq2YNYnqQEvhRJuXIafLiblhH1TdEPenDH5datw1rgMTKsJ2Ey7IllsIxJC_j_VM_NN9MkTrJAuhNVI/s1600/wkly.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC20cfzfXK0NRgIfTapCourSDNBOBhpqeEF96uVsngDAZX41UpsT_7EyvgEJA8LUq2YNYnqQEvhRJuXIafLiblhH1TdEPenDH5datw1rgMTKsJ2Ey7IllsIxJC_j_VM_NN9MkTrJAuhNVI/s1600/wkly.jpg" height="223" width="400" /></a></td></tr>
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look at the weekly chart , Here lowest price is 1.3462 of GBP/USD pair on 18.01.2009 , according to </div>
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Gann the up comming reverse of trend will be 1.6999, but square of nine show strong resistance at 1.6900, if price cross 1.7000 price will go up, that is uptrend will start. But in around 1.6900 there is strong resistance, which will repel the price , Besides here is Double tops formed. Now go for daily chart.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwDNIKVBvhbAOyzD4GIf02zmq6cBN0IC7zlHolVHb8NPNN0PR7faU2YxQv83mbS85mH9fmjTJu5rewFBpZ0tZYZ2xRi-Dxxg6slKs7uCQaTjVqMHDJY2UFZSnvPqFAW8aj4bx0xnE8t8_5/s1600/daily.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwDNIKVBvhbAOyzD4GIf02zmq6cBN0IC7zlHolVHb8NPNN0PR7faU2YxQv83mbS85mH9fmjTJu5rewFBpZ0tZYZ2xRi-Dxxg6slKs7uCQaTjVqMHDJY2UFZSnvPqFAW8aj4bx0xnE8t8_5/s1600/daily.jpg" height="223" width="400" /></a></div>
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look at the daily chart, Here head and shoulder is forming.It indicate up coming reversal of trend.</div>
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Look at the picture It shows prices goes up and MACD goes down, It is bearish divergecne. We can assume the up coming reversal of trend is comming.</div>
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its 4hrs chart . see it shows Head and shoulder pattern and also divergence formation, It indicates up coming reversal , trend will go down.</div>
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look also first picture the price is respecting 50% retracement.</div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com1tag:blogger.com,1999:blog-2425392028974492286.post-10060803056064763472014-05-02T07:29:00.001-07:002014-05-02T08:37:34.429-07:00WD mathematical formula for market predection : Time ,price and trend<div dir="ltr" style="text-align: left;" trbidi="on">
Square of 12 is always important because of 12 months is 1 yrs<br />
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Most important resistance in square of 12 are 12,24,36,48,60,72,84,96,108,120,132,144<br />
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Square of 144 is great square , works better than any square both for price and time because it contains square from 1-144, this chart is divided by 9 as because 0-9 , 9 is the highest number.<br />
<br />
<br />
In daily chart 9 days,<br />
9 weeks<br />
9 months<br />
<br />
Master 144 square contains 144x144=20736 days, weeks,months,years. which is complete cycle.<br />
<br />
<br />
Great cycle of square of 144 = 144x144= 20736 days, weeks, months<br />
half is 10,368 days<br />
1/4th= 5184 days<br />
1/8th= 2592 days<br />
1/16th= 1296 days<br />
1/32th= 648 days<br />
1/64= 324 days.<br />
1/128= 162 days<br />
1/256= 81 which is 9x9 that is square of 9<br />
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Weekly time period------<br />
<br />
Great cycle in weeks is = 2962 weeks and 2 days.<br />
1/2= 1481 wks and 1 days<br />
1/4= 740 wks<br />
1/8= 370 wks and 2 days<br />
1/16th= 185 wks and 1 days<br />
1/32th= 92 wks and 4 days<br />
1/64= 41 wks and 2 days<br />
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Monthly time periods -------<br />
great cycle in months = 681 months and 23 days= 56 yrs<br />
1/2= 28 yrs , 9 months,23 days<br />
1/4= 14 yrs, 5 months,8 days<br />
1/8th= 7 yrs, 2.5 months<br />
1/16th= 43 months<br />
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Firstly wkly chart and secondly monthly chart, thirdly daily chart will determine<br />
future trend .<br />
<br />
Master numbers-----<br />
3,5,7,9,12<br />
<br />
1+2+3+4+...........9= 45<br />
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Second greatest number is 7, days weeks, =5 market days<br />
Multiple of 7<br />
first square 7x7= 49<br />
second square 7x7x2= 98<br />
third square 7x7x3= 147<br />
fourth square 7x7x4= 196 which is square of 14= 14x14= 196<br />
<br />
square of 5 = 5x5= 25<br />
second square 5x5x2= 50\<br />
third square 5x5x3=75<br />
Fourth square 5x5x4= 100 which is square of 10, 10x10<br />
<br />
Number 3 :<br />
it is also important number<br />
3x3= 9<br />
3x3x2= 18<br />
3x3x3= 27<br />
3x3x4= 36 ............ it is also square of 6, 6x6. very important number<br />
3x3x5= 45 ............. very important number<br />
3x3x6= 54..............very important number<br />
3x3x7= 63............... very important number<br />
3x3x8= 72<br />
3x3x9=81............. it is square of 9, 9x9= 81<br />
3x3x10= 90<br />
3x3x11= 99<br />
3x3x12= 108<br />
3x3x13= 117<br />
3x3x14=126<br />
3x3x15= 135 most important number<br />
3x3x16= 144= Most important number.<br />
3x3x17=153<br />
3x3x18=162<br />
3x3x19=171<br />
3x3x20=180.........most importnat<br />
3x3x21=189........most important<br />
3x3x22=198<br />
3x3x23=207<br />
3x3x24=216<br />
3x3x25=225........Most important<br />
3x3x26=234<br />
3x3x27=243<br />
3x3x28=252<br />
3x3x29=261<br />
3x3x30=270........Most importnat<br />
3x3x31=279<br />
3x3x32=288<br />
3x3x33=297<br />
3x3x34=306<br />
3x3x35= 315........Most important<br />
3x3x36=324<br />
3x3x37=333<br />
3x3x38=342<br />
3x3x39=351<br />
3x3x40=360.......most important<br />
<br />
12 is another important number<br />
12x12= 144<br />
12, =12x1<br />
24,=12x2<br />
36,=12x3<br />
48,=12x4<br />
60,=12x5<br />
72,=12x6<br />
84,=12x7<br />
96,=12x8<br />
108,= 12x9<br />
120,=12x10<br />
132,= 12x11<br />
144= 12x12<br />
<br />
12x15= 180........<br />
12x16=<br />
<br />
12x20= 240<br />
12x21=<br />
<br />
12x25= 300<br />
12x26= 312<br />
12x27=324<br />
12x28=<br />
12x30== 360 most important number<br />
<br />
90 is very important number, 9x10= 90, 1/4th of the circle of 360 , here there is possiblity of trend change.<br />
<br />
Next important number is 108, 3/4th of 144<br />
<br />
2.5 of 144 = 360<br />
1<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-42517588625014310032014-05-02T03:58:00.000-07:002014-05-02T03:58:25.592-07:00Master calculator for weekly time frame to determine trend of Stock, commodities and Currency market<div dir="ltr" style="text-align: left;" trbidi="on">
For weekly chart<br />
<br />
master calculator has 52 weeks.<br />
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For weekly time frame or chart square of 52 = 52x52 = 2704 hrs, days ,weeks,months.<br />
= 386 weeks, 2 days<br />
=7yrs,5 months<br />
=90 months<br />
=7and half years cycle<br />
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This count should be done from significant high or low , these are the place where trend change can be happen.<br />
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When we use hrs square of 52 = 2704 hrs= 112days<br />
<br />
<br />
Square of 52 composed of 7 days period , 7 and 3 are important factor for trend change<br />
<br />
Time should be counted from Actual date of high and low.<br />
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Calculator is 104 weeks wide which is equal to 2 yrs.<br />
<br />
52x2= 104= 2yrs<br />
52x4= 4yrs<br />
52x6= 312= 6yrs<br />
52x8=416= 8yrs<br />
52x10=520=10 yrs<br />
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Division of time period, total time period / 2 or 3<br />
<br />
in yearly time frame 26, 32and half ,35 weeks most important for trend change.<br />
39 weeks , 45and half and 52 weeks are most important for trend change.<br />
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Note : here angle should be added for trend change.<br />
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7 days are important for trend change.<br />
Multiple of 7 also add important value for trend change.<br />
such as 7x7= 49<br />
1/8th of 365= 45 days<br />
1/16of 365 = 23 days<br />
<br />
Next important days such as 63= 7x9, 81= 9x9, 90 days, 182 days , 1/3 of year, 1/4th of year,1/2 year 1/8 year also imporant for trend change.<br />
<br />
<br />
Most important time period for trend change:<br />
1,2,3 year from any tops or bottoms<br />
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While working with weekly time frame look for 3 yrs, 5yrs,7 yrs, 10 yrs cycle for trend change.<br />
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3, 5 are also important for trend change, days,weeks, months,years.<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-11785576700896430522014-04-14T12:22:00.001-07:002014-04-14T12:22:25.849-07:00Forecasting future by WD gann methods.<div dir="ltr" style="text-align: left;" trbidi="on">
Everything in the nature moves in cycle as a result of action reaction.There are major cycle and minor cycle.<br />
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by studying past we can predict the future. Each cycle starts from extreme high or low.<br />
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<b>major cycle:</b><br />
<br />
major cycle are important to forecast future.<br />
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great cycle :<br />
60 yrs cycle.<br />
50 yrs cycle/jubelee cycle it vary 7x7= 49 to 50,<br />
30 yrs cycle is very important as it is the half of 60 yrs cycle.<br />
20 yrs cycle<br />
15 yrs cycle<br />
10 yrs cycle.or 120 months cycle. stocks has high or low every 10 yrs.<br />
7 yrs cycle or 84 months cycle,42x2,21x4 is also important. 12x7<br />
5yrs cycle<br />
<br />
<br />
<br />
minor cycle:<br />
<br />
3yrs cycle<br />
1yrs cycle<br />
11/12 months cycle<br />
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Rules:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtrj_0DRMVQBrpHszBLrI7MI_n_1RiIwfx6RydKUzxdutSnrAP3ZYBz0VM98mNtUUWOyv3TjePAlHO53msqCgZp_RRj8-v-iaxN_bhyyTf1ryfG5ziaqqD3gXfxU92FJ-5yThsDCyMR1yW/s1600/rules1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtrj_0DRMVQBrpHszBLrI7MI_n_1RiIwfx6RydKUzxdutSnrAP3ZYBz0VM98mNtUUWOyv3TjePAlHO53msqCgZp_RRj8-v-iaxN_bhyyTf1ryfG5ziaqqD3gXfxU92FJ-5yThsDCyMR1yW/s1600/rules1.jpg" height="236" width="320" /></a></div>
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Monthly moves:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhYRM5LXmUh59GAbOoqUuQuTAd03zrE2stLc5sgre3puTpbS1JrUrVNawcCIwu9wR0oPc38RILZpOtgU6RMBUnnhYa_RGeKfFv90qLbsg7MmX_9gvggGBjc8COsoTTKVHCfp2hltOPZAYP/s1600/monthly1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhYRM5LXmUh59GAbOoqUuQuTAd03zrE2stLc5sgre3puTpbS1JrUrVNawcCIwu9wR0oPc38RILZpOtgU6RMBUnnhYa_RGeKfFv90qLbsg7MmX_9gvggGBjc8COsoTTKVHCfp2hltOPZAYP/s1600/monthly1.jpg" height="127" width="320" /></a></div>
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weekly moves<br />
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Hourly moves:<br />
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Bull and bear year:<br />
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<b>Important points to remember in forecasting:</b></div>
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Time is the most important factor, untill sufficient time passed a large move will not happen.</div>
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<b>How to make a annual forecast:</b></div>
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<b><br /></b></div>
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<b>As future is the repetition of past, so to make a forecast in future a past cycle is important.</b></div>
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<b>previous 10, 20 yrs cycle has importance in future cycle.</b></div>
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<b>Indivisual stocks:</b></div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-53371473632749854992014-04-13T10:03:00.002-07:002014-04-14T11:39:02.324-07:00How to use Gann fans in trading?<div dir="ltr" style="text-align: left;" trbidi="on">
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How to use Gann fans in trading?</h3>
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Gann fan is drowning tool used in trading, William Delbert Gann developed it, and it is considered a popular trading<br />
tool. Many traders used this incredible tool for decade. So Gann Fan is the most well know indicator and it was<br />
used by Gann. </div>
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So, series of angles basically compose Gann fan which has drawn from a pivot low or pivot high.</div>
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Gann fan has prime angle and other 8 ones, so the prime angle of it is a 45 degree 1*1 while in uptrend and<br />
315 degree while in downtrend. The other 8 rest angles are 1*2, 1*3, 1*4, 1*8, 2*1, 3*1, 4*1, and lastly 8*1.</div>
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<b><span style="color: red;">Trading methods using Gann fan:</span></b></div>
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In two ways we can use Gann fan indicator, by using it for trend reversal trades and trend following. Gann fan<br />
indicator can predict the possible trend line or reversal points or retracement; in addition it basically functions<br />
as trend lines. </div>
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<b><span style="color: red;">Trend Continuation:</span></b></div>
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Depending on the trend direction, Gann fan indicator works as support and resistance lines like trend lines.<br />
In the case of an uptrend, we can use Gann fan to enable us to determine possible support areas and pullback<br />
zones. We can distinguish between the trend lines and Gann fan where the first one requires two low points in<br />
an uptrend, whereas in the second require one high and one low point. Thus traders can enter into trade early<br />
because Gann fan does not require, like trend line, two high points.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKSzDcJdoNiZ1JXt8GdCS9qmbCP-97UDRybx317bqqAnb2-8cRGr-cXn-QAdgkS0HyXWAF5EEh1sbk-PQVVRYjiv50gaN_St5aKKrbeEo5vnUrNzQ75MfggYImqTMMAwPlaun3V9a3WcM/s1600/Trend-Continuation-1.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKSzDcJdoNiZ1JXt8GdCS9qmbCP-97UDRybx317bqqAnb2-8cRGr-cXn-QAdgkS0HyXWAF5EEh1sbk-PQVVRYjiv50gaN_St5aKKrbeEo5vnUrNzQ75MfggYImqTMMAwPlaun3V9a3WcM/s640/Trend-Continuation-1.png" height="181" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="400" /></a></div>
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We can see Gann fan indicator in an uptrend through 4 hour chart of GBP/USD. By connecting one low point (1)<br />
and one high point (2) we got 1*1 line of Gann fan. The angles 2*1 and 3*1 are considered as possible reversal<br />
point and support. In this chart this pair has got support from 3*1 line of Gann fan and it bounced back to the<br />
prevailing uptrend.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vlPcG-zJ29NHmfw9j5Mg6L-qQo11FUP7AdGmxdRvD_EMwknTqh3yLIPRA6MmMfKGIFYgL4UATL_A5dT98yfR1gg8W4UoSO2imcsiI3NZsu9Ii3wYGwNnPPjcjz4VfntOf4uM2wyEhjg/s1600/Trend-Continuation-2.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vlPcG-zJ29NHmfw9j5Mg6L-qQo11FUP7AdGmxdRvD_EMwknTqh3yLIPRA6MmMfKGIFYgL4UATL_A5dT98yfR1gg8W4UoSO2imcsiI3NZsu9Ii3wYGwNnPPjcjz4VfntOf4uM2wyEhjg/s640/Trend-Continuation-2.png" height="185" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="400" /></a></div>
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Another example after 4 hour in chart of GBP/USD we can see Gann fan trend following trading method in a<br />
downtrend. So we find that 1*1 line has drawn by taking 1and 2 points, and we can see clearly the point 3 is<br />
showing a pullback from the resistance. We conclude that after getting resistance from 3*1 lines, the currency<br />
pair has continued its prior downtrend.</div>
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<b><span style="color: red;">Trend Reversal:</span></b></div>
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We can use Gann fan to trade trend reversals, and it is similar to the method to trend line breakouts. A bullish<br />
reversal can be confirmed by a down trend line breakout, and as we know before that Gann fan is similar to trend<br />
lines, thus trend reversal signals can be used by these lines.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5HwZqlLbvZ71qnjUpdEjTxJAV8TW5Pb8KF_13hHSsJGryN7FP5n0vagQHU76Sy8LVL0FjZc110BqlMZHCTM4z4DIvSRkJuZ15YnVHG_FJSrw7-uWudhNi6n_WCaIhKpOo0fSKbHMW6M/s1600/3.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5HwZqlLbvZ71qnjUpdEjTxJAV8TW5Pb8KF_13hHSsJGryN7FP5n0vagQHU76Sy8LVL0FjZc110BqlMZHCTM4z4DIvSRkJuZ15YnVHG_FJSrw7-uWudhNi6n_WCaIhKpOo0fSKbHMW6M/s640/3.png" height="181" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="400" /></a></div>
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In this example, we can see a bullish trend reversal in 4 hour chart of USD/CAD. And by connecting point 1 and<br />
point 2 we can draw Gann fan. Thus entry signal generated as soon as candle breaks out 2*1 lines for long position. And we should take exit signal when candlestick hit or touches 4*1 or 8*1 line.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQH4uQJnj69xS7FoiZHQdlftfJcyZDXGNreaFvHLgQwnKqu95C5ReyX3xtzoGLaSNz46BqbM5jn-cCBoEUVr5T8ipgv8PXXxLqSPpCLcKzU_CgTjsEyG_IbQNO2spu2mnm-siogwAEA/s1600/Trend-Reversal-2.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQH4uQJnj69xS7FoiZHQdlftfJcyZDXGNreaFvHLgQwnKqu95C5ReyX3xtzoGLaSNz46BqbM5jn-cCBoEUVr5T8ipgv8PXXxLqSPpCLcKzU_CgTjsEyG_IbQNO2spu2mnm-siogwAEA/s640/Trend-Reversal-2.png" height="185" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="400" /></a></div>
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Now 4 hour chart of USD/CAD, we can see breakout, and entry and exit signal for a short position.</div>
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We can draw 1*1 lines by taking point 1 and point 2. As soon as candlesticks break down 2*1 lines, traders<br />
enter into a short position. So as soon as candle hits 4*1 lines, an exit signal should be taken.</div>
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<b><span style="color: blue;">Summary</span></b></div>
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Gann fan indicator can be combined effectively with many other indicators like Fibonacci retracements, trends<br />
lines, etc. so in order to draw Gann fan properly it is crucial to identify low points and swing high.</div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-67944778471094555112014-04-13T10:02:00.001-07:002017-12-01T00:34:44.100-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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How to use Gann fans in trading?</h3>
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Gann fan is drowning tool used in trading, William Delbert Gann developed it, and it is considered a popular trading tool. Many traders used this incredible tool for decade. So Gann Fan is the most well know indicator and it was used by Gann. </div>
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So, series of angles basically compose Gann fan which has drawn from a pivot low or pivot high.</div>
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Gann fan has prime angle and other 8 ones, so the prime angle of it is a 45 degree 1*1 while in uptrend and 315 degree while in downtrend. The other 8 rest angles are 1*2, 1*3, 1*4, 1*8, 2*1, 3*1, 4*1, and lastly 8*1.</div>
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<b><span style="color: red;">Trading methods using Gann fan:</span></b></div>
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In two ways we can use Gann fan indicator, by using it for trend reversal trades and trend following. Gann fan indicator can predict the possible trend line or reversal points or retracement; in addition it basically functions as trend lines. </div>
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<b><span style="color: red;">Trend Continuation:</span></b></div>
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Depending on the trend direction, Gann fan indicator works as support and resistance lines like trend lines. In the case of an uptrend, we can use Gann fan to enable us to determine possible support areas and pullback zones. We can distinguish between the trend lines and Gann fan where the first one requires two low points in an uptrend, whereas in the second require one high and one low point. Thus traders can enter into trade early because Gann fan does not require, like trend line, two high points.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKSzDcJdoNiZ1JXt8GdCS9qmbCP-97UDRybx317bqqAnb2-8cRGr-cXn-QAdgkS0HyXWAF5EEh1sbk-PQVVRYjiv50gaN_St5aKKrbeEo5vnUrNzQ75MfggYImqTMMAwPlaun3V9a3WcM/s1600/Trend-Continuation-1.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKSzDcJdoNiZ1JXt8GdCS9qmbCP-97UDRybx317bqqAnb2-8cRGr-cXn-QAdgkS0HyXWAF5EEh1sbk-PQVVRYjiv50gaN_St5aKKrbeEo5vnUrNzQ75MfggYImqTMMAwPlaun3V9a3WcM/s640/Trend-Continuation-1.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="640" /></a></div>
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We can see Gann fan indicator in an uptrend through 4 hour chart of GBP/USD. By connecting one low point (1) and one high point (2) we got 1*1 line of Gann fan. The angles 2*1 and 3*1 are considered as possible reversal point and support. In this chart this pair has got support from 3*1 line of Gann fan and it bounced back to the prevailing uptrend.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vlPcG-zJ29NHmfw9j5Mg6L-qQo11FUP7AdGmxdRvD_EMwknTqh3yLIPRA6MmMfKGIFYgL4UATL_A5dT98yfR1gg8W4UoSO2imcsiI3NZsu9Ii3wYGwNnPPjcjz4VfntOf4uM2wyEhjg/s1600/Trend-Continuation-2.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6vlPcG-zJ29NHmfw9j5Mg6L-qQo11FUP7AdGmxdRvD_EMwknTqh3yLIPRA6MmMfKGIFYgL4UATL_A5dT98yfR1gg8W4UoSO2imcsiI3NZsu9Ii3wYGwNnPPjcjz4VfntOf4uM2wyEhjg/s640/Trend-Continuation-2.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="640" /></a></div>
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Another example after 4 hour in chart of GBP/USD we can see Gann fan trend following trading method in a downtrend. So we find that 1*1 line has drawn by taking 1and 2 points, and we can see clearly the point 3 is showing a pullback from the resistance. We conclude that after getting resistance from 3*1 lines, the currency pair has continued its prior downtrend.</div>
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<b><span style="color: red;">Trend Reversal:</span></b></div>
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We can use Gann fan to trade trend reversals, and it is similar to the method to trend line breakouts. A bullish reversal can be confirmed by a down trend line breakout, and as we know before that Gann fan is similar to trend lines, thus trend reversal signals can be used by these lines.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5HwZqlLbvZ71qnjUpdEjTxJAV8TW5Pb8KF_13hHSsJGryN7FP5n0vagQHU76Sy8LVL0FjZc110BqlMZHCTM4z4DIvSRkJuZ15YnVHG_FJSrw7-uWudhNi6n_WCaIhKpOo0fSKbHMW6M/s1600/3.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW5HwZqlLbvZ71qnjUpdEjTxJAV8TW5Pb8KF_13hHSsJGryN7FP5n0vagQHU76Sy8LVL0FjZc110BqlMZHCTM4z4DIvSRkJuZ15YnVHG_FJSrw7-uWudhNi6n_WCaIhKpOo0fSKbHMW6M/s640/3.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="640" /></a></div>
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In this example, we can see a bullish trend reversal in 4 hour chart of USD/CAD. And by connecting point 1 and point 2 we can draw Gann fan. Thus entry signal generated as soon as candle breaks out 2*1 lines for long position. And we should take exit signal when candlestick hit or touches 4*1 or 8*1 line.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQH4uQJnj69xS7FoiZHQdlftfJcyZDXGNreaFvHLgQwnKqu95C5ReyX3xtzoGLaSNz46BqbM5jn-cCBoEUVr5T8ipgv8PXXxLqSPpCLcKzU_CgTjsEyG_IbQNO2spu2mnm-siogwAEA/s1600/Trend-Reversal-2.png" imageanchor="1" style="color: #7c1750; margin-left: 1em; margin-right: 1em; text-decoration: none;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguwQH4uQJnj69xS7FoiZHQdlftfJcyZDXGNreaFvHLgQwnKqu95C5ReyX3xtzoGLaSNz46BqbM5jn-cCBoEUVr5T8ipgv8PXXxLqSPpCLcKzU_CgTjsEyG_IbQNO2spu2mnm-siogwAEA/s640/Trend-Reversal-2.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid rgb(203, 203, 203); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="640" /></a></div>
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Now 4 hour chart of USD/CAD, we can see breakout, and entry and exit signal for a short position.</div>
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We can draw 1*1 lines by taking point 1 and point 2. As soon as candlesticks break down 2*1 lines, traders enter into a short position. So as soon as candle hits 4*1 lines, an exit signal should be taken.</div>
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<b><span style="color: blue;">Summary</span></b></div>
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Gann fan indicator can be combined effectively with many other indicators like Fibonacci retracements, trends lines, etc. so in order to draw Gann fan properly it is crucial to identify low points and swing high.</div>
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-90180052725700296822014-04-06T10:31:00.000-07:002014-04-06T10:31:21.786-07:00Gann analysis and paralysis<div dir="ltr" style="text-align: left;" trbidi="on">
Gann most commonly used monthly ,weekly , and daily chart.<br />
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weekly charts are excellent tools for trading analysis<br />
weekly chart shows 5 years price action.<br />
Normal change of trend in weekly chart is minimum 3 weeks.<br />
on weekly chart , most important part of the cycle is 60 weeks./points<br />
30 weeks also imporant but secondary.<br />
on weekly and monthly chart angle acts as strong support and resistance.<br />
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Gann used change of price with time , if no change is evident cycle is not valid.<br />
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example: Price rises for 270 days up(High) and than correcting 90 days down(low).then the price will rise again.<br />
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typical long term cycle 7 yrs or 5 yrs and short term cycle 90 days cycle.<br />
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Gann angle:<br />
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Usual angle 1x1 , 45 degree, most reliable,accurate angle.<br />
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Monthly or weekly chart 2x1,3x1 angle<br />
3x1,4x1,8x1 angles are in the daily or intra day chart occurs during rapid movement.<br />
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Daily cahrts are most glamourous and most dangerous .<br />
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Most difficult chart are intraday chart.<br />
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two types of cycle in gann<br />
1. Time cycle or natural cycle<br />
2. Price cycle of stock or index or commodities<br />
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natural cycle of 1 yr or 52 weeks , 26, 13 weeks are cardinal points, as total 1 yr is 360 degree, so cardinal degree are 180, 90,45,<br />
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here 1 yr is 52 weeks , it makes square of 52.<br />
1 cycle = 52 weeks<br />
2 cycle =104 weeks<br />
10 cycle = 10 years= 520 weeks<br />
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Major cycle<br />
30 yrs cycle= 360 months<br />
15 yrs= 180 months<br />
7and half year= 90 months<br />
5 yrs = 60 months<br />
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these are natural cycle.<br />
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High, low, range of price is squared with time.<br />
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square of of 52:<br />
Is used for weekly charts.<br />
master calculator for weekly chart.<br />
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<li>if u have patience and discipline use monthly and weekly chart use daily chart for entry.</li>
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your success of trade will be high..<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com0tag:blogger.com,1999:blog-2425392028974492286.post-66067766280087092752014-04-03T03:54:00.000-07:002014-04-03T03:54:48.500-07:00Trading with gann Method easy: SQUARING CURRENT PRICE WITH TIME FROM A PRIOR CHANGE IN TREND<div dir="ltr" style="text-align: left;" trbidi="on">
look at the picture .<br />
Its 4hrs chart shows data of 5 months 8 days.<br />
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See for top and bottom for resistance and support.<br />
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See high 21.01.2014 .912 which is converted to 912(january 21, 2014)<br />
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low at .870 which is converted to 870 march 13, 2014.<br />
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CD ( counting day) = 52 days.= 353 degree.<br />
TD( trading day) = 38 day = 165 degree.<br />
Closing price .872= 872= 15 degree<br />
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look here Closing price makes right angle with TD, Lowest price makes right angle with CD.<br />
U may see gann cirlcle to see how these are make right angle.<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com1tag:blogger.com,1999:blog-2425392028974492286.post-29380651339372158242014-04-02T20:24:00.000-07:002014-04-02T20:24:42.949-07:00Gann trading made easy.<div dir="ltr" style="text-align: left;" trbidi="on">
look at the 4hrs chart below this is USDCHF pair.<br />
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look carefully here trend is down.<br />
Resistance is formed by double tops, look 2nd top right , it is also forms head and shoulder. So it is reversal pattern, the trend will reverse from here and will form down trend.<br />
its price is .910 to .916, Here highest peak is .916 its acts as resistance, .910 is the peak of double tops.<br />
we can multiply it with 1000, the result will 910-916, It is strong resistance.<br />
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Points in favour of resistacne:<br />
double tops.<br />
Head and shoulder<br />
the price is located in cardinal cross line.<br />
also see highest price and lowest price make angle of 90 degree.it is strong s/r<br />
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so conclusion , trend is down, price is on retracement.<br />
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also look at the chart below , the retracement price is .886, that is .886*1000= 886.<br />
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look 886 also make an angle of 45 degree with both 871 and 910, it is located in between two.<br />
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So the price will go down .<br />
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We can also look highest price also make and right angle with highest and lowest price.<br />
Right angle indicates strogn support and resistance and end of trend at that moment, and 45 degree angle indicates retracement.<br />
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Hoichoihttp://www.blogger.com/profile/14234043392499112880noreply@blogger.com1tag:blogger.com,1999:blog-2425392028974492286.post-4904297934748540052014-04-01T02:45:00.000-07:002014-04-01T02:45:10.519-07:00Trading with divergence and hidden divergence<div dir="ltr" style="text-align: left;" trbidi="on">
look at the picture<br />
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Daily chart<br />
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trend line indicates up trend.<br />
Candlestick shows price is retracing back to up<br />
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So the trend is up and we will look for buy entry.<br />
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Now 4 hrs chart<br />
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look at the picture<br />
Here I have used fibbonacci fan, Stochastic . look at the picture<br />
Here there is hidden divergence and price retracement on 61.8% fib fan<br />
Also look candlestick which also shows reversal.<br />
So it is the time to enter the trade, also put SL , Below d3, TP target 1 D2, target 2 1.27% fibbos expansion.<br />
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