tag:blogger.com,1999:blog-30160680902150385022024-02-19T03:20:24.592-04:00e.s. Trading Ideas - Ideas de Inversión y especulación prácticaTechnical Analysis of the Financials Markets,
Swing Trading SpeculationErick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.comBlogger299125tag:blogger.com,1999:blog-3016068090215038502.post-68828596448273646452022-10-23T20:23:00.002-04:002022-10-23T20:23:35.517-04:00Swing Trading<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">This I the first thing I check before placing a trade, I don’t
want important news in the middle of the market, sometimes they are trend
disrupting news</p>
<p class="MsoNormal">Nothing important tomorrow I guess</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie8zEQOrQBz5DXC6pHcLg7ZwGLUH3FCntueNNQlgMmfWJM1nVRpfpdNbqf5MF2-EEbe3V4oSN_4Q4WCE2qDagbNM6DW0OZ2Hu85dSsDe5aMHEcSqkzvaNEJyySuhlx25S4T7AeqjaKlzLkTYkjv8yT1ZhAp00i5iEyzgW8eaQGKj_FTt3o70Mra5oenw/s657/e%20news%2024%20oct.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="287" data-original-width="657" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie8zEQOrQBz5DXC6pHcLg7ZwGLUH3FCntueNNQlgMmfWJM1nVRpfpdNbqf5MF2-EEbe3V4oSN_4Q4WCE2qDagbNM6DW0OZ2Hu85dSsDe5aMHEcSqkzvaNEJyySuhlx25S4T7AeqjaKlzLkTYkjv8yT1ZhAp00i5iEyzgW8eaQGKj_FTt3o70Mra5oenw/w400-h175/e%20news%2024%20oct.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">This is kind of unsettling for long trades</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0gdOG94USKdEdwIJvj4-YHd2MMqDnGq5w9Fy-B7GmrgNxoPO290vTgHfDeZQjf9RSWlPP-95YdjLNvfj_Na2JLxpSh5QxiWLa_qHHPjTeceR-dO1EK12cgD1gp1o9Yb3I0_3Qzf3IM4GlVh-wFRKy0SX2c4Ygcl512yekCs-wDAwdLCM5_4fn9_K5-Q/s702/vola%2024%20oct.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="352" data-original-width="702" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0gdOG94USKdEdwIJvj4-YHd2MMqDnGq5w9Fy-B7GmrgNxoPO290vTgHfDeZQjf9RSWlPP-95YdjLNvfj_Na2JLxpSh5QxiWLa_qHHPjTeceR-dO1EK12cgD1gp1o9Yb3I0_3Qzf3IM4GlVh-wFRKy0SX2c4Ygcl512yekCs-wDAwdLCM5_4fn9_K5-Q/w400-h200/vola%2024%20oct.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Maybe I’ll have my trade for 1 day, sometimes 2 or 3, no
more than that, I never day trade, lack the time and skills</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">And this is the interesting chart, short term market
momentum and short term volatility momentum, here we’d like volatility to turn
down and momentum up for a successful long swing trade</p>
<p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjq-iNGrvnq7sRZNSQOznLVkYcJ3OZfIiFHjcztgV9FOaEwwG9LeFQ0DdNbiMm5vW9Lwn_VDuyGtseGf1n3d-ftxASKT8qM-seKehmtCHVh1zQHZHjPz1ZSziWCzzsC1_3W5ailG-Yae9FXxdHM6YJha8NDLu1mE53jpqoweAekDWuZ3JHIxXSFJsOFA/s926/short%20momentum%2024%20oct.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="448" data-original-width="926" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjq-iNGrvnq7sRZNSQOznLVkYcJ3OZfIiFHjcztgV9FOaEwwG9LeFQ0DdNbiMm5vW9Lwn_VDuyGtseGf1n3d-ftxASKT8qM-seKehmtCHVh1zQHZHjPz1ZSziWCzzsC1_3W5ailG-Yae9FXxdHM6YJha8NDLu1mE53jpqoweAekDWuZ3JHIxXSFJsOFA/w400-h194/short%20momentum%2024%20oct.jpg" width="400" /></a></div><br /> <p></p><p class="MsoNormal"> </p>
<p class="MsoNormal">Shalom</p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-68383409691625795442022-10-16T19:32:00.002-04:002022-10-16T19:32:59.048-04:00Hotels and Motels<p class="MsoNormal"> I have 5 Hotels in my Hotels and Motels Industry Screen, 3
of them closed up last Friday when the SP500 lost 2.28%, so I’m looking at
candidates</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB5mTckRbS-n6mypyfmQ--VIMCLhqTTWxohw83Ev3TwXGx3JHrSJC98__lXr8ttI27wjoF3eiorerja6ye1eeyALBV3YUfh8fBRle4KMmRxikJY7Xsp3XGNehhrvWDpUi2a8JJh33N-dzP564maC2EAlC_qUIsCj3U-i14MEyqSpE4Lha_WQboacljdg/s600/hotels.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="142" data-original-width="600" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB5mTckRbS-n6mypyfmQ--VIMCLhqTTWxohw83Ev3TwXGx3JHrSJC98__lXr8ttI27wjoF3eiorerja6ye1eeyALBV3YUfh8fBRle4KMmRxikJY7Xsp3XGNehhrvWDpUi2a8JJh33N-dzP564maC2EAlC_qUIsCj3U-i14MEyqSpE4Lha_WQboacljdg/w400-h95/hotels.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"> Now I don’t like going long at the open, I’d rather put a
stop limit order up in case the market reacts favorably, its no bullet proof,
more times than I want to remember the market open up and then close too much
down, well that’s the business</p><p class="MsoNormal"> <br /></p>
<p class="MsoNormal"></p>
<p class="MsoNormal">Look at this chart of HLT, very well defined the support and
resistance levels</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4EbPUQd495CibqtrXrtHSwQVCjzL8VY_xHPOglmvi-efu4OkT5zys7Wr2g4LLPybtPxhnXcIVJZOGKhrg3sK0eHo_ZBxqGH3FaFESA7sskvSNmOta2oW3AOWURw2uG2XgmYqXI88QNNVpk9JZ3dwzlCGa8uY0pEVMutY_5oScEkkT29jbU_KIQyvY5A/s704/hlt%20candles.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="329" data-original-width="704" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4EbPUQd495CibqtrXrtHSwQVCjzL8VY_xHPOglmvi-efu4OkT5zys7Wr2g4LLPybtPxhnXcIVJZOGKhrg3sK0eHo_ZBxqGH3FaFESA7sskvSNmOta2oW3AOWURw2uG2XgmYqXI88QNNVpk9JZ3dwzlCGa8uY0pEVMutY_5oScEkkT29jbU_KIQyvY5A/w400-h188/hlt%20candles.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Closing prices give a clearer picture, still not new lows</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf9HWnA_nCqYLh0KV9uoqu43ks0KKoPU_gzGD_t9XY3zpZQnF4KAGGyJ9sGVgD-vv-2Wbw1v85Xlb8ZkRbJXtHu3OGfrq3H2z2aFp53r2xdVL8WBlA8gTshKzBnKncRGZo0AfwL-s-bubJb5cLZMJQ0l7KFT0hBaPB4lpBPVtAgXN-6FyV46Uy9I7CxQ/s706/hlt%20con%20spy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="706" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf9HWnA_nCqYLh0KV9uoqu43ks0KKoPU_gzGD_t9XY3zpZQnF4KAGGyJ9sGVgD-vv-2Wbw1v85Xlb8ZkRbJXtHu3OGfrq3H2z2aFp53r2xdVL8WBlA8gTshKzBnKncRGZo0AfwL-s-bubJb5cLZMJQ0l7KFT0hBaPB4lpBPVtAgXN-6FyV46Uy9I7CxQ/w400-h186/hlt%20con%20spy.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">I’ll put a stop limit buy order at 124.40, that is 1.5%
above Friday’s close, so in order to execute the group must explode higher</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Target is at 128.90 giving a 3.6% profit, stop loss at
117.25</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">I still think with this high volatility we are not ready for
longs, let’s see what tomorrow brings</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTLe4OU1krMn77mQp61mW4RtLjzDcTIF8GSqz0ag6zPzsr_BJtE0_XZElQzsvdYS4qzdxJQVIUloopYzgWIR8NROWQmIJcHLGpRE5QIfnHCHI5bSYfSgsx-KcA83EcDodg5N_ZTFIk3-jv7Rl1MO9XEb_-NPxlxuscTAMQzVCWVBtnVXpZSfWYSutzmA/s705/vol%2016%20oct.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="705" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTLe4OU1krMn77mQp61mW4RtLjzDcTIF8GSqz0ag6zPzsr_BJtE0_XZElQzsvdYS4qzdxJQVIUloopYzgWIR8NROWQmIJcHLGpRE5QIfnHCHI5bSYfSgsx-KcA83EcDodg5N_ZTFIk3-jv7Rl1MO9XEb_-NPxlxuscTAMQzVCWVBtnVXpZSfWYSutzmA/w400-h204/vol%2016%20oct.jpg" width="400" /></a></div><br /> <p></p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-12524630656345701392022-10-06T19:00:00.000-04:002022-10-06T19:00:04.048-04:00Market Down movement seems not to end<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Eventually it will end and the market will start up again,
it is always like that, in the meantime since I prefer only going long for my
swing trading I’ve been sitting on cash</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Keeping an eye on the volatility, not very promising yet</p>
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</p><p class="MsoNormal">My favorite indicator is the volatility divergence, rule of
thumb is</p>
<p class="MsoNormal">Crossing below 0 line is long</p>
<p class="MsoNormal">Crossing above 0 line is short</p>
<p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><img alt="" height="284" 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" width="554" /> </p><p> </p><p class="MsoNormal">My favorite indicator is the volatility divergence, rule of
thumb is</p>
<p class="MsoNormal">Crossing below 0 line is long</p>
<p class="MsoNormal">Crossing above 0 line is short</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"></p><p class="MsoNormal"><img alt="" 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/></p><p class="MsoNormal"> </p><p class="MsoNormal"> Blogger don't want to upload images, copypasted them</p><p class="MsoNormal">Shalom<br /></p><p> </p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-45834823136994997302022-09-26T18:57:00.001-04:002022-09-26T18:57:53.655-04:00Es un mercado sobrevendido?, Oversold market?<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Dicen los
expertos que “menos indicadores y mas acción del precio” eso es para entrar ya
sea short o long.</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Como
nosotros solo especulamos con una estricta observación de la volatilidad no
entramos a menos que verifiquemos el indicador.</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLq3_fr889zYn7ExwIq227nNp_0u-knXNqJexQAg1gqaE3adsT5jMC_HfMQl0lSnUdti2V4Hlr4GcQ1TSMAgSdC2XO5k-l2vcGfyci3oKqx6uUxCKC8ea6Qc-4ci85_7P2ZQDhWwRnHKFZhJJwWoHQl6anUnG9KYlUNRIFJnznd_IuPMEQONdyl3Fz-w/s733/spx%20with%20vola%20sep%2026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="501" data-original-width="733" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLq3_fr889zYn7ExwIq227nNp_0u-knXNqJexQAg1gqaE3adsT5jMC_HfMQl0lSnUdti2V4Hlr4GcQ1TSMAgSdC2XO5k-l2vcGfyci3oKqx6uUxCKC8ea6Qc-4ci85_7P2ZQDhWwRnHKFZhJJwWoHQl6anUnG9KYlUNRIFJnznd_IuPMEQONdyl3Fz-w/w400-h274/spx%20with%20vola%20sep%2026.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Al cierre
de hoy la volatilidad a corto plazo nuevamente cruza sobre 0, indicador de
short</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">La aceleración
del movimiento a la baja va descendiendo, a pesar que sigue con una aceleración
negativa, la velocidad es menor, indicador de no hacer nada</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihkrOEvFCWt8LEAy50hD_VKJ0TtihUtveN5-oOtINNKWvoRJamUu8HI0Gc7Tr4cK94hc6HfeOeWVMn6rpAINdeuQ3DaMsRd2D2kRxz_Sd2kftLONFG9NtFQswbxupPS2eQzxBAKi0-3aUOEVAuyuDAftr1cOwJESW270CGjaNP4h3F0AXmt2o8Cs7ixQ/s926/aceleracion%20sep%2026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="449" data-original-width="926" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihkrOEvFCWt8LEAy50hD_VKJ0TtihUtveN5-oOtINNKWvoRJamUu8HI0Gc7Tr4cK94hc6HfeOeWVMn6rpAINdeuQ3DaMsRd2D2kRxz_Sd2kftLONFG9NtFQswbxupPS2eQzxBAKi0-3aUOEVAuyuDAftr1cOwJESW270CGjaNP4h3F0AXmt2o8Cs7ixQ/w400-h194/aceleracion%20sep%2026.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Y por último
la divergencia de la volatilidad, es decir su diferencia con la media está altísima.</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYOUlL1Pt6UwhSjZL_gcpPbMIAisEGSi1v5B3vDv5oqJlc2wE0RE6cwPS4Nl3lUy_zoqFgu31aEVODuw6UFXRqj9ZdDF-nFsxeUHoOzLozietR00U5bHD6d1LquOUdolG_1ok21blBZmGlXQYlbzPvyqiLXyBa0VgAi5qHQwkTy7DiQCUUh02oTUyNeQ/s606/divergencia%20sep%2026.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="378" data-original-width="606" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYOUlL1Pt6UwhSjZL_gcpPbMIAisEGSi1v5B3vDv5oqJlc2wE0RE6cwPS4Nl3lUy_zoqFgu31aEVODuw6UFXRqj9ZdDF-nFsxeUHoOzLozietR00U5bHD6d1LquOUdolG_1ok21blBZmGlXQYlbzPvyqiLXyBa0VgAi5qHQwkTy7DiQCUUh02oTUyNeQ/w400-h250/divergencia%20sep%2026.jpg" width="400" /></a></div><br /> <p></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Por tanto,
y basado en estadísticas, mañana no es un día para iniciar una posición ni long
ni short</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Yo hago 2 o
tres trades máximo al mes y mantengo la posición 2 o tres días como mucho, la
paciencia es la mejor amiga del <span style="mso-spacerun: yes;"> </span>short
term trader</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">El
indicador del mercado que usamos es el SPX , S&P 500 Large Cap, como proxy también
puede usarse el SPY, SPDR, S&P 500 ETF</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">Salud y paz</span></p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-71536886650100859242022-09-22T19:49:00.000-04:002022-09-22T19:49:20.248-04:00Swing trading speculation with the volatility<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">I read in the economic calendar that FED chair Powell speaks
tomorrow, speeches, announcements and all that come from the FED have the
chance of being market movers either side.</p>
<p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZ7AK8o4AytEBQ-C1bcwandh9wJ1rOIXQRjIwqeQMs-XYwS98j8OvaO3jkaWDy6nP1nESPuxCuubyqoO24pv6DmgWozaNnwrRyjOoTOMn6MblsZpRlMX7c_JGFOXR--CLRPh8HxSoHjCucNytoSS-JjWia5WTRxKew8lhzcwDODkSHoOGpMfKpsOzXg/s683/vola%20ind%2022%20sep%2022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="504" data-original-width="683" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguZ7AK8o4AytEBQ-C1bcwandh9wJ1rOIXQRjIwqeQMs-XYwS98j8OvaO3jkaWDy6nP1nESPuxCuubyqoO24pv6DmgWozaNnwrRyjOoTOMn6MblsZpRlMX7c_JGFOXR--CLRPh8HxSoHjCucNytoSS-JjWia5WTRxKew8lhzcwDODkSHoOGpMfKpsOzXg/w400-h295/vola%20ind%2022%20sep%2022.jpg" width="400" /></a></div><br /> <p></p><p class="MsoNormal"> </p>
<p class="MsoNormal">I think I’ll wait this one out although the volatility of
the market kind of signals an up day</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Before today’s crossing below 0 line, we’ve had 6 crossing,
only two profitable</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">I would like the curve of the volatility MA to start
leveling itself, let’s wait</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8uSSFncdWE2aQQXTheq1iDGCbMpHHqlBjoVUnjgAReN-Qy-s0ZHJAleNt5dvhPyRMS3Y9nzlWu2hbFpnxJbRczTU1F-tj18Cr6SVTpahe2q2BZvbvh3hD57nxVMLOu2da0LMLLfAQKVeJafDWSJp0HeFhpd7ixJPi8YVsWElVReoN4N7gPMf4DfIY1A/s695/vola%20ma%2022%20sep%2022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="356" data-original-width="695" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8uSSFncdWE2aQQXTheq1iDGCbMpHHqlBjoVUnjgAReN-Qy-s0ZHJAleNt5dvhPyRMS3Y9nzlWu2hbFpnxJbRczTU1F-tj18Cr6SVTpahe2q2BZvbvh3hD57nxVMLOu2da0LMLLfAQKVeJafDWSJp0HeFhpd7ixJPi8YVsWElVReoN4N7gPMf4DfIY1A/w400-h205/vola%20ma%2022%20sep%2022.jpg" width="400" /></a></div><br /> <p></p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-50000618750791500972022-09-20T20:17:00.002-04:002022-09-20T20:17:54.661-04:00Sin posición para mañana<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">No hay que “tradear”
todos los días, lo que si es importante es ganar en cada trade</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">La<span style="mso-spacerun: yes;"> </span>Fed hará sus anuncios sobre tasa de interés mañana,
<span style="mso-spacerun: yes;"> </span>por lo general<span style="mso-spacerun: yes;"> </span>los días de anuncios son de alta volatilidad
y luego se decide mas o menos la dirección del mercado al menos al corto plazo.</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">El short
term momentum de la volatilidad sigue sin decidirse, esperamos al cierre mañana
y posiblemente entremos, como siempre con un time frame de 2 o 3 días<span style="mso-spacerun: yes;"> </span>máximo</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieleKYLO1aa5GfQjYZo5Qv0Rum6PElOTg7tFmA_qFsML6FIK7Ez4vvYqXxWEzcri1z1l4rrp3U8gsjQnelJ6FaOjH9uKXfxx6YhNfHk8LfKN8oqsfugehXHilkiDNZP5XTOAKtP7KpasmBO5ZM2qUIewsmhdf5ZOZ6qAHQ0y0PesgnhZf_vNywL_UUNg/s733/vol%20short%20term%2020%20sep%2022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="501" data-original-width="733" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieleKYLO1aa5GfQjYZo5Qv0Rum6PElOTg7tFmA_qFsML6FIK7Ez4vvYqXxWEzcri1z1l4rrp3U8gsjQnelJ6FaOjH9uKXfxx6YhNfHk8LfKN8oqsfugehXHilkiDNZP5XTOAKtP7KpasmBO5ZM2qUIewsmhdf5ZOZ6qAHQ0y0PesgnhZf_vNywL_UUNg/s320/vol%20short%20term%2020%20sep%2022.jpg" width="320" /></a></div><p></p>
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<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">La
volatilidad cerca del 2% y nos gustaría que cruzara bajo su ma(21), let’s wait
and see</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCWUcvWO0LBxIUsl7Ej7uBOtcA-zy2IM7GLdh5hqK05VQ6EQ35EtX5gAkIKGJLhHMsSpvRPeTkbz7G0kNVetHhedKgix9TOR7EnW7q6DbDbvPwjgW5HiCPT9zYeAYGcmK1dCa5sM-xkA3oiUHxLJjqS5zp6XCdGSH9DF5802ms2FhGXOz5OoDUJKtUKw/s701/vola%20con%20ma%2020%20sep%2022.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="701" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCWUcvWO0LBxIUsl7Ej7uBOtcA-zy2IM7GLdh5hqK05VQ6EQ35EtX5gAkIKGJLhHMsSpvRPeTkbz7G0kNVetHhedKgix9TOR7EnW7q6DbDbvPwjgW5HiCPT9zYeAYGcmK1dCa5sM-xkA3oiUHxLJjqS5zp6XCdGSH9DF5802ms2FhGXOz5OoDUJKtUKw/s320/vola%20con%20ma%2020%20sep%2022.jpg" width="320" /></a></div><br /> <p></p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-55521572067565621042022-09-19T19:02:00.000-04:002022-09-19T19:02:43.414-04:00Volatility going down<p><br /><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">We’ll have important announcements for next Wednesday, most
of the times the FED rate decision is a market mover. We’ll be out until that.</p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSz6C0cpSdQ5o97aYiMlsUsoN4zTA2JwCujsxEXyuRms8FVX_DKzYZ2j-9e6Lb0q4HGONtimd_nJRT-K3TPQEVDqMLp9FO3mFB3bQZJq5r19YsDOdh2J0_TacY6ZjDYKz4VBlEp3G9sVr2HA_VyTOyeMNLwt5Qv2SudFC7F7dNIokcpU3_5543h0GM_Q/s656/economic%20news%2019%20sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="107" data-original-width="656" height="65" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSz6C0cpSdQ5o97aYiMlsUsoN4zTA2JwCujsxEXyuRms8FVX_DKzYZ2j-9e6Lb0q4HGONtimd_nJRT-K3TPQEVDqMLp9FO3mFB3bQZJq5r19YsDOdh2J0_TacY6ZjDYKz4VBlEp3G9sVr2HA_VyTOyeMNLwt5Qv2SudFC7F7dNIokcpU3_5543h0GM_Q/w400-h65/economic%20news%2019%20sep.jpg" width="400" /></a></div><br /><p></p>
<p class="MsoNormal">Keeping with the volatility indicators, at todays close the
short term would be a long indicator, however still over 2%</p>
<p class="MsoNormal"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1EJIuHDVdwW4vIok7aiESJmU2f4gCYwRvLxOwC7ZAlLq_Q2jH3IcHsXXEJUy7HCZ8PZfBAV2muIZCVC-nF9tLz7MDmqOkVOziYnFqQsd7yfhahXFQBsuN5p3VeRdFE3UAktMDYjMciywyHFauV6_1wT0iHfewnyBEzvv5xkFv1o_i6fSA39rauVG0Q/s571/vola%20short%20term%2019%20sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="369" data-original-width="571" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1EJIuHDVdwW4vIok7aiESJmU2f4gCYwRvLxOwC7ZAlLq_Q2jH3IcHsXXEJUy7HCZ8PZfBAV2muIZCVC-nF9tLz7MDmqOkVOziYnFqQsd7yfhahXFQBsuN5p3VeRdFE3UAktMDYjMciywyHFauV6_1wT0iHfewnyBEzvv5xkFv1o_i6fSA39rauVG0Q/s320/vola%20short%20term%2019%20sep.jpg" width="320" /></a></div><br /><p></p><p class="MsoNormal"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJpRv7CD94o5Sfz2g21m6SWTseVTMj5JmI_7Snrb_TpLx3GqUbRu0-1k9KwvYc5a_IeHssaDpeP7a0J8cN9sWRwn_xX5cODsfkdFRqIgF0pPtHM2RuoCJ3mk2bpt3ZWkLVm_SjIVtDLS1LFsv0slMvHdXIg3ezzSdGmLXEoA_T5M9dXY6tvjqy6Hc_Kw/s575/vola%20con%20ma%2019%20sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="359" data-original-width="575" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJpRv7CD94o5Sfz2g21m6SWTseVTMj5JmI_7Snrb_TpLx3GqUbRu0-1k9KwvYc5a_IeHssaDpeP7a0J8cN9sWRwn_xX5cODsfkdFRqIgF0pPtHM2RuoCJ3mk2bpt3ZWkLVm_SjIVtDLS1LFsv0slMvHdXIg3ezzSdGmLXEoA_T5M9dXY6tvjqy6Hc_Kw/s320/vola%20con%20ma%2019%20sep.jpg" width="320" /></a></div><br /><p></p><p class="MsoNormal"> </p><p class="MsoNormal">Let’s wait</p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-31777358211601294392022-09-18T18:55:00.000-04:002022-09-18T18:55:04.005-04:00Almost 2 years went by<p class="MsoNormal"> Almost two years since my last post but I have kept trading
actively when my brick and mortar job so permit</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvc3tAfjbjLTtAcI5RITsAenQoiD_cnWQZNYBYEFnbgj1bcutOTDwzRbbhJuoZreDRbvAF9_wSzmUdMywt4fdBmyjTpaQL6GEYKmwY_UBMG7zitW-OR2gtDeih7xuyArS_oftKqF5OwFoY6jumOpOxcTHAzlWtV6z4PpkNA2yefWsM9UeDuZv4AIgsCw/s825/bauhaus1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="537" data-original-width="825" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvc3tAfjbjLTtAcI5RITsAenQoiD_cnWQZNYBYEFnbgj1bcutOTDwzRbbhJuoZreDRbvAF9_wSzmUdMywt4fdBmyjTpaQL6GEYKmwY_UBMG7zitW-OR2gtDeih7xuyArS_oftKqF5OwFoY6jumOpOxcTHAzlWtV6z4PpkNA2yefWsM9UeDuZv4AIgsCw/s320/bauhaus1.jpg" width="320" /></a></div><br /> <p></p><p class="MsoNormal"> Anyway we’re still active and I want to share with you a set
of market indicators I’ve developed as time went by.</p>
<p class="MsoNormal">So let’s start</p>
<p class="MsoNormal">The first thing I check every night is the economic calendar
for the next day, when there is an important event scheduled for the day, like
FED or FOMC news, if it’s scheduled for trading hours I try to avoid trading
that day</p>
<p class="MsoNormal">At markets close I check the general volatility of the
market, needless to say market volatility is not an indicator for swing
trading, however when it is low my trades have more probability of being
profitable</p>
<p class="MsoNormal">Market volatility is dependent of time, my volatility check
is short term, like all market price related indicators volatility is lagging
to the market, however for going long I prefer my volatility below 2% and if
possible below its 21 day MA.</p>
<p class="MsoNormal">Here is a 5 months volatility chart for you to appreciate
the changes in price as related to volatility</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3uxdMNHnEEJonQcxGGpbCINxpD876PO8yKbGM-buhhXOBYID9g3wDMUgNdanIhb_BfK2Go-n-p_ImBKZ63N_BOWBeEvVzNf3L4uAq_L0_AjYxkbv1b8jlWcp5F-wU4poTFWrxEUsWVI_F4akslpbCEhL2NuCPePy5fVAqvbbck7bPIc1ULEGeILuALQ/s611/vol%2018%20sept%2022%205%20months.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="611" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3uxdMNHnEEJonQcxGGpbCINxpD876PO8yKbGM-buhhXOBYID9g3wDMUgNdanIhb_BfK2Go-n-p_ImBKZ63N_BOWBeEvVzNf3L4uAq_L0_AjYxkbv1b8jlWcp5F-wU4poTFWrxEUsWVI_F4akslpbCEhL2NuCPePy5fVAqvbbck7bPIc1ULEGeILuALQ/s320/vol%2018%20sept%2022%205%20months.jpg" width="320" /></a></div><br /> <!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">Next I want to check the volatility extremes, very low or
very high it’s bound to change</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGKPzL2vuuyYKxYeqsVmNlv9-HE6JmPQgyE4u-3E3Z6RfITAUUTdQK8ktKFCpPc6Xg4bPu94-PiMDUq6mI9OrrCVETdl2mMU-1wmFIs-h_GzTzMWNLE5r1TSxrkocbAAFSfRlvxNTO3MBFnN7eZa2okLn6JlEgGiJMhDLY6RJU6SIwsSZ5fVRbPbKFUw/s611/vol%2018%20sept%20vol%20extremes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="381" data-original-width="611" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGKPzL2vuuyYKxYeqsVmNlv9-HE6JmPQgyE4u-3E3Z6RfITAUUTdQK8ktKFCpPc6Xg4bPu94-PiMDUq6mI9OrrCVETdl2mMU-1wmFIs-h_GzTzMWNLE5r1TSxrkocbAAFSfRlvxNTO3MBFnN7eZa2okLn6JlEgGiJMhDLY6RJU6SIwsSZ5fVRbPbKFUw/s320/vol%2018%20sept%20vol%20extremes.jpg" width="320" /></a></div> <p></p><p class="MsoNormal">And last I will check the volatility short term and momentum
indicators</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR5gcPlJzaqjEpOmXi5YPAe2iunK2K1hmWnDLcqoeFcSaeCzF2mXouZISQXQuFcswmCliH-alWt_tzU6mCnFcaItgbiAHb-VLoT1BfSVOp2KRC8Yu2w9r0AIBMtro-8fX1_tTbXZoVgSwrLdeHcFGNO4c_zrhVSqg3VBnYLeHqZYrWlucMVVkQcqrJmw/s573/vol%20short%20term%20mom.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="573" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR5gcPlJzaqjEpOmXi5YPAe2iunK2K1hmWnDLcqoeFcSaeCzF2mXouZISQXQuFcswmCliH-alWt_tzU6mCnFcaItgbiAHb-VLoT1BfSVOp2KRC8Yu2w9r0AIBMtro-8fX1_tTbXZoVgSwrLdeHcFGNO4c_zrhVSqg3VBnYLeHqZYrWlucMVVkQcqrJmw/s320/vol%20short%20term%20mom.jpg" width="320" /></a></div> <p></p><p class="MsoNormal">Now, let’s see how this work</p>
<p class="MsoNormal">We want the short term crossing below 0 for going long, preferable
with the momentum below 0 also, but that is an ideal situation so we can take
the short crossing alone looking at the others indicators</p>
<p class="MsoNormal">On april 28 the market closed 2.47% up and the short term
volatility indicator crossed below 0, the volatility momentum was above 0</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuY9VqY6bSdNRw0kE76FullYiI7-hWv_PwhiN0Y5fvqy4a0lph3j8n333CDz5VhjGrMMVRl8W9wG8lnhsDRLBBHepaEKVN1masUMTH7gKHbfqd84_nLpXZOcHSFdMNthgqTPPS08KphQz6yWqv-0w6i0YHRmHiAL5H7uLAJg2xQfFAAEpgM4V27178MA/s573/spx%20with%20vola%2028%20apr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="573" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuY9VqY6bSdNRw0kE76FullYiI7-hWv_PwhiN0Y5fvqy4a0lph3j8n333CDz5VhjGrMMVRl8W9wG8lnhsDRLBBHepaEKVN1masUMTH7gKHbfqd84_nLpXZOcHSFdMNthgqTPPS08KphQz6yWqv-0w6i0YHRmHiAL5H7uLAJg2xQfFAAEpgM4V27178MA/s320/spx%20with%20vola%2028%20apr.jpg" width="320" /></a></div><br /><p></p>
<p class="MsoNormal">The extreme was very high signaling still turbulence</p><p class="MsoNormal"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TQ4OgG0clDd7P5BGXWPDXS6kJPJlkFyIAo3SU9xIlCtDuOwI9e1wATwRjJ7En0PFmNQAqXqazbWoM2BtakSYosgCTrZOoeFTlmPHaLRF7SVoEPFSmA6w9kAsgmeX8kYFuxjh6I1W-h98BebkM8DpC6-Gc43cpD68oF-fGEwLZEkCRoe6RuLr9xWp5w/s611/spx%20with%20extremes%2028%20apr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="381" data-original-width="611" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TQ4OgG0clDd7P5BGXWPDXS6kJPJlkFyIAo3SU9xIlCtDuOwI9e1wATwRjJ7En0PFmNQAqXqazbWoM2BtakSYosgCTrZOoeFTlmPHaLRF7SVoEPFSmA6w9kAsgmeX8kYFuxjh6I1W-h98BebkM8DpC6-Gc43cpD68oF-fGEwLZEkCRoe6RuLr9xWp5w/s320/spx%20with%20extremes%2028%20apr.jpg" width="320" /></a> <br /></div><p></p><p class="MsoNormal">And the volatility percentage was an ugly 2.4% above the
ma(21)</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDW_wZA_R2X-O788cWg-vyDlKbtwveylYgQM5gZN6nr47h--gman0NcGqd96HO4ZTp0B3fSlAiB02Mnlqq75D2jWoQGYcCOGdytXTccnJdFCA0JK0G1_jyHIcZ3eLXQqkF-gzr-5AfZiSgYaRus1cBMaVpru_Ax3iOSMN7e3aHaOZIsg6OqC-d9ALJ5g/s611/spx%20with%20vol%20mas%2028%20apr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="365" data-original-width="611" height="191" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDW_wZA_R2X-O788cWg-vyDlKbtwveylYgQM5gZN6nr47h--gman0NcGqd96HO4ZTp0B3fSlAiB02Mnlqq75D2jWoQGYcCOGdytXTccnJdFCA0JK0G1_jyHIcZ3eLXQqkF-gzr-5AfZiSgYaRus1cBMaVpru_Ax3iOSMN7e3aHaOZIsg6OqC-d9ALJ5g/s320/spx%20with%20vol%20mas%2028%20apr.jpg" width="320" /></a></div> <p></p>
<p class="MsoNormal">In this circumstance you don’t take the trade, next day the
stop loss below the previous low is reached, it would be a losing trade</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDLWYeGeNtytYt7r4ynAFWIgYHA0Hg5XlJBTeKAeK09l8kYpQ4qsv06AY4h1DfjJa7H9RXxE-CiufcjrzzqYtSW7otXSk4wMieT8MxFjibRNeiuWJbc3vtLtgDVEwriXec8EFUQLS4zlWlNd2MisCMi1fQZa7DVxoOFBozxv6CFbZYftSo927PzjCvdw/s572/spx%2029%20apr.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="369" data-original-width="572" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDLWYeGeNtytYt7r4ynAFWIgYHA0Hg5XlJBTeKAeK09l8kYpQ4qsv06AY4h1DfjJa7H9RXxE-CiufcjrzzqYtSW7otXSk4wMieT8MxFjibRNeiuWJbc3vtLtgDVEwriXec8EFUQLS4zlWlNd2MisCMi1fQZa7DVxoOFBozxv6CFbZYftSo927PzjCvdw/s320/spx%2029%20apr.jpg" width="320" /></a></div> <p></p><p class="MsoNormal">More coming……</p>
<p class="MsoNormal">Shalom</p>
<p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p><p class="MsoNormal"> </p>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-33970227998208194482020-11-25T21:20:00.001-04:002020-11-25T21:20:22.297-04:00Trading Sistemático y Basado en estadísticas<p> </p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZyqxehQxDkQALZU1X7b481mXUqEdhzpn_kPaF8fKZDxmwZLzZYgiM5wzgZCkTC02gLJclWFx0DHwVbvSJom51ank_bF4xZdAVzbAreyadbgURFbWTPgcIczeeitWQAO8S9G-QaYIOQhT/s694/qqew+25+nov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="405" data-original-width="694" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZyqxehQxDkQALZU1X7b481mXUqEdhzpn_kPaF8fKZDxmwZLzZYgiM5wzgZCkTC02gLJclWFx0DHwVbvSJom51ank_bF4xZdAVzbAreyadbgURFbWTPgcIczeeitWQAO8S9G-QaYIOQhT/s320/qqew+25+nov.jpg" width="320" /></a></div><br /><p><br /></p><p> </p><p> </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">El ST Momt
apenas cerró hoy con tendencia positiva, la estrategia llama a salir de la posición
cuando el Momentum se devuelva, así es que conservamos el long al menos un día
mas.</span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">QQEW tiene
un aumento de 1.16% desde el cierre del lunes hasta hoy, el proxy QQQ con un
trading mas fácil por su liquidez tiene un + 2%, AAPL un capitán del QQQ y con
miles de opciones para negociar es también un excelente proxy con casi 2% de
beneficios desde el lunes.</span></p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-59923778783125840412020-11-23T20:54:00.000-04:002020-11-23T20:54:14.209-04:00Trading Sistemático y Basado en estadísticas<p> </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">El cruce
del momentum a corto plazo tiene un 67% de éxitos en mas de 24 meses. La idea
del trading sistemático es tomar el trade cada vez que se presenta y confiar en
las estadísticas….., pero…, quien dijo que los mercados se comportan con un patrón?</span></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikd1WAgu5IWPLuEUv1OYxtZVwnyR2g30YdD5_lLEHnVHs_rDEZXH0jcsYGjSHFWd0dHX7lv8n-SK0h4BqhsPg_zor24Pu5kwYlarj_sTOwdTJK5KYxsI3ssAuD6hgIL2iyJBTTViIfAz8X/s713/qqew+nov+13+lineas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="396" data-original-width="713" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikd1WAgu5IWPLuEUv1OYxtZVwnyR2g30YdD5_lLEHnVHs_rDEZXH0jcsYGjSHFWd0dHX7lv8n-SK0h4BqhsPg_zor24Pu5kwYlarj_sTOwdTJK5KYxsI3ssAuD6hgIL2iyJBTTViIfAz8X/s320/qqew+nov+13+lineas.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzpc1bvcfB8H95pm4GIQSR_RE3NJgFukx7q5-PUteOfjKmUzcVpQO0HAHI7neWHBveRgt2J10BnMVNk7kTACeG9l01PwmFM-E9jWLIsNikWkEFOxxAomclVad01m4c8ro1q-EM_yxKfyXi/s695/qqew+nov+13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="404" data-original-width="695" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzpc1bvcfB8H95pm4GIQSR_RE3NJgFukx7q5-PUteOfjKmUzcVpQO0HAHI7neWHBveRgt2J10BnMVNk7kTACeG9l01PwmFM-E9jWLIsNikWkEFOxxAomclVad01m4c8ro1q-EM_yxKfyXi/s320/qqew+nov+13.jpg" width="320" /></a></div><br /> <p></p><p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;"> </span></p>
<p class="MsoNormal"><span lang="ES-DO" style="mso-ansi-language: ES-DO;">La devuelta
del short-term momentum lleva salida automática</span></p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-84926956820553801432020-11-15T14:56:00.001-04:002020-11-15T14:56:22.090-04:00Systematic and statistically based trading Nov 15<p> </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">It is a slightly different behavior, technology started
first, the rest of the market follow</p>
<p class="MsoNormal">QQEW has a defined trend line, RSP is yet to define</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0mIydVdNZkvD_F5H_RAk6yEDUyOb21ul4HMLEKNLOpR052Iob25Zy_ut25iq06orVi3QOoS4wgudtFkm06pD3Pv7SQPgk317W8D_5vtMV-lqI5EEqYGupr5pDAiiRaM64hMxcIg_pMtWq/s712/qqew+nov+15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="712" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0mIydVdNZkvD_F5H_RAk6yEDUyOb21ul4HMLEKNLOpR052Iob25Zy_ut25iq06orVi3QOoS4wgudtFkm06pD3Pv7SQPgk317W8D_5vtMV-lqI5EEqYGupr5pDAiiRaM64hMxcIg_pMtWq/s320/qqew+nov+15.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNKOU8gRGOfSU4jttONvLtj21YMW7zpLFVW8aDdQyYe57WxtDwHHOgOk9V8Mmu7CiPAZao7DaYrAD4Yuy3qMmeG7U335bkewsAAfxqIRXCniSecQYA-hTAYSnsrFz3WiHegBb0YL_6DNC/s703/rsp+nov+15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="422" data-original-width="703" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCNKOU8gRGOfSU4jttONvLtj21YMW7zpLFVW8aDdQyYe57WxtDwHHOgOk9V8Mmu7CiPAZao7DaYrAD4Yuy3qMmeG7U335bkewsAAfxqIRXCniSecQYA-hTAYSnsrFz3WiHegBb0YL_6DNC/s320/rsp+nov+15.jpg" width="320" /></a></div><br /> <p></p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-41794855018824246882020-11-11T20:57:00.001-04:002020-11-11T20:57:26.552-04:00Systematic and statistically based trading, Nov 11/2020<p> </p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">It’s a long range for QQEW, let’s see if it can breaks above,
yesterday’s low is the stop</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIr5r2fo85AzuKXUdr1D1He-3DFVXa-Z4sDW9aPU12sSRtHTpGyRW5vFdURIVXTURIH124c_3C9W76iI9Wt18UwQ8o7K2CqcmYXO_G_neha2Gv80yCn8ffARY9kaXH2t2EgIaqU4QDu5pI/s712/qqew+11+nov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="392" data-original-width="712" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIr5r2fo85AzuKXUdr1D1He-3DFVXa-Z4sDW9aPU12sSRtHTpGyRW5vFdURIVXTURIH124c_3C9W76iI9Wt18UwQ8o7K2CqcmYXO_G_neha2Gv80yCn8ffARY9kaXH2t2EgIaqU4QDu5pI/s320/qqew+11+nov.jpg" width="320" /></a></div><br /> <p></p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-63179049476844475912020-11-02T20:53:00.001-04:002020-11-02T20:53:41.897-04:00Systematic and statistically based trading<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">The crossing of the Short Term Momentum above 0 had 3 short
term winners and 1 loser in the last 2 months, we’ll take it again</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrP9Gqv989XfwFsJJeKEJQsvX6RqaRq264xK4013h3-cRVzfo3V0gWaUgKask9Z8waHwHOvuv093zQedMNafsUsW_oDVkkYk7ZW7bP-XMQeXEjZ8GXi_q5nr_BHTB6lCKYX08gD4IvXNRl/s695/qqew+2+nov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="404" data-original-width="695" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrP9Gqv989XfwFsJJeKEJQsvX6RqaRq264xK4013h3-cRVzfo3V0gWaUgKask9Z8waHwHOvuv093zQedMNafsUsW_oDVkkYk7ZW7bP-XMQeXEjZ8GXi_q5nr_BHTB6lCKYX08gD4IvXNRl/s320/qqew+2+nov.jpg" width="320" /></a></div><br /> <p></p><p class="MsoNormal"></p>
<p class="MsoNormal">My RSP from Oct 23 went bad, that’s what I like about short
term trading, we take our loses and live for another day. Its promising now but
I missed the cross on Friday so I’ll stay out</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwWxLTaJXbIfhcv8YY6KKp2-MN-y4RH_4jV-2lowUhHRfJqAbd-RDEXq_3981Z4S5bQi_UnHLxvEQYxRLHfq2VGahNH5-Lt_LtFMOwmtTbBglwFlMiO-Z6GupIfpEkyxujaDgN0RmZeXmL/s695/rsp+2+nov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="388" data-original-width="695" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwWxLTaJXbIfhcv8YY6KKp2-MN-y4RH_4jV-2lowUhHRfJqAbd-RDEXq_3981Z4S5bQi_UnHLxvEQYxRLHfq2VGahNH5-Lt_LtFMOwmtTbBglwFlMiO-Z6GupIfpEkyxujaDgN0RmZeXmL/s320/rsp+2+nov.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqLJOAcPpTpAc8cK9WsahDHzooN_kLDu3JcYML4iNPLDuK534DMiyXE5xOk-pr4EyXBLLfpOKXg0-GrOpQaUCeRxeUUY_zMQ-7NtRCbT0f4nSNrojBK4_abFtcHPfIG9DrMEMyiikikuk8/s695/rsp+30+oct+20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="388" data-original-width="695" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqLJOAcPpTpAc8cK9WsahDHzooN_kLDu3JcYML4iNPLDuK534DMiyXE5xOk-pr4EyXBLLfpOKXg0-GrOpQaUCeRxeUUY_zMQ-7NtRCbT0f4nSNrojBK4_abFtcHPfIG9DrMEMyiikikuk8/s320/rsp+30+oct+20.jpg" width="320" /></a></div><br /> <p></p>
<br /><p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-38058991071315909552020-10-22T21:20:00.001-04:002020-10-22T21:20:36.673-04:00Systematic and Probability based trading, Oct 22<p> </p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9wzU_U2fxwQ_LAKkG89UO1W6HLWHHrykfwn9QFKJo5h7N05uHHyAY7-8S07qM9E0djvkNwOjljXf_a7uTIxCaTeq5UEHCIziRWxoBJfzdWYT6loqH3zBvMeaeujKut7spE3ofQlq7nWEf/s694/RSP+Momt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="406" data-original-width="694" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9wzU_U2fxwQ_LAKkG89UO1W6HLWHHrykfwn9QFKJo5h7N05uHHyAY7-8S07qM9E0djvkNwOjljXf_a7uTIxCaTeq5UEHCIziRWxoBJfzdWYT6loqH3zBvMeaeujKut7spE3ofQlq7nWEf/s320/RSP+Momt.jpg" width="320" /></a></div><br /><p></p><p> </p><p></p><p class="MsoNormal">I like the imbalance between price and momentum for going
long at the open, anyway this is systematic trading, either I’m right and the
momentum keeps up or I’m wrong and both price and momentum reverse and I’m out.</p>
<p class="MsoNormal">Shalom all</p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-2678846246962070462020-09-16T19:07:00.000-04:002020-09-16T19:07:01.321-04:00Systematic and Probability based trading, Sep 16<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNpHtyIbwz_SlKjaNq_GAoNpfCztwMD86bs0uUQxKaroZUhaTAgQT-PzvNoy5amH4G-VazvZpZWfBL__yYBDg0cH9dG0UeJrCEAYJHSwD6xCKCx_UhUlpoOzS-FNOgYQj6SMM1CQ9VBbZj/s686/rsp+16+sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="686" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNpHtyIbwz_SlKjaNq_GAoNpfCztwMD86bs0uUQxKaroZUhaTAgQT-PzvNoy5amH4G-VazvZpZWfBL__yYBDg0cH9dG0UeJrCEAYJHSwD6xCKCx_UhUlpoOzS-FNOgYQj6SMM1CQ9VBbZj/s320/rsp+16+sep.jpg" width="320" /></a></div><br /> <p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">RSP was 1.85% higher at today high but could not hold</p>
<p class="MsoNormal">Target or stop reached=position closed next day</p>
<p class="MsoNormal">Take profit or losses and live another day for trade</p>
<p class="MsoNormal">What a wonderful business</p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-60462501296900620522020-09-14T20:14:00.000-04:002020-09-14T20:14:51.001-04:00Systematic and Probability based trading, Sep 14/20<p><br /></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">I’ve been out since September 4, tomorrow continuing with
the systematic and heuristic approach I’ll be buying RSP at the open.</p>
<p class="MsoNormal"></p>
<p class="MsoNormal">The short term momentum crossing above 0 is a buy</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ-Yczo2Q9ekNUcWD5TLdNTG-zO851cWInK7d7Bh1ZViIwT1e0KxgntvIJ0WGbS1RPEuIZCC7eTRsgkd-NzlBFrFIxxx39IKd78TZI6pzzO_Gh4QvXuNT6H86626oQS5MAO98LuVm_gpJU/s714/rsp+momt+14+sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="435" data-original-width="714" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ-Yczo2Q9ekNUcWD5TLdNTG-zO851cWInK7d7Bh1ZViIwT1e0KxgntvIJ0WGbS1RPEuIZCC7eTRsgkd-NzlBFrFIxxx39IKd78TZI6pzzO_Gh4QvXuNT6H86626oQS5MAO98LuVm_gpJU/s320/rsp+momt+14+sep.jpg" width="320" /></a></div><br /> <p></p>
<p class="MsoNormal"> Don’t like the lower low, but there is a support around
117.5</p><p class="MsoNormal"> </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_eUUXFEaEW8WqNaoXY6bfMQuDO9B-BnhoeTrUroLDPRi_2dEkPtCMglOFoRU_TPLOV_Hq5MmGuz3BgVXU8aV6T1IpJp2CFNwkjMHCVp4ovkdU7KY6Pr5Nz55NJbIf-3fQOhdquKSWi2L9/s686/rsp+targ+14+sep.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="686" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_eUUXFEaEW8WqNaoXY6bfMQuDO9B-BnhoeTrUroLDPRi_2dEkPtCMglOFoRU_TPLOV_Hq5MmGuz3BgVXU8aV6T1IpJp2CFNwkjMHCVp4ovkdU7KY6Pr5Nz55NJbIf-3fQOhdquKSWi2L9/s320/rsp+targ+14+sep.jpg" width="320" /></a></div><br /> <p></p>
<p></p>Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-35939617646005677922020-09-02T19:55:00.002-04:002020-09-02T19:55:49.466-04:00Systematic and Probability based tradingI’ll be selling my IWM shares at the open tomorrow, target reached<br />
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Opening this RSP 1.12/2.85 reward /risk at the open, not exceptional odds, but again this is Probability based trading<br />
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-53381114740086554232020-08-30T17:01:00.003-04:002020-08-30T17:01:34.565-04:00Systematic and Probability based trading<div class="separator" style="clear: both; text-align: center;">
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https://docs.google.com/spreadsheets/d/18yKAfzgnYoCuLtgyNgC4j6dBDZvP59ZwXMPbrvOTon4/edit?usp=sharingErick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-5496163604383573492020-08-27T20:26:00.004-04:002020-08-27T20:26:41.018-04:00Systematic and Probability based trading<!--[if gte mso 9]><xml>
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Selling my QQQ at the open</div>
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IWM has not reached target or stop, keeping it for another
day</div>
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-40957427289385777242020-08-25T19:32:00.001-04:002020-08-25T19:32:07.056-04:00Systematic and Probability based trading<!--[if gte mso 9]><xml>
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I sold at the open my Aug 18 QQQ with a 2.32% profit,
however I have a momentum signal in QQEW so I’m opening QQQ tomorrow again.</div>
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-42512074626731772882020-08-24T17:34:00.001-04:002020-08-24T17:34:24.713-04:00Systematic and Probability based trading<!--[if gte mso 9]><xml>
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Selling my QQQ at the open tomorrow, opening again with the
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-8784371391315704392020-08-23T10:36:00.000-04:002020-08-23T10:36:20.952-04:00Systematic and Probability based trading<!--[if gte mso 9]><xml>
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Systematic and Probability based trading</div>
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They are not behaving in tandem, I’m still long QQQ as a proxy,
it seems that this time big names are helping</div>
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-67131412477997792462020-08-17T20:02:00.000-04:002020-08-17T20:02:18.715-04:00Systematic and Probability based trading Aug 17<!--[if gte mso 9]><xml>
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I’ll go for the last high in the past one and a half month
with IWM, QQEW made a new month high</div>
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In both cases yesterday low is the stop</div>
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Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-20882684279511707532020-08-05T18:15:00.000-04:002020-08-05T18:15:12.714-04:00Systematic and Probability based trading<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
RSP reached target today, at close it is a 1.44% profit
trade</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_-iLA1HtDSCkAXW48eLbVggO7tK_4aAw9yXYQC0mtP9bWeWzyEqp4PknchNgQBPBuirlIE9LlRDf7l9dRHcgz7ddFyIdTblq0wzW9NLZZ30qC2wxPU5KWlfeiFrs7Rkv9agCwIAjkP8Z-/s1600/rsp+5+ago+20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="687" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_-iLA1HtDSCkAXW48eLbVggO7tK_4aAw9yXYQC0mtP9bWeWzyEqp4PknchNgQBPBuirlIE9LlRDf7l9dRHcgz7ddFyIdTblq0wzW9NLZZ30qC2wxPU5KWlfeiFrs7Rkv9agCwIAjkP8Z-/s320/rsp+5+ago+20.jpg" width="320" /></a></div>
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Selling tomorrow at the open</div>
Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0tag:blogger.com,1999:blog-3016068090215038502.post-13197594434082161762020-08-03T18:14:00.002-04:002020-08-03T18:14:41.406-04:00Systematic and Probability based trading<br />
<div class="MsoNormal">
Well I sold my 3 trades at the open, 2 of them with a small
profit and QQQ with a very good 3.98% in 2 trading days. This is my model
portfolio since I started posting my trades before market open<o:p></o:p></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUc9fqSBGdSKrtoQWEN9xHp2kIr0aLxboWEHuCCHLIL2esepRK4dcQ8V70ogEhuxCw1l1ojgnJYrmubXbiELH8hLUuDHOO7HN91yeeiH6gx8HSG6-yGVrY2mDSI2U6jfa97pQwMguNnCmD/s1600/profit+loss+3+ago.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="425" data-original-width="781" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUc9fqSBGdSKrtoQWEN9xHp2kIr0aLxboWEHuCCHLIL2esepRK4dcQ8V70ogEhuxCw1l1ojgnJYrmubXbiELH8hLUuDHOO7HN91yeeiH6gx8HSG6-yGVrY2mDSI2U6jfa97pQwMguNnCmD/s320/profit+loss+3+ago.jpg" width="320" /></a></div>
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As of today’s close the return is 5.76% of the trading
capital since June 17<o:p></o:p></div>
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Now for tomorrow<o:p></o:p></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWtj8Spq8gwvXYLSY3pznrRyrpfe7W9cYA3dCIH01mKJ7iAMctR23QgC2H-U3usPrRC0AVjTrhFfEGxLttBKkPn3I2A6CxzVi9_aTZ4-Q9QtCFE6-Dk22TyMnfxZGTytfaSloGQtgGeTGF/s1600/rsp+3+ago.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="688" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWtj8Spq8gwvXYLSY3pznrRyrpfe7W9cYA3dCIH01mKJ7iAMctR23QgC2H-U3usPrRC0AVjTrhFfEGxLttBKkPn3I2A6CxzVi9_aTZ4-Q9QtCFE6-Dk22TyMnfxZGTytfaSloGQtgGeTGF/s320/rsp+3+ago.jpg" width="320" /></a></div>
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For this 1.76/1.52 risk/reward trade to works, RSP needs to
stay above the slow trending line<o:p></o:p></div>
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Yesterday’s low is definitely the stop, buying tomorrow at the
open<o:p></o:p></div>
<br />Erick Sternhttp://www.blogger.com/profile/11115000917026417741noreply@blogger.com0