<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>Diario Bursatil</title><description>Duele decirlo, pero para invertir en bolsa, salvo exepciones, hay que ir mirando al "exterior"</description><managingEditor>noreply@blogger.com (diariobursatil.es)</managingEditor><pubDate>Fri, 1 Nov 2024 12:29:04 +0100</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">412</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>https://diariobursatil.blogspot.com/</link><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:image href="http://img171.imageshack.us/img171/4975/analisisbursatilnz4.png"/><itunes:keywords>Analisis,Tecnico,bolsa,española,la,bolsa,situacion,del,ibex,35,analisis,de,acciones,inversión,en,bolsa,finanzas,negocios,planes,seguros,alertas,cartera,cotizaciones,analisis,tecnico,fundamental,fondos,inversion,fiscalidad,dinero,bolsa</itunes:keywords><itunes:summary>Completo analisis tecnico actualizado a diario de acciones de la bolsa española y del IBEX 35. La tendencia, soportes y resistencias, recomendaciones de compra y avisos de venta de acciones de la bolsa española</itunes:summary><itunes:subtitle>Analisis tecnico diario de la bolsa española</itunes:subtitle><itunes:category text="Business"><itunes:category text="Investing"/></itunes:category><itunes:author>Miguel</itunes:author><itunes:owner><itunes:email>migadr@gmail.com</itunes:email><itunes:name>Miguel</itunes:name></itunes:owner><item><title>Entro en Genfit con la superación de 4,60</title><link>https://diariobursatil.blogspot.com/2020/12/entro-en-genfit-con-la-superacion-de-460.html</link><category>Genfit</category><pubDate>Tue, 8 Dec 2020 18:15:00 +0100</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-2453482969303046269</guid><description>&lt;p&gt;Salí de mi posición en Melia Hoteles; entro en Genfit en 4,60 €. Si supera los 5 € se acelerarían las compras con objetivos adicionales hacia los 5,50 €.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUBKhKxXBd19VJ_4auSmIyH-xegmsPdpwVN5u_UBZYCh7y1eMpYsCPWHyvqqc1wSluiIfZnFW7rHWfs4UoOW1a8cv1TeBbL5g4258wIhyVSLcLC5CxVnK__fsiTARZO1EA_zw2w/s746/GENFIT.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUBKhKxXBd19VJ_4auSmIyH-xegmsPdpwVN5u_UBZYCh7y1eMpYsCPWHyvqqc1wSluiIfZnFW7rHWfs4UoOW1a8cv1TeBbL5g4258wIhyVSLcLC5CxVnK__fsiTARZO1EA_zw2w/s16000/GENFIT.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUBKhKxXBd19VJ_4auSmIyH-xegmsPdpwVN5u_UBZYCh7y1eMpYsCPWHyvqqc1wSluiIfZnFW7rHWfs4UoOW1a8cv1TeBbL5g4258wIhyVSLcLC5CxVnK__fsiTARZO1EA_zw2w/s72-c/GENFIT.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Melia podría estar fabricando un suelo</title><link>https://diariobursatil.blogspot.com/2020/09/melia-podria-estar-fabricando-un-suelo.html</link><category>melia</category><pubDate>Thu, 17 Sep 2020 16:11:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6931014499622749682</guid><description>&lt;p&gt;&amp;nbsp;La cotización lleva varias semanas "sujetándose" en los entornos de 3,20 - 3,30 €. Es determinante que supere la zona de los 3,72 € para poder confiar en alzas adicionales en meses venideros. Aunque, la ecuación rentabilidad - riesgo en estos niveles, es propicia mientras conserve los mínimos de estas semanas.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA5QMpy80CViC8T2q0zDnEdoiSXa-MaDKP8cKAvBO1Pllr2TPNdtpuZdtPWiOJJoyWttzwQWOrKxxHZPlAQi4UO-y-WF5ePWnHBUhJLKB4s_-LL8qSFu1epvIfs8GPw748ncxCxQ/s740/melia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="740" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA5QMpy80CViC8T2q0zDnEdoiSXa-MaDKP8cKAvBO1Pllr2TPNdtpuZdtPWiOJJoyWttzwQWOrKxxHZPlAQi4UO-y-WF5ePWnHBUhJLKB4s_-LL8qSFu1epvIfs8GPw748ncxCxQ/s16000/melia.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA5QMpy80CViC8T2q0zDnEdoiSXa-MaDKP8cKAvBO1Pllr2TPNdtpuZdtPWiOJJoyWttzwQWOrKxxHZPlAQi4UO-y-WF5ePWnHBUhJLKB4s_-LL8qSFu1epvIfs8GPw748ncxCxQ/s72-c/melia.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Invitación al Servicio de Nextep Finance</title><link>https://diariobursatil.blogspot.com/2020/11/invitacion-al-servicio-de-nextep-finance.html</link><pubDate>Tue, 21 Jul 2020 18:10:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-2100795366719609368</guid><description>&lt;p&gt;Al contratar los servicios del servicio de Nextep Finance desde el siguiente enlace recibirás un regalo de 15 euros:&amp;nbsp;&lt;a href="https://my.nextepfinance.com/registrate?invitation=2ff6d4f35"&gt;https://my.nextepfinance.com/registrate&lt;/a&gt;&lt;/p&gt;</description><author>migadr@gmail.com (Miguel)</author></item><item><title>Bankia apunta a máximos anuales</title><link>https://diariobursatil.blogspot.com/2020/07/bankia-apunta-maximos-anuales.html</link><category>bankia</category><pubDate>Fri, 17 Jul 2020 07:30:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-5846287507276277090</guid><description>&lt;div style="text-align: justify;"&gt;La caída de junio fue un espejismo, una oportunidad estupenda, vistas las divergencias alcistas.&lt;br /&gt;El movimiento de recuperación debería continuar en próximas semanas y no es inviable que durante los próximos meses veamos precios en los entornos de 1,70 €. &lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En este contexto alcista no tendrían sentido precios bajo los psicológicos 1 €. Vigilamos.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0IRh5ia5vTA9-eauFcfnNi6gCmAnUz5eOeIepdDCiG5-9EvIYW2QcE1UY5O6Gocym9hAG6q47WFklTkR-NYHcKbO9vBrqt1fW670aEEDAWceIO-Qdzz3FmavOJ6NmaJw9HPrrQA/s746/bkia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0IRh5ia5vTA9-eauFcfnNi6gCmAnUz5eOeIepdDCiG5-9EvIYW2QcE1UY5O6Gocym9hAG6q47WFklTkR-NYHcKbO9vBrqt1fW670aEEDAWceIO-Qdzz3FmavOJ6NmaJw9HPrrQA/d/bkia.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0IRh5ia5vTA9-eauFcfnNi6gCmAnUz5eOeIepdDCiG5-9EvIYW2QcE1UY5O6Gocym9hAG6q47WFklTkR-NYHcKbO9vBrqt1fW670aEEDAWceIO-Qdzz3FmavOJ6NmaJw9HPrrQA/s72-c-d/bkia.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Arcelor Mittal intentará atacar los 11,50 euros</title><link>https://diariobursatil.blogspot.com/2020/07/arcelor-mittal-intentara-atacar-los.html</link><category>arcelor</category><pubDate>Thu, 16 Jul 2020 18:14:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-95531055559092857</guid><description>&lt;div style="text-align: justify;"&gt;Ligeras divergencias alcistas anticipan un ataque a los entornos de 11,50 € en próximas semanas. Eventuales recortes podrían acercar su cotización a los 9 €, mientras los conserve no corre mayor peligro.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2uttTtAA12RovS3zl76UrsC1QC5_zRsp9iuF_aTFqkAMzbcGA3Q0-fHDowURmS1oVLO1vzRMbhviyOjINww4f3lZuO9aEEJGqeeXU50fdP0agXixP9MaZiHBgpwVgZoSZZrVusw/s746/mit.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2uttTtAA12RovS3zl76UrsC1QC5_zRsp9iuF_aTFqkAMzbcGA3Q0-fHDowURmS1oVLO1vzRMbhviyOjINww4f3lZuO9aEEJGqeeXU50fdP0agXixP9MaZiHBgpwVgZoSZZrVusw/d/mit.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2uttTtAA12RovS3zl76UrsC1QC5_zRsp9iuF_aTFqkAMzbcGA3Q0-fHDowURmS1oVLO1vzRMbhviyOjINww4f3lZuO9aEEJGqeeXU50fdP0agXixP9MaZiHBgpwVgZoSZZrVusw/s72-c-d/mit.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Amadeus empieza a flojear</title><link>https://diariobursatil.blogspot.com/2020/07/amadeus-empieza-flojear.html</link><category>amadeus</category><pubDate>Thu, 2 Jul 2020 09:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6803226980998240224</guid><description>&lt;div style="text-align: justify;"&gt;La cotización se encuentra a un pasito de perder su errática tendencia alcista de corto plazo. La zona de soporte se encuentra justo en los 45 €, por debajo de este nivel aumentaría la presión de las ventas y podríamos ver recortes adicionales hacia los 35 - 40 € en las siguientes semanas.&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQsxcJKTa08rsFv4lPIFbT2pPje2LmyIsgNddPhoYkADjUnA-WyGbewV5SymjtyWfr56k46YEZwvInlKhCfjUxw0sOQ4bQxe8Zsy4C2LDX1NLpSKwLsnqvZEuOFX1WL5DmclL5Pg/s746/amadeus%25C3%25A7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQsxcJKTa08rsFv4lPIFbT2pPje2LmyIsgNddPhoYkADjUnA-WyGbewV5SymjtyWfr56k46YEZwvInlKhCfjUxw0sOQ4bQxe8Zsy4C2LDX1NLpSKwLsnqvZEuOFX1WL5DmclL5Pg/d/amadeus%25C3%25A7.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQsxcJKTa08rsFv4lPIFbT2pPje2LmyIsgNddPhoYkADjUnA-WyGbewV5SymjtyWfr56k46YEZwvInlKhCfjUxw0sOQ4bQxe8Zsy4C2LDX1NLpSKwLsnqvZEuOFX1WL5DmclL5Pg/s72-c-d/amadeus%25C3%25A7.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Almirall podría volver a mínimos de marzo</title><link>https://diariobursatil.blogspot.com/2020/07/almirall-podria-volver-minimos-de-marzo.html</link><category>almirall</category><pubDate>Wed, 1 Jul 2020 17:29:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6069131085038910719</guid><description>&lt;div&gt;El título pierde entusiasmo en su intento de volver a su resistencia histórica en los 18 € y empieza a perder fuerza. La pérdida de los 11,20 € aceleraría el posible recorte.&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdib9dEyyBqt047yHS87tMLFTSgMFGbjb0VOTkx3W41dyAYpztH1yJceQk-mB-YWFSaxAVjBJbNSeEM14CfMoSRUMWi86HTpwibTWiebjL_k1GTlCaEHhG_W_g2VhccyOAOCGWqQ/s746/almirall.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdib9dEyyBqt047yHS87tMLFTSgMFGbjb0VOTkx3W41dyAYpztH1yJceQk-mB-YWFSaxAVjBJbNSeEM14CfMoSRUMWi86HTpwibTWiebjL_k1GTlCaEHhG_W_g2VhccyOAOCGWqQ/d/almirall.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdib9dEyyBqt047yHS87tMLFTSgMFGbjb0VOTkx3W41dyAYpztH1yJceQk-mB-YWFSaxAVjBJbNSeEM14CfMoSRUMWi86HTpwibTWiebjL_k1GTlCaEHhG_W_g2VhccyOAOCGWqQ/s72-c-d/almirall.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Aena recupera pero pierde potencial</title><link>https://diariobursatil.blogspot.com/2020/06/aena-recupera-pero-pierde-potencial.html</link><category>aena</category><pubDate>Fri, 19 Jun 2020 09:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-3025986235118027197</guid><description>&lt;div style="text-align: justify;"&gt;La cotización de Aena recupera posiciones, pero ve limitado su potencial alcista por la cercanía a su primera resistencia en los 144 € y tambien a sus máximos históricos en los entornos de 170 €.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La pérdida de los 120 € deterioraría bastante el actual intento de rebote.&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4WLl9CBiRd9ZQ9ufpNcsh6bhJ9ShNdzV42u4Y-J-3bQeyNgOf0-2uXtqSMVIajY2-4BYHdJ_ZMhWT7yUuW34Jz1AzLv4dUIcsoxw2XnJwOTcSv6cY-TmUPsldFUzUZrSzflrJZw/s746/aena.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4WLl9CBiRd9ZQ9ufpNcsh6bhJ9ShNdzV42u4Y-J-3bQeyNgOf0-2uXtqSMVIajY2-4BYHdJ_ZMhWT7yUuW34Jz1AzLv4dUIcsoxw2XnJwOTcSv6cY-TmUPsldFUzUZrSzflrJZw/d/aena.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4WLl9CBiRd9ZQ9ufpNcsh6bhJ9ShNdzV42u4Y-J-3bQeyNgOf0-2uXtqSMVIajY2-4BYHdJ_ZMhWT7yUuW34Jz1AzLv4dUIcsoxw2XnJwOTcSv6cY-TmUPsldFUzUZrSzflrJZw/s72-c-d/aena.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>ACS ya duplica su precio</title><link>https://diariobursatil.blogspot.com/2020/06/acs-ya-duplica-su-precio.html</link><category>acs</category><pubDate>Thu, 18 Jun 2020 08:30:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6625899886459978799</guid><description>&lt;div style="text-align: justify;"&gt;El rebote desde mínimos, marcados bajo los 12 €, se agota (temporalmente) tras alcanzar niveles de 26 €. Mantendría posiciones alcistas mientras eventuales recortes no profundicen más allá de los 19,70 €.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilDl8SMB369nHLdalkmHWIVJWhtfxX227hL23kJVBytHCbz_ARjbz87XxpbFdeva2c58TG0fyOpIbNjG8D43pfSzKKJGj__Y-1-3u7dWPHKagSeHHwZJNSkPFziQBaJepZPVXz4A/s746/acs.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilDl8SMB369nHLdalkmHWIVJWhtfxX227hL23kJVBytHCbz_ARjbz87XxpbFdeva2c58TG0fyOpIbNjG8D43pfSzKKJGj__Y-1-3u7dWPHKagSeHHwZJNSkPFziQBaJepZPVXz4A/d/acs.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilDl8SMB369nHLdalkmHWIVJWhtfxX227hL23kJVBytHCbz_ARjbz87XxpbFdeva2c58TG0fyOpIbNjG8D43pfSzKKJGj__Y-1-3u7dWPHKagSeHHwZJNSkPFziQBaJepZPVXz4A/s72-c-d/acs.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Unibail Rodamco puede volver a mínimos</title><link>https://diariobursatil.blogspot.com/2020/06/unibail-rodamco-puede-volver-minimos.html</link><category>Unibail</category><pubDate>Wed, 17 Jun 2020 17:29:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-1696524449658069692</guid><description>&lt;div style="text-align: justify;"&gt;La inmobiliaria francesa &lt;span&gt;Unibail-Rodamco-Westfield que es el primer grupo cotizado del sector 
inmobiliario comercial en Europa, tocó mínimos en 40 € hace pocas semanas, el título, afectado por el cierre de los centros comerciales y la incertidumbre reinante, tendrá dificultades para remontar el vuelo, sin duda, pero es posible que halla habido una "pasada de frenada" con su recorte... Acercamientos a los 40 €, ajustando el stop de pérdidas, pueden suponer una oportunidad histórica a medio largo plazo. &lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span&gt;Con la cuenta sin custodia de &lt;a href="https://www.diariobursatil.es/2019/09/promocion-plan-amigo-de-self-bank.html" target="_blank"&gt;&lt;u&gt;SelfBank que puedes contratar aquí&lt;/u&gt;&lt;/a&gt;, puedes conseguir una bonificación de hasta 150€...&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLj96HMSOPnjdeiQyvVJBIR3V8b54NorNu4K6P0YaQfYnEFE1-T0MAdDXAPJizl0mtV47q1bvszNPazQ4XiouHr-EBysIYdYi6wA1omML0lVhxlPk-liI-Q1VXcKCq42AU0rV0kg/s746/unibaril.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLj96HMSOPnjdeiQyvVJBIR3V8b54NorNu4K6P0YaQfYnEFE1-T0MAdDXAPJizl0mtV47q1bvszNPazQ4XiouHr-EBysIYdYi6wA1omML0lVhxlPk-liI-Q1VXcKCq42AU0rV0kg/d/unibaril.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLj96HMSOPnjdeiQyvVJBIR3V8b54NorNu4K6P0YaQfYnEFE1-T0MAdDXAPJizl0mtV47q1bvszNPazQ4XiouHr-EBysIYdYi6wA1omML0lVhxlPk-liI-Q1VXcKCq42AU0rV0kg/s72-c-d/unibaril.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Acerinox y los 5,40 euros... </title><link>https://diariobursatil.blogspot.com/2020/06/acerinox-y-los-540-euros.html</link><category>acerinox</category><pubDate>Tue, 16 Jun 2020 08:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-3730266913112556822</guid><description>&lt;div style="text-align: justify;"&gt;Cuando vienen mal dadas suele caer a los entornos de 5 €, luego cuando todo fluye, aunque la remontada es lenta, suele escalar posiciones hacia niveles de 10, 12 e incluso los 14 €.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ahora mismo podríamos ver un re-test a la zona de mínimos...&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBiJRzrJDF68EdUkIL-nzO4MPznFnr3cS_N73hmothT6NJB4r1oX0KfM0KpQ7_KTj3KSf3BQLltuPuHmgYWqjX8fHYdPXoUGyYp93cWGmMdzep5tyQOLwVinbGSN8I-9BjAOM5w/s746/ass.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBiJRzrJDF68EdUkIL-nzO4MPznFnr3cS_N73hmothT6NJB4r1oX0KfM0KpQ7_KTj3KSf3BQLltuPuHmgYWqjX8fHYdPXoUGyYp93cWGmMdzep5tyQOLwVinbGSN8I-9BjAOM5w/d/ass.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRBiJRzrJDF68EdUkIL-nzO4MPznFnr3cS_N73hmothT6NJB4r1oX0KfM0KpQ7_KTj3KSf3BQLltuPuHmgYWqjX8fHYdPXoUGyYp93cWGmMdzep5tyQOLwVinbGSN8I-9BjAOM5w/s72-c-d/ass.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Acciona conserva su tendencia alcista</title><link>https://diariobursatil.blogspot.com/2020/06/acciona-conserva-su-tendencia-alcista.html</link><category>acciona</category><pubDate>Mon, 15 Jun 2020 16:03:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-8366693917481664838</guid><description>&lt;div style="text-align: justify;"&gt;A pesar de los fuertes recortes, la cotización de Acciona ha conservado su directriz alcista en todo momento, y muestra interés comprador en los entornos de 76 - 80 €.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mientras conserve los 70 € no corre mayor peligro.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidklQURZcowL6LlXOy6meFvEoIhy-FSshVmKLttEHVz6q7tWa2zLcZuGeeBQF-cWB68a9FAhwcIZ2VZ1Upph3mdvlqHKkGGef1f4ZBBoIwnmWeDZyWDbEbCRl-lYqFUml9aACDyw/s746/ana.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidklQURZcowL6LlXOy6meFvEoIhy-FSshVmKLttEHVz6q7tWa2zLcZuGeeBQF-cWB68a9FAhwcIZ2VZ1Upph3mdvlqHKkGGef1f4ZBBoIwnmWeDZyWDbEbCRl-lYqFUml9aACDyw/d/ana.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidklQURZcowL6LlXOy6meFvEoIhy-FSshVmKLttEHVz6q7tWa2zLcZuGeeBQF-cWB68a9FAhwcIZ2VZ1Upph3mdvlqHKkGGef1f4ZBBoIwnmWeDZyWDbEbCRl-lYqFUml9aACDyw/s72-c-d/ana.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Repsol mantiene el rebote</title><link>https://diariobursatil.blogspot.com/2020/06/repsol-mantiene-el-rebote.html</link><category>repsol</category><pubDate>Thu, 4 Jun 2020 08:36:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-7036796706054513256</guid><description>&lt;div style="text-align: justify;"&gt;La cotización de Repsol tocó la base de su rango lateral y giró al alza, con contundencia. Mientras conserve los 7,70 € no corre mayor peligro.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Si nada se tuerce el rebote continuará los próximos meses en busca de los entornos de 13,50 €.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux7hqpoCY-v7TKjl6Rp0EwOetQTh2g_fJYDIrZhP-CW1zqNc1_so6LeijMWr0VfZsOqWM1nVOMY5ipjxY0hM_lYiKHe8joqdleHx79tJurHTG3SCRC3YQ1a_090tnLQxcJI_Cew/s746/rp.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux7hqpoCY-v7TKjl6Rp0EwOetQTh2g_fJYDIrZhP-CW1zqNc1_so6LeijMWr0VfZsOqWM1nVOMY5ipjxY0hM_lYiKHe8joqdleHx79tJurHTG3SCRC3YQ1a_090tnLQxcJI_Cew/d/rp.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjux7hqpoCY-v7TKjl6Rp0EwOetQTh2g_fJYDIrZhP-CW1zqNc1_so6LeijMWr0VfZsOqWM1nVOMY5ipjxY0hM_lYiKHe8joqdleHx79tJurHTG3SCRC3YQ1a_090tnLQxcJI_Cew/s72-c-d/rp.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Paypal se dispone a doblar su precio </title><link>https://diariobursatil.blogspot.com/2020/05/paypal-se-dispone-doblar-su-precio.html</link><category>paypal</category><pubDate>Tue, 26 May 2020 17:56:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-3267865568909377936</guid><description>&lt;div style="text-align: justify;"&gt;La cotización de Paypal, casi duplica su precio desde los mínimos marcados en marzo... Da cierto respeto entrar y quizás sería más sensato esperar un recorte hacia los $, pero podría ser que no pare y siga con su evidente y potente tendencia alcista.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sin resistencias conocidas, cotizando en subida libre, no conocemos su destino.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrj50Jjs6KvWzVSS4zGiibNYipKlitfBL1jF2QWLKkHoNgxVWyuwqlfNA-CYFveuj7rkp4-RF6XcaYDpGMKKPl1R3QfTjGD2Q0vlIKZ0BPyPdMYLLC1qVljThr6b5lAQPtFAg96w/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrj50Jjs6KvWzVSS4zGiibNYipKlitfBL1jF2QWLKkHoNgxVWyuwqlfNA-CYFveuj7rkp4-RF6XcaYDpGMKKPl1R3QfTjGD2Q0vlIKZ0BPyPdMYLLC1qVljThr6b5lAQPtFAg96w/d/ppl.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrj50Jjs6KvWzVSS4zGiibNYipKlitfBL1jF2QWLKkHoNgxVWyuwqlfNA-CYFveuj7rkp4-RF6XcaYDpGMKKPl1R3QfTjGD2Q0vlIKZ0BPyPdMYLLC1qVljThr6b5lAQPtFAg96w/s72-c-d/ppl.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Intesa San Paolo podría doblar su precio</title><link>https://diariobursatil.blogspot.com/2020/05/intesa-san-paolo-podria-doblar-su-precio.html</link><category>intesa</category><pubDate>Mon, 18 May 2020 18:59:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-389063491897131108</guid><description>&lt;div style="text-align: justify;"&gt;La cotización del italiano Intesa San Paolo, parece que está frenando sin querer tocar sus mínimos previos marcados en 2016. Con niveles de soporte de corto plazo tan cercanos, quizás merece una oportunidad por el lado alcista, ante la posibilidad de que en estos niveles no queden vendedores.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0EWyxGigstgFMkDPtbzk0m5zqCKVkLQHEBsnY4qjUsIPs1OXiz_ulgYCxW1CsaQVWhXaLKXt9dQKn7VO7rvjxHXdydBVzQ8fUHKi3Rpp3iMJQ6fySrPqqwRsVPDglQI_hiJd8Q/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0EWyxGigstgFMkDPtbzk0m5zqCKVkLQHEBsnY4qjUsIPs1OXiz_ulgYCxW1CsaQVWhXaLKXt9dQKn7VO7rvjxHXdydBVzQ8fUHKi3Rpp3iMJQ6fySrPqqwRsVPDglQI_hiJd8Q/d/intesa.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0EWyxGigstgFMkDPtbzk0m5zqCKVkLQHEBsnY4qjUsIPs1OXiz_ulgYCxW1CsaQVWhXaLKXt9dQKn7VO7rvjxHXdydBVzQ8fUHKi3Rpp3iMJQ6fySrPqqwRsVPDglQI_hiJd8Q/s72-c-d/intesa.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>El Santander busca su foso</title><link>https://diariobursatil.blogspot.com/2020/05/el-santander-busca-su-foso.html</link><category>santander</category><pubDate>Wed, 13 May 2020 19:53:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-1048343409146673953</guid><description>&lt;div style="text-align: justify;"&gt;La cotización del Banco Santander sigue sin respiro tanteando zonas de 
soporte, parece que los 1,75 € llaman, o más bien gritan, a la 
cotización del Banco; por debajo de este nivel saltarían todas las 
alarmas y cualquier cosa podría pasar en uno de nuestros buques 
insignia... como debe estar el patio en "intra muros" para que casi 
nadie confie en nuestro mercado, esta decadencia terminará afectando a 
todo lo que huela a España y ya pocas empresas conservan cierto 
atractivo. En el sector bancario ya solo escapa Bankinter y deja ver...&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Y215r_zYPsu2UNnpeNof1anlQ-dhbPL9DA550EvpZgXM4Zb0GHDhSQ06rYBAdFt038XZxRDhBNjafwtVsHM-7XaUt8aKIjkBmPaEOfZFSqVFGl0RTKEDhB7Tt9SDeYwnCSgh9A/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Y215r_zYPsu2UNnpeNof1anlQ-dhbPL9DA550EvpZgXM4Zb0GHDhSQ06rYBAdFt038XZxRDhBNjafwtVsHM-7XaUt8aKIjkBmPaEOfZFSqVFGl0RTKEDhB7Tt9SDeYwnCSgh9A/d/santander.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Y215r_zYPsu2UNnpeNof1anlQ-dhbPL9DA550EvpZgXM4Zb0GHDhSQ06rYBAdFt038XZxRDhBNjafwtVsHM-7XaUt8aKIjkBmPaEOfZFSqVFGl0RTKEDhB7Tt9SDeYwnCSgh9A/s72-c-d/santander.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Delivery Hero rompe máximos</title><link>https://diariobursatil.blogspot.com/2020/05/delivery-hero-rompe-maximos.html</link><pubDate>Wed, 13 May 2020 19:39:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-8111378942597721562</guid><description>&lt;div style="text-align: justify;"&gt;Señal de continuidad alcista para la alemana Delivery Hero, al romper máximos, sin referencias de resistencia en "el horizonte" la posibilidad de que continúe al alza en próximos meses es muy elevada. En el corto plazo, mientras conserve los 75 € no corre mayor peligro; y en el largo plazo, mientras respete su directriz alcista... podríamos aprovechar eventuales recortes para entrar en un título con cierto potencial para los próximos años.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_efLXkbKmbIl2iSHMQjBng1np4UB_qNOaJowmr3-0bhbU_8mCGM6Z_Z7LtmXiADxHHw2wqukLws_YLMb7tAkyf_SRPQMSmV_CFvw14m6ovCmhMSWx050kKfkarE5eBbMXFZEsUw/" imageanchor="1"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_efLXkbKmbIl2iSHMQjBng1np4UB_qNOaJowmr3-0bhbU_8mCGM6Z_Z7LtmXiADxHHw2wqukLws_YLMb7tAkyf_SRPQMSmV_CFvw14m6ovCmhMSWx050kKfkarE5eBbMXFZEsUw/d/delivery.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_efLXkbKmbIl2iSHMQjBng1np4UB_qNOaJowmr3-0bhbU_8mCGM6Z_Z7LtmXiADxHHw2wqukLws_YLMb7tAkyf_SRPQMSmV_CFvw14m6ovCmhMSWx050kKfkarE5eBbMXFZEsUw/s72-c-d/delivery.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Viscofan busca máximos</title><link>https://diariobursatil.blogspot.com/2020/05/viscofan-busca-maximos.html</link><category>viscofan</category><pubDate>Tue, 5 May 2020 07:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-4218729870590430809</guid><description>&lt;div style="text-align: justify;"&gt;
La cotización de Viscofan intenta buscar la zona de máximos previos en 62 €. Mientras conserve los 55 € no corre mayor peligro.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-GMtR3G1DfLxxB7hvs_CCh-9ZoNxW_WgkqlD0QCLl0FTvNZHjAGwiblbLKaQw2yUZug61lKJG7RTQxwPLQGy2ujVqWE86tIqeu7yWQdRaxjrm5Vs_6M9Jts_buKA-0X7B9cW0ag/s1600/viscofan.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-GMtR3G1DfLxxB7hvs_CCh-9ZoNxW_WgkqlD0QCLl0FTvNZHjAGwiblbLKaQw2yUZug61lKJG7RTQxwPLQGy2ujVqWE86tIqeu7yWQdRaxjrm5Vs_6M9Jts_buKA-0X7B9cW0ag/s1600/viscofan.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-GMtR3G1DfLxxB7hvs_CCh-9ZoNxW_WgkqlD0QCLl0FTvNZHjAGwiblbLKaQw2yUZug61lKJG7RTQxwPLQGy2ujVqWE86tIqeu7yWQdRaxjrm5Vs_6M9Jts_buKA-0X7B9cW0ag/s72-c/viscofan.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Triple techo de Sanofi</title><link>https://diariobursatil.blogspot.com/2020/05/triple-techo-de-sanofi.html</link><category>sanofi</category><pubDate>Mon, 4 May 2020 16:18:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-8714679727453983737</guid><description>&lt;div style="text-align: justify;"&gt;
Se activan las ventas al chocar con los máximos previos en 94 €. Si las caídas no paran en los entornos de 85 €, es probable que continúe cayendo en próximos meses hacia el siguiente nivel de soporte que tiene en los entornos de 70 €.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw4sZPAZBdn54CVDDEfGTZh28dvLeZONXrA7SpAL1VKL3nATDO5J1SzZ1PCxneVxgkFCd9RqHUEBgCnxfG_wchYCN0Ti1oLp8RzkesVGui9kmKUx_ABHIga1UW19Pb8C3FMRgLow/s1600/sanofi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw4sZPAZBdn54CVDDEfGTZh28dvLeZONXrA7SpAL1VKL3nATDO5J1SzZ1PCxneVxgkFCd9RqHUEBgCnxfG_wchYCN0Ti1oLp8RzkesVGui9kmKUx_ABHIga1UW19Pb8C3FMRgLow/s1600/sanofi.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw4sZPAZBdn54CVDDEfGTZh28dvLeZONXrA7SpAL1VKL3nATDO5J1SzZ1PCxneVxgkFCd9RqHUEBgCnxfG_wchYCN0Ti1oLp8RzkesVGui9kmKUx_ABHIga1UW19Pb8C3FMRgLow/s72-c/sanofi.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>¿Estará Renault en fase de acumulación?</title><link>https://diariobursatil.blogspot.com/2020/04/estara-renault-en-fase-de-acumulacion.html</link><category>renault</category><pubDate>Tue, 28 Apr 2020 08:31:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-3060520819555886986</guid><description>&lt;div style="text-align: justify;"&gt;
En pocas sesiones veremos las intenciones de la francesa Renault. A punto de atacar su directriz bajista de corto plazo, la señal la tendremos si logra superar los 20 €.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
¿Que el castigo ha sido excesivo? ya lo veremos.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5ZtVBrDkLhvuO9z6bcAc_CA8-I8C_BoYzJRZ_MtWYMwB4qM1VnhyW0LRPA-aEEZ4web_Iyf-a3vcyL0QKxAGr_KO0EnvJo0VVoCnjauopEd-tEVDvDrAF47FmXd3KuQ0VylYcw/s1600/rno.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5ZtVBrDkLhvuO9z6bcAc_CA8-I8C_BoYzJRZ_MtWYMwB4qM1VnhyW0LRPA-aEEZ4web_Iyf-a3vcyL0QKxAGr_KO0EnvJo0VVoCnjauopEd-tEVDvDrAF47FmXd3KuQ0VylYcw/s1600/rno.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5ZtVBrDkLhvuO9z6bcAc_CA8-I8C_BoYzJRZ_MtWYMwB4qM1VnhyW0LRPA-aEEZ4web_Iyf-a3vcyL0QKxAGr_KO0EnvJo0VVoCnjauopEd-tEVDvDrAF47FmXd3KuQ0VylYcw/s72-c/rno.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Soportes y resistencias en los gráficos</title><link>https://diariobursatil.blogspot.com/2020/04/soportes-y-resistencias-en-los-graficos.html</link><category>soporte</category><pubDate>Sat, 25 Apr 2020 19:35:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6189326860905443544</guid><description>&lt;div style="text-align: justify;"&gt;
&lt;b&gt;El soporte&lt;/b&gt; es aquella zona horizontal en el gráfico, donde podemos esperar que los compradores presionen el precio al alza.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;b&gt;La Resistencia,&lt;/b&gt; a la inversa, es aquella zona del gráfico en donde podemos esperar "afluencia" de vendedores que pueden presionar el precio a la baja.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
Cuando son rebasados, los soportes se reconvierten en resistencias y estas, al ser perforadas, se convierten en posteriores soportes para el precio.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijaY5q-HofIjsMPoIBWsqJPbVcCsYMSnM9bwXy81cT2NLKStYu-spQnZ7lMwhSDfpp7I0y8NzlZ_r3PpeGNR0TDsCF-utQEy780gulE4z0l5UWdczg3AwZZZQOBll5EiNOGRWd3w/s1600/sporte.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="400" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijaY5q-HofIjsMPoIBWsqJPbVcCsYMSnM9bwXy81cT2NLKStYu-spQnZ7lMwhSDfpp7I0y8NzlZ_r3PpeGNR0TDsCF-utQEy780gulE4z0l5UWdczg3AwZZZQOBll5EiNOGRWd3w/s1600/sporte.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style="text-align: justify;"&gt;
Esta definición está restringida a movimientos en rango, porque la realidad y la aplicación más útil del análisis técnico consiste en encontrar, seguir, dibujar y respetar los soportes y resistencias dinámicos. Estos pueden consistir en directrices o en medias móviles, que guian el precio, marcando niveles de compra y avisan sobre las posibilidades de que aparezcan ventas. Cuando la tendencia es marcadamente alcista, lo más sensato y "barato" consiste en estarse quieto; ir comprando y vendiendo con la intención de coger cada intervalo es muy tentador, pero peligroso, pues nos podemos perder un impulso mayor al previsto y quedarnos fuera de una posición ganadora... Sobre operar en bolsa es fantástico, para el broker.&lt;br /&gt;
Los cruces de las medias y de las directrices, al alza o a la baja nos marcan la pauta que probablemente seguirá el precio en posteriores sesiones, no se deben menospreciar.&lt;br /&gt;
Las medias se deben ajustar a la volatilidad y a la fuerza de la tendencia de la acción que estamos utilizando. NO todos los valores funcionan con medias 10-70 (periodos) hay que estudiarlas, vigilar y comprobar, si no lo tenemos claro, probablemente el aviso que pretendemos conseguir no será fiable.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSRKkkSicUdgEhyphenhyphenQKvomBMk1aDX-jFTBtPyJPSpB1xsco6Eb488ncbGb2ME3CghzNghwYGC6ip0VeaBXcwePXvnn9UdQFcyry0iDhyxGaub9uOGiYSJ5gzISo4Vtqm2YHAojw5eg/s1600/media.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSRKkkSicUdgEhyphenhyphenQKvomBMk1aDX-jFTBtPyJPSpB1xsco6Eb488ncbGb2ME3CghzNghwYGC6ip0VeaBXcwePXvnn9UdQFcyry0iDhyxGaub9uOGiYSJ5gzISo4Vtqm2YHAojw5eg/s1600/media.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijaY5q-HofIjsMPoIBWsqJPbVcCsYMSnM9bwXy81cT2NLKStYu-spQnZ7lMwhSDfpp7I0y8NzlZ_r3PpeGNR0TDsCF-utQEy780gulE4z0l5UWdczg3AwZZZQOBll5EiNOGRWd3w/s72-c/sporte.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Ojalá me hubiera fijado antes en Netflix</title><link>https://diariobursatil.blogspot.com/2020/04/ojala-me-hubiera-fijado-antes-en-netflix.html</link><category>netflix</category><pubDate>Mon, 20 Apr 2020 19:16:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-938722887698789665</guid><description>&lt;div style="text-align: justify;"&gt;
La cotización de la estadounidense Netflix intenta situarse en subida libre, retomando su tendencia alcista previa (arranca desde otro nivel de precios).&lt;br /&gt;La oportunidad de entrar con stop loss en 415 en el corto plazo, y en los entornos de 390 $... no la dejaría escapar.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGm1xh3z6urnG6PUH4JTa5TwF0mJiL9VJuiZd2EQcLCU3_2EZncjTo2Kcx1Nz4oxaq3Rv1iTgdm4ERmI1LuLdL1X865091n_Hs0n9HgO4Dq6sNBL9A_YoF_SS7oVl2VqhHzaGCgA/s1600/netflix.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGm1xh3z6urnG6PUH4JTa5TwF0mJiL9VJuiZd2EQcLCU3_2EZncjTo2Kcx1Nz4oxaq3Rv1iTgdm4ERmI1LuLdL1X865091n_Hs0n9HgO4Dq6sNBL9A_YoF_SS7oVl2VqhHzaGCgA/s1600/netflix.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGm1xh3z6urnG6PUH4JTa5TwF0mJiL9VJuiZd2EQcLCU3_2EZncjTo2Kcx1Nz4oxaq3Rv1iTgdm4ERmI1LuLdL1X865091n_Hs0n9HgO4Dq6sNBL9A_YoF_SS7oVl2VqhHzaGCgA/s72-c/netflix.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Nos va a costar aguantar en BBVA</title><link>https://diariobursatil.blogspot.com/2020/04/nos-va-costar-aguantar-en-bbva.html</link><category>bbva</category><pubDate>Wed, 15 Apr 2020 20:09:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-7105526770614988150</guid><description>&lt;div style="text-align: justify;"&gt;
La cotización recae en esta sesión. No se si volverá a testar mínimos, si los pierde saldría pero con cierta precaución porque la volatilidad es elevada. No olvidemos que los "tibus" y quien tiene dinero fresco está aprovechando bien la situación con la vista puesta en próximos trimestres, ahora no podemos hablar de meses ni semanas.&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;
</description><author>migadr@gmail.com (Miguel)</author></item><item><title>Que no me engañe el precio de Sabadell</title><link>https://diariobursatil.blogspot.com/2020/04/que-no-me-engane-el-precio-de-sabadell.html</link><category>sabadell</category><pubDate>Mon, 13 Apr 2020 23:30:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-6176765911206232805</guid><description>&lt;div style="text-align: justify;"&gt;
El precio tiene menos opciones alcistas que el resto del sector bancario nacional. Viene dibujando una tendencia bajista incontestable que seguirá presionando los precios mientras no veamos cotizaciones por encima del euro. En cualquier caso en las últimas sesiones hemos visto un incremento notable de su negociación y el cruce al alza de algunos indicadores técnicos, lo que podría adelantar un cambio de tendencia, de corto plazo, en busca de los entornos de 0,70 y de 0,85 €. Cuidado.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6d1uUaDVFeacO-sHz0EAE4SS5_UZeDjU81vkdA-hWiC050wAfAeUOgr_xduRrVoDDicA4-6-lD0V_9wpf-B5n81txS6u0RjSoOA4I6ITad3oEu9iibFGvoMny1jkXAVG0y5J75w/s1600/sab.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6d1uUaDVFeacO-sHz0EAE4SS5_UZeDjU81vkdA-hWiC050wAfAeUOgr_xduRrVoDDicA4-6-lD0V_9wpf-B5n81txS6u0RjSoOA4I6ITad3oEu9iibFGvoMny1jkXAVG0y5J75w/s1600/sab.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6d1uUaDVFeacO-sHz0EAE4SS5_UZeDjU81vkdA-hWiC050wAfAeUOgr_xduRrVoDDicA4-6-lD0V_9wpf-B5n81txS6u0RjSoOA4I6ITad3oEu9iibFGvoMny1jkXAVG0y5J75w/s72-c/sab.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item><item><title>Wacker Neuson intenta atacar su directriz bajista</title><link>https://diariobursatil.blogspot.com/2020/04/wacker-neuson-intenta-atacar-su.html</link><category>wacker neuson</category><pubDate>Sun, 12 Apr 2020 07:00:00 +0200</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-37713190.post-8509793260702376856</guid><description>&lt;div style="text-align: justify;"&gt;
La cotización de la industrial alemana Wacker Neuson, reacciona a la fuerte sobre venta y empieza a dibujar un rebote que podía acercarla en próximos meses a los entornos de 18, e incluso de los 20 €.&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-qsiXps69LuZkesmCuNtxiImCaCWTVUNeIwuJHtjULiAQyNI0kDfVx69D5dc2U1D4gUV3tIl5D3k9clW7BX8Jksmb8OaZn6AkGdBp5Xwdm64HPEm3_mtAVtuvhhz5cuBj3EQ7KA/s1600/WAC.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="500" data-original-width="746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-qsiXps69LuZkesmCuNtxiImCaCWTVUNeIwuJHtjULiAQyNI0kDfVx69D5dc2U1D4gUV3tIl5D3k9clW7BX8Jksmb8OaZn6AkGdBp5Xwdm64HPEm3_mtAVtuvhhz5cuBj3EQ7KA/s1600/WAC.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-qsiXps69LuZkesmCuNtxiImCaCWTVUNeIwuJHtjULiAQyNI0kDfVx69D5dc2U1D4gUV3tIl5D3k9clW7BX8Jksmb8OaZn6AkGdBp5Xwdm64HPEm3_mtAVtuvhhz5cuBj3EQ7KA/s72-c/WAC.jpg" width="72"/><author>migadr@gmail.com (Miguel)</author></item></channel></rss>