tag:blogger.com,1999:blog-54653002330195197812024-03-13T21:37:07.116-07:00BOLSA DE VALORESoscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.comBlogger752125tag:blogger.com,1999:blog-5465300233019519781.post-1101675625336731492024-03-05T12:51:00.000-08:002024-03-05T12:51:57.298-08:00OHL<p> Posible entrada en la zona 0,33 - 0,35. Con objetivo ambicioso en los 0,60.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVxXiEavJuAkJN5ylEjn1ZeQbhDH_SresS4Ybwg1jpBjNbFf-o4G3h0AaJ6mMnXepD_ZVIEVo3kmnDBtcT5dPraAS4-oAyXb5pC4QCEc0DSKxSOyPYo0WhuXAs_POOhfN9Zc8cm8M8Dp06c_fsd705iLYKV8-eXKNkFd3icZbW4FvoAxcaZAfT1JOAD2KN/s641/ohl.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVxXiEavJuAkJN5ylEjn1ZeQbhDH_SresS4Ybwg1jpBjNbFf-o4G3h0AaJ6mMnXepD_ZVIEVo3kmnDBtcT5dPraAS4-oAyXb5pC4QCEc0DSKxSOyPYo0WhuXAs_POOhfN9Zc8cm8M8Dp06c_fsd705iLYKV8-eXKNkFd3icZbW4FvoAxcaZAfT1JOAD2KN/s320/ohl.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-44866725925412220962024-02-22T12:19:00.000-08:002024-02-22T12:19:30.087-08:00Iberdrola - Resultados<p> Iberdrola ha presentado sus resultados correspondientes a 2023.</p><p>El beneficio neto ha ascendido a 4808,8 millones de euros, que representa un crecimiento del 10,7% respecto al del año pasado.</p><p>A precio de cierre de hoy 10,75 euros eso representa un PER de 14,38</p><p>Y una rentabilidad de dividendo para 2023 del 5,12%. Pago total de 0,55 euros.</p><p>De cara a 2024 la compañía establece un objetivo de crecimiento del beneficio neto (excluyendo plusvalías por rotación de activos) entre el 5% y el 7%<br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-78237004720125360402024-02-21T12:06:00.000-08:002024-02-21T12:06:34.416-08:00Seguimiento IAG<p> El nivel clave de IAG, está en 1,82 euros.</p><p>Si consigue superar ese nivel, estaríamos en disposición de otorgarle un objetivo a medio plazo en 2,50 euros. Seguimos comprados en el valor.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgItxX4UwbV0pJNI1VuqSJ-PNzTkPf_WGdljvsRJP_44-f69mIB9UZrT2tIyy2a1od1Q6wlIrF4m1lkXbhH62OSrIvzTs-Kdr-kI9_jXkL1TfhSE53ZSSTNW6IMfBIRc6NPEk2KhhuGl4xUOnN3aPSxC9antgOf6JMYFbnLXVfP1PdE69GTWLmtxdhOrEOy/s641/iag.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgItxX4UwbV0pJNI1VuqSJ-PNzTkPf_WGdljvsRJP_44-f69mIB9UZrT2tIyy2a1od1Q6wlIrF4m1lkXbhH62OSrIvzTs-Kdr-kI9_jXkL1TfhSE53ZSSTNW6IMfBIRc6NPEk2KhhuGl4xUOnN3aPSxC9antgOf6JMYFbnLXVfP1PdE69GTWLmtxdhOrEOy/s320/iag.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-47768322329340500232024-01-27T01:53:00.000-08:002024-01-27T01:53:19.752-08:00MELIA HOTELS - Seguimiento<p> Vendida la mitad de la posición a 6,35. Las compradas en 5,80.</p><p>Rsi en zona de sobrecompra - 75 -. Mantenemos la otra mitad de la posición, objetivo último 7.<br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-9529238163362280372024-01-27T01:45:00.000-08:002024-01-27T01:45:09.184-08:00MIQUEL Y COSTAS<p> Parece que está haciendo suelo en la zona 11,20.</p><p>Rentabilidad por dividendo del 4%</p><p>Y PER 2023 inferior a 10 veces.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNiTxrv6qJ3wb9ekbvH9VRYMZ7PbcaJUHeGHtiyM-4vBZHtZYHJDu41FuhV9kua9vkTTOTMRHksjbN6tTnmcmvPnRBMI5GcaMPNQDUWykE2DHQsl4O9nEZ9DfYiFNZxNk2ab39OQX7KDpVse86sPpH-uQ7j9_JL_wSFVIyOO-cIP6p9FHFdMcYUbvGjTCy/s641/miquel%20y%20costa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNiTxrv6qJ3wb9ekbvH9VRYMZ7PbcaJUHeGHtiyM-4vBZHtZYHJDu41FuhV9kua9vkTTOTMRHksjbN6tTnmcmvPnRBMI5GcaMPNQDUWykE2DHQsl4O9nEZ9DfYiFNZxNk2ab39OQX7KDpVse86sPpH-uQ7j9_JL_wSFVIyOO-cIP6p9FHFdMcYUbvGjTCy/s320/miquel%20y%20costa.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-11023120037407706902024-01-27T01:11:00.000-08:002024-01-27T01:11:41.504-08:00RENTA CORPORACIÓN<p> BAJISTA en todos los plazos.</p><p>Algún día rebotara¿?? . No recomendable, pero podría irse a la zona 1 o 1,05. Rebote del gato muerto y alcanzar la linea de tendencia bajista.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikWsLNSKd_TOBi9fAaehAoh6oElng0OL8lYhNhyj93o0cpJ6nX1FSjIwV0eBNKi6Kqj_8fxTfmWAtODu-j2fBA5MXy5N4iACNyO1fu7lVrd2Az8T91lvsAcY1kj9Ss6bC5MYVQrYF2mf2y3jbh6K9Zcdobhv9ghp39G3bi0Xw5rGI65EobXTSdC4S16ZgF/s641/renta%20corporacion.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikWsLNSKd_TOBi9fAaehAoh6oElng0OL8lYhNhyj93o0cpJ6nX1FSjIwV0eBNKi6Kqj_8fxTfmWAtODu-j2fBA5MXy5N4iACNyO1fu7lVrd2Az8T91lvsAcY1kj9Ss6bC5MYVQrYF2mf2y3jbh6K9Zcdobhv9ghp39G3bi0Xw5rGI65EobXTSdC4S16ZgF/s320/renta%20corporacion.png" width="320" /></a></div><br /><p><br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-62529886774641819662024-01-27T00:47:00.000-08:002024-01-27T00:47:02.745-08:00SOLARIA<p> Sigue dominando la tendencia BAJISTA en el valor.</p><p>Zona de soporte en 12,5 - 13. Pero la velocidad de bajada es muy fuerte, no sé si aguantará.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjXIjbQZTCG5sff8fIv1h5dT9SIpHB2px2rpy9cJKGdidyEGdZCDSsS3dfNHJ6o8ONAuTit8k66Jg2nyuhd6sly_xQJJAikLRwmofDYDpvtztOOkbSMu-RV53g1pM7iEV7V2ukymLB9gjBNx1FkiaT2ow6JJaCz09hCf4lUI1qa7QXTCNIehBnJ3ygWVw_/s641/solaria.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjXIjbQZTCG5sff8fIv1h5dT9SIpHB2px2rpy9cJKGdidyEGdZCDSsS3dfNHJ6o8ONAuTit8k66Jg2nyuhd6sly_xQJJAikLRwmofDYDpvtztOOkbSMu-RV53g1pM7iEV7V2ukymLB9gjBNx1FkiaT2ow6JJaCz09hCf4lUI1qa7QXTCNIehBnJ3ygWVw_/s320/solaria.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-73720659931570189122024-01-22T13:12:00.000-08:002024-01-22T13:12:51.945-08:00IAG<p> Parece que quiere terminar la corrección</p><p>Precio de entrada 1,66<span> </span> </p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiraMPJaV9BsfsqXIkGzp7tG95na4u67y3DgoM3H8s6CDOkQXfcyoaT8pQ6tuABhjbl5Ei3GpkBpoTMECidDqMmx_-IqU4Kk7GeQqUrwS50qCFPSLFd1KCL-uJSGJbwXKk1uRJc7TzuDRajvB0FtQxA4nmcR_NxoTUX-pPTJuhMB5eIFClQ4Udci51PdB7/s641/iag.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiraMPJaV9BsfsqXIkGzp7tG95na4u67y3DgoM3H8s6CDOkQXfcyoaT8pQ6tuABhjbl5Ei3GpkBpoTMECidDqMmx_-IqU4Kk7GeQqUrwS50qCFPSLFd1KCL-uJSGJbwXKk1uRJc7TzuDRajvB0FtQxA4nmcR_NxoTUX-pPTJuhMB5eIFClQ4Udci51PdB7/s320/iag.png" width="320" /></a></div><br /><p>rsi</p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpr_Th3ss6Icx3sIf608Jyu8VQFbdV1OP3Swot8KPCYL0aZoMqeqkBKSypQogjLOOSdV1ubz4IIB1EfBs8cQ10cVg_3mTYy_hXUzbKViNWEwgPxmiFISswj2xM0uWa2QkgEOlG78Frz50W3x8sMTbVwp6-1h9uq4O8Ji9M7Juuc2o8XDiKz0lbuvNaPTe/s641/iag%20rsi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpr_Th3ss6Icx3sIf608Jyu8VQFbdV1OP3Swot8KPCYL0aZoMqeqkBKSypQogjLOOSdV1ubz4IIB1EfBs8cQ10cVg_3mTYy_hXUzbKViNWEwgPxmiFISswj2xM0uWa2QkgEOlG78Frz50W3x8sMTbVwp6-1h9uq4O8Ji9M7Juuc2o8XDiKz0lbuvNaPTe/s320/iag%20rsi.png" width="320" /></a></div><p></p><p>Macd</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii_kAfdsTshASmt-K2EeBeu7f1Be6iUagY7XXH3AuDXUVB2cZ7q5V-Zg31tRXAKVUtw65t0a9AhMW-O9rBcQy9KSVqzNjtt51ky2d5k36vcZPDV7rBYAv0HGmVv56uMRj7KByqbJpl3UvPbI2U3-kv6PUyz7xqfvbKF-sIFpLGSzLEm-C_sim2-NIBqJmU/s641/iag%20macd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii_kAfdsTshASmt-K2EeBeu7f1Be6iUagY7XXH3AuDXUVB2cZ7q5V-Zg31tRXAKVUtw65t0a9AhMW-O9rBcQy9KSVqzNjtt51ky2d5k36vcZPDV7rBYAv0HGmVv56uMRj7KByqbJpl3UvPbI2U3-kv6PUyz7xqfvbKF-sIFpLGSzLEm-C_sim2-NIBqJmU/s320/iag%20macd.png" width="320" /></a></div><br /><p><br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-14744824528086283502024-01-18T07:02:00.000-08:002024-01-18T07:02:41.663-08:00MELIA HOTELS<p> Sigo creyendo que MELIA cotiza con un descuento excesivo con respecto al valor neto de sus activos.</p><p>Posiblemente este acabando la corrección del tramo al alza que la llevo desde 5,15 a 6,35.</p><p>La zona 5,80 parece que está aguantando.</p><p>Porque no podremos tener un tirón de nuevo hacía la zona 7 ¿?</p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLXg_cGdhwRjC18RMjPcjglCPMxGMbDgqtr-JwBWiwTjPzEqbfuXzxxoVrs8ZykvU9_knQZGHByKeBhmK1G9eXIZ8g8AAnkhfeBtmypFgP3shkEEsEC-a_ikGeH-57-BPc527McguS4xNiWD6ATNQGNxjS9vP-vWB3fQ8DQoFbeGjGI0K5Seh7NevIn3Oo/s641/melia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLXg_cGdhwRjC18RMjPcjglCPMxGMbDgqtr-JwBWiwTjPzEqbfuXzxxoVrs8ZykvU9_knQZGHByKeBhmK1G9eXIZ8g8AAnkhfeBtmypFgP3shkEEsEC-a_ikGeH-57-BPc527McguS4xNiWD6ATNQGNxjS9vP-vWB3fQ8DQoFbeGjGI0K5Seh7NevIn3Oo/s320/melia.png" width="320" /></a></div><br /><p>Y podemos tener divergencia alcista en el RSI</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipxt8m4paRaSe7duBVZNGaLUfdIToMtfDS-Aof9nx_yvX29jLy3Gy5zxSQqdFS3FfiDLGTrzjSfr-4IUVBmjALtsAwmk2gf3sxFt_3qG6Vn4GNjqzi0IxTnW5aLb5aR-0PtzyCQQbi_km8A9_e0uH5L7FwJwcwGLrj3YPTX_TA2PFU1iJtGMUfe-DwZOEF/s641/rsi%20melia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipxt8m4paRaSe7duBVZNGaLUfdIToMtfDS-Aof9nx_yvX29jLy3Gy5zxSQqdFS3FfiDLGTrzjSfr-4IUVBmjALtsAwmk2gf3sxFt_3qG6Vn4GNjqzi0IxTnW5aLb5aR-0PtzyCQQbi_km8A9_e0uH5L7FwJwcwGLrj3YPTX_TA2PFU1iJtGMUfe-DwZOEF/s320/rsi%20melia.png" width="320" /></a></div><br /><p><br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-80957221153719869282024-01-14T04:29:00.000-08:002024-01-14T04:29:44.593-08:00REDEIA<p> Zona de soporte 14,5</p><p> Zona de resistencia 15,5</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7hFAnyD65RRZrK5gqBW1Qaj7pdKIhtjTP0cGZzkMqC1rPVYUuBLEh6VA4uN9R5KXGLRmXVv3NnXcjclRJszPgNLQGAfBTbqn_-yQS6ih7v4Z5y23jIiyUkAiSrvKdXIoudkLzPUisyorh2RpX3Ub7z9ktsHCxrHYLug5pzCoBh-nd7OrNPwhZAIdCZZ4s/s641/redeia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7hFAnyD65RRZrK5gqBW1Qaj7pdKIhtjTP0cGZzkMqC1rPVYUuBLEh6VA4uN9R5KXGLRmXVv3NnXcjclRJszPgNLQGAfBTbqn_-yQS6ih7v4Z5y23jIiyUkAiSrvKdXIoudkLzPUisyorh2RpX3Ub7z9ktsHCxrHYLug5pzCoBh-nd7OrNPwhZAIdCZZ4s/s320/redeia.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-26576422938326040532024-01-14T03:19:00.000-08:002024-01-14T03:19:26.957-08:00TUBOS REUNIDOS<p> Ha diseñado un plan estratégico 2021/2026 con el objetivo de lograr una situación de sostenibilidad, apoyada en la transición energética y la descarbonización. La estrategia del plan tiene en consideración la pérdida esperada de la demanda de las industrias generadoras de gases efecto invernadero, adaptando los objetivos a las perspectivas de los mercados de extracción de petróleo y de gas natural y su sustitución progresiva por energías limpias como la geotermia y el hidrógeno verde.</p><p>Análisis Técnico.</p><p>Resistencia a Corto Plazo en 0,84-0,85.</p><p>1 onda alcista desde 0,217 a 0,975.</p><p>2 onda correctiva desde 0,975 a 0,512 - corrección del 0,618</p><p>3 onda alcista desde 0,512 a (0,512+0,758) = 1,27 euros ¿?<br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-36851037301511943042024-01-14T03:03:00.000-08:002024-01-14T03:03:29.606-08:00TUBOS REUNIDOS <p> <span class="undefined"><strong></strong><span dir="ltr" lang="ES-TRAD">Tubos
Reunidos ha promovido una subasta entre las entidades financieras
titulares de deuda convertible en acciones para ofrecerles la opción de
comprarles su deuda convertible a descuento, lo que ha permitido una
reducción de deuda de 107 millones de euros. La compañía ha destinado a
esta operación 27,5 millones de euros de caja. </span>Adicionalmente, la
compañía ha destinado otros 7,5 millones de euros de caja a amortizar
anticipadamente la financiación especial otorgada en 2020 en el contexto
del COVID-19 parte de la cual contaba con garantía d<span dir="ltr" lang="ES-TRAD">el Estado a través del Instituto de Crédito Oficial (ICO)</span>.</span></p><p><span class="undefined"><span dir="ltr" lang="ES-TRAD">La reducción
total de la deuda se ha realizado en primer lugar anticipando y
amortizando en diciembre de 2023 la totalidad de los préstamos otorgados
en el contexto del COVID-19 con garantía</span> del Estado a través d<span dir="ltr" lang="ES-TRAD">el
Instituto de Crédito Oficial (ICO), por importe de 7,5 millones de
euros, y, posteriormente, mediante la realización de una recompra de
deuda convertible a descuento en enero de 2024 a través de la citada
subasta competitiva.</span></span></p>
<p><span class="undefined"><span dir="ltr" lang="ES-TRAD">Esta operación
ha contado con la autorización unánime de todos los acreedores
financieros de Tubos Reunidos afectados, tanto de las entidades
financieras como de los bonistas y del Fondo de Apoyo a la Solvencia de
Empresas Estratégicas (FASEE), lo que supone un fuerte respaldo a la
compañía y a su equipo directivo.</span></span></p>
<p><span class="undefined"><span dir="ltr" lang="ES-TRAD">Para el
proceso de subasta competitiva la empresa ha destinado 27,5 millones de
euros de caja, lo cual ha permitido reducir un importe de 107 millones
de euros de deuda. <b>La operación generará un ingreso financiero de 65
millones de euros</b>, teniendo en cuenta, además del impacto positivo
individualmente considerado por el descuento obtenido en la subasta, la
estimación del valor contable de la deuda cancelada a coste amortizado y
de los gastos de la operación, lo que se reflejará en las cuentas
anuales consolidadas del ejercicio de 2024.</span></span></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-34597275196294786392024-01-14T02:42:00.000-08:002024-01-14T02:42:16.506-08:00TUBOS REUNIDOS<p> En el año 2023 subió un 162,20%.</p><p>Y en las 9 sesiones del 2024 ya ha subido un 27,13%</p><p><br /></p><br /><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieH9Y7Ug85ov8_WlVQzINbRR6fAOCOF6Mn7Ct-SnHGEyalpGat12qoCyxDerxakrpbIu3ZpQ3wvH_4L9PKx325luGjeKqcUqyuZK0G4yR5__RCK5R2OUj7K-sbRWGLR_yuj44o9_hyqZwiTn266bReT3n7GS_Tw_uxxohh3XCAkjnALbO2-40Zu2OaDrG4/s641/TR.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="641" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieH9Y7Ug85ov8_WlVQzINbRR6fAOCOF6Mn7Ct-SnHGEyalpGat12qoCyxDerxakrpbIu3ZpQ3wvH_4L9PKx325luGjeKqcUqyuZK0G4yR5__RCK5R2OUj7K-sbRWGLR_yuj44o9_hyqZwiTn266bReT3n7GS_Tw_uxxohh3XCAkjnALbO2-40Zu2OaDrG4/w390-h239/TR.png" width="390" /></a></div><br />oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-19066286671147597252022-08-24T13:42:00.002-07:002022-08-24T13:43:45.339-07:00Operativa Ercros<p> Por simetría de figura - 3,13 euros, por indicadores técnicos (rsi está en zona de sobraventa, y el macd ha dejado de caer y está empezando a girar, cuando pasa eso podriamos tener un al menos un 10% de subida) y por fundamentales (está muy barata con un Per inferior a 4) podría ser esta zona buena para entrar, con objetivo de rebote hasta los 3,50.</p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-749693483155449662022-08-24T12:31:00.003-07:002022-08-24T12:31:36.056-07:00 Análisis Técnico Ercros<p>
Vamos a considerar que estamos en un patrón de corrección A B C, con nivel de soporte en 3,13</p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p></p><p><img alt="Teoría de las ondas de Elliot | 2022 | Economipedia" class="n3VNCb KAlRDb" data-noaft="1" src="https://economipedia.com/wp-content/uploads/Ondas-de-Elliot.png" style="height: 379px; margin: 0px; width: 400px;" /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-67738306095651293712022-08-24T12:24:00.002-07:002022-08-24T12:25:47.631-07:00<p> Fundamentales Ercros</p><p>En el primer semestre facturó 550,64 millones de Euros</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Ebidta 58,66 millones de euros</p><p><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Beneficio neto 46,29 millones de euros.</p><p>Todo ello nos da un PER anualizado en 2022 de 3,27 veces, lo podemos considerar muy barato.</p><p>
</p><table border="0" cellpadding="0" cellspacing="0" style="width: 441px;"><colgroup><col style="mso-width-alt: 2596; mso-width-source: userset; width: 53pt;" width="71"></col>
<col style="width: 48pt;" width="64"></col>
<col style="mso-width-alt: 3218; mso-width-source: userset; width: 66pt;" width="88"></col>
<col style="mso-width-alt: 2962; mso-width-source: userset; width: 61pt;" width="81"></col>
<col style="mso-width-alt: 2669; mso-width-source: userset; width: 55pt;" width="73"></col>
<col style="width: 48pt;" width="64"></col>
</colgroup><tbody><tr height="20" style="height: 15.0pt;">
<td class="xl73" height="20" style="height: 15pt; text-align: center; width: 53pt;" width="71">ERCROS</td>
<td class="xl67" style="border-left: medium none; text-align: center; width: 48pt;" width="64">PRECIO</td>
<td class="xl67" style="border-left: medium none; text-align: center; width: 66pt;" width="88">NºACCIONES</td>
<td class="xl67" style="border-left: medium none; text-align: center; width: 61pt;" width="81"> CAPITALIZ.</td>
<td class="xl67" style="border-left: medium none; text-align: center; width: 55pt;" width="73">PAT. NETO</td>
<td class="xl67" style="border-left: medium none; text-align: center; width: 48pt;" width="64">NET/CAP</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td height="20" style="height: 15pt; text-align: center;"><br /></td>
<td class="xl68" style="text-align: center; width: 48pt;" width="64">3,13</td>
<td class="xl72" style="text-align: center;">96,60</td>
<td class="xl71" style="text-align: center; width: 61pt;" width="81">302,355462</td>
<td class="xl69" style="text-align: center;">331,61</td>
<td class="xl70" style="text-align: center;">1,10</td><td class="xl70" style="text-align: center;"> </td><td class="xl70" style="text-align: center;"> </td>
</tr>
</tbody></table><p> Evolución de resultado últimos años</p><p>
</p><table border="0" cellpadding="0" cellspacing="0" style="width: 448px;"><colgroup><col span="7" style="width: 48pt;" width="64"></col>
</colgroup><tbody><tr height="20" style="height: 15.0pt;">
<td class="xl67" height="20" style="height: 15.0pt; width: 48pt;" width="64">ING-16</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-17</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-18</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-19</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-20</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-21</td>
<td class="xl67" style="border-left: none; width: 48pt;" width="64">ING-22 1Semestre</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td align="right" class="xl68" height="20" style="height: 15.0pt;">602,54</td>
<td align="right" class="xl68">685,97</td>
<td align="right" class="xl68">671,94</td>
<td align="right" class="xl68">669,78</td>
<td align="right" class="xl68">568,80</td>
<td align="right" class="xl68">800,06</td>
<td align="right" class="xl68">550,64</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl67" height="20" style="height: 15.0pt;">EBIT-16</td>
<td class="xl67" style="border-left: none;">EBIT-17</td>
<td class="xl67" style="border-left: none;">EBIT-18</td>
<td class="xl67" style="border-left: none;">EBIT-19</td>
<td class="xl67" style="border-left: none;">EBIT-20</td>
<td class="xl67" style="border-left: none;">EBIT-21</td>
<td class="xl67" style="border-left: none;">EBIT-22</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td align="right" class="xl68" height="20" style="height: 15.0pt;">50,87</td>
<td align="right" class="xl68">34,33</td>
<td align="right" class="xl68">43,21</td>
<td align="right" class="xl68">28,71</td>
<td align="right" class="xl68">14,94</td>
<td align="right" class="xl68">53,68</td>
<td align="right" class="xl68">58,66</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl67" height="20" style="height: 15.0pt;">Bº -16</td>
<td class="xl67" style="border-left: none;">Bº -17</td>
<td class="xl67" style="border-left: none;">Bº -18</td>
<td class="xl67" style="border-left: none;">Bº -19</td>
<td class="xl67" style="border-left: none;">Bº -20</td>
<td class="xl67" style="border-left: none;">Bº -21</td>
<td class="xl67" style="border-left: none;">Bº -22</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td align="right" class="xl68" height="20" style="height: 15.0pt;">45,16</td>
<td align="right" class="xl68">44,58</td>
<td align="right" class="xl68">44,88</td>
<td align="right" class="xl68">31,04</td>
<td align="right" class="xl68">6,26</td>
<td align="right" class="xl68">43,29</td>
<td align="right" class="xl68">46,29</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td class="xl67" height="20" style="height: 15.0pt;">PER-16</td>
<td class="xl67" style="border-left: none;">PER-17</td>
<td class="xl67" style="border-left: none;">PER-18</td>
<td class="xl67" style="border-left: none;">PER-19</td>
<td class="xl67" style="border-left: none;">PER-20</td>
<td class="xl67" style="border-left: none;">PER-21</td>
<td class="xl67" style="border-left: none;">PER-22</td>
</tr>
<tr height="20" style="height: 15.0pt;">
<td align="right" class="xl68" height="20" style="height: 15.0pt;">6,70</td>
<td align="right" class="xl68">6,78</td>
<td align="right" class="xl68">6,74</td>
<td align="right" class="xl68">9,74</td>
<td align="right" class="xl68">48,32</td>
<td align="right" class="xl68">6,98</td>
<td align="right" class="xl68">3,27*</td>
</tr>
</tbody></table><p>* anualizado.<br /></p><table border="0" cellpadding="0" cellspacing="0" style="width: 1145px;"><tbody><tr height="20" style="height: 15.0pt;"><td class="xl72" height="20" style="height: 15.0pt; width: 53pt;" width="71"><br /></td><td class="xl65" style="border-left: none; width: 48pt;" width="64"><br /></td><td class="xl65" style="border-left: none; width: 66pt;" width="88"><br /></td><td class="xl65" style="border-left: none; width: 61pt;" width="81"><br /></td><td class="xl65" style="border-left: none; width: 55pt;" width="73"><br /></td><td class="xl65" style="border-left: none; width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td class="xl65" style="width: 48pt;" width="64"><br /></td><td class="xl65" style="border-left: none; width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td><td style="width: 48pt;" width="64"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td class="xl66" style="width: 48pt;" width="64"><br /></td><td align="right" class="xl71"><br /></td><td align="right" class="xl70" style="width: 61pt;" width="81"><br /></td><td align="right" class="xl67"><br /></td><td align="right" class="xl68"><br /></td><td><br /></td><td><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td><br /></td><td align="right"><br /></td><td align="right" class="xl69"><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td><td><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td class="xl65"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td class="xl65"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td class="xl65"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td class="xl65"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td><td class="xl65" style="border-left: none;"><br /></td></tr><tr height="20" style="height: 15.0pt;"><td height="20" style="height: 15.0pt;"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td><td align="right" class="xl68"><br /></td>
</tr>
</tbody></table>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-21604755048328647692022-08-24T12:14:00.002-07:002022-08-24T13:42:31.545-07:00Seguimiento Ercros<p>El Rsi está por debajo de 30 en zona de sobreventa.</p><p></p><p></p><p><img alt="" 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" /></p><p>El Macd está frenando la caida y parece que quiere empezar a girarse</p><p><img alt="" src="data:image/png;base64,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" /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-81175551598743408692022-08-24T12:09:00.000-07:002022-08-24T12:09:21.347-07:00ERCROS<p> El último tramo al alza fue de 2,785 a 3,81.</p><p>Ahora estamos en la fase de corrección, de este tramo al alza.</p><p>El 0,618 de la corrección era 3,175.</p><p>Hoy ha cerrado por debajo de ese nivel en 3,13.</p><p>De momento el gráfico no invita a comprar y más cuando parece que hay alguien que esta interesado en bajarla, presionando y no dejando que tenga ningún rebote y bajándola en los últimos instantes de la sesión para cerrarla abajo.</p><p>Gráfico de 2022 de Ercros</p><p></p><p></p><p></p><p></p><p><img alt="" 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8yvEEW4TLpsmwRIoDIEtDcujs58+sNvSc08lBW6UqdA/LtOOzjK5FtiBqlIa8tOFWj6hhePz998TTeTUVaf9X4wmGGFi9Vrr6JfLIzIpgXjSDurndWvYfqcIjxMs8mxkAAJpBLQCRuyzv/2Cl2p4yHjZqFmVB2RC/GSceY2b0lLQqGjaWGsL3b2hmEGRwmJ06xX2lgFf+C6S5esbl39to8i9RqbjlpWlEVehoO+jiI86Bng/UmABPpCQP/gZ5lle4WutL2FQ8NOxky8oF8IkE8YeYVR9EsExO2cM1Z34zSHBPbQe7ZGvLV5Gitr3BdMTAnJbQzTtllZ503p2JeHp8SbUIRLhMumSYAEqkNAB5LIWg32Cl1pR4XKassmoPsRKuAumq7jTn/71QcFpmqUj7zr8sSD+8Ydd3Ud0lzHhey2IaxwQDMezsapy/QfK+yb371Ozj3zVwT3g6CG7nGnreSr89SU3xOKcPmMeQcSIIEKENBJ5LNMyL1CV+p9WAxLJ3/wGWaW05dPG7qOPtNsnMS0U5Ytnrg2SywhvBBgs8LNMt+H9tnUT1vJ522vjtdRhOs4a+wzCZBAMAEtVi5PXd1gr7O82qyNa0IzAGUdfwodmH006G3rzxd4b5tiInLZwTR6HVfSJnOYnFEXZufYBWJv+grHL3hVN61QhJs24xwvCTSQgO0Z7fNjnxbVSgsUUIbuZeoAFSH7p2nTpvsD56kbrhlNVrEodnhJvcfbyxFKH+UKcbTK82jFCuGZ595VuIYiXIVZYB9IgARKJRDiGW06kha60k5SkGXatQcWsiL3gaLHhtUkRNPkSbZfELQjFOrCIoCVri76hcUVntKnTyF1tOk89Mx1yH2qWpciXNWZYb9IgASiEQjxjDY3TQtdqfd0UVd7JWd1OM+KPKtNfK5Xk1j9mr1cl9OYfgmAYD//0itJ/WuvOE/gNa4dz8raC9Zj6kf8ax+Gg6pDER4Ued6XBEigbwRCPKNNp9L2bvXfUTck3WGeFbkPpLTQki4HNNucbto3ITj/6b6fdY8zZR3l8ulbVh3tye3jtZ3VXt0+DxLhAzvHZeymu0+OcaPcPj8n2y6zh3xAdo6PSbcaPt66R9q7rg9ig45NTU0FXcPKJEACJOAiEOIZba5P82LWe7qm7jc+eZ0X+Dwrcp+G9blmXR973zA765IWTQt1EP3r2z86JOgnSujxK5++2nX0CxKOU0H4m1QCRHhWJsf3yy1z2wS6mwjyvmmHuC6K8L7ptgTq7hLuFOEmPYYcKwmUSyDPPmxa6EpXzlyX2LlGlGdF7kPGjuKFa3oF5TCrYdRBgTCjICnD17/3RDfDVNZRLp++ZdXpFZ0s69ph+DxAhJcOd3ayJdvXzcvcsqUwRXgYHgyOgQSGhUDefdg0cdDJGwwjX4eiPCty33mwXw7gKQ3zblaxI3j9j+893s285PtykXWPXp/rVXw/zN9F+lrGtUEivMQcnWpiXm6O3rone1U8MzMjCwsL3TG2Wi1pt9tljJltkgAJNIjAC+3T5f6X35SM+HWtF2XDqoe9Rv/0ibNl/7FLkrrnrnhW1q48mPzv7x59y7Lr0Sbazir/9+V/J6+0VybVfmfVj+TU1rGsS7w/P3j8Innq+Hnd+heOHJKLRxbNyr3KMyd+TX5y7NKkymmtX8hL7V9N/jf6hj6WXY6cOEMeOrYYP/usFc/Lm1bOl33L6O2Pjo7KxMRErnaDRFjfIRHkO7fI/EnzdOrdZyeltUlkT3uXhOwK0xydaz55EQmQgEUg7z6sK3Sly+yL2/mYbfOuyH0nVB8/wjW+Tk7aWUzf66qxs5JxlV16RScr+95VaD+3CIt09ohb22Wd0zlLD8233lIcFOEqPB7sAwnUn0DefViXONjJGwwdnxjQZXlGmz5A5LH3bWI9+wYC0S8Herb7ldWoV3Sy+j992SPwF2GsaHdvfs0Ry3eF61vP6itFOHvyWIMESCCbgD5S5LNiNS26xMFO3mDq+ngR512RZ4/wtRomf6/vfrC5Up8zDnmxCOlbr7pp0clitV/ldvxFWOy93q3KxKydsbDy3SR3dEet6/mjoAj7s2JNEiABNwH7TGxWzGi7FVsc7OQNpr5PEoe8K/J+zK3r2FWv2NKx+6S91/t539jjyNNegAj3ah7Cu1s2B+779mqRIpxnOnkNCZCAIWAnWgiN8Yx27NCVEGETEhLHe8zRHp8kDmV6RheddR0ww7RlEj8Ubdvnen3/0FW8T/tVrhNFhOGkdevauULngm1IFOEqPzbsGwlUn4AWUDgZTb93w7I4yVmjsENXfuu+QzJz16PJZWhz7/xzyf/2EXht8g1dkWf1s+jntsUgJBRn0XvjenuvvUmr4SgiHGMSKMJlUGSbJNBMAnZSA1eiAh8ydujK7z3yjOy+5/HkUpxpNZGlspI46L3kkDCXPn2MUcc2sw9iNapDbw7i/jE45mmDIpyHGq8hARKoNAE7vZ9P0ArXgOzQlT/86b8JgkugwBkL+7woWStH4zCFuu+59uIk01GVin1Mqez0ha6x26vhqlkLypovinBZZNkuCZDAwAjYie6xZ5un2KErv/PQYXng4JGkKXhaY58XJWt1q03jiM+M7ERVKvYxJd8zxrHHoOdtUH2IPaas9ijCWYT4OQmQQK0I4JzsjTvu6p6X9Q0p6RqkHbryhwee68ZVRrsIFWnKX3/wKll/8ZplzVTdFG06rPesfc8Yx34wtAd5FS0GsceL9ijCZVBlmyRAAqUTQISor9/7hLz1jecIAkuYoiNHZZmJszqp4xpjNf3jzioYUbNQYC7F0R7zb/wNHtM3b74icdoypeqmaNNPs+of5H6snrusffasuavL5xThuswU+0kCJLCEgE5YoPcP9WqqaNQnO3Tl3vlnuytspC905eZFXt7/+tGrExM1StVN0VV6rHRYUKRgRAKJYS8U4WGfYY6PBIaQgJ0TV+8fTn7mHnny2ZeSURfdV7RDV8KByax4IfwoqIMcvPAwNueGTV7cupiiq/SINC1wB0W4Sk8f+0ICJOBFwE5WYPYP9UoKK9KvdFZS+G/eYou9acfliKX3j41Jty6m6Lx8yrhOH1XyicldRh/62SZFuJ+0eS8SqCABs7f6jg0XSF4v4n4PyzYDm/1DvYcba0/RhK7UY3S1rVfNEP5P/UnHe/of7uuar6voFd3vefO5n36ZaUJ+YYqwz1PBOiQwxASM+Q/CARMr9uKqXvRqCX01+4c6/KFPPGefcWrzqKmf5ryk96nRJxz9QXnD+a8TRIFiySagTfhN4EYRzn4mWIMEhpaAnRWoLuECXcKIvn/8C3u7whdrLPrsqnkQ0mJF6+Aepi5ebtAXeGqzZBOwzyz3M4Z1du/i16AIx2fKFkmgNgT0niU6XdSRyR44Yit/de4xiWnqTtunxcrXxHWO6Vnr8oBOO8Nq71WDRxP2NWM/8DpmNzzcYeq/9orzklChw1YowsM2oxwPCQQQsFeUxqs3oImeVU2KvJimbpfQoRPa/ItzuohoFaO4cginhXXEKg5METAExSe7Uow+DlsbLosCxlgk8EpVGVGEqzoz7BcJlEzAJS6xoxTpKExFHJPMihomXQicid+MPUOskuwSaz8Y7doRuLJWt8Y5DKEpd3SiaBXxzi75Eahs83YaStPR2JaaKgCgCFdhFtgHEvAgYLyYY5nlbFM0uuCTks+jq90q2rO4yCpbn/3V90ebJr+v/jtWwTpqVUifXXXtfeFhFIOijGJebydzMG0XDb4Ss4+x2qIIxyLJdkigZALG8zaGaRf7qh+67btds6npOlZvWLHGKPbebd4fUNtRR/cNMY7/5h8fXLYaRqSlmF7e9r5wWpzoGNzYxiKBd//lPy97PofRW5oizCeeBGpAwBaiois9HdoRJl4TYQqxj00kqKJYdOAMtJV3n9bODXz66pVJvGazarf3D8v4obZN98O4N1l0vmNfb2JZ40y2yVyFewybtzRFOPaTw/ZIoAQCtgggl61OWhByS3sVDNMqztcaZ6JYP3J2n/MKvN4fdAVvsPcPy3CGsveFm5LrNuS5KrOu9pYeNisERbjMJ4dtk0AkArvvebybQB5NFhEavQo2q0a95xprlQdnKpNv12DIYybW/XW9fNj7h2UdCTIm6SLsIz0OjWtGWztiOt1VASRFuAqzwD6QQAYB24kqr8nVtQpG9CeIJUQTJdZKQ4eQNMPL4yGt+5Zmhtf7h7GCdPChrA4B/Szl3dbQo4GVBmfKY55fz0uLIpyXHK8jgT4SMOdtzS3hnAWzcWhxrYLRhhb5WCtJe/WO++TxkNZnmdPMwHr/cMcHrgrFwvoVJxAzxSG2FuCUiBfSGE6ORdFRhIsS5PUk0AcCLk/RPCs+HdtYH7PRQfNjmftckaawj/3m0TNldu9T8rZOBKSshBHaIS1mFKw+TBlvEZmAPnOe59k33bF9FfJYZ2IOjSIckybbIoESCMBzGXu2dvnYDW9OPIR9C1YAEHMUeyWNXLhwzkKJtefpOocMU+Kjh17o5t3NEnztGR3z+JQvM9arDgGdtKOIY6K2BuW1zsSkQhGOSZNtkUAJBNLCNIZGt9IOTPaesl4dxEoBmBZ60EbUS4izPKNLwM0mK0pAb2+EvCjiGfrOQ4e7sae1NQhDzXt+PRYminAskmyHBEoioE3FSCaP/TGUUAcVvdq1I2PpPTdXwvo8Q3NlH0prBz+E77/usmUhHrM8o/P0i9fUk4C2ivg+o64gK8i0pUvo9yg2PYpwbKJsjwQiE9BmOIgVVgQooedu9Q+Sa/VpQkzmdfqyh62dydBXOMLoohMu4O8IGnLzu9cJzM6m+HhGR8bN5ipKwD6rnbUv7PJJ0IFpzDBDv0ex8VCEYxNleyQQmYA+w2vnzA05d6sT3rv2k7WZLisYhUmo0CuOtW4Px6BgVtcFDjFf/e7Csr+bDEVY+Ux1Vi0miEhWnyJjZ3MVJKBfSPFMwbnQVVye+b2GE/I9io0lSIQP7ByXsZvuPtmHjXL7/Jxsu2x5l3zr9RoMOjY1NRV7vGyPBGpFQDtToeM4lvQXnTO9JoxfSCIBHXXItYrQ5uMsj1HzYtDriIf2ZoUjDUzLpmhPZ5wBvaPzGTyhTcG4PvvN+a7pPe+56FpNNjubScAOzOJ6jlEHVhjz8gYfh0ee+PmyONR6VZz1vGd2rECFABGelcnx/XLL3DaB7iZCu29a2ruut27vW693rynCBWaVlw4NAf2jgx8NJCzQZrYQpxJ9zMkVmlI7UmV5Xuu20n7AjHkbgvtnN6xfEj3LXsXAVL39v98vWP3aBUKPH1uMn4UEeq2GIbwQYJPe0qST3P7l+7vBaEAQwoznCU5bKDi/jufsez95Vq6/6vVRM3BlzViACC9tanayJdvXzcucaymsqvrWsztKEc6aOn7eBAI6UpARLu0t7btC1BmN0vbAtLinJa0Hc3t17hJsfT840UCoEXTDFNcRE1wz+Zm7l6yIUT9W8JAmPC9NGKO9GtZhVvUzrF/e7OhteL5XdkTXWGe0w2O/A3gEifASM/PWPY5V8OIj4FtPPzAzMzOysLDQ/VOr1ZJ2u92EZ4pjJIFUAgePXyRPHT8v+fyikZ91/v8pOSEjcs/RK5O/nSKvyu+uvi/5b69y5MQZ8tCxtUmVNSt+LlesfM00bK47dPwc+enxi5N/XjDyjFw68pizyaPtU+UHL2/ofnbxyJNy4cihJXV1nde1XpQNqx5O+oy+o1y56iE5rfWLZe0/feJs2X/sku7fz13xrKxdeZBPCAksIfDwsTF57sSZS74Xr3a+Bd/rPGP4L4p+LvHc3Xt0Q/ezq1b9WI6+uqr7nbDx4vuB74lvGR0dlYmJCd/qS+oFibC+MhHaO7fI/EnzdNrdfevZ13MlnGs+edGQEdDewXr/NzSrjHZUSTNh64QLvZxe9FER4Had2XSdO/YNLWmOJRlTIlYmLCSgCWhrkDmupJ9xl7XHPFfm2bbzXev2e1mCYs9EbhEW6SDlhV8AACAASURBVOz9trbLuhTnrNc66ltv6dAowrGnmu3VkYB2bsJ+sNkX1dGosqJOYdw+5211ZK5eZm47O5IruIeuExJYoY5zxD73n4CO/4y7I+nIf/qfj3TzYvtG1NLfL32MrtdLaOzR+ovw7KS0dm9+zQSNf28S2dPeJUtcs3zrZYyEIhx7qtle3Qj0Clrv2ivuNT6f87Z6r7dXnGZ7f8216tB1XDmA6zYX7G/1COgXS3tP9/M3X5Oco88qxjqDgB14mYVTF4pvMJCs9n0+9xdhOSA7x8eke0JJtioBXvxs33Rbdl3fq55PlxbrUIT9WbHmcBLoJbShWWX0G3+v87Y6Y1FaMAQdwcuQt72ttWnQZ6U+nDPIUZVJwHbQMvcq8tKnvf77dXY4QIR74YTJebdstlfFBWaAIlwAHi8dCgJZicx9BBMg9P5s1hu+Pv6R9mNmVg8asjaV4+/aS9XXNDgUk8ZB9JWA9o0wN86KpNWrgzrKW1ru6tgDjCLCcL66de1cZxUcr3sU4Xgs2VI9CWQ5X/lmldH7x1lJH7TDCxyiXGY9V2IGO2hIGfmJ6zmL7HWZBOzIWEWTj2gTd7+cs6KIcBmQKcJlUGWbdSGg8+hCDL8y9fZlyQ18s8roFbNPZCAdJtO1itX7y4anXU8Ldb9WFHWZW/YzHgF4OH/otu92o2GFRJBz9SLU1yLGSBorwj6xb2MAZhskkIeAXpGm5dH1ySoTYoo2/cw66qFNduYa+9iTDoEJz9X1F6/Jg4HXkEAmAWN1iZFvWu8zZ23dZHbMs0JjRdisDvodHcVzXkqphh/2r9/7hLxjwwXJ2U6W6hLwCU1pZ5XRkYPMyEJM0eYau117dWHnY8V1djo4LdSuflWXPHvWdAL9ds5qpAjr85B44JpgLsMPK148YOZs0otHXX9Q9Eqyl4lNm4Zde1ihpmjDS++N2fts+kfK1DdxrfFvZj+q61PHfoOA73cvFq1GirArjigcVoa56ITuGKftzTrMY6/j2HzfxvWzbJvj8piiDSv7RdUc19BniXVwA5ODGC95cCjDESoU39jWdZwj9nk4CegX0CxHxhgEGinCtndnP6OjxJi0PG3YzjTcp8tDsT/XuDInpd0ZoofVrknbpk2/eUzR+j7aO9u8tOnzyVj9HutYWIzg4t5IP2jyBjP7UX+eF94lLgHtj1HU29qnZ40UYe39CUj92oD3mZAy6rhipDIzTRmk47Tp6/Vs7uYySds5VX28ou3e63bNS5t2BsMPFIrJbYyXWSPA+DufsTjPA1vpL4HQQDhFe9c4EdZHPzS8fkVHKTphva6H+XHmrkeXOV65IhyVdQaOzl/FZ1if//URMm2Sxup06zvXCgJq6JyqEOHQoi1Gph86JvTvrT9fEN7S5GTV7TNedCht1q8SAd9AODH63DgR1qYGDXAYnLPSPL7tlT/GHZIM3vdBo/OXL6ne9bT3sY9nsW2S1q0XMQm78gvbMaHPPWN1Ivi6YK8YQT6Y/SjO88BW+k8g9EW4SA8bJ8J6012DK2tlWGRyQq6108sZ86P9d9MmVjFIxl6kYKWFH+C3XXFecuTJdnjLYwIt0p9huFZbanolUbDHqgUz1nONFS72lfVLm7aqICb0hWf/qvztVx9c0p26f5eG4TniGIoR0M95kVjUPr1onAhr93O9h1V35yz7RxgCC6HVzjkwVcLrFSWGw4E22eAH+YcHnkuOp5hi+uDzILLOIgH90hQafAAvRd/+0aHOvuwzibNU0WdaW43MS5uOG/2Rd10ul//GGYk3tClpoS45vyRQJwL6ZEHZHv5DK8KuiFh2EAKYoOF8ggIT2p+9Z31tI/volwuMx2Su0aZN7Othnw+lqDOadl5I+3JxRRT+s6NXn2W/gWf1znbC2vGBq5LnBxYPFLxk/fbY2YIMTaYUFf6sPvFzEugHAdt3yM4SFrMPQyvCeh/U7Ku5zk3agQcgxjdcc3GyZ1qXYr9coN9m5fKHf/Gt7jC+8cnrxPzbnOvMO0bb9Oxqh8454XT1dsmgsw/pFy3z0ubymNZpEofBtyJ81njFMBLISqASa8xDK8JafIxnp+vohystW90iSrmczWDKnP6jDckZUr3y1SbkIh7h2syNvUu8Odolhsk71oNel3a0yFVB0OyXNh2O0pwdNlshdujKujBnP0nARUBbffBs40z8DeMXJyFaY5ahFGH7XKxZkWmPN+xnwdyHYvbS/qljZjNiUiQnZcwJ8mnL5WwGYfzUn1wp+NFEMYLoCsDgcw+7jm4HYjG796nkjChW4IjOhQKrAhLIs/gT0C9JYAeGgyx2fyY/c3f3O1KF/g2SDe893AT01pAZaRkLtKEUYR1xCPBgSoOnrk555RJZeHkaAamTU5ErsTXGrfeAjXnaZU4M/SplpdnTJv4y91JC+131+nk9o8scl3628OJqvKWL+hSU2We2TQIxCNg6Ytr0Obsfcv+hFGEdUMDAgHnWeO6mebtp03RdnIr0vh3e0uABbYI06FWpiYHqCsAQ8sCgrubrMjnr/XjGqPanW8Qz2v8uYTX1Sxu+N+bZKuOceVjPWJsEyifgSlYS43in7vlQinCW01Da+dUqeab6Pl56rBDENaev6q7msVoxcX2Nk48rAIPvvUy9rDR72uxfNMl2aN/qXL+Kz58dZ93wZezxOj9p7LsvAfNbpxdx2OrDVkysYDRDKcJpgQsAvpfHrvaerouTif6RxOodntIIXWkXI4auAAxpD6TrmBfqZqX6qpKHr++XzdTDdsQ3O/vb13YCkBifgdA28tavIjfXdyn2j1BeXryOBPpJQFv4Yr6EDqUIa89dPUn48dj10Y2pzi6uIxn9nOTQe+kwkbgW+9xPPPPSsghG+Mys/l0BGNLuax462xlBH0lxeVhrL/Q6mS1tnj4hI0PnrFf9qnlGo68u55TY5riYDNkWCZRFQG9XxvxdG0oR1uZQPSE+5y7tc7VlTWiMdrUp2jjKpIWpNJ6srgAMaX3RLIwjm3ZWSNtb13vGdbEogIGdc9kEPIkxVz5t6Jebqngeu46/xXZM8WHDOiQwaAJF8nP36vtQirA+y2hCU/qKgSvIx6AnP+3+epzGkSwtSxQCdaD4rvbtiFjmzKpPmj2dEB6OYnDOqkOxo4710wO4rC94Ue6ul7oi58uL9ofXk8AgCegX5VhOp0MpwjpUY+iKIs0kmLY/OqgHQq9I7Xi9+kFB/2wx8YmapUUBbZhz1T7e1TDrwqsQpWhkrn7x1S8O+p4x9356jaUsU1dRfvbLGAOwFCXK6+tMwPbBwamTomUoRbiISVnvJ+uAHkbYyzisnWcStROPHa9Xr5DRtv3DaSde+OPff8OyLtge5uaIk6+lIDQdXx4GMa/RPDHHeJFA6VfoTc21CpGyNFv9farL0b2YzwbbIgFDQG9ZxXohHToR1tGy8pgTdQorIzx6ZYfJqEI0LS2k9o+2DjqC/tqONHaELYxz5YpT5MGFI/KODRckwmN7xRox0ufmjInb9RXVpt1+rSaL/FRonhAakyMXgvyVqbdHO47g6qN91rvs+4Vy0mximeBC+8D6JFAFAjp3dywr39CJsDbThqaCwyS7vIftyCmDPvuqXzRcOWdtATUvE+YhxkvF9i/fnwTdsItZ6d/xzf3dbDlmNT393g3djDlZISnTLAr9/iJhPr9+7xM9jxzp+TU8daSosh2R9D57FbMQmeepin3r9/PE+5GA+T7EspINnQhrz9w8Pxou71/bQ1SbqQfxSOoxul40bC9fl1d4LyGG6Hz7/kPywMEj3eHBqrDjg7/VCf05l/wtK8emy6IwCFY+2wguEdR/i2V2Shu/thqULfiDmAPekwRIIJ1AkAgf2DkuYzfdfbK1jXL7/Jxsuyyl8dlJaW26Q7buacuu68OnAB2bmpoKvlDvZebJx+qK36sFBR2yV5bBnSx4ge6P67ya7dGatnKHEN/eyQ8L0db7oDBfP/LEz7vRtkx3YVb++Bf2Jv/MEib9IjCoc6X2NkLaXqs+0mZeWGBt0LHGy/II1uYtcA11JCz4KPFyEiCBARMIEOFZmRzfL7fMbRPobiLI+6al7VDY2cmWbJI9nf/bJLs391eEtSk27zlP+7wmIlAhaIEp/RYV26Sq93xdq3L7mFJamE797Ol9ybTUhBAo7CejZJlifM4Tl/3s29sIaefE9Xzr/X7t4ObDMM949MtKnu2TPPfkNSRAAtUhECDCSzsNod2+bl7mUpfCIqjTbxHWe5F5TXv6mBJE7jsPHV5imu33j6VxjDH7tf+xk54QR2pQ0pzE8gR+0B66rkcUwgtLA0qWNaAKGYHsbQTXi4NrP9iM3ec4VtGvsr5H3pfGon3g9SRAAoMjECTCS8zRW/c4V8F6KCEiPDMzIwsLC93LW62WtNvtYDIPHxuT506cmVx3xcr9smbFz4PbePrE2bL/2CXJdWeueEF+8epqeaW9stvOqa1j8jurfhTcbp4LjrZPlR+8vKF76ZtWzgvGaMrG1XvlFFk8TqPL48dfL48f/3U5d8WzsnblQa9bP3b8Qnny+AWpdX+ldVR+2V6dfH7xyJNy4cihnu3ec/RKOSEjSZ2rV98nK+S4Vz9iVcJYMCZTTmv9Qq5c9dCS5p86fp4cPH5R8rezVjwv4GuKvh5jxZhjllc7M3fv0Q1dRhtWPSyva70Y8xZsiwRIoA8ERkdHZWJiItedgkRY3yER5Du3yPxJ87Tr7iEibF+fd09YmxDzHiWy9+lcY+tXnlzbyUqnJ8xyjgp9IuwAHb2u97EyDPqssB1D3HWkwLUfbMatV9J5nPyy+LvCjmZdw89JgASGi0BuEe4Ym2WytV3W9XDOGoQIF4mWpadWm6RdU96v4P72mV7bgepjN7w56hPpirZl0iHqG/mc/dXHfPrFS/fRDkOJz+wXs7T9YNQtO/ymK+xo1MlkYyRAApUn4C/C8Hbevfk1E3Ti/dzJstLeJWnOz4MQ4SLRsvRsZeUk9hGhGLNvR7/SbfokpAjtg50/Vu8D67Z8rAxaBH3qh/Y1q74OMmHq4qUF1gSUXvvB+LzM8Ju9wo5mjYufkwAJDA8BfxGWA7JzfEy6J5RkqxLgxc/2TS96Qife0XdoSBnHmRw808zROCMLMyNWZzi7ev1vvz5xEkIpGi1LdyPLJO1jjs3zmJgY1Yhc9baOWNy4465uCEW7vTLCG9rmbzimgbddfI7SDDJqln08yfRfO5T5BMnQzmpFokXhecL9vv2jQ8uOfpVh6s7z7PEaEiCB/hMIEOFenYNperds7rEqDh2aS4TtfK+mTVeavRgezLZJGqJvTLNlebLq4BJYtWHPMq2UcXbVfvmA8ECI7NIrZKWpq/db+2U5MPe2jyeZv+tsWr32g11jyBspDee2P/EP9wnYukoZL1Oh3zfWJwESGAyBKCIMJ61b187lCsqRNmyXCNurNHOtWUkUjZZl98U2SSP4hzkvnHVONs902qs3OF5BTFwlK2xknvuba8w+tBmjvU/se29t2s4rYHnHoZ2qkE7RHOkyfbeDcaSZy/WefF7zv94bt8fjm2IzLwdeRwIkUG0CUUS4jCG6RFivTE2eYL0afvTQC4IffpQ80bLscdirQqxMESgDJStiVB4maas3tAXxgHDYLx557hN6jX1+2Ncrux/nbNPGYkcV+6fO+WazEoUV4xcvL5qHUXqNBy9dxhyf55my95Vh3sfLDQsJkAAJgEBtRFjv96Lj8Lb97Dfnk4QLKBDlS847XRDdCiWWudjkeYUzz/uvu7QbOzlPhqasR84OLqHrYy8TwmJKVrCMrHuFfG6b5X1fQPQqsqw99LRx2AkknnruF13Rta/ptUrXIUDzbHGU7WEdMo+sSwIkUD0CtRFhvbIxImCvHPEjiR9NlLJ+9I33daw0VvqRsGNUm89wL4RNhFnTlH6ad+3ztr6meB1CNK8pN+9XRjuFYc91/SVrnJmjslb1dsaqP/+jDbL+4jXe3Yq9ReJ9Y1YkARKoBYHaiLA2iWqB1c41mnhZzi6xziG7ng5b7EwdIxR6b7aIp27ok5mVGjGtvRhxvEP7aurr40nmjLIrc5TPy4xrTxyWFpins4r2wHYl28i6np+TAAkMN4FaiLA2CdpJ1tP2Ucs6l6pXWLGD+ruCS+DxMz/exjTe7yMttoMakt6bY2G9vh56ZR9re8Dn62gnsNCe3BBivOxgTL4resPdvrfL49tOthHDsctnzKxDAiRQTwK1EGG9QnT9cLpWkD7nWPNMmXY20oEf8rRlX+MKLoE6ZZnWfftsh7P07Y8W736uAvWLGTyjYTUoWtAmzvje8/Az3WNqsFDgRQwvhija49ok28DzYvwWyrLOFB0brycBEhgcgVqIsBantPOm+KGbuetgcqTH13EoD3ZtYvVdEfrcx/aixTX4G0o/Tc+uvuo0h/jc98yvFmHfVacPq6w6+ihb7CNA9tEmvddtb43AGvM3//hg93jUoOcxixs/JwES6D+ByotwFVLi6WkpemQlbYrt/Lt4kcB+Yr9Nz67+2eeXfU39Wgz7KcL28SQIZcyi93mx4v38zdcIjsfBi1wX7DfjSJt5mepX0o+YY2VbJEAC5RKovAhr79I8R0Ri4yvL27XsjD1FOWhrhK+pX5ux+/kyobcMyvDKhqgiprcJpILV9uEjR7srXsNaHysr40hb0Tnl9SRAAoMnUHkR1quOPMESYiPW5z6zjreE3Fuv3vp5Bti3j6Z/IStaLcJlbhHYY9BJL8rah/VJ+6gjnvVz/L5zynokQAKDJ1B5EdarGkQb8jkWUiZWbZo9bfWIIH5zjGIHlxj0OGOMSXu191OE+nWUy+UQiFUxrCV2qcILZIw5ZRskQAJxCVRehHXc3dhHgvKi1KbZWEkUBplxKC+HrOu0Q1dMq0Gv++oVasyXpLR7aodACPDWzv6zK+FFTCe+LO78nARIoD4EKi/C7/7Lf+46tsQSvKLTowOHxEpWn2fPteg4yr5ei3C/9kS193qI6TwWi7QUirGPs8XqL9shARIYLIFKi/CNH/wP3VCNsc57xsAdO1l9mcnjY4w3bxuDEGFtOfE9z5x3fGnXuc57+3qUx+4L2yMBEqg2gUqL8MZ3fbCbtaif3rVZU6YTGvieme3Vpn08CT/Yw1JMrO2yTMMwPyNpxxs7ccOv/+3XdxNsgN+gLCfaMczM46D6MizPEcdBAsNKoNIifMFb3tPNHNTPsIdZkx07T27Vjydl8ej1uRFh1NHhI4u0aa61A2dA6E26wkEeZ8PZYJyRNqWsF5AYDNkGCZDAYAlUWoR/+Rvv7Hqa+gTa7xdK7RUbw+RZ9eNJRbiWKcI6LrPdx0G+tNmxpgf5QlBk7ngtCZBA+QQqLcKPnf72Sob8i52ibxiPJ5lHV2edimmStVfBiFxlIlPh3oP0pNdR1dAX5KKGYxYLCZAACdgEKi3CF/3ujcl+X9V+xGJlB4LJ8ovf+mk3IQAmJ8Yec5Uecy3CIZ7kdjYie0x6FYzjT5/6kyvltt0PJZaTQXhF6/7pqGr4exWDr1TpGWFfSKDJBCotwlNTU5WcmxjZgbBqu3HHXUtWbxisb0jISoJxdCqvCGflbdafV2mrAgh0VDX8O8aWRV3mm/0kARIII0ARDuOV1PZNTACvZ6zY3vrGc5KcwLrocJzm71Vb8edAs+ySPMe57HzAtsjqz2GGRmKEKhX7rPCwWTeqxJp9IYG6E6AI55hBn8QE+CHGeVHjrWs7CumAH2UkGcgxrFIuyRMJTB/ZQqfsXMR1ONI1jMFXSnlA2CgJNJwARTjHA+ATE1kfOzK3MEKsPzOp8NacfmqOnlT/kjwirC0NGKEdd1p/XlXrgXHeq2r/qv/ksIck0AwCFOEc8+wTE9lO8K6F+ODhFwVCjDLsgf31mVnfvVv7iA9eVL7SSZSB/6LozxmTOccDzEtIgAQqQ4AinGMqcDwG5kYUV0xk+/gMzoli9ewqwx7OUAc28XVQcr3AaE76c19hzzHNvIQESIAESidAEc6JuFc4Ru10BVPqJ993pWz/8v3LUtz1M71fzmEWviyPCOv9ctMBvW+uPx/2l5jCE8AGSIAEKk2AIpxzenR2JzscoyuJABy1bCFuwipOm459HdA0WzM9em9Vfw7PaGOmzjmVvIwESIAEBkYgTIRnJ6W16Y7Fzm68Xebntsllrq7rerJRbp+fk23OiunjRseqek4YvU6LBKU9d+29TAgx9kixH9yEVTA46ehiPqEk9RlbHQXLmP3151XKrDWwbzBvTAIkUGsCASI8K5Pj++WWRHgPyM7xMblzy7zM2ep6YKeMj+2T6fYuuR5oEkEW2WP+7Ymr6iKcllNYR3IadOQmT9SlVgsVYe05ftXYWfLjg0e6AU0QcevRQy90LAoPJH2uUmatUiGycRIggaElECDCSxkc2Dku75cvLhNh/H1s37S0dyUSDBWWydZ2WRe4Gq66CKcFodDnQxmkofPy9f0nBbGxUezzvq5vlZ3M4icdh7YHOkKM8pF3XZ6cu4aJG4XhIIf2d4kDI4HGEMgpwosr4X3TbelqrUG2bOXbo67CPDMzIwsLC92/tFotabfblZ2Ih46tlSMnzkj6t/7UR+SMU16Qo+1T5Qcvb0j+tkKOy9Wr76ts//vVsadPnC37j12S3O7cFc/K2pUHe94adXENyqUjj8mrcoocPL4YbWzNip/LSjm25PMLRp7p11B4HxIgARJwEhgdHZWJiYlcdHKJ8PLV7tJ7z062xGwdL34Svi9c9ZWwK6ewjikNU+qnOl7RTS+aiY95/k8/+/3ucS5kQkIQE+y/o2CPGPvA2HdHGWSmpKbPK8dPAiQQh0CwCCcCfOeWdKesZf2COXq3bB6yPWFXTmG9H+zjhBRnCqvdit7jTdvD1RmTYGo2oT5N6kPXkSWMOmZqxGpTZO9IgASGlUCQCCcrXNmj9nuzseS5Bq1WfSXsyimsjyZhFYzVcNOLjrPt8gi3A5sYXlgBI6MUih1BC3/TnzedMcdPAiRQXwL+Ipx4Pd8kdy8Z69aTXs9q33fMqrc1TLRN81UXYTunMJyEcH7VFK7SFklkiXBaeE8t2LoNw7cpR7zq+9PCnpMACfgQ8Bfhnq3lMzn3arLqImznFP7dy8+Rj39hbzIkJJlHJCcWSfZvYSFwcdk7/5x84ktu5zU7pvaWTu5lY6ZGW8Mec5vPDgmQQDMIRBFh7BPfunZuuad0AYZVF2E7p/CFZ/1q9+iMjwNSATS1ulQnu9BxthG4BOKM4BuuYkfX0o5wqO8bfatWsNhZEiCBxhGIIsJlUKu6CNs5hcHAZEbyTVRQBreqtZkmwtqcf9rqEUFYSpwpNsXeU7fTG3LPvWozzf6QAAnkIUARzkOtc43OKYxjM08//8tuZCcmFXgNKkzIMCWjQGyxV46iw35iVQsRNpmp8DmcsnSOZbSDz7GCdn2ecxp5GQmQAAkMlABFOCd+vcLTTXA/eDlQk3EKnyDZBYTUOLHh7C+SMKCYI146WYNuzXxOc3/Oh5aXkQAJVI4ARTjnlOicwroJBpDIFuFezlo5p4OXkQAJkEAtCVCEC0ybXuGhGa7Q3DB16kGYo38w/2ySTQolbdVbYFp4KQmQAAnUhgBFuMBUaXHBfueuj25cso9ZoOmhulQnu4DT2uHnj8rMXY8mY2RksaGaag6GBEggkABFOBCYrm47FyFLEMtyArvveTzZ7zUrX/wX3s4oH7vhzclqmIUESIAEmkiAIlxg1k04RSZr6A1RO7HBYrDm9FXd88H0JC/wAPJSEiCB2hOgCNd+CusxgLQkDPCMhoc0CwmQAAk0kQBFuImzPoAxMwnDAKDzliRAApUnQBGu/BQNRwddSRhoxh+OueUoSIAE8hOgCOdnxysDCdhJGODIhmhZLCRAAiTQVAIU4abO/ADGzSQMA4DOW5IACVSaAEW40tMzXJ1jEobhmk+OhgRIoDgBinBxhmzBkwCTMHiCYjUSIIHGEKAIN2aqqzFQJmGoxjywFyRAAtUgQBGuxjywFyRAAiRAAg0kQBFu4KRzyCRAAiRAAtUgQBGuxjywFyRAAiRAAg0kQBFu4KRzyCRAAiRAAtUgQBGuxjywFyRAAiRAAg0kQBFu4KRzyCRAAiRAAtUgQBGuxjywFyRAAiRAAg0kQBFu4KRzyCRAAiRAAtUgQBGuxjywFyRAAiRAAg0kQBFu4KRzyCRAAiRAAtUgECbCs5PS2nTHYs833i7zc9vkMnscuk73s62yp71Lrg8YMzo2NTUVcAWrkgAJkAAJkEC9CASI8KxMju+XWxLhPSA7x8fkzi3zMrdtmQwvJQBR3r1Z2rtCJFiEIlyvB4m9JQESIAESCCcQIMJLGz+wc1zeL1/MEOFFsd433ZZADaYIh88lryABEiABEqgZgZwi7CmuWAVvX+c2W2eA4kq4Zk8Su0sCJEACJBBMIJcIYxU8tm86w8TsKdQnuzwzMyMLCwvdAbRaLWm328ED4gUkQAIkQAIk0E8Co6OjMjExkeuWwSKcCPCdW7JXt4mDlgQ7ZJlRcCWcaz55EQmQAAmQQI0IBInw7GRLNskeLycr1N2+zsNxKwUWRbhGTxG7SgIkQAIkkIuAvwgf2CnjYzfJ3UtuY44eWabnpO4+mQ48lqSbpgjnmk9eRAIkQAIkUCMC/iLcc1Cd40ut3bK5gOjazVOEa/QUsaskQAIkQAK5CEQRYewT37p2LvgYUq8eU4RzzScvIgESIAESqBGBKCJcxngpwmVQZZskQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNmV8qjwAAAyJJREFUIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIkARrtJssC8kQAIkQAKNIkARbtR0c7AkQAIkQAJVIhAmwrOT0tp0x2L/N94u83Pb5LJlozkgO8fH5Ka71Qdb90h71/VB40bHpqamgq5hZRIgARIgARKoE4EAEZ6VyfH9cksivItCe+eWeZnbZsvw4mf7ptsSqLtLuFGE6/QYsa8kQAIkQAJ5CASI8NLmD+wcl/fLFynCeajzGhIgARIgARLoEMgpwr1Wu8vN0Vv3hK+KuRLm80kCJEACJDDsBHKJMFbBY/um/fZ5k31kkT3tXdJrV3hmZkYWFha6vE855RR59dVXh50/x0cCJEACJFBzAqOjozIxMZFrFMEinAjwnVtSnLJcfejsJbe2y7r5OVm2fZyry7yIBEiABEiABIaDQJAIz062ZJMEejp7roSHAydHQQIkQAIkQAL+BPxF+MBOGR+7SfTJI5GtJ83Meo8YK99NcvIgU6cnpo5/p1iTBEiABEiABJpAwF+Ee9KA8O6WzRn7vk0AyjGSAAmQAAmQgC+BKCKMfeJb184VOhfs22HWIwESIAESIIFhIRBFhIcFBsdBAiRAAiRAAv0kQBHuJ23eiwRIgARIgAQUAYowHwcSIAESIAESGBABivCAwPO2JEACJEACJEAR5jNAAiRAAiRAAgMiQBEeEHjelgRIgARIgAQownwGSIAESIAESGBABCjCAwLP25IACZAACZAARZjPAAmQAAmQAAkMiEAiwp/+9KfbR48eHVAXeFsSIAESIAESaCaB1atXy/8HbAnJ0x2ojnoAAAAASUVORK5CYII=" /></p><p>Por simetría podría rebotar en la zona 3,13<br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-34191490189278593592022-02-16T08:33:00.002-08:002022-02-16T08:33:50.537-08:00MIQUEL Y COSTAS<p> Es una acción que se podría comprar en la zona 12, 12,5, parece que cuando llega a esas zonas rebota.</p><p>Precio de entrada 12,50</p><p>Por fundamentales, todos los años crecen sus beneficios y supongo que este 2021 seguirá con la misma tónica. El Per actual debe ser 9 veces, por tanto esta muy barata.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjjCJ1Xp8QcY0JK0Qg-H6sl5Jb-Nhh4XJilQav24kisXDWX7MMfGs03zMuMbzG24cx6mcyzfTnBM0JHVW1mLQAJjNbB_Y1qzUgtCMTn-fPq6fPPDhP1QNf1KtMkmmJJk6uw_BewFgB5rJOgBhoYK4Qt9JN0HMaYZndjgTD0kolL2gYSZXpD0cLpVYSWaQ=s505" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEjjCJ1Xp8QcY0JK0Qg-H6sl5Jb-Nhh4XJilQav24kisXDWX7MMfGs03zMuMbzG24cx6mcyzfTnBM0JHVW1mLQAJjNbB_Y1qzUgtCMTn-fPq6fPPDhP1QNf1KtMkmmJJk6uw_BewFgB5rJOgBhoYK4Qt9JN0HMaYZndjgTD0kolL2gYSZXpD0cLpVYSWaQ=s320" width="320" /></a></div><p></p><p>El rsi y el macd también sugieren compra.</p><p>Fundamentales</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjRd8gahXzJjZJn-5ne5aWDLGEdxlZvoqyTl8NaPHLnSi63JrLfbhDfBItNjYcrT4zjTu5NN70tAGpQLIM0oYjl5KHRYNBxjsKekVyw4np8DMQ7KE1A6wOymZiRLQWMjATJeOrZN_34oDDfx1S4LKze5wzm21tAAu4uWUJzDOyLeZYVo3uvbzXA3QjjfQ=s505" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEjRd8gahXzJjZJn-5ne5aWDLGEdxlZvoqyTl8NaPHLnSi63JrLfbhDfBItNjYcrT4zjTu5NN70tAGpQLIM0oYjl5KHRYNBxjsKekVyw4np8DMQ7KE1A6wOymZiRLQWMjATJeOrZN_34oDDfx1S4LKze5wzm21tAAu4uWUJzDOyLeZYVo3uvbzXA3QjjfQ=s320" width="320" /></a></div><br /><p><br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-15857555101768738892022-01-19T12:17:00.001-08:002022-01-19T12:17:22.191-08:00ALMIRALL<p> Parece que la zona 10,50 - 11 es de acumulación, puede ser interesante ir comprando algún título, aunque parece un poco pronto que escape al alza, podría tener todavía un recaida, los resultados que en el 2021 van a ser negativos podría ser la puntilla, para desde ese momento empezar la recuperación de cara al 2022.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjRzcNGsV-X4soDyVfLZI-QN7B_bXwkXEr7cJpMhAYO-HBT-779HZWKtWewJZloPM2-wE08xSC_RYRWrZUTmLzf_9DViaWZFqkCYBFZt0WbaRmT8w-yPrCewKunU60d2F7uczew9siO79wZq34E6J3qKUyz_BcNOf6bJt5BHyVPRaGy7Pp2mlLdBYZuuQ=s505" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEjRzcNGsV-X4soDyVfLZI-QN7B_bXwkXEr7cJpMhAYO-HBT-779HZWKtWewJZloPM2-wE08xSC_RYRWrZUTmLzf_9DViaWZFqkCYBFZt0WbaRmT8w-yPrCewKunU60d2F7uczew9siO79wZq34E6J3qKUyz_BcNOf6bJt5BHyVPRaGy7Pp2mlLdBYZuuQ=s320" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com2tag:blogger.com,1999:blog-5465300233019519781.post-17453855594410775962022-01-10T15:04:00.002-08:002022-01-10T15:05:30.988-08:00Deoleo<p> Deoleo hizo suelo en la zona 0,28-0,29, y está intentando construir un impulso para atacar la directriz bajista.</p><p>Por fundamentales está barata.</p><p>Primer objetivo la zona 0,33</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgqnzLDFZSItyM2-_zevitOwabhfTWEaQ29cr72MNb2sXcnu__iVaOV5DMlheyBqxUuSp-QRIyQ2FYxJXZ_lNcHzVUptiVoWVup8vo2L6FZJtF0QDoeF5g3cYrI2kvYwHlfDA1MQHbt9ESgIQr1E9pPCngS-wJ3QhwepA7t_PT58t7ZuWGeHEFlMXhXPQ=s505" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEgqnzLDFZSItyM2-_zevitOwabhfTWEaQ29cr72MNb2sXcnu__iVaOV5DMlheyBqxUuSp-QRIyQ2FYxJXZ_lNcHzVUptiVoWVup8vo2L6FZJtF0QDoeF5g3cYrI2kvYwHlfDA1MQHbt9ESgIQr1E9pPCngS-wJ3QhwepA7t_PT58t7ZuWGeHEFlMXhXPQ=s320" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com2tag:blogger.com,1999:blog-5465300233019519781.post-81135970348136593202022-01-06T13:06:00.000-08:002022-01-06T13:06:49.553-08:00Ibex 35 en zona de sobrecompra<p> El Rsi del Ibex 35 ha entrado en zona de sobrecompra con un indicador superior a 80</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjyP_aqlptfCCb8SGiipQ-wpS7TAbG3wkISOzo6TfJu4VKGf8x_T4qYnSAs1cKrzhpAkoOrUihATIROjxqUQozFHwF3NuPiGVPPHC6PD0GtBT0iu8r-F3xf6UOVBj_H5rbwEP9FzgeHHDPSdfezZrmn3WKgve1n0tefA-C0MACuBtfnwFUcbvTSRgCe-g=s505" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEjyP_aqlptfCCb8SGiipQ-wpS7TAbG3wkISOzo6TfJu4VKGf8x_T4qYnSAs1cKrzhpAkoOrUihATIROjxqUQozFHwF3NuPiGVPPHC6PD0GtBT0iu8r-F3xf6UOVBj_H5rbwEP9FzgeHHDPSdfezZrmn3WKgve1n0tefA-C0MACuBtfnwFUcbvTSRgCe-g=s320" width="320" /></a></div><br /><p>El gráfico del indice</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhuWOHWt3d-Nlx5qUoEAqUBQiDbtkRoxYWe1ZfPfXOia0PKAjIdu1_ppvD5nngYeVIyuUEon_5dfHUrRO9UvHEbR4eDGGlHJGka50V2Iz2Yp__-TwqaU2__JZlhkE6H42OF8eHCYn65OTfRRrq47RlSqu3xZFTN01Vh7JbYntg0PYNgNeyuxdmKwuKMCg=s505" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="505" height="204" src="https://blogger.googleusercontent.com/img/a/AVvXsEhuWOHWt3d-Nlx5qUoEAqUBQiDbtkRoxYWe1ZfPfXOia0PKAjIdu1_ppvD5nngYeVIyuUEon_5dfHUrRO9UvHEbR4eDGGlHJGka50V2Iz2Yp__-TwqaU2__JZlhkE6H42OF8eHCYn65OTfRRrq47RlSqu3xZFTN01Vh7JbYntg0PYNgNeyuxdmKwuKMCg=s320" width="320" />s</a></div>Habrá que ser cauteloso y vender la mitad de las posiciones en los valores más sobrecomprados, porque la correlación entre el rsi y el índice suele ir en la misma dirección y en los próximos días o semanas podríamos tener alguna corrección<br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-37860625172255734322021-11-24T00:48:00.002-08:002021-11-24T00:48:24.076-08:00Grifols<p> Valor que sigue siendo bajista a corto plazo y medio plazo, pero por indicadores técnicos podría tener un rebote a corto plazo.</p><p>El Rsi parece que quiere formar una divergencia alcista.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-b4fXW5hPhdI/YZ37C48OdvI/AAAAAAAAB0A/VjnTPDSGat4P7tr3BNg4qI8EIdxC1WW5wCNcBGAsYHQ/s486/grifolsdiv.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-b4fXW5hPhdI/YZ37C48OdvI/AAAAAAAAB0A/VjnTPDSGat4P7tr3BNg4qI8EIdxC1WW5wCNcBGAsYHQ/s320/grifolsdiv.png" width="320" /></a></div><p></p><p>El macd también parece que quiere darse la vuelta.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-3j_vncZrdRk/YZ37oLjDZNI/AAAAAAAAB0I/V4smFo-DPykHpShTpVSVDMD1ifFgnCL8ACNcBGAsYHQ/s486/grifolsmacd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-3j_vncZrdRk/YZ37oLjDZNI/AAAAAAAAB0I/V4smFo-DPykHpShTpVSVDMD1ifFgnCL8ACNcBGAsYHQ/s320/grifolsmacd.png" width="320" /></a></div><br /><p>Objetivo, como es un valor bajista no voy a ser muy positivo -19 - 19,5 -<br /></p><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com1tag:blogger.com,1999:blog-5465300233019519781.post-59275569840144870222021-11-24T00:38:00.001-08:002021-11-25T12:45:53.963-08:00Telefonica - pronostico cumplido<p> Telefónica llegó a 4,22 con un rsi de casi 80.</p><p>Volvió a cumplir compra con Rsi por debajo de 20 y venta por encima de 75. Volveremos a esperarla en otro momento.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-6nnS0mH13ug/YZ35V74bf5I/AAAAAAAABzw/LAcrU9B6Oq0Cc4CogbzuInyguuqriyobQCNcBGAsYHQ/s486/telef422.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-6nnS0mH13ug/YZ35V74bf5I/AAAAAAAABzw/LAcrU9B6Oq0Cc4CogbzuInyguuqriyobQCNcBGAsYHQ/s320/telef422.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-tZ05_T16l2c/YZ3523KwFwI/AAAAAAAABz4/0cvkYtZKrak8QkH5m1FR9Uw8_OcI4fUlwCNcBGAsYHQ/s486/rsi78.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-tZ05_T16l2c/YZ3523KwFwI/AAAAAAAABz4/0cvkYtZKrak8QkH5m1FR9Uw8_OcI4fUlwCNcBGAsYHQ/s320/rsi78.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com0tag:blogger.com,1999:blog-5465300233019519781.post-9084771408936530372021-10-29T10:40:00.001-07:002021-10-29T10:40:54.646-07:00Telefonica<p> Entrada en 3,74</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-96-_nW-N3Rw/YXwwnFWkx3I/AAAAAAAABzU/hMTVCFJ4pdUC9l0zlvhG4ZXBAS0rp7eUgCNcBGAsYHQ/s486/telef1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-96-_nW-N3Rw/YXwwnFWkx3I/AAAAAAAABzU/hMTVCFJ4pdUC9l0zlvhG4ZXBAS0rp7eUgCNcBGAsYHQ/s320/telef1.png" width="320" /></a></div><br /><p>El Rsi del valor</p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-xXzAUIWTRvY/YXwxDgdZwdI/AAAAAAAABzc/QqqLyv29HUciIFoT0P8q0MWrK3Reyz6xwCNcBGAsYHQ/s486/telefrsi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-xXzAUIWTRvY/YXwxDgdZwdI/AAAAAAAABzc/QqqLyv29HUciIFoT0P8q0MWrK3Reyz6xwCNcBGAsYHQ/s320/telefrsi.png" width="320" /></a></div><br /><p>Cuando el Rsi se aproxima a 20, el valor experimente subidas de al menos un 10%, y de nuevo se ha producido en estos días, entramos por si se vuelve a repetir.</p><p>El Macd se podría girar en los próximos días y dar consistencia a la subida.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-qHiylPWL4Bg/YXwyDFryZPI/AAAAAAAABzk/ddLUqyWFzQ4m8naj2nRH7iQFShfctoAMwCNcBGAsYHQ/s486/telemacd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="486" height="195" src="https://1.bp.blogspot.com/-qHiylPWL4Bg/YXwyDFryZPI/AAAAAAAABzk/ddLUqyWFzQ4m8naj2nRH7iQFShfctoAMwCNcBGAsYHQ/s320/telemacd.png" width="320" /></a></div><br /><p><br /></p>oscarhttp://www.blogger.com/profile/11433832474148708688noreply@blogger.com2