tag:blogger.com,1999:blog-108447690493680852024-02-19T17:56:34.089+01:00CARTAS A MAITEDudas y apuntes de clase para mis zagales. Notas para mí.
DC.Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comBlogger72125tag:blogger.com,1999:blog-10844769049368085.post-11774652713679806182023-12-28T19:55:00.000+01:002024-01-07T20:47:23.475+01:00Regalo para 2024. Verdad. Dr. Peter Kreeft | The Most Certain Principles for a Philosopher | <div><br /></div><div><iframe frameborder="0" height="270" src="https://youtube.com/embed/rzjtQRy_mnU" width="480"></iframe></div>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-31859557184730161382023-12-15T11:30:00.003+01:002023-12-15T11:30:55.536+01:00Navidad.<div class="separator" style="clear: both; text-align: center;"><br />
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</div>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-47905953243238286132023-12-15T11:30:00.001+01:002023-12-15T11:30:38.354+01:00Semana 18 diciembre. <p><span style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 18 de diciembre. </span></p><p><span style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">MAGISTRAL. Ejercicio voluntario liberatorio, los que han optado en seminarios. Empezamos desde las 14.30 Aula G-IV. </span></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Dudas para el examen de enero. Suelen ser útiles si se ha estudiado.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p><span style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;"> Se acerca la Navidad. ¡Ánimo!</span></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-30290365359957220842023-12-08T12:11:00.001+01:002023-12-08T12:11:29.594+01:00Fikadas de economista. (Lo llamamos humor).<p> ECONOMISTAS POST DOC PERDIDAMENTE ENAMORADOS INTENTANDO ENTENDERSE.</p><p>(O del imperialismo metodológico y la pérdida de razón vital)</p><p>Ways an Economist Says I Love You.</p><p><br /></p><p>Micro. Frontera de posibilidades de producción, Demanda, Monopolio (natural), ¡Demanda creciente!, utilidad marginal creciente.</p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><img alt="" data-original-height="473" data-original-width="421" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnk0q3GcPFWB4M5P28gWcr29Qvp1WKinbipWK1ddqFrsr5rJbAQRD2vH6PvjfhftJ5XtFon1H7amw3FVCbW1yne4djDbEgkfWfRGLkXnrLRHiVgfkF7dTMGuLCEufP4izh2kdCLQLFy70/" width="214" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ylsIxGRPAeX1OtSCtPt4FU-eth5dCOUSTaRHohEOdx1vraYmJff1D4O9NOJDcGuEYasmEiAtmtQpLTn-CfrtL4hFjU5cysiGlRI5EgXexhW7SymxxfgqT4sHuDNHhxR-BZaQiwhWZnE/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="449" data-original-width="441" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ylsIxGRPAeX1OtSCtPt4FU-eth5dCOUSTaRHohEOdx1vraYmJff1D4O9NOJDcGuEYasmEiAtmtQpLTn-CfrtL4hFjU5cysiGlRI5EgXexhW7SymxxfgqT4sHuDNHhxR-BZaQiwhWZnE/" width="236" /></a></div><br /><br /><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><img alt="" data-original-height="452" data-original-width="405" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4XsoLm3mqEew37GkWj2q9WmDVCybMLSkwkW9M8L32yoGcVtC-UiNkxN5cM4tZH-CCdRy4jLpHV9BZiVL_AsjfAdNTLZ4bzbzjl3pBYzCc3jWrrwATZygFX7KmMGrRDVfmeAtP-QeGnF8/" width="215" /><img alt="" data-original-height="467" data-original-width="409" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqRdwpzb4d-jq0KTGEuzQCF7dovOdlRphT-SagZdqh9hkz_ZmPpQIOYfhv1NA_J0OZMGQKYLPojjxpAWk2Ce2DSMcZUoNO9i_Fz6S7zaj4o4v9MQQqwaUiSXQ4JYDVbjWeY2o-A8QWafE/" width="210" /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1RA7a567TxJjvsFoYZl9kS_qQQU1Q1D2MWDMCkPEAFNmC7BYsd-A33p1iZ8KhA2OZiQK9WrK5Gna1ljubl2jIia6P9kBhfuLibTENmkj9JspgTZ5_VRw5Kc7Ei7y9xE9LLQTB2mxXtQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1RA7a567TxJjvsFoYZl9kS_qQQU1Q1D2MWDMCkPEAFNmC7BYsd-A33p1iZ8KhA2OZiQK9WrK5Gna1ljubl2jIia6P9kBhfuLibTENmkj9JspgTZ5_VRw5Kc7Ei7y9xE9LLQTB2mxXtQ/" width="320" /></a></div><br /><br /><br /></div><div class="separator" style="clear: both; text-align: justify;">Macro. Sistema financiero (prima de riesgo y rendimiento). Confianza del consumidor, tipo de interés.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><img alt="" data-original-height="459" data-original-width="423" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXTx4CRaO66bGPJYFOMk624W-pNBeL7Thb2wMdoWBv1YampC_YSYCq8I6FT5-2xLmrP-k-vPB6GEj_N9JrBTGJo0KvJlK3PtvFWRPzCAh-vvSoA9ajgMutWRKZtqfadg-aJ7DGO6Pq6MU/" width="221" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDUnYTElKK5nbGvliQAAq_owYBM3DfiBeIF4ghzu4N0e85-SUO-AstwWC6iwVI-7fCP1yQGFHHR4mYV30HHvVVXUmMZ_eWgEDlA3WgJUDxmbBvMjA1W3LEzFXiE4UWLaytkSPoRqv7t3g/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="477" data-original-width="401" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDUnYTElKK5nbGvliQAAq_owYBM3DfiBeIF4ghzu4N0e85-SUO-AstwWC6iwVI-7fCP1yQGFHHR4mYV30HHvVVXUmMZ_eWgEDlA3WgJUDxmbBvMjA1W3LEzFXiE4UWLaytkSPoRqv7t3g/" width="202" /></a><br /><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><img alt="" data-original-height="477" data-original-width="415" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheV8uXBjigQbXfkznISXXWWOlApvscxfy1TFAtfvquh-YDAKmdddl6e1FGr4JCI2tqbcr6rkewIgy_aXnkRSbK8tdhJhCEjmrjhUPdKUWKHL2UMxqV4fpyHCfoE1zCQKjyDx2L2SLQdPg/" width="209" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoY9migrnZiVwGLpPwq1Q7WZZmcA_SKvl3PfN-prDYfXb562-HbmgnAYnPurEYq4kV5u7T4ct-vuW1AOfi87qlBGmbtIGlT1iLeVe5klDc4DKhxDavO6LiCqF6JMo_0TPRHWntA4V2DXU/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="470" data-original-width="410" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoY9migrnZiVwGLpPwq1Q7WZZmcA_SKvl3PfN-prDYfXb562-HbmgnAYnPurEYq4kV5u7T4ct-vuW1AOfi87qlBGmbtIGlT1iLeVe5klDc4DKhxDavO6LiCqF6JMo_0TPRHWntA4V2DXU/" width="209" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Pensamiento económico.</div><div class="separator" style="clear: both; text-align: center;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxedTU97JFWpNM2-C36QtEBecXalkxTaX4R74dfi8VQjAhHU1sDKk06HwN-yN-fgffncueTDJksSLkFd78TFd97SX7u-xSy4f0WswOfUAcbmdgnBMaGzxmcBypT2xF9y_VAiKq1WXL8Lo/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="355" data-original-width="427" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxedTU97JFWpNM2-C36QtEBecXalkxTaX4R74dfi8VQjAhHU1sDKk06HwN-yN-fgffncueTDJksSLkFd78TFd97SX7u-xSy4f0WswOfUAcbmdgnBMaGzxmcBypT2xF9y_VAiKq1WXL8Lo/" width="289" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Lo que no está en el PIB.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><img alt="" data-original-height="402" data-original-width="599" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWRmKk8TnlcV-A7eCgPjiH65Z4T0ImoAjDeZQmu196aKVZEL0ag2z2BBTj-m9WPuRKk4h6zEZWPKX92362mqLiZANfHn0g3aJsKJSXKCdCmbusn7U20NUGu9BYqZx3B_fIHDltaPZrtOU/" width="320" /></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><br /><br /></div><br /><br /></div><br /><br /><p></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-4331550936637236102023-12-08T12:10:00.001+01:002023-12-08T12:15:37.072+01:00Semana 11 diciembre. Ojo a las aulas, que han cambiado. <p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 11 de diciembre. MAGISTRAL. Dudas. Un poco de epistemología. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Sesión fuera de programa: crítica y opinión personal modelo economía política. Metodología de la ciencia. ¿Nuevo paradigma?. Sistemas múltiples de intelección de la realidad. La economía política en un sistema de conocimiento.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Ejercicio voluntario liberatorio, los que han optado en seminarios. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><b>12 diciembre, desde las 4 de la tarde (1613 y 1614) aula G IV;</b></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><b>14 diciembre, desde las 5 de la tarde (1611 y 1612) aula G II. </b></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 18 de diciembre. MAGISTRAL. Ejercicio voluntario liberatorio, los que han optado en seminarios. Empezamos desde las 14.30 Aula G-IV.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Dudas para el examen de enero. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p><span style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;"> Se acerca la Navidad. ¡Ánimo!</span></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-77130074568357771442023-12-01T10:26:00.001+01:002023-12-01T10:26:06.814+01:00Dillard University 2015 Commencement Address | Denzel Washington<iframe width="480" height="270" src="https://youtube.com/embed/ROiNPUwg9bQ" frameborder="0"></iframe>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-4322059009734689222023-12-01T10:25:00.001+01:002023-12-01T10:25:49.537+01:00Semana 4 diciembre.<p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 4 de diciembre. MAGISTRAL. Repaso y dudas macro. Dudas sobre tipo de examen enero. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Dudas general. Dado que el jueves 7 se cierra la Facultad, los grupos 1611 y 1612 serán atendidos en el aula P III y P IV toda la tarde del martes (desde las 4 hasta que queden alumnos con dudas). </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 11 de diciembre. MAGISTRAL. Dudas. Un poco de epistemología. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Sesión fuera de programa: crítica y opinión personal modelo economía política. Metodología de la ciencia. ¿Nuevo paradigma?. Sistemas múltiples de intelección de la realidad. La economía política en un sistema de conocimiento.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Ejercicio voluntario liberatorio, los que han optado en seminarios. 12 diciembre, desde las 4 de la tarde (1613 y 1614) aula G II; 14 diciembre, desde las 5 de la tarde (1611 y 1612) aula G IV. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Semana del 18 de diciembre. MAGISTRAL. Ejercicio voluntario liberatorio, los que han optado en seminarios. Empezamos desde las 14.30 Aula G-IV.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">SEMINARIOS. Dudas para el examen de enero. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><br /></p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">¡Ánimo!</p><p><br /></p><p><br /></p><p>¡Ánimo!</p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-16647773495109776862023-11-24T11:57:00.001+01:002023-11-24T11:57:37.392+01:00Ángel de la guarda. Por Fernando Arias.<div align="center" class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxcrDloYpcAdFo22T0AGguJvrN7PrLeZA1VNi6vY-IteWT-ewf0YLp1b6ajqUC2zmPYXBrTkkrLAT4F6WOdJOcA8dqOBIXROFJd0j6pDaXV9rnp_9AJl-1HoninMaQhG1l7wJ7ImJSRIs/s1600-h/bereber.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ps="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxcrDloYpcAdFo22T0AGguJvrN7PrLeZA1VNi6vY-IteWT-ewf0YLp1b6ajqUC2zmPYXBrTkkrLAT4F6WOdJOcA8dqOBIXROFJd0j6pDaXV9rnp_9AJl-1HoninMaQhG1l7wJ7ImJSRIs/s400/bereber.jpg" /></a><br />
</div><a href="http://www.flickr.com/photos/mordiscos">www.flickr.com/photos/mordiscos</a>.<br />
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Me dice Fernando que cogió una planta en el Sahara, y este bereber le explicó que era venenosa. Gastó toda su agua en que Fernando se lavase las manos. Ángeles custodios.Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-86217480966280145712023-11-24T11:56:00.001+01:002023-11-24T11:56:07.087+01:00Fight of the Century: Keynes vs. Hayek - Economics Rap Battle Round Two<iframe frameborder="0" height="270" src="https://youtube.com/embed/GTQnarzmTOc" width="480"></iframe>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-88133458699890568472023-11-24T11:48:00.009+01:002023-11-29T10:00:22.980+01:00Semana 27 de noviembre.<p>MAGISTRAL. Cerramos programa. Dudas. Comentarios fuera de programa: para muy cafeteros, relación Y U mediante la función de producción. </p><p>SEMINARIOS. Dudas de macro, calificaciones finales de seminarios. </p><p><br /></p><p>Lo que queda de curso.</p><p>Semana del 4 de diciembre. MAGISTRAL. Repaso y dudas macro. </p><p>SEMINARIOS. Dudas general. Dado que el jueves 7 se cierra la Facultad, los grupos 1611 y 1612 serán atendidos en el aula P III y P IV toda la tarde del martes (desde las 4 hasta que queden alumnos con dudas). </p><p><br /></p><p>Semana del 11 de diciembre. MAGISTRAL. Dudas. </p><p>Sesión fuera de programa: crítica y opinión personal modelo economía política. Metodología de la ciencia. ¿Nuevo paradigma?. Sistemas múltiples de intelección de la realidad. La economía política en un sistema de conocimiento.</p><p>SEMINARIOS. Ejercicio voluntario liberatorio, los que han optado en seminarios. 12 diciembre, desde las 4 de la tarde (1613 y 1614) aula G II; 14 diciembre, desde las 5 de la tarde (1611 y 1612) aula G IV. </p><p><br /></p><p>Semana del 18 de diciembre. MAGISTRAL. Ejercicio voluntario liberatorio, los que han optado en seminarios. Empezamos desde las 14.30 Aula G-IV.</p><p>SEMINARIOS. Dudas para el examen de enero. </p><p><br /></p><p style="text-align: justify;">¡Ánimo!</p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-33762547450408184552023-11-17T11:23:00.001+01:002023-11-17T11:23:22.877+01:00Crítica de Casahuga al enfoque de Musgrave.<div style="text-align: justify;"><br />
<em>La razón básica de esta impotencia la hallamos en la identificación musgraviana entre objetivos y competencias…</em></div><div style="text-align: justify;"><em></em></div><div style="text-align: justify;"><em>Las reglas de Musgrave podrían tener sentido solamente en el caso extremo e irreal de que cada medida de política pública únicamente tuviera impacto sobre un solo objetivo, siendo nulo este impacto de esta medida sobre los demás objetivos…</em></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><em>Un curso introductorio de política económica suele ser suficiente para darse cuenta de que esto es algo prácticamente imposible en el complicado mundo en que vivimos…</em></div><br />
Hacienda Pública Española, n 50, IEF, 1978.<br />
Ver ese número para Federalismo Fiscal. Sección Documentos. Casahuga, Tiebout, Musgrave, Buchanan, Pauly, Greene. <br />
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Más Casahuga en Teoría de la Hacienda Pública democrática, A Casahuga, Instituto de Estudios Fiscales, 1984.Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-76796758769701093702023-11-17T11:22:00.004+01:002023-11-20T17:38:50.818+01:00Hasta el final (de la asignatura) y más allá.<p><b>Semana del 20 de noviembre.</b></p><p>MAGISTRAL. Dudas de Macro. Modelos macroeconómicos y curvas de Phillips. Movimientos de la curva de Phillips.</p><p><br /></p><p style="text-align: justify;">TAREA. </p><p style="text-align: justify;">1.- Repasamos. Dudas.</p><p style="text-align: left;">2.- Decidimos cómo superar la asignatura y lo comentamos en seminarios (de esta semana y siguiente).</p><p></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Posibilidades: </p><p style="text-align: justify;"></p><ul><li>12 diciembre (1613 y 1614) aula G II; 14 diciembre (1611 y 1612) aula G IV.</li><li>o 18 de diciembre (161) aula G IV</li><li>o convocatoria ordinaria, 19 de enero salvo cambios por Decanato.</li></ul> <p style="text-align: justify;">TAREA EN SEMINARIOS. PGE y Dudas. Calificaciones globales de seminarios.</p><p style="text-align: justify;"><br /></p><p><b>Semana del 27 de noviembre</b>. MAGISTRAL. Dudas de Macro. Para muy cafeteros: Deducción Ph desde la OA utilizando la Fp. Un par de conceptos adicionales. La maldición del paro ´natural´. Formas de mover la oferta.</p><p><span style="text-align: justify;">TAREA EN SEMINARIOS. PGE y dudas. Calificaciones globales de seminarios.</span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="text-align: left;"><b>Semana del 4 de diciembre</b>. MAGISTRAL. Repaso y dudas macro. </span><span>SEMINARIOS. Dudas. Sólo dudas de macro. Dado que el jueves 7 cierran la Facultad, los grupos 1611 y 1612 serán atendidos en el aula P III y P IV toda la tarde del martes (desde las 4 hasta que haya alumnos con dudas). </span></p><p style="text-align: justify;"><br /></p><p><b>Semana del 11 de diciembre</b>. MAGISTRAL. Cerramos programa. Sesión fuera de programa: crítica y opinión personal modelo economía política. Metodología de la ciencia. ¿Nuevo paradigma?. Repaso y dudas. </p><p><span style="text-align: justify;">SEMINARIOS. Ejercicio voluntario liberatorio, los que han optado en seminarios. </span><span style="text-align: justify;"> </span></p><p><span style="text-align: justify;"><br /></span></p><p><b>Semana del 18 de diciembre</b>. MAGISTRAL. <span style="text-align: justify;">Ejercicio voluntario liberatorio, los que han optado en seminarios. Empezamos desde las 14.30.</span><span style="text-align: justify;"> </span></p><div><span style="text-align: justify;">SEMINARIOS. Dudas.</span></div><div><span style="text-align: justify;"><br /></span></div><div><span style="text-align: justify;"><br /></span></div><p style="text-align: justify;">Día <b>19 de enero</b>. Convocatoria Ordinaria, salvo cambio por decanato. </p><p style="text-align: justify;">Día <b>14 de junio</b>. Convocatoria Extraordinaria, salvo cambio por decanato.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><b>¡Ánimo!</b></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-2501118150589346532023-11-17T11:22:00.003+01:002023-11-17T11:22:41.643+01:00Keynes vs Hayeck, rap. A ver si así.<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/FXgWoG5_3QA" width="420"></iframe>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-15694641333006350672023-11-17T11:18:00.001+01:002023-11-17T11:18:12.005+01:00Política monetaria. Dos opiniones.<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/U1S9F3agsUA?rel=0" width="420"></iframe><br />
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<iframe width="560" height="315" src="https://www.youtube.com/embed/y8l47ilD0II" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-84554126649310365842023-11-17T11:17:00.001+01:002023-11-17T11:17:40.033+01:00Un examen de la convocatoria ordinaria de hace años. A veces, las preguntas no cambian demasiado; lo que cambian son las respuestas …<div style="text-align: justify;">1.- ¿Qué significa asignar recursos? Sistemas de asignación. Escoja uno que no sea el mercado y presente sus ventajas e inconvenientes.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">2.- 2.1. Óptimo de Pareto; explicación gráfica, analítica y verbal. Primer Teorema del bienestar. Fallos del óptimo de Pareto. Precios mínimos y máximos. 2.2. Relación Óptimo Pareto con mercado competitivo.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">3.- 3.1 Esquema general de mercado, fallos de mercado, intervención del sector público, fallos de la intervención, propuestas de reforma del sector público. Puede escribir utilizando la hoja apaisada. 3.2 Fallos de equidad. Definición y taxonomía. Criterios de justicia</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">4.- 4.1 Fallos de mercado. El monopolio. 4.2 Solución pública. Fallos a la intervención. Propuesta de reforma.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">5.- 5.1 Fallos de mercado. Efectos externos. Definición y taxonomía. Ejemplos. 5.2. Efectos externos. Solución pigouviana (gráficamente). 5.3. Fallos de la intervención. Solución de Coase.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">6.- Propuestas para resolver el desempleo o la inflación (escoja un objetivo) en una economía que se comporte como predice el modelo de Síntesis Neoclásica (análisis gráfico y verbal: utilice los símbolos aprendidos). Inconvenientes de las propuestas sugeridas.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">7.- Traslade las propuestas anteriores a una economía que se comporte según predice el modelo de la Nueva Economía Clásica (monetarista) y según predice el modelo postkeynesiano (fiscalista) Representación gráfica. Explicación.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">8.- Estanflación. Representación y soluciones según modelos. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">9.- Políticas de oferta. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">10.- </div>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-60070338155122247832023-11-10T14:08:00.001+01:002023-11-10T14:08:49.648+01:00El valor de la última unidad. <object height="364" width="445"><param name="movie" value="http://www.youtube.com/v/FJfyBMsL2zQ&hl=es_ES&fs=1&rel=0&border=1" /><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><embed allowfullscreen="true" allowscriptaccess="always" height="364" src="http://www.youtube.com/v/FJfyBMsL2zQ&hl=es_ES&fs=1&rel=0&border=1" type="application/x-shockwave-flash" width="445"></embed></object><br />
E lucevan le stelle...<br />
e olezzava la terra...<br />
stridea l'uscio dell'orto<br />
e un passo sfiorava la rena...<br />
entrava ella, fragante,<br />
mi cadea fra le braccia...<br />
Oh, dolci baci, o languide carezze,<br />
mentr'io fremente<br />
le belle forme disciogliea dai veli!<br />
Svanì per sempre il sogno mio d'amore...<br />
L'ora è fuggita e muoio disperato,<br />
e muoio disperato!<br />
<b>E non ho amato mai tanto la vita...</b><br />
Tanto la vita!Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-50085349462530277152023-11-10T14:07:00.003+01:002023-11-10T14:07:45.093+01:00Lo que Keynes decía de su maestro Marshall.<p> <span style="background-color: white; font-family: PTSerif-Regular; font-size: 18px;">"El </span><span style="background-color: white; border: 0px; font-family: PTSerif-Bold; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">gran economista</span><span style="background-color: white; font-family: PTSerif-Regular; font-size: 18px;"> debe poseer una rara combinación de dotes. </span><span style="background-color: white; border: 0px; font-family: PTSerif-Bold; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Debe ser matemático, historiador, estadista y filósofo</span><span style="background-color: white; font-family: PTSerif-Regular; font-size: 18px;">. Debe comprender los símbolos y hablar con palabras corrientes. Debe contemplar lo particular en términos de lo general y tocar lo abstracto y lo concreto con el mismo vuelo del pensamiento. Debe estudiar el presente a la luz del pasado y con vistas al futuro. Ninguna parte de la naturaleza del hombre o de sus instituciones debe quedar por completo fuera de su consideración. Debe estar tan fuera de la realidad como un artista y tan cerca de la tierra como un político"</span></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-29020642996587209422023-11-10T14:07:00.001+01:002023-11-10T14:07:26.364+01:00Semana 13 de noviembre.<p> MAGISTRAL. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">Macroeconomía. Esquema general.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">1.- Ecuación fundamental de la renta. Equilibrio macroeconómico: paro e inflación.</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">2.- Intervención, efectos de primera ronda, efectos de segunda ronda. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">3.- Curva de Phillips. (No se puede todo a la vez).</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">4.- Políticas de Oferta. (¡Sí se puede! ¿Queremos o nos da pereza?)</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">5.- Escuelas de pensamiento. Post keynesianos o fiscalistas vs Nueva macroeconomía clásicas o Monetaristas. </p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">(Keynes vs Friedman 2.0)</p><p style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: justify;">6.- Humildad, esa gran lección.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">TAREA. Estudiar. Plantearse cuándo y cómo superar la asignatura. </p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">TAREA EN SEMINARIOS. </p><p style="text-align: justify;"><span style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;">Defendemos los últimos trabajos (Coase y siguiente). Dudas.</span> </p><p style="text-align: justify;"><b>¡Ánimo!</b></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-72900013231406521622023-11-03T14:06:00.001+01:002023-11-03T14:06:09.650+01:00Criterios de justicia. Cortesía de Rafael Castro Balaguer, de Historia Económica.<div class="separator" style="clear: both; text-align: center;">
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<br />Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-66005631025044911512023-11-03T14:05:00.004+01:002023-11-03T14:05:56.574+01:00Semana 6 de noviembre.<p>MAGISTRAL. </p><p style="text-align: justify;">Repaso y dudas de Microeconomía.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Recordamos esquema general asignatura. </p><p style="text-align: justify;">Microeconomía. 1- Mercado, 2.- Fallo de mercado, 3.- Intervención sector público, 4.- Fallo intervención, propuesta de solución (información, vuelta al mercado, regulación). Dos ejemplos. (Efectos externos y monopolio)</p><p style="text-align: justify;">Óptimo de Pareto. Teoremas economía de bienestar. Eficiencia. Precios mínimos y máximos, racionamiento. </p><p style="text-align: justify;">Efectos externos. Fallo de mercado. Intervención del sector público. Fallo de la intervención. Vuelta al mercado (Coase)</p><p style="text-align: justify;">Monopolio. Fallo de mercado. Intervención del sector público. Fallo de la intervención. Vuelta al mercado (licitación competitiva)</p><p style="text-align: justify;">Equidad. Criterios, políticas e instrumentos, trade off con eficiencia. </p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">Macroeconomía. Intervención, efectos de primera ronda, efectos de segunda ronda. Curva de Phillips. (No se puede todo a la vez). Distintos modelos económicos.</p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"> </p><p style="text-align: justify;">TAREA EN SEMINARIOS. </p><p style="text-align: justify;">Semana del 6. Sólo dudas de micro. Dado que el jueves 10 cierran la Facultad, los grupos 1611 y 1612 serán atendidos en el aula P III y P IV toda la tarde del martes (desde las 4 hasta que haya alumnos con dudas).</p><p style="text-align: justify;">PGE. Borrador del trabajo, un folio. Se entrega martes 7 de noviembre de 16.30 a 18.30 en el aula de seminarios (PIII o PIV) un folio (mecanografiado) con: miembros del equipo, (tres); programa o política escogida; ¿por qué ese programa o política? El trabajo de PGE se puede pedir desde el 20 de noviembre.</p><p style="text-align: justify;">Semana del 13. Defendemos los últimos trabajos entregados (Coase y siguiente). Dudas. </p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><b>¡Ánimo!</b></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-61712931444211962252023-11-03T14:05:00.002+01:002023-11-03T14:05:42.522+01:00Ejemplo de chuleta. Completamos en clase.<p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="background-color: white; clear: both; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMbnJhAvbDIm_kriPsdxHjr1FRTbPh1mkwhACs_ER7JbaSf8st1JZfWOcXRE3e8_kANEhzL1tT8JnjThdSGy_c_3U1ZjdBf3LS8lPontvBYFtnhyphenhyphenthg-6Dw6S1ZCOROtBbmkVgnbwv2Xg/s737/Esquema+fallos+mdo+1.png" style="color: #2288bb; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="541" data-original-width="737" height="327" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMbnJhAvbDIm_kriPsdxHjr1FRTbPh1mkwhACs_ER7JbaSf8st1JZfWOcXRE3e8_kANEhzL1tT8JnjThdSGy_c_3U1ZjdBf3LS8lPontvBYFtnhyphenhyphenthg-6Dw6S1ZCOROtBbmkVgnbwv2Xg/w445-h327/Esquema+fallos+mdo+1.png" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" width="445" /></a></div><br style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: start;" /><div class="separator" style="background-color: white; clear: both; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs1oVcvxypu72B0uxccqpd3t86bW6Z1Rm5HhuXzgemZ6NsvGqjJMKFY17hpXCbuwTzLW1P4QFFhRWmNFhcgEiDWzTBrW59kxzI8vKgcrkpA10nSoOoWtOSHCUB2oFqrYJj7ptsUQ0B5HQ/s802/esquema+fallo+mado+2.png" style="color: #2288bb; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="431" data-original-width="802" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs1oVcvxypu72B0uxccqpd3t86bW6Z1Rm5HhuXzgemZ6NsvGqjJMKFY17hpXCbuwTzLW1P4QFFhRWmNFhcgEiDWzTBrW59kxzI8vKgcrkpA10nSoOoWtOSHCUB2oFqrYJj7ptsUQ0B5HQ/w483-h260/esquema+fallo+mado+2.png" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" width="483" /></a></div><br style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; text-align: start;" /><div class="separator" style="background-color: white; clear: both; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv7_ELz8_D5gfGMKOAhnqBPHEvnPGzj0tZxLPwqG6bOnP2lflYatcGYsVddWuHa1yHFBUgE1Hw9PoUmReKz13yyfFPJhl_EQx41I1OxzSD2tE66BdeuQcRvBUfhi_bUfpWQvozf-UIPWc/s802/esquema+fallo+marcado+3.png" style="color: #2288bb; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="470" data-original-width="802" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv7_ELz8_D5gfGMKOAhnqBPHEvnPGzj0tZxLPwqG6bOnP2lflYatcGYsVddWuHa1yHFBUgE1Hw9PoUmReKz13yyfFPJhl_EQx41I1OxzSD2tE66BdeuQcRvBUfhi_bUfpWQvozf-UIPWc/w453-h266/esquema+fallo+marcado+3.png" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" width="453" /></a></div><p class="MsoNormal" style="background-color: white; color: #666666; font-family: Georgia, Utopia, "Palatino Linotype", Palatino, serif; font-size: 13.2px; line-height: normal; text-align: justify;"><br /></p></div><p></p><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /><p></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-10232990924020776252023-10-27T12:05:00.003+02:002023-10-27T12:05:58.727+02:00Ortega y Gasset.Ortega. Las misiones de la universidad eran instruir, educar y formar a los estudiantes para el análisis crítico de la realidad social.Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-21895720532853071162023-10-27T12:05:00.001+02:002023-10-27T12:05:36.638+02:00Semana 30 de octubre.<p> MAGISTRAL. </p><p style="text-align: justify;">Seguimos con la Macroeconomía, o intervención del sector público en la economía por motivo de Estabilización y Crecimiento.</p><p style="text-align: justify;">La economía, (los mercados: Oferta y Demanda Agregadas). Equilibrio, (inflación y renta; precios y PIB) Fallos de estabilización y crecimiento. Intervención del Sector público (Política económica). Fallos de la intervención.</p><p style="text-align: justify;">Paso a paso.</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"><b style="color: black; font-family: "Times New Roman"; font-size: medium;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">1.- ECUACIÓN FUNDAMENTAL DE LA RENTA. </span></b><b style="color: black; font-family: "Times New Roman"; font-size: medium;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt; mso-ansi-language: EN-GB;">Y ≡ C+I+G+X-M</span></b></span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><br /></p><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"><td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 530.3pt;" valign="top" width="566"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;">DA = DA (T<sup>-</sup>, G<sup>+</sup>, i<sup>-</sup>, tc<sup>+-</sup>, As<sup>+</sup>, YPrm<sup>+-</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">2.- POLÍTICAS ECONÓMICAS. </span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">DE DEMANDA EXPANSIVAS.</span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="43"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PFE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="43"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↓T│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="47"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PME.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="73"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑OM│↓i│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑I│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="47"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="73"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PCE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↓Tc │</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑X│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"><b style="text-align: left;"><span style="font-size: 10pt; line-height: 14.2667px;">↓</span></b>M│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PRE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Wg│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C │</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑</span></b>G│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G │<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table></td></tr></tbody></table><p></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">3.- Fallos de la intervención. </span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">1.- La relación inflación desempleo. <b>Curva de Phillips.</b> </span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">2.- La sostenibilidad de las políticas de demanda.</span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt;">3.- Los efectos adversos a medio plazo de las políticas de demanda.</span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><br /></span></p><p style="text-align: justify;">TAREAS. </p><p style="text-align: justify;">PGE. Borrador del trabajo, un folio. Se entrega martes 7 de noviembre de 16.30 a 18.30 en el aula de seminarios (PIII o PIV) un folio (mecanografiado) con</p><p style="text-align: justify;"></p><ul><li>Miembros del equipo, (tres)</li><li>Programa o política escogida. </li><li>¿Por qué ese programa o política?</li></ul><div><br /></div><div>SESIÓN REPASO 6 DE NOVIEMBRE. </div><div>Estudiar micro para preparar la sesión de repaso y dudas. </div><div style="text-align: left;"><ul style="text-align: left;"><li>Óptimo de Pareto. Teoremas economía de bienestar. Eficiencia.</li><li>Precios mínimos y máximos, racionamiento. </li><li>Efectos externos. Fallo de mercado. Intervención del sector público. Fallo de la intervención. Vuelta al mercado (Coase)</li><li>Monopolio. Fallo de mercado. Intervención del sector público. Fallo de la intervención. Vuelta al mercado (licitación competitiva)</li><li>Equidad. Criterios, políticas e instrumentos, trade off con eficiencia. </li></ul></div><p></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">TAREA EN SEMINARIOS. Dudas macro y micro. </p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-71750921145667294372023-10-27T12:04:00.003+02:002023-10-27T12:04:58.073+02:00Mis apuntes del lunes 30, para los que no quieran tomar nota. Las gráficas son del libro.<p> </p><p><br /></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><b><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">ECUACIÓN FUNDAMENTAL DE LA RENTA. </span></b><b><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt; mso-ansi-language: EN-GB;">Y ≡ C+I+G+X-M<o:p></o:p></span></b></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;"> </span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;">C = C (T<sup>-</sup>, </span><span style="color: #002060; font-family: "Times New Roman", serif; font-size: 16px;"> i</span><sup style="color: #002060; font-family: "Times New Roman", serif;">-</sup><span style="color: #002060; font-family: "Times New Roman", serif; font-size: 12pt;">)</span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;">I = I (As<sup>+</sup>, i<sup>-</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;">G = G (G<sup>+</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;">X = X (tc<sup>-</sup>, P<sup>-</sup>, Yrm<sup>+</sup>, Prm<sup>+</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;">M = M (tc<sup>+</sup>, P<sup>+,</sup> Yrm<sup>-</sup>, Prm<sup>-</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="" style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-ansi-language: EN-GB;"> </span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;">DA = DA (T<sup>-</sup>, G<sup>+</sup>, i<sup>-</sup>, tc<sup>+-</sup>, As<sup>+</sup>, YPrm<sup>+-</sup>) por tanto, </span><b><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">POLÍTICAS ECONÓMICAS DE DDA</span></b><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Unas gráficas para hacer manos …</span><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 17.12px; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></p><p><br /></p><p><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAADdCAYAAACWsL+OAAAgAElEQVR4Aey9B3RWS3bniz12t93t1w4z/Z490TMez9jLaXnsNbZn3La72923u+/tG7lcchIgghASyhEJ5SwhCeWcc845C4FIAhSRRFBAOWfp91adTx98CAEChCTgfGtJ55wKu6r2qf/ZVbV37dqG/JM5IHPgveXAtve2ZXLDZA7IHEAGuNwJZA68xxyQAf4ev1y5aTIHZIDLfUDmwHvMARng7/HLlZsmc0AGuNwHZA68xxyQAf4ev1y5aTIHZIDLfUDmwHvMARng7/HLlZsmc0AGuNwHZA68xxyQAf4ev1y5aTIHZIDLfUDmwHvMARng7/HLlZsmc0AGuNwHZA68xxyQAf4ev1y5aTIHZIDLfUDmwHvMARng7/HLlZsmc+CFAF9aWuByTSW1l69LnJqeHOPO7Qbutrdz9do1xianX8jBydFhbjc0MDA89ky63oed3GpsZmHxmSg5QOaAzIF14sCLAb4wh7m+Oj/8+Ze0PuhnYrALN0cb0rILyMvNoeNBNwuLCoTOzMywBMzPTPHg/gOmZ+YY6GjBw96RK7fuPqnu4gK9vT2kxIVwwT+C+SUYHx2mq7uHRUFA5Tc1Ocn8/LxKiHwrc0DmwKtw4IUAn5uZxM3JnI8++gnWTt486u7Czd6S2OR04qNDcbB3oKzmKrNjA/j5+lF7qY4QHw9OnjiBp28wt6/U4W5lR+2NFqlOC7PTJIQFcOq0Jrt3foW9RxDtbU1YnTPltOZpYpIzmJxZeFz/6Kgo2u+qfBwex8g3MgdkDqyFAy8E+MzUGF4XnAkJi0H39CkCQ6Lw83YlLCoKezs7TA0N8Q6KoqokGyMjE7zdnDmkdoz09DTU1fbj4uSBt6PbYwnefLWco8dPU3+rBV83G8zOO2JrYcgZAwviIoPYv28P5fWNj+t90dubpsYnz48j5BuZAzIH1sSBlwLc2dGakto71BWl88nPfoG+kRHRsbFYW9tSVJCHubERWpqnCY5JJdTbiYNqR4mNjcbD3YWo0Ag8bBy53NAmVaYiJx49MxvFfWEqFlYOnDx2GD0zWxKiI3Bycub67dbHFff386O5ufnxs3wjc0DmwKtx4MUAnxzDzsacjOJ6WFzA5PQh/vGf/5Wo2DhMTcxovXsXe6NT/N3/+RE327qpzEtG/aQmuXlZONrbkBwbj9v5J0P0toZLHFc/QXZ+IecNNDE0s8PN7jymlg5kpCZgZe1Iy/2Bxy2QAf6YFfKNzIHX4sALAT4/O0NhfjY3m+9JxDuabuJz0Zu6+noyM7IZGBrmek0hAcERTC/A4swEUSH+GBsbEx6bRNe9+5TmF9LZ1aeo3NIC+ZmJmBga4mBlRUlVPb1dnXi62GJieo6sgnIWVFbaZIC/1juVM8kceMyBFwL8capNupEBvkmMl4t9bzggA/y9eZVyQ2QOPMuBDQH44uICE+PjzMzOPVuDF4TIEvwFzJGjZA6sgQMbAvCF6XEKcrO409K+hio9SSID/Akv5DuZA6/DgTUDfGZyhMqKEmIiQkhOy2J8app7ne2kpqRwq7GFtjsNhIcEk5NfzOwCzIwNkZoQTURUNLdu36airIT2B93ca75NZGggCSnpTEzNMjbQTWJsJJEx8dzt7H6qDTLAn2KH/CBz4JU5sGaAdzVf4ovPf4mZ5Xl0tLUIj03Axd6KQ0c1SIiPx8xAFxtbO3S0zhCXkkVyZACnNTUxMzLEyNAER0dHMjLSsTQywNnFFb2zmlwMisD3ggOaWto4OToQHpfOvIpxugzwV36fcgaZA09xYM0Ab2+o5LC6FmOTU1wqy5P04IZa+uQUVFGYnsIn//oRTi6uaJw4hrGpBcYGepTUXoOFeeoqSrC2MMfKwgRjC1tmFqGxMovjZ424eMGJQ2qHsXNwIqdQVpM99XbkB5kDb8iBNQO8s6GKw0e1eNDTR0F6PKbmlpjpW1BZdZOitAR27dhFUXk1UWHBREVHYayrRWZBKf3dXcSGh3DO3BQHG0u09cwYGp+hNC0cDV1TsrOyKC4pwdX+PKfPGDKpskNNluBv+Hbl7B88B9YM8IeNtfz8px+hqa2PtpY2WUWlhPqHUV5+lb7uTmzOGWFqZo6+ngFFNVcpzU5G88RxdHT1ueDpjZ/vRQqLCnGxtcTE2BRNjVNk5RQRE+KDrr4hFubmXPAKYmbmyUq7DPAPvn/KDHhDDqwZ4J23qtm9V52s7DxuNDRJW0OHBocYHR2XqjDU10NpSTG3mxR25ywtcPPqFequXGViaoqhoQGmZ+eYGO6norSEqzduS/nmpieoLC+lvKKakfHJp5ojA/wpdsgPMgdemQNrBnjfg2ZCI5NYWLFn+5VLfIUMMsDXyqwlWBqCxU5YvCf/bRQPmF3rC9q0dGsG+GbUUAb4Wrm+CAtNMJsHs/kwWyD/vVUeCB7nw9LIWl/QpqWTAb5prF/PggXAm2G2EGaLFH/zJUAVUANLZU/CZ4tB+UclLJYuxynDl/NLdJRh4qoarrx/XriIf1mckrZIWwhSXVTrqaShTKdCb6kClsqfUydl3VSvKnlXbYeyrOU8gjar0VfWRZlOBvgb9WJZgq+VfSsAPlcCc0Vcv+RHTrYrDx+mLYNc2UGLYb6Y2zdDefggBUR6Jeilzl0BiwJsKulFGioUf+LjsVCqyCfC55fvFwUwVPKKuIUykD42KnlV6YpyqOZeUzj37yUr0kvllD9dL5FH0KKKh20xtDbFgLI8kV6qR4kC+OJZ2Q5xnRPtLX26/uJZmUbZ1mX6vffiaW6KYWl+uT2Cnmjv43rLAF9rz3xhOhngL2SPSuQKgFNJUYoFmqe+5pzxAcwtTnK3K2tZ6hUrwEApVuYHSU1zVwBlGUATI3nc60xjfLwQFpaBP6cAQ39vJt3dmRLQ5qeKWJguYnGmmPmZIhZmS5geL6SvN4vxsSIFIOZLmBwvZGmuhL6eTLq6MlmYXf4YiPKWypiZKKSnp4SLVvtIznABaunryaKnN1tRXwFcIXUXy5idKqK3p4AQr9P4+RgCl1HUKQsWylmaK2V8JJ+e7kwmxgvpf5TF4EDe8seqhJ6HGfT0ZLM4V8rSfAljI/k8fJAhpRUfpvmZYnq6C4gI0sfL25hFahjsz+LBgwxmp8WHTPkhlAGu0vle/1YG+Fp5pwpwAZxyYoMNSElz5lKBExondlBxPU4xZBfAEqChFCP93cQnOisAvlRGf2csduZqGOntw8tdh/7+7GUpWc7lMjd0Nb9G/cgXxEVZERtuRnNzPG03ginIdaKhPgBro/2cOf4ldtanGB0tpO2KNwEBppTmOmCkswczo0NkZrqyKIbYC+WM9afi7XQCE/19fPbjvyE2zZVbV/wwM9iLmakaxcW+LArpulDB1EgmAR6nMdHdy+cf/R1eF41ouRmMheE+jAwPUVHuS22ZO8b6+zij8Q2Guvsw0t3NWZ19tLTGU5B0Hn2t3ZiZHKaixJv6YidM9fdw4shnODifpX8gi3BfbfTO7mX75/+Ci7sxt+oDsTTdh4HeXiKjbZiZFqMI5ZSmSJ6Dr7V7Pi/dywA+PLvA9EYu6z+vopsergrwImlIujhfwWhvMiaaX7B9+0c03k15BuBmRvtITHYFaU5bRldLKF4XtAn312Xfzp9QfTUCuMJYbyLGWtsJi7alqsidMB89tDR3UFMbQl2RM74XtchKtOT4wS/JzXRET+NLcor88HE4in+QOcXZdvj5GmJjvActnf1MLSjWBpLCDdDX3c/tm+EYqP+cC/4m6Bz9pQS4C7ZHOXTgc3r6cqU6ZMaaoa29j4brYZhofIqL2xmMtXZgY6OBp4M6J07swNHmGDqGR8lMtuHAzp+SnOKEjcUhwiNtyEk+T0iQEab6O3GwPUao2zH09I9QnOeCof4+HG1Ooqd3gGvXw7Ay2om9ox715b6EBBjgdF4NtaPf0PsoRzHMV87j5UW2N+v5LwJ4Tf80PynswuH2ILJrdRWAz5WwNFXAlUuB9DxIoanel1MHf0FMvBj+XlFI72UJbmq4l9R0D2lYLBa5rpQ6Y256hAAvbU4e+hm11wTAr9F5KxhdzR3cbkmS5svdjSFon97O5foILhe74ON9hoxYS7wc9YBLxAUbYKSzi1Mnd3OjPoQIX20cHDRxMN+PsdFBJheqJToejsfw8jEBbhHppoarswbbf/yPePkaE+ani4ujBo/68oA6XO2PYeduBDSQFKyDi8MRDnz9r7g4nyUsQJ8L7mdxc9IgLMqRzjsROFoe5t69ZGLDjPH0NCLYWxsXJy0sTfbh5nCMGH8tIuKdGO7Lws9bmyO7foGLuwFwg6wEM+wdtUmOPY+LwykcrI9w4tQeHskAfzNAr8z9IoBHdYzxK+Gt/Hp4Kz4tW381c2Xb1vdZBeBi8WixCKdzB7B1PEt1qTsn1T4lLsGRK9W+dNxNhEWx4FWOoc43GBqpkZvpRF6mKxfsjqCuvpPkKFN2fvnPpOZ6scRlJvrTOKe7C09vfUJ8dHC218BUfxdubjpYm+7Dyu44WXHncT1/RpoXd9wJ5uf/8D/QMdOkuzOO02of4+Ssg7vNYQ4d+ZLuwQLpQ5AVa85pzT0UFbhzaMc/ccHfFFPt7bi46RHup4WtnQaj40USzaIUS46rfy0tGh7d/SMcXTSxNt6Do4M2Yb46uLtr4+F2hqBwO5qvhWBrfoC2tjgigg2wsT6FxpHP8PLUx9ZsPzoa2wlwP05UoiO9Xam4u5zC3uY0mqe+oSDHFd3jn2Bkcgprk4NYWJ7Ax+Uk3+z8mDvNCYrVflmCr0/3fRHAJ+cXsb89xLfDWvleVBsBbaOSdd36lPyuUVEBuLQgVc79OyHYmB1AW2sXianODPelk51sTVNTvALgi2VkplhjoLNHmmOamahTWeyBi+0x7GxOcMFJg9xsdxbmymCpirabQVibHcDU7Ai3G2O5UemOif4ezpkfo7zcm9v1gZTkeLIwJ9RL+cQEG1BVGyyp4YrSz2NisB93Z038vXSW61DNwlg2UQE6klS3szrGneY42m4FY2m8H0sLdeqvRynWAMTq9lQ+8SEGmBodwNL8GLU1ATxoCcfa/CAW5seovxbOlVo/qmuC6bufREGmA/296dRVelNT5U9u0jkpr5vDafzczpKWaMmNhkjGhrIpynOm7W4SaTEmGBnsx9pSncrKAK6Ue2JhdED6oDk7n+GyGNGIlXuxKi/4LA/R3wwoLwK4oDy9uIR1wxDfCmvh96LbCLurMJt9s1LfxdwrAC6tUCtVPMtXsTi0Ut0j6clrFbpyxLB5WZUldNLiWdKfL6vKlColESfCpbQiXY3iXhn2eBFPhAuwiwU9kU7QFnPvKsU0QQDksepK1LFGsdr9uBylrnu5fCmtoLOcVlwfpxV1UmmvMu1j9ZwyTtRBtFPUY7kd0nRl2R5AquNz6It8gq5onyzB1wckLwO4KGVmcQmzG4NsC23mt2PaiOr4EEG+CsCVQJPUTMsgkTrnS+6FdJIk1CrpVtJSphPhT+mJV8mrCkBxr0pLfBwkg5vlfCJOSXtlnVXzPW7jKuWtlu9ldVTSU827sjwpTlaTrQvC1wJwUdDkwiKG1/vZFtLM78beJe7ehwbyFwD8se5WBTyqHVjq1Cpxqh16NZCtQm9hqoDp8TyWJFoCnEp98RPgzY7lMdSTyqOuVEk3Lkl0QX+uGJF/drIAhL59tbop6SmvK9Mon0W8ahpxr6yvkL7iw6KaVtyvzKOMf+FVBviGAlwUNja/iN7Vfn4ltJnfj2sj8YMC+SoAX7YQUwyPK5eHw8umq9IwVQxFl4fY0vBd3Iv4aoXFmGTVJYazYqhdpZDQyqHt42eRp5aHDQEkxtswOi6G48vpBW0BYAGsxRJifTTR0fwGK4vDmJsdob4+XEF3vpioi6cxO6/J6HD+k5GAAJ6yPlJ9lXSXLeXEEF1Ks/z8uL2izmJEINq3PBSnmvH+VC7XBLIotUtJS9Rf2e7KJ+B/IbjFR0sG+IYDXBQ4MreIdn0/24IFyO+S+uBDkeQrAL5QyvRIFiU5jsRGnuPqtXAJtGKhLD7agtw8Tx7eT+Hu7TAy0+25cSuWR51xJESdIzvLlYmJYiZHMslJtSUpyZ5r9WHMjOVQV3GB2Ahzyir8mJ0pobczjrT487ia78XM4rhkalpR4ExM5DkabkVLlmUS0OaLMFP/OQammlyqjcTh3H5Oa+xmeKyYkb5kDn3xD/zV//57Lt+IXgZ9iSTVWxpCyUyxIzXRjrIiD2IjzLhcH8pgVzKtt6OYnSigqzWah11pzEzkkp9uR3yMNQ8fpjMznkdprjPR4ebcvhNFRrwZX23/BTWXgrlZ70dBrhstt6MoynEgJsqC23diFB+j1UYtzwBeBvimAFwpyTWv9LEtuIk/SGgn/eHEutRlaxNZAXCquVnmhJnJQezOHcbY+DA1FV5YG+zhnJka+/f8gpAwC2xN93BAbTtpaU44njuIlcUxDM/uwi/QjJgQI8mq6+yJrzhxdA/1VV44WB3FyVad4yd3UljozQWbw5gaHeL4/p9janWKwjQrnG1PYG64GwPjo/RKRipCkhdip/MVYdFC597M/cYwzp78khu34yjKOI+V5XGsjHbjftGUpXnFAt7YQBomut9w5NjXaKl/yq5vfoap4X5O6x4iLdoUB9uTDPamkRigRWyyA4VJZuhq7cJMfw8ubrrEhhhwUv0rbM4fI8BPHx+PM/zs5z8mItCY4/t+io3zWeJCjLG3Pi7V18hEnUf9+c/a4D8DblmCrxsW1joHX1ng6NwiJ+sesS2oif+c2E5W19OOJFamf/efVwK8koZqN+ysj2Kqt4tj6l/g4XAMK7uzjI6WEhNqQFCgMSZ6O8kp8ae22JVPP/oHzluqY6i9nQOHvkDt6C5uNCZwtykCE63D1JR4ctFNAyvTA3y942M8XM9wVnM3g30FVGdb4+h8mvx0ey44nUb39JccOvoN7R0ZiiHwfBG2Z78iOFwY29yhtyMaE+2dXL4SioXe16gd/RrdE7/k0+2/UAzTqWb4UTImRvtJz/EkN8EEK9vTtLbFoWtwmGAvLWyt1BntzyQ5SAu/QCNM1D5B7fCXWBjt5dSpbwj1N0Dz+Jfo6+8nKsaGqmJ3TIzVuVLohrn+QRpa07hU7I6jtTp6pz/n4JFdtHdmK4b3q4L6yXqCPERfJ8S8LsBF8UNzCxy7pAD5HyV3UND9PoNcFeDFUie1N9uPsfkJUiKMOKH+Ja6O6hianeBuWwrebqcICjDmnPE+6m9Gc63MlZ1f/Yi0DBdSY0y54K7NyeNfU1wZQFWxB6YGR/B2UJdsvoXu/NDBz3F1Ps0J9a/p6MygINEMQ73dmBvsxcPbiHDfMxw++jWtd1MVAF8oxvLUL7FxNOZeZxYhvmfQ1NpHcaYdR9W+ICHejvI8R774+Aek5PtJ8/rBnkRsrY5RXRNCefo53D11edidjJ6hGsHeZzHU3UNjQzjWZnvxDzLi3InPcXDWIzfdjgBvPbLTHclKdyQpwpjjal9IZqqG+mpUZTni5azLg/Z43M8fxMlDn/CLGhw+8jUt7eKDpLIQ91ygy0P0dYH4mwBcVGBwdgG1ml62BTTz31I6KO2dXpd6bT0iKwFeQYSvFhqndkiGK+rHthMfZ42Pmwa2FofZvfOn+PgaE3DxLNdvRDE5lIab7RHMzdWwND0szdGLM22wOncYrRNfckxtF8mRJtIQ2MXxJEcOfoJf8Dk8nU+ir78PHa1vcHE9Q+AFTfQND+JgeZhDhz6n9vLyQtpSKT42+9m/52NMDPZxWmMHxZWB5CRZ4OtnyrzYYUYVsb5ncPcSpqvVjPanEhRgwPXrkVwpdSIq2pKe3hRcXHWoLffCTGcHBrq7OaHxNYVlPlTlWmOstxdz4wOERVpRkG6Dhdkh7M8fxdL8ONVlnhjp7ifY15CECCt6ulOJuKiJjs5+7C1Efb/gyrUohb7+pfNwGeDrgoE3BbgS5PuretkW2MT/SLtHRd/7CHJVgCsMSObHs7l52Z+Ga2F030/g9mUffNy1iAk3Q+fMDsJi7BkeyJTUW0JlNTGQQV2FF413YpidzCcv3pxAXwO8nI6jrXOEvkdZtDeGc+1yEPfaYul6kML4YAb11T7cuRHO6GA2k4OZXKv1o7Ehgo7maAZ6MxVqqrkSBh4mcud6CA1XgyUbeSEph3pTpWG2tBo+LxYGs+m9nyzlEaqzwd50pkbzmBrJYrg/g/npAvq6UqVtqmKBr77WnwftCUyOCRVdIbevBlJX48f4aD5MF3DnaiBlRZ486smQVtw7W2LovBvPaF8G83MlTA5lcrXGl8ZbkbS3xjDUn/W0mk2W4OuC4+cSWQ+AC+I90wvsKu9hW0ATf57WSe3A+wbyFQAXHVNSBwkVkMJ6a3o0k2CvM2hr7sTT04C+PjHfrHqiJ5bUTMsqo4USrhS7SNspTYwPUVUTvGwpJtROy9ZuIr2UZzlM3EvGLCppVA1LpDilWmpZxSXqqGrgIj2rOJoQNIUeW6jaBC0hWYVRjFI9Jqm4yp+kkZ4rFWlFHuWzah5RD2W9nuJRhaKc54JanoM/F6ivG7FeABfl35+c54vSbkmS/6/Me1wdmnndam3BfCsAPiMcLoh91CqGI8KIZKGMRdGBJeCoxK3s1EpwzJdIzhqk9CvTiGcBNEFLAO/x/bNGLo+NS0QeCawqIF6N7pYPk4fo6wKC9QS4qNC9yXk+KeliW0Ajf5t1nxvDW98r5toYuQLgC2X0tEfR2Z6ksA6TpOey5BISUYBR/IkPgIhTglMsMC2WMdGfQcutSGamln2lCamt/FhI4FdIcTHEbbwewsREEQsTeVyu8OReR9LyBhFBW6i8liWsBO4S+h/E03onijnhIUXESbSXP0aqZYhypLJEnZY/RkKFJmiKdJL0VamXCBO0xAfnrX8gZICvrV++JNV6A1wU1zExx0dFD6Xh+j/kPOD6ewHyFQDnEplhZwiOtmVhoZzB7mQ67yZIroqUpptLM4XMTxYw2J3KwmwxY4MZ3O9QbIe8ez0AK7MTPHiYxfR4Dh2tsUyO50sAWpwtQsxlh4dy6XuQQGKUGQOjJbTfCua88X5u3omVhsYL04UMP0qlqzNRMQoQH5bFMm5dvkh6ij2jwwXMjufxsDOByXFhqpqHcAMlQD0/mc/cVCGCxoP2OEaGhaOFcsn4ZXwwk9GRfCZHsmlviWZsNE/6SE2PZdPREsOoSKv8ULw1oMsAfwl01xb9NgAuSm4dn+MnhQ/Z5t/ID3Lv0zDyrg/XnwV4sv8J/MPOc7M+gAvOGrg5niI+3p65GSFZKxm8F4O38wmcnDS5XO2Dv4cm7s6nSUly5EqZN5ZCZ1zlS3yYEc52xwkMMONRT5q0mm6itxdbqxMUF1wgO9mGu01RhHhqoq/1DR6e+rQ3R5MYZoD1OTVMdHeRlOrCkpjvL5Zx+4oPBdlOlOQ5Y3tenXNG+/D2MSUnyZrkRCcWpwvJSbYiJ8eV3HRbqeyLFw1ob40lKcoEU5PDhEdY4nfhDC4OGkSEWfKwPZ74CGNc7E/i4aZDe3uyYmQiA5wP1m1y89gc/5y/DPK8h9x6pyX5swBPCz5NSIQVZfkuuDpr4WF7mCNqnzEwKobddbRd9kZt3y9IiLfF2XSvZJ0WFqCH2oGPCbxoxAWnsxRnORLsq4+36ykOH/qS8CAj1I9+SUWFH6mx5oQFmmBluJcLLhqcMzvCpZogXKyP4OVyCo1DH3Mx4BzRwXqc1NjN6LTCLrwgzRJ3x1M4WR1BU/sQmckOaGvswM/9NKdO7OLO9SDOGezBw+U06kc/w+eiPqeOfoa351m0Tn6Bvas+8ZGmfPXFv+DqdpaIEDMaLgfhe0GbAG8d9uz4iPQsL4VNvQzwDxfgQpILkP8gT4C8iR/mP+TOyLs6J18N4Br4BJgRFWSAtdUpXG3VOKOxnQHh8ZQ6Wi554eKgTVdLHIaHPubYqT1EhxhjbXGEYB9D3O3OEBtuiqONOq4Ox9E4vQfH88fQMzouuXGaHc2mPM+Fc7o7MdLfS2CYheTuKD/RDHPdnZibHKKlM432OyEY6h+gd0ixL7ww4zwezidxstckLMaV0Ue5uFoforzcExv9Xeie3Y+99UlKMyz45ac/xM/PCCtzNaJDjTExPsB1YTd/PxZfz9NYmB/G1vokKfFW0gfD3eU0hw/+kpy8izLAlwfJH6wEV04SGkfn+OfcBxLIPyp8SOPouwjylQCvIy1IA5cLuuhofM6586fxsFHj66/+VQKd8M3WfMkTeytNHt1LIdhFHc0z+0mMPoeL8OSS4YSjxQmsTfZz9uw+An20+eqLH+HlocNxte3ExFrjcF4N34sG2JkdwN/rLAZn9xAbbYXR2V1E+Oljb3uEW83xNF71RV//AI+GxYJbJYXplrg5HMfBQZugSBf6HqTicG4vl6+GU5JoxF/85V8Sk3KBB80hqB34JcFBxjjZnaAoxwVTk4NcuRbBtaoLONqeJCbCjGOHfom+9h5On9pOkL8e2z/7F3xCbFhaEjvoXrKi/9oSXp6DK/HzRte3NQdfWak7o7P83xwB8kY+LuqibXx+ZZIt/rwC4EuV3KnzpP5qMJcqPHBzOk1kqDmRIaY0t8TBUjX992IpK/BiYqyQsb5kIgL1cXM5Q2mJN486Eygr9KKhzo9Az7OEBZkQ5q9HeXUglYWu2FurExFpSfOdCMoLXem6l0RugiU2lkeIirVnoDuJihI3ensz6HsQT16OC5OTilX1ttshVJd6UlF2kfprUUwM51CR50zX/TRGuhIICDCmuz+PpYViqvKdcLU/QUSEFf09qZQUuPHwQSqjj1KI8DfA2UGD5BRH7rXGEOGri5+3HsH+hqTnXGB2Zlkl99ogVtV7r7yXAb4ugNgogIvK3hqZ5W+z7kmr65+VdnN/8skxxuvSmLdKZAXAZ4ufOF8QFmJjueX3P0wAACAASURBVMxPi2ONiqVFrCdqJNFRhV68XFqxnhzJUaim5koU+vL5UuYmxGq3OOusmAVJv17C9GiOIn6hhCUBpOVV68mRXEW586WKcBEn6CuvzwGbREPEKdV3knGLUOOVMDWao1hdXyhV0F4uT6ywjw+JeijUbWLlfVqs9M+WSJZuj2k+p8wnPFgJ3rU8ywBfl+68kQAXFa4fmuGvM+5LIN9R3k3X5LsiyZ8FuAQWZecWAFSCRoBICSbVIaxkgKJy6ogEtmXwKnXSSgAq6QldtIgT9AQt6VmFvjKdskxlfZR0lM+q+Z6q07KufPkD8lSbRLlKSzdBR6RRlqdKQ1nGaldRD+XpLavFPzdMBvg7CXBRaeFv/a/SOyWQ76/spXd6YV3a8naJrAJw0TlFB1bt7MpncRXxqgYsIkwZLvKo5lN2dCm/4iOwNFMkOVUQxxc9loZS/JO80yM5zAjpr6SrrJPyKsqYK2ZuIp8ZSfqqSM/lPMLVk5DWj9uiSuupeiloPf54KdOJ63I5irjloftcCQuTBUwO57Ao2iClWzaHfVw/lQ+esizpKgN8XfrzRktwZaVL+6b4n6kdEsgPVfcyOLvVj1ZYBeBCwgkAiz9hrSY6ufJZupZLmz+6xIF/kqWb8CyqtC8X+VQsyJQdfjmfsGGfGcki3EePu21JK+zDRV6FDXxZlh1XHrtmWpawwhJNlKO0YqOWshwnkmPtJP28ZPYqWanVMtOXTGKkCTcbxbFLws2S0vJNxcxWorXcThH/uN3Lo4vHdVbyQOFQQuxY6+2IJSPVgeFBYUij9Cq7TENp/SfRXLlYJwNciZU3um4WwEWlC3om+cPkdsl2/WjNI4bntjLIVwBcgHm+iEtlF4iLspT8kM9O5FNfeYGMRCtyslzp60rg2P6fYm2rSXt7IsV5rly9HMzIozRyU2xIS3OmT+yuEgAS0m2plMYrfsRFmHPtWjhjA+mYn/qaq9dipE0rs2M53Kn3JyPRmqR4W3p70rlU5EJxoSc36oOZni5muCeZm/WhDDxKoyjTnuR4O8Yni0kINMTFWlsBssUy5sayqShwJdJLE12tHVxuiGaoO4nEGAsKCz2ZlizeBOiK6G6PoSjHUdIAiHqJnXB1VT4U5bkz2JfBjVpv4qIsuN4g3EGVc785nIggQ4qKvGm5E05etitDfelcqfQgPMSE+qtii2sZzdcCiIswpaT4omRp9/SIRgb4GwFbmXkzAS7qkN01wR8ld0ogP3lJgHyrDtdVAS6G3pWUZ57n1ImvOW96AB3dA+Rmu3Lm0E8x1N+PljjZw99AAri9oyYRAXp89skPSUqyw9/jJDraezDQ2YWd01mmpsQOrlpu1Xiho/EVVmaHOXniazIynHEyOsiNGwLgdfR1xqBz/FMM9PZz6uinePuZEBugg99FPfR19lB3I5qybBvMzY8R4KmFoe5edE5v52KgCdE+eng56SuOUFoqlZxUaJ7cjoXBHg4c/oySIndcrNQkhxMaxz8nJMpesRNuoZCYiyf57Kuf4WwnHFIcJCfDkSN7f4a13RmyEs3RPrMT+/NqHDvxDYW5btgY75UOWjAzPsTFi3r4+BgQE6iPvvZu3BxPoqe9h+x0e3ROfYahwT6sbU5x/ZZoo6pTRhngSoy+0XWzAS4qn/Fwkj9MVEjy05f7JMeOb9Sot5JZBeDSULwU/dOfs+/IDunonuNqv5RcLFka7qW1I5WYMCNpy+g5o/1UVPkR5XUGW2sdHnUncmD7/8HCRhMXq8Noa+1dPnCvHn8ndXZ88RFhwcacUPsUTy8DnE3VuHlT2J7X8bA5DOOz33DlRhRJcRacO38KV8uDxMZac8H2iHSgoI/bKbwv6KFx6BNMTY/h5XiMMwZq+LucwcdVnAt2iYXxDIzO7CAm7gKTfcm4Ox7Fw0mdb3b+DC8fQ0zP7sDYTF0h7efzCXA5ioWDKQvzVVywF6avhzA8s4+Wtkxcz+9j/+EvJSOZo/t+jpHhAc6e3c/sXAWPOuNJibeQTnbRPPaZdE6ZkPDetmqYnD+J/bn9mJqq4e2pR7M4DUYM9R/Pw2WAr0s33goAFw1JfTDBf0hol3y8adb1Mzm/tC7tWz8iKgAXw2lKMTm7ncMndpMYcw4ry2OEh5rgYHGQicliEqPN8bpojPHZXWTluBLoqoWvlyXTYxkc/uafpDPNgry0cHXVZnhEbDK5QrDbCfZ+8zFx0RacNz9MfIIN57V3c/WaGPpeXj4qaT9376WQnmrLOUsN7I12k5juzs1KNz752d9z+Pgemm5GoHHwY85bnSL04lm8/EwIdNbE1UYM0etYmMjERPtr/IPs6LgVirnRHjycj7N37ycEBJvhaquOX4C5QoLP5RPieQJzW0N6u9Oxt1TD2uI4FvrH6B8o5oLdIdTUd5AcZ8k5k4N4up9B68xuOjtSqSxwI9BPFwOdvZIDSN9gS3q70rAy3IWjhwFp8RYE++pwaPcviJUObqxbdpcsFgJlgK9L390qABeNSb4/zu/H35VcMp+t72d8fivNyVUALqTMUiWXS10wNdiLo+1xPDwNqav2JcRbk/HRAgoy7UlIciTYTRNXFw1CfI1IiHaSPgwxgboYGx7E5vwR4uJtWRCLVks13L3uh6XxAZxsj3Pe8jh1V0IIdD5NY5PYgVZLb3sUQRe1uP8ghZJid/wCzAj1OkNeoQ/zo+nonfocew8T5mbLSArRw9zkIOfNDpOV50FOvBURgZYKqbxURn6iJRonv5bOPtPSO8DlWj8C3DUkD6nmpocpqwhUDJnnCwn1OMZPfv5DbM4dkg4rLC/x4qKLHv0D+dyq88JEfy8uDiewt9fgzs0QPO2OoHN6B6ZGhwkPNyPY34TMBEsMdXZjbrQfM7Oj1Nf44GhxGGcnDYwNDlBSLsqrlgG+LqhWIbKVAC6qlXBvnP8Q1y6B3ODqAOIAxK3xUwX4sspnoYT7LZHUX/KnrydTUgWN9GWwOFMsqYbGh3OYGMiUtmMO9WUwMZQr6bFnx3O5dTWQhhthTAjVlVLFtFhK77146mv8uNeZLG0xHe1LZ3ayUEojDE1GhVulqUKmxnIYGciU3DFNjOZK8cOP0hgTZSyWMzeRK20quXEtlKnxfKZGchkbyFKUNV8qqcVaboVx81oIPd1p0nbTicF0rtX509wYzbxQa4mV9tk8/FzU0TI8TktTDI960lmcKWKkL1O6Cr34/bZortT6092VLmkLxvpSuXE5gAf3U6TTVMYGsyQDns6WaK7U+NEn3EwtldHdHktdpQ+trXEsKFVt8hB9fbv7VgO4aF1s5zjfj2mTjkkyud4vnY22vq1+HWorAC46oqQuUrpsWlYRCdWPiFMahUiqoGUnCSJMWImpqp3EvbJTS0N/pTpKuDcSK+vLdEU+Ea9ccRdli3sRL+gKGmIOq6QnrpL6atlhg0ijdOqgrN+yqk1SjSnLUuaRPjolMJPPpVIPKmpCpWmC5AxCSrtc75U8EHWU2iz4slw3pQMJ1fKktip5t9xWJR+kqzxEf51e+kyerQhwUcnI9jG+F93GttAWLG4OMre42XPyVQCu7JArPYQqwbUyXJleXF8lTvmxUM3/JvfiY6EEprAyE+axSnqr1EuYpEpnook0qnkFSJV5V8n3mKaStriuTCdoqMY/vpcB/gxYXydgqwJctCX47ii/Hd3Gr4W2YHtriPmlzQT5KgAXIFF2WOleYdE10JVEy50oZoUuWUgzAXgh9R533mVpLIArOriIE2mUnV3QkiSuIkxYq40PZStAqQwXaZ6ip5JHWZZII5WtYuoqnpfKmR7OoL42gJFBxZD+qTquKF8xclg2ylksY3wgnVv1oUyNienFinqo1umN7mWAvw6en8mzlQEu4OzTOsr3olr5dlgLro1DbB7Enwa4MCOVTEgFwMXpnTNF0txbDEsr8+xxctFmaDiXuekCxgQ4BXiVABYbUpRmqFNFLE4VIOapkjmncMI4XcTUSA6TwjXxYilZcWYEB5tKlmaLU/mMDWYqNrYogby88WVmPFf6ECyJzSELJQjDm9HBLOaFnl18GGaLGR3IZGaqiLHeRCJDz9HVrZiXj/RnMCfN9cUmliLpnDSxhiDVeb5Ucv00Nii8xFbSejMAE+1DPHgoDjFQVW2pmMG+EbjlVfRngPq6AVsZ4KJNYmTu3jTCtyNa+fXwVrxahmFTYK4CcCG1pnIJ8DrL1euRDHfF4+OlQ2O7OGWkhopcO9zddagodOW8yV7Uj35BdIwdi3MKh4YzQxmS+yYdnX3kZLgS7HmG40c+k1bFuzuicTivjrHubo6qfUVurgfaah/x5fZPaLwTRZDHSdTVPsXZ+azCLfNSBYxlkhisw1mtHRw79CmxCQ70dyXianME9SOf4eFhwOhQNqkRhhzc8zP0dA9SUeJBZMg57jREEOZzhgN7fo6dvZbkj93HTRNj3T0c3PcJ2fk+dLdFY2e6Tzq9JTrGhmu1vphqHebBg3QZ4PBhe3R53Q+Par6FJXC8PcyvhbfyrchWvFtGNgHiKgAX0mmpCm+bA7h6GlOUaYP26V0Mjin8hFfmO3LBQ4eEiHNEhJhyweGYdBRR/6Bw5VTF6P04Th38FA9fMyJ8dVA/8hUJkSbs3/sJkaFGfPrJj8kp8CPK+zTnbTUJ8jiFm/CD1hSJv7s2of56HNz1C4oqhMlnLQwlY3T0Z1g7G0iWbPp6B8gv8CTQV4eoQB2OHPwFkWHGnD7xNdW1IWQl2RDqr4u54WHcHE5iZnqM5qY4LEwO4HXhLDt3fERUnAvpIXoYmKpzqcQDbxdtgnzOonnyGxLjHbAyPLYswaueniq8seRWjgLkIboqBl77fqtLcGXDZheXpHn4t8Nb+a3IVvzbRpVRG3RVBbhwyVTNvZu+HDnwS4x1d+EdYi0ZkQgb6+pCZxwdNAjx0yPgoj5O1oc5rv41w8PCQKaSoc5YbEyPUndN4UhR7dAX5KTaYHnuGAmx5pw8fUByoNhQZIezx1ki/M8SEmDC7WvBuDicwt/rDEcPf0ZZtTCAqWWxPwnHc/vIqQxn6EGM5AIqNMQSLzdNAry10VD/XLJUMzY+yjxXJF3z9Uo3jLR2Yaq7G/cL54AW/L21sLA4xukze+h6lEfvZTfpqKX0+HM4u2jhe0EDXd39pCQ6YWVwjIfSEF3VvFQJzvW4ygBfl479rgBcNHZmYYnzDUP8elgL34tuJfDuRoJ8BcClhagizhz4Vz766Q9o6sxcVkuVU1ngiKXZQY4f/Bhzc3Uu2B/l0y9+yp3WNGkIP9gRg6nOfsprwqXjgDU1viEswBBrq+MUZNtz8NhuFuZKqc+xxN5Vi1BfbYx19nLRRZPDR74iNEBXOsgwOlkcFSwAnoi96U4yS4PobY/AykINXe29nDr+NSG++uz9+sf4XNRB5/TXhASb425/An9vbQzP7sf3wlmM9A8QH2uNvtZuIsJMJeeQHQ+y6Kp1xEB/D+d1d3Hk+C5pNHD40C/x9jLknP5xSYctzgAfFTvFluf4Ty38vZE0lwH+wQFcNFhIcqE22xbazP8T3SattK8LI15KZAXAZ0ski7GLNns5raOmMOsUi14LpXQ0hVNZ7i1t0bzgrImvpx6uF/S4eSdesoCbGkgnP9OFjntpzI5lkRBhgrXlMZKTnei5nyBZwInTUboaQ6is9JPOPwv00ae2wptgH128L5zloudZCgq9YbECxrMoy3OgqS2Jsf4Uyks8qavxx//CGS566XPxgi41tYGU5zpgfe4IPv4mtDZGkJ3mzL27iWQkmGNqtJ+oKFsedaeSlurAwEAuox0RFBV4cLPWF3dHDXyFu6ZAQ7IynSkp8JXOKctId2ZELL7JAH9pD9qUBO+SBFcySIDc7PqApCP/d7FthG6IJF8BcCqpyXfm1OHPqL4SqTDqUEos0dnF4pewKJsqlE72XFosV7hgEjbW4kOw+OTssKWFUmYmChWWY8J6TMQJWmKUIO7FcUjixJGFUmm1flasii9WKA47EOnE6rwAuqAr/iRDk3IWZoqZm1a4i5IAuFTO7HQRi9JecGEAI1RfCmOUmckClkS4VH7F49VzRTvKpFV76aSUpXJEfUW+pflSRb2U7V7XqyzBlf39ja7vIsBFg6cXljC6NiBZu/1+3F2iO8beiA8vz7wC4IulPGyJ4sbVMBbF0bxKfbgEuGXQCeAJMCiB91QaFb24NNxX0YMr1WniqvwTNB7TW6apTKcEuRJgyjxS2SpppfwqOnll/ueFK+lK8YKOaltU6qYsd12vMsBf3ifXkOJdBbho2tTCErpXByS79f83vl2yY19Dk18ziQB4E8wKp4MFMFOoMP0U5phzojMKh4vy3/rxQDihLIClkdd8XxuX7YP3i/42WS1ALnaebQtq5j8ltpP+cOItFScA3gZCWs8KO2wBbDGUlv/eDg8Ej4XdwEYupL5e15EB/np8W3OuiflFNOv6JK8wf5TUQVbX5JrzvlLCpTlYmlz+m1K5ivvX/OM1871uee9MvmU+s1V2Ez6/p8gAfz5v1i1mZHYR9UuPJCeO/z2pg8LetwTydavxE0KbamL/pBry3WtyQAb4azLuVbONzC1yuPqRJMn/OKWD0kdTr0piQ9O3trRQUlLC5OS78zHaUAa9I4XJAN/AF9U/s8A+AfKAJv48rZPKvukNLH3tRV2/do0Af3+uXLnCwsJWdTS59vZ8yCllgG/w2++aWmBneY8E8v+Vfo/aga0D8tnZWUlqBwcH09LcvMGckYt7GxzYcIAvLi7S0/WQpsY7tLS0Mjr2/JXld1lN9qKXJc49+6qsWwL5X2fe48rg5oN8ZHiY1JQUoiIj6enpeVH15bh3iAMbDvAHnS3oaWthY2vLeQtzrOxcePBocFWWva8AF429PzmPOORQnE0uDj28OjSzKg82IvDBgwdERESQmZnJ2NjbNsrZiBbJZSg5sOEAL85O5tgJbXr6h7h2qZyvvviM/Oobyvo8dX2fAS4a2jExx6clQpI38vfZ97k+tPFnk9+6dUuab1dXVzM//64ctvhUN5EfXsCBDQb4ImFeDuw/eIqq6moCvd3QOH2GhwPjq1bxfQe4aPTd8Tk+LhKSvJH/m/2Amxu0uC7AXF5eTlBQEHfu3FmV/3Lgu8+BDQX47PQE5lpqHD+ty0VvbwKDQmjrfAhzM9y928Hk1NPDVAHwlpaWd5/LL2lBx+QCPy3uZltwC/8UXkFIRATZmRkMDwsPMev/m5yYJDU1lcjISLq6uta/AJniluHAhgL8UWcLB/YdoL6x4zEDFuamCPdxwcjMjkcDT8//lBJ8aWkJ1T+RWfVZ3K8MW/msTL8yXPmsvCrTKa+Pw1HUQfmsvCrTKa/KcOHWRRkmrk/Cn22LiGuZXODHEVV86y//ke995zv8/ve/j52d3brroQeHBomOjiIpKZHR0a1vaikxTv732hzYUIC33rqM2Tkb+oeedKyF+Tmq85M4b+XMw96nJZa9vR3xcXGkJCeTnZ1Nbk4OGenp5OfnkZmZIa36FuQXkJiYQFlZKXFxcZQUFxMTHU1hYQHp6WlSWpE/JzubpKQkysvLiIqMoLamhsiIcCoqyqX0FRUVJCQkUFRUSFJiIkWFhcTGxnLp0iUCAwO5dKmWiPBwqqurCA0NpaamhrjYWPLz8yW6ZWVlRISHceVKHWGhoRL98PAw6i5dIkIqp4Lk5GTycnNJTEigoryc2JgYKisriIqK5PqVOr7YvoPf+a3v8v3f+z2+8xu/wQ/+7n/TfPvWa7/clRnv37tHaEgIBQUFzM3NrYyWn99DDmwowBcXFlZdyOluqsfVxZPOroGnWOzm5kphYSFXLl/m+vXrNDQ0cLW+nhs3bnD9+jXJEEOEXa6ro7GxkZrqGhob71BTXc2tWw1cu3ZVul65XMfNmze4fPmylK6yqpL29rtUVlTQ3NwkpW9qapLAfOdOo3S9ffu2BNK2tjZJN9ze3k55WRmtra2Ij4G4io/ErYYGKb3IX1WpoCs+Im13WxGg72hvp6qqEhEv6nlTpK+tlfTM4iMhwisrK+ns6OD8OXP+3e/+Lr/zve/xvd/4Nn/+f/+FmttvNkVpbmri7t27Un3FiEh8qOTfh8OBDQX489ja03aTkJBIuvqe3n4nrKkEkD6Un1BR6erq8jd/8ef80d/8H7ZpXeTLikf0TL+eNdng4CBH1dQwMTaWRifiYyL/PiwObAmAL87PMDA4yNz80x1ZOQf/kF7J8PAIyTFR+GcX8zd5PWwLamFHeTc9U6+uwhJThd/6znf40z/5E2kaolwL+JD4+aG3ddMBLmydBweHVp0TfogAF/xIT03l1o1rXBqHv8y4J6nQ9lT00P8KklwYr/zkxz/mr/7yLzl44ABBgYE8evToQ+/vH1z7Nx3gnZ2dWFpYcKex8Rnmf4gAn52dIS8vj6Y7tyV+FD2a4n+kdkq70PZV9jI4u7Y9yMKAJTgoiLq6OqampqRNI7IEf6aLvfcBmw5wYf/8H/7gD4iLi32G2R8iwGdmZqTVdrGTS/kr6JnivyZ3SCDfX9WL2JX2sp9slfYyDn0Y8ZsKcLHXeP/evWzbto3du3cxMvL0ItuHCHCxo0uosYQEVv3ldU/y35Lb2RbUhFrN2kCuml++/zA5sKkAFyqm3bt2sv2rr9i9a/czKpwPEeBCgqekJFNf/0SCK7tmTvck/zlRAfKjtY8Ymn25JFfmla8fJgc2FeDd3d00NNwkIT5emiv29fVJ1l/KV/GhAjwrM0PS8yv5oHoVIP//Etolb60n6h4xOre2ObkqDfn+w+HApgJcsFnYWwvLMWFltfL3oQJcrEsIo5jn/TIeTvAH8QqQn7nch3AHJf9kDqzGgU0HeH9/PwlxcQhLsZW/DxHgSq8qLzNKSX4wxvdj7/Iroc0YXB1AeG+VfzIHVnJABvhKjmzy8/T0tGTjLmzgX/aL7hzjt2PuSsckmd8YZI0atJeRlePfIw7IAN9iL1NsAqmuqqJ5jT7RwtvH+F50G78W2oJNw5AM8i32Pje7OjLAN/sNrChfSPDYmFhpI8uKqOc+iqOKfyeqjd8IbcHx1hBzi4rtqc/NIEd8MBzYEgCPj42V5+DLXU7MwXNzc2i4eXPNnVDMvn1aR/leZCvfDmvG9c4wCzLG18y/9znhpgNcqMbE/m2xLXPl70NcZBN68Iz0tFX14Cv5o/os8HyheZjfiGjjW+EtuDUNC58T8u8D58CmA3xhfp7qykp6e3ufeRUfIsCFLbqQ4GI/+6v+hNT2aBrhN8Nb+W5kK57NI7Ikf1UmvmfpNxzgU1MTFORmEx0dTXR0DFU1V5ienVn1BI0PE+Czkveam68wRFftk/NLS7g2DvOb4S18L6oN75YR5Cm5Koc+rPsNB/it+mp27diJp7cPTvY2HDigxrWmzlW5/iECXAzRM9PTJc81qzJlDYFzS0s43h7iV0Nb+G50GwFtT1xkrSG7nOQ94sCGAzwzPhQNTSPJwcON+hr27NxOef3qnkY+RICLRbbCggJur9hs8qp9TgzXbRuGJB35b8e0EdIug/xVefg+pN9QgC8tznHRzogvvtyNq5sr+rrauHoF8DxfJR8iwCU12bKzxzftYLOLS5y/OcivhjTz/dh2wh7MMjEnb1B5U76+S/k3FOATo/1oHd2Pd1A0tbW13Lx5m+HBARKignB286Ch5Yk7ZcFE4ZNNnF/2If2EoUtubq60CWc92i08zZvdGuPfhLXyB6bB7Dukhomh3mst4q1HfWQaG8uBDQV4Z/N1Dqsdp6PnyVlkdZWl2J4/T1xsBK6evkxNPzn8QByOII6yFfvExaYUxXXo8fPQkLgfRTgXHBsT1wHpbC1xHR1dzjM6iiLdCEPL6QYGBhgfH0fYwQtHh+JZXAUd4StceRXhExMTCFXexPi4dFXmE1cRr0yvpKNML6UT+SYmGFguR1kPRX2flKuMF+GinWKziXC3LGiMLrddlCPyi6tqfSWeDA0hfLmJeCnNyCjDI8NSe6fGRukdGedoRA6/+Z/+mO/8m1/hV7dtY+/u3fT1yS6cNhZuG1/ahgL8YUczCUlpjE0+OZ9HbI0MCE5ioPcedlYOjI4+OW3UzsaGyPBwgkNCJB/lyUmJki/z+Ph4yad4eFiY5DM9ODiI7OwsfC5elFagL168SHJyEpGRESSnJBMcFExiQrzkwigrKxMvT0/Jj7qbm5vkHumil5fkNz0wIICMjAxp5JCWloqvr4/kZ93R3l5ymezi7Cz5TRf5hN90EZ+amoK/vx+5ObkS3fKyUpydnSktLcXVxZnysnI8L1yQfLoLv2jiwAExMhH+0X18fCSVmIe7u+Qe2t3DXaqPhoYGDg4Okj91sdNO+GMXvt1DQ0NIT0tDtE/4Yxd0RLg4oURYvwnNRGREhBQWFRVFWFgoSYkJxEZF4unqzO989zt8/9/+W377u9/lr//sT7lx5fLG9zi5xA3lwIYCfLWWVZcW42zvTEZ6Mu5egUzNPHHILwAr/KELiSWk7fDwkCR1hEQV0k6ECWktnoXkE/vLhYQTOnVlHiHRxPPw0JDkdFDk6+npZmJinIcPH0rpRT4h3QUdIRHF8bnKfOK5u6tLksTCkaGgL+JFeY8E3eVyRTrh1FCMHARdIblFeiHZRfkSveV84lmkl+o1PCQdHySktaiHaJMAqTjAQbRB0BeSVmpPXx9Dw0N09/Qo6Pb0SOHCI62yvSL/wOAA/cs8EuWKuKqKcv78z/6U3/zWt/nut77Fv/+XT4m7ubr2YrX3JIe9mxzYdICPjQwQGxmMh6cvTa2dT1lfiUW2D+FsMtWuI+bg2VlZ0uEOquFver+wME9qSjJfffJz/v6rPfyqfQ5/nNmFcOoo/95fDmw6wAVrp6cmGRx6+tgiEf4hrqJLTheTkl7ZVHWtXbSuqpKqW00cvz7OtqBm/mtKB6UyyNfKNkjyUAAAFjJJREFUvncu3ZYA+PO49iECXOjBxfz85o3Vz0x/Hq/WEi48rYr1i+uX6xheBOGGeVtgI/8ztZOyPlmSr4WH71oaGeBb7I29yOnim1ZVAFyc26ac9jycnGdnRQ/bApv5s7ROqvtlkL8pj7dafhngW+yNCAleWlIiHUq43lUTtMXOPeFQQvnrnprny7IetgU08mcZ96jtn1ZGydf3gAMywLfYSxSWbAKE4qTS9f4JCS5OMl3pLaZ3eoHPy7rZFtDEX2R0Ujsgg3y9eb9Z9GSAbxbnn1OukLJlpaXPgPA5yV8pWNAWtgPiGOSVv4dT83xS3CVJ8r/Nus+VwScGRyvTys/vDgdkgG+xdyUkeHRUJNXV1eteM3Gw4dWrVxHnwa3265iY46eFCpD/75z7NAzPrpZMDnuHOCADfIu9LCFli4uKnjm6aD2qKWj7B/hTVFz8XHL3xuf5Yf5Dabj+g7wHNI4+MTx6biY5YstyQAb4Fns1YhU9LTX1rejBhQQXhxqu5oNelQ2tY3P8MO+BdGzxjwoe0jQmg1yVP+/SvQzwLfa2hJQtyM/n9m3F8cHrWT1hJRcfF0dNTc1Lyd4ameUfcx5IkvwXRd20jcsgfynTtmACGeBb7KUICZ6UlETd5ecfXfS6VRar6MLG/c6dO2sicWN4lr8XIPdv5JfFXXROPG/n/prIyYk2gQMywDeB6S8qUkjw/LxcGl7D6eKL6Iq4ublZ6aDH2jVIcCWtq0Mz/E3WfUmSf1nazf1JWZIrefMuXGWAb7G3pLBkS6H+yrPHB79pVYUErxKnpjSt7iLrefSFXvyvMxUg/7qsmwcyyJ/Hqi0XLgN8i70SMU8uKyujcY3D6FepvqCdkJBA3aXaV8kmpa3qn+HP0+5Jkvyb8h66puTh+iszcRMyyADfBKa/qEihBxcOHISkXe+fkOAVFRU0Nja+FunKvhlpY4qweNtZ0YuwgJN/W5sDMsC32PsRUlb4q3uZKut1qq2U4IL+6/6q+qb5k5QOtgU2sa9KBvnr8nGj8skA3yhOr7EcIcHDQkNXNSddI4nnJhMSvLy8/I03spQ9muKPkwXImzlc84gB+dzi5/J8syNkgG/2G1hRvpCyYrfXame1rUj6yo9ihV74aRNz/Df9FfRM8h8TFSA/XtfH6Jw4AlH+bTUOyADfYm9ESPCotzQHF5Zs16493xb9VVmR2TXJv0/okDzDnLnSz9i8DPJX5eHbTi8D/G1z+BXpSxJcxSnDK2Z/YXIhwcPDw6Rh+gsTvkJk8v0J/mN8O78S3Izh1QHG5XOLX4F7bz+pDPC3z+NXKkFIcLEffC3mpK9EGHisB29uftWsL0wfc2+M34+7K4Hc7PoA0zLIX8ivjYyUAb6R3F5DWULKFhUVvbYq60VFiNGB8JN+6TX04C+iK+IiOsb43dg2toU0S8clzclHmr6MZRsSLwN8Q9i89kJmpqdf2Zx0rdQFwPPz89btWCTVcpeAkLtj/NuYNn4ttAXrhkHkdTdVDm3OvQzwzeH7c0udExK8sPCNTxddrQAB8MSEtyPBRXliiS3o7hi/F93Gt0Kbsbs1xLxAvvzbNA7IAN801q9esJiDC9fGly5dWj3BG4SKOfjbciahrJYAuW/LKL8V2SodeOhw+1l/98q08vXtc0AG+Nvn8SuVoFxFfxt6cEFbnG0m3Da97Z938zC/HtnKr0a04nR7GHlK/rY5vjp9GeCr82XTQqenp6QTXUpKSta9DgLghQUFNNy8ue60VyN4oWmY3whv5TcjW3FvHH7qWKrV0sth688BGeDrz9M3oihAeKm2ls729jeis1pmsUIfHxcrHX6wWvx6hy0tgeudIX49vIXvRLZysWVkvYuQ6b2EAzLAX8KgjY4Wc/DQkBDp+OH1LlvMwUtLS97KVtTn1XVxaQn720NsC2vhN6Pa8G+VQf48Xr2NcBngb4Orb0BTSHCx2+vu3btvQGX1rEKCx8XGUvMWtqKuXqIidJElrBqG+JXQFn47upXQu6MvSi7HrSMHZICvIzPXg5SQ4GI3mdi3vd4/yZKtsorm5lfz6LIe9ZhZXML0+gD/JrSZ78e0EdMxvh5kZRov4YAM8JcwaKOjBQiFiuxtrKILCZ6QEE/tpZd7VX0b7Z5aWMTwaj/bgpv5fuxdEu7LIH8bfFalKQNclRtb4F5I8CjpZJO349GlpKT4rbhkXivrphaW0K0fkED+B/F3SZJBvlbWvVY6GeCvxba3l0lI2YKCfO7cWX+/6IK2cMl86dL6u2R+FY6MzS+hXd/PtqAm/lNCB6kPJ18lu5z2FTggA/wVmLURSYUtujAnfRO3Ss+rp1jAy83N4caN689LsmHhI3OLaNT1SSD/w6R2MrsmNqzsD6kgGeBb7G3Pzs1SVlb6yq6N19IMAfC8vDxu3LixluRvPY0A+YlLAuTN/JfkDrK7ZUm+3kyXAb7eHH1DemIOHhcbQ91bsEUXAM9IT6e+vv4Na7l+2QXIhV834cTxj5I7yJVBvn7MBWSArys735zYYz14W9ubE1tBQdCWTFUbGlbEbO7j4MwC+6t6JJD/SWoHRb1Tm1uh96h0GeBb7GVOTU0R+pa8qgqA52Rnc/3atS3WauifWeCbCgXI/zTtHpV9MsjX4yXJAF8PLq4jDQFC4a7p7luwRRe0U5KTqKvb3FX057Grb2aB7eU9bAto5i8yOrk0MP28pHL4GjkgA3yNjNqoZGI3mZDg6+HaeGWdBcALxG6yLTZEV61n99QCX5YKkDfyt5n3uDwog1yVP696LwP8VTn2ltPPz89x5fJlOjo61r0kAfCsrCyubcEhumpjOybm+WVxN9v8m/iHrHtcH55RjZbvX4EDMsBfgVkbkVSsokdGhFNTvf6WbALgQk128+bWUJO9iJ93x+f4WVGXdNjhD3Ie0DAy+6LkctxzOCAD/DmM2axgAcKKinKam1/vgMAX1VvQTk9Po75+/Y8mflG5rxvXNDrLTwq7JEn+o7yHNI7KIH9VXsoAf1WOveX04nzwxMTEt+OTTUjw3FxuXN98S7a1svHWyCw/yn/ANv9Gflb4kJaxubVmldPJevCt1wcEwLOzst6KW6X5ZTXZVp+Dr3wrN4Zn+KdcBch/XtRFx4QM8pU8et6zLMGfx5lNChe26EmJiVx+C6osMURPTk7esmqyF7H8+tAsf5dzXxqu/6KoiweT8y9KLsctc0AG+BbrCmLHV2lJyVs52UTsNa+srNwUhw/rweb6oRn+Nuu+tPD2SUm3DPI1MFUG+BqYtJFJxCp6YmICly+vvzGK+HjExERLxxNvZJvWs6y6wRn+KvOeZNb6eUkXPVOyJH8Rf2WAv4g7mxAnhtHibLLbt9d/P7iQ4MXFxW9lr/lGsqqmf4Y/TeuUQP5FWTcDMwsbWfw7VZYM8C32uoQEj4mJobq6et1rJj4eKWIO/hZ2qq17ZV9CsHZghj9OVYB8Z2UPfTPy2eSrsUwG+Gpc2cQwaQ5eWkpLS8u610IAPC/v3VKTvYgJFX1T/EmKAHkzB6oeMTArS/KV/JIBvpIjm/wsJHh4WNhb8aoqAJ6WmsqVd8TQZS2voqh3kv+e1CF5hjla+4jBFSBfWlpE2PePjY0xM/usem1JnM7wHv9kgG+xlytAKFa634YEl+bgRUXcun1ri7X6zaqT2zXJfxEgD2ziaM2j/7+9K31q67rif0XbtP3eydd+aWf6pXWnmWmcSSaLk3pip068BS9sJuwISRgQSIhNgFlksM0mCZtVgI1tVoOF2LQAZrdAC2LH7Ivwr3MfoHji1BBbennA1cwb3vDuO+fc37k/3au7nMMcPd2V2N3aAL5QCJksGSJRDGrqnjhTKHV3tEAcI8aQZXK3+KH7SwnOMZcys+gqlXvWwde3kw92tB+Mraq/xDUV1mX8UTWC94pGoJ3+8XBKUboUn375Hepqa5GZkoDTp86gqa2XES2LjcD7f3ofWQXqX6LqQJWlBOeYu9bX1lBdXeWW7aRkdMAEfDhAW1V/iXvKLEtMQoWlV5KSF8llCBIkOcVII4Ihu5GN2YkxXOeHI4LPQ2BwBOYWD+c+d0pwp+u5cUMIXlFR4ZYUv4TgZBa9Tev63OPcQO91K+7KZQgIj3c+yE4R40bGTWjqK/HlFycQFhyAY/86jvqdXt1Z8JDcUIJzzJFkL3pZWRm6ulyfw5v8Bm9qbETfM9efVOMYjE5zlOkJuHA1FNMz09Bpm3D1kgfyVOWQiQUI4kXi/v0qnP/uGwjEqXil43e+f9BvKME55kFC8Eq12i1BGcgSXF5uLpqfuD7vGcdgdJpTX5qLr/5zGnFxcfDz8UZCmhx9z4yIFkbA0D/KlGusLoF/SATsc4cvDhwluLMpcOOGEPx+NUlO4PqgDA6HA21tbRhxQ+ZSbqD3uhULc1PM+XcS585g7MHaxibWlxdgej6Kzc3tdfO15UU8Hx7G0sqPk3OvSzqY/6EE55jfmB68stItBCc9eEF+PrMMx7FqU3PchAAluJuAfVuxhOBqdYVbhujkN3hzM1lj739b8+h7BwwBSnCOOYwQvKSkGO1uWKtmfoPn5TIhoThWbWqOmxCgBHcTsG8rlpCQnPjqc0NMNtKDtzQ3o7+f9uBv65+D9h4lOMc8Rnpwd0VdIevgJH0wmWijn6OBAOcJPnyEZnxJkyOHH5gevK/PLS1Qo3mKo4apW4A8IEI5TXBZcjKzh9hiNmN01HTor7GxUQwNDSIrKxNVVZUwm8dcVmciiyyPJSUmMjHfbDary2QfBd+8cx1NJsafy8vspkjmNMFJFo6bcjlUSgUUhYWH/lIWFoJcCoUCSqWCSSPsqnorFQomXBMvjAepRMKEhXKVbCpn77ZJlidJME2z2cxq389pgpOTVTabDRaLBVar9chc4+PjTL2tFhfWeQfDyclJ2O12WI8Ypr92+yFtmLRl0qbZ/HCa4GwCQXVRBA4jApTgh9GrtE4UgR0EKME53hTcGVHocAcr4rhjWTKPEpwloPdSM2sfxcMHD7Cwsh14YLDXgLqGFqysvXvc7wnrc9TUPMLc4vZhioHuTtQ3NmP1J/HL9rKRzecbaytoqn2I/PwCqJRKFJeUwzoxvS8TlhYXMDMzt6+y+y00N2Vj9g/MLSzt9xVnucUZO3O+f2GZ/aASlOBON/y6N1PWIXx36iQea4yYtg7B+9JF3FaWYesN0YD3u+QyOdqD86dP4n6TDlM2E7y+P4tbhfc4ff55dtIGf08P+AcLoCzMx+WzpxEiiAPJc7C69AIGvQGLO6e/VtdWYB83o39wGOTEXEm+HCFhYiyvO7C8MMecJpudX3A6mARiJDsGJyZsTAaZ1Z1gjLMTNuh0euyS2LGxhl6DDtbxSYybh1BSWorJ2SWsLi+go60dU7PbMkm6KbvVjIGBQaztHCqfsJmh0+ux7niJMWMrrvOi8Nw667SBrRtKcLaQ3kPP1pYDOWmxuOzph0h+OKQpcqxvvs7u5aUl1NfXITkpCSaTaQ+p249Jg85OkcDT2w9CfggSb9yCCwYG+9L9toWm7WaEBf0AZVkNthwOFN1KQUBgBIyGXiSJRRAKBJDEJWJ4YAAZSTG4euUqfLx9oCouQVSoH45//i20rVrIEiSIjhQgOCwCJtsEYw4haE5aHHy9veDh4YGbBXdhNfUjUSwCPzwMUeJ4mMasKMpOwSWPiwgJFaK4uBzq6io86zUiLiYSgf6BCOUJ0aXvQUZaMi5d8oKPlxfyVeUYMOggEUUiLCQI0rQc9LY1ISYiFs9tlOBv2x4OxXuDRi3+/pc/41poFHaHcysrq8zuNrK8olKp8MXnn+EPv38Pn3z0EVq1WiZLidFowE8vg0HPbGzZ2hkCDPV24Njf/grvQAFW1taxsbYMs8WKTQc3Y4nPT9vhe+Ucvj5zHpLYaHz4wQfIuKWEKjsNp8+cQ1lZKS6e/S8y0zMQ6PU9UrNyUaHKQaxEgqT4eITwYvHM0IUUmQwlRXn4+OMvUK/pYtrJwowdob4eSE7PQXHJPXj6C9DZUgd5VhZyMlNx/sJZZGdnwOeqDzTadmhbnkCemYrQcD6iwsMQEh6LsTEzUqWRCOVHws/XG0lpt6C+WwBBWBge19QgKyMT8htJOHHqe2jqHkISFUcJfihY+g6VMA304PLFc874YMaOp0jLvIPpWfKbcho3bqTh+If/xu9+81v889g/GMKXl5czp8/ICbRXL5JjvLGhgRmyEpPMI324cvEcGtr74FhZxL3CO4gWiXC/sZX5AnkHs93y6ozdjKBr3pDn3cP4uA3xfD8Io6SQCMNx8tS3uH3nNiKEQhQVFkAcLUBLVy8GjU+RnnUT6bIUSOLS0Vh7H6GhoUhPS8TxT06gSbsdRGN+woIEEQ8aXTd6+wcQxBMh/44c4eECSEWRuHDxHBKlkfALEjJftKtLC6ipLkZ4OB9eVzyRfFPF1LlcmQ3va4G4HiVGfYsRpp42xEXzkZGRxowwxKIIfPnNZWjqHzI9+Ihlxi1YvUkoHaK/CR2Wn+m0jfjB5xrG58lkzEs01pTgwuUADJnGnZbY7eNMUEaJRIKR4RGGnGT/+v+7dl/Uax7D19sP86sv0aF9gshoEaqrKhHKl2J+kXuhiqbtFghCg1H1+ClThWZ1Lng8IQrycuEfFAJ1pRqJCQlobWlEvPg6mtr06OlsQmbObeTnZMPHj8+Q1dPXHxWld/HZJ58it7iGkfViygaZRAhNpx767h4Io+Mgus6DT0AYivJv4fSpr5Euz4IgKBBJiTJIY8WQpcggiU9EXnYWfK/9AKWqCAE+nshV3EOMJBGPmnQYMmiQGCsELzgAYYLruJOdjhMnz0CVnwtpTAJMdIi+2xyP5t/xsWE01Ddgd9A8N2FCtCgRgyOW1wAhE2wkW8d+P5aRftQ1apjitbUPkJwqx+TUDMJCYjA1+2K/Ylgrt7q8CM3TZoyMWhmddvMw6urqmZFM3cNKpKam4kFtA+bnptHVoYXVPoWZSQu6n/XDbDKhuFSNLp0BRQX5yC9QoaK0BA2admy9BMgMva6jFeOTU5iansFTbSesYyNQFNyBQqmCWq1Ge4cePbpOpCUnobzyEUZGnqOjS4/5uVk0Pa6CTCaDuuoRXiwsQtvRhTHbJMjEoFHXhYG+XuTlZEOhuIuK8jImS01Xp965QsIaiABoD84m2nvp+smi9/zkKCKjEjAw7Nr9y336dkQL+IiTxkEiu43V9Xdfituraq54/mqaob22fO6W3drcxMZO7DXHlsOZ1eTn7HFsbjrnJHbnLjY3Xk93RN5dXXnzqGdzYx1b5NsEgONNSyE/Z4gL/0cJ7kIwXS1qfWUROn03Xiy49gTSy/VVdGieoFChxLDJ5mqzqTwOIUAJziFnsG0K3cnGNuLs66MEZx9zqpEiwBoClOCsQU0VUQTYR4ASnH3MqUaKAGsIUIKzBjVVRBFgHwFKcPYxpxopAqwhQAnOGtRUEUWAfQQowdnHnGqkCLCGACU4a1BTRRQB9hGgBGcfc6qRIsAaApTgrEFNFVEE2EeAEpx9zKlGigBrCFCCswY1VUQRYB8BSnD2MacaKQKsIUAJzhrUVBFFgH0E/geavoZ+jKmb6QAAAABJRU5ErkJggg==" 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" 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" /></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman", serif; font-size: 12pt;"> </span></p><p></p><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"><td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 530.3pt;" valign="top" width="566"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;">DA = DA (T<sup>-</sup>, G<sup>+</sup>, i<sup>-</sup>, tc<sup>+-</sup>, As<sup>+</sup>, YPrm<sup>+-</sup>)<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;">por tanto, </span><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">POLÍTICAS ECONÓMICAS DE DDA</span></b><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">POLÍTICAS DE DEMANDA EXPANSIVAS.<o:p></o:p></span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="43"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PFE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="43"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↓T│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="47"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PME.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="73"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑OM│↓i│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑I│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="47"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="73"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PCE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↓Tc │</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑X│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"><b style="text-align: left;"><span style="font-size: 10pt; line-height: 14.2667px;">↓</span></b>M│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;"><tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">PRE.</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Wg│</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑C │</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"><o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑DA│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑Y│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑L↓U<o:p></o:p></span></b></p></td></tr><tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 5.4pt; width: 32.2pt;" valign="top" width="44"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 38.45pt;" valign="top" width="51"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑</span></b>G│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 35.45pt;" valign="top" width="47"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑G │<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 42.5pt;" valign="top" width="57"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;"> </span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="40"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P│<o:p></o:p></span></b></p></td><td style="padding: 0cm 5.4pt; width: 1cm;" valign="top" width="46"><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 10pt;">↑P<o:p></o:p></span></b></p></td></tr></tbody></table><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></b></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></p></td></tr></tbody></table><p></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt;"> </span></p><p></p><p><img alt="" 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" /></p><p></p><p class="MsoNormal" style="line-height: normal; text-align: justify;"><br /></p><p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 17.12px;"> </span></b></p><p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 17.12px;">MACROECONOMÍA.</span></b></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.comtag:blogger.com,1999:blog-10844769049368085.post-47144363961236948512023-10-27T12:04:00.001+02:002023-10-27T12:04:09.038+02:00Equidad. Stiglitz<p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/xAiaz8ykudg" width="320" youtube-src-id="xAiaz8ykudg"></iframe></div><br /> <p></p>Diego Cano Solerhttp://www.blogger.com/profile/12041080199820491664noreply@blogger.com