<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8156865</id><updated>2012-01-25T13:06:59.368-08:00</updated><category term='27-08-2011'/><category term='DERECHO PENAL: BLASFEMIA'/><category term='EJECUCION'/><category term='LEXICO LEGAL:&quot;NON BIS IN IDEM&quot;'/><category term='DAVID RICARDO'/><category term='CLAUS VISTENSEN'/><category term='TRIBUNAL SUPREMO DE ESTADOS UNIDOS:EXPROPIACIONES'/><category term='TJCE C-204/03'/><category term='NIALL FERGUSON'/><category term='INFORME  SOBRE QUIEBRA'/><category term='REDUCCION DE EXISTENCIAS MINIMAS DE PRODUCTOS PETROLIFEROS: ¿ACUERDO DE CONSEJO DE MINISTROS O MEDIDA LEGISLATIVA?'/><category term='BLOGS DE DERECHO'/><category term='INTERNET: RESPONSABILIDAD CIVIL DE LOS PRESTADORES DE SERVICIOS DE LA SOCIEDAD DE LA INFORMACION'/><category term='FRANCOIS LEVEQUE'/><category term='POLITICAS UNION EUROPEA'/><category term='ALTERNATIVAS'/><category term='COLLAR DE CICATRICES'/><category term='PLAN DES RESCATE PARA EUROPA'/><category term='STEFAN MINCOSSI'/><category term='EL RESCATE BANCARIO ESPAÑOL'/><category term='SSTC 63/2005 y 29/2008'/><category term='EL CARACTER Y EL DERECHO'/><category term='&quot;CREATIVE COMMONS&quot;'/><category term='TESTIMONIO LAWRENCE LESSIG'/><category term='CRISIS DE CREDITO'/><category term='EL SACRAMENTO DEL LENGUAJE'/><category term='LEXICO LEGAL: LOS DERECHOS SEGUN HOHFELD'/><category term='Oliver E. 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FINLANDIA'/><category term='REDES DE INTERCAMBIO DE FICHEROS'/><category term='ACTIVIDAD BANCARIA'/><category term='LA CRISIS ECONOMICA MUNDIAL'/><category term='MICHAEL PETTIS'/><category term='TASA TOBIN'/><category term='ECONOMIA DE LAS DEPRESIONES'/><category term='THE TRANSATLANTIC DEBATE'/><category term='CRISIS ECONOMICA Y EMPLEO PUBLICO EN ESPAÑA'/><category term='¿UN TARP EN EUROPA?'/><category term='SATYAJIT DAS'/><category term='RICARD SOLE'/><category term='LA POLITICA FALLIDA DE LA CRISIS DEL EURO'/><category term='PAUL KRUGMAN'/><category term='NADA ES GRATIS'/><category term='DERECHO TRIBUTARIO:TITULOS EJECUTIVOS DE DEUDAS INCONSTITUCIONALES'/><category term='ESTA TIERRA ES TU TIERRA'/><category term='RECURSO DE AMPARO'/><category term='FINANCIACIACION DE LAS EMPRESAS'/><category term='ANTONI DOMENECH'/><category term='CHARLES WYPLOSZ'/><category term='REDES COMPLEJAS'/><category term='IMPUESTO EN FORMA DE RATIO DE  CAPITAL'/><category term='STC 69/2010'/><category term='GRAFICOS'/><category term='UN FONDO EUROPEO DE ESTABILIZACION'/><category term='LOS AVALES DEL ESTADO A LA BANCA EN 2009'/><category term='EL DOCUMENTO DE LA &quot;TROIKA&quot; DE 21-10-2011'/><category term='G.G. RUIZ ZAPATERO'/><category term='YUKOS V. RUSIA'/><category term='FEDEA'/><category term='TARIFA DE KYOTO'/><category term='SENTENCIA DEL TRIBUNAL SUPREMO DE 18 DE SEPTIEMBRE DE 2009'/><category term='ARQUEOLOGIA DEL JURAMENTO'/><category term='WILLIAM WHITE'/><category term='LIBERTADES PUBLICAS: DERECHO A UN PROCESO'/><category term='JENNER AND BLOCK'/><category term='LEXICO LEGAL:HUELLA ECOLOGICA'/><category term='UN EXAMEN TECNICO'/><category term='SERVICIOS SUJETOS AL IVA DE LOS REGISTRADORES DE LA PROPIEDAD'/><category term='SENTENCIAS CONTRADICTORIAS'/><category term='VOXEU'/><category term='SOBREENDEUDAMIENTO'/><category term='TRIBUNAL CONSTITUCIONAL'/><category term='LEXICO LEGAL:CAMBIO CLIMATICO'/><category term='DERECHO A LA PRESUNCION DE INOCENCIA'/><category term='LIBERTAD CIVIL Y LIBERTAD POLITICA'/><category term='MODELO HOTELLING DE USO DE RECURSOS'/><category term='DERECHO CONSTITUCIONAL: DESOBEDIENCIA CIVIL Y OTROS ESCRITOS'/><category term='EFICIENCIA ENERGETICA'/><category term='EL GRAFICO DE LA CRISIS DEL EURO'/><category term='EDICION EN CASTELLANO DE WALDEN'/><category term='LA DEUDA GRIEGA Y EL PENSAMIENTO POLITICO'/><category term='VISTA'/><category term='STS 21-3-2005'/><category term='CRISIS ECONOMICA Y OLIGARQUIAS EN EL MUNDO DESARROLLADO'/><category term='BILL MARSH'/><category term='LA CRISIS ECONOMICA ESPAÑOLA'/><category term='¿UNA PIRAMIDE PONZI EUROPEA?'/><category term='HERMAN DALY'/><category term='CAMARADAS BUSH'/><category term='VERSIONES CONSOLIDADAS'/><category term='CENTRE FOR EUROPEAN POLICY STUDIES'/><category term='YOUTUBE'/><category term='BALTIC DRY INDEX'/><category term='IDENTIDAD DE KAYA'/><category term='RECURSOS DE AMPARO ANTE EL TC Y DECLARACIONES PREVIAS DE INCONSTITUCIONALIDAD DE LEYES TRIBUTARIAS'/><category term='BANK OF AMERICA'/><category term='CRISIS ECONOMICA EUROPEA'/><category term='LEXICO LEGAL: BIENES PUBLICOS'/><category term='RAP Nº 169'/><category term='ROBERT SHILLER'/><category term='DERECHO A LA SEGURIDAD JURIDICA'/><category term='LA CRISIS ECONOMICA NACIONAL (II)'/><category term='DOCUMENTOS LEGALES:DECLARACION DE INDEPENDENCIA'/><category term='DERECHO TRIBUTARIO: ANALOGIA'/><category term='LEXICO LEGAL: LEY DE METCALFE Y VALOR DE LAS REDES'/><category term='IMPUESTOS PUNITIVOS'/><category term='DIRECCIONES IP'/><category term='CONCENTRACION DE RIESGO Y DEUDA DE LOS GOBIERNOS'/><category term='MODELO ECONOMICO: OCCIDENTAL'/><category term='TOO BIG TO FAIL'/><category term='VIOLACION ARTICULO 6.1 CEDH'/><category term='¿PUEDE SER ORGANICA LA LEY ORGANICA 1/2010?'/><category term='CRISIS DE LA EUROZONA'/><category term='LEXICO LEGAL: TEOREMA DE IMPOSIBILIDAD DE ARROW'/><category term='FANNIE Y FREDDIE'/><category term='TRATADO DE LISBOA'/><category term='DELITO DE DEFRAUDACION TRIBUTARIA'/><category term='CONSTITUCION ESPAÑOLA'/><category term='CAMBIO CLIMATICO'/><category term='CONDICIONANTES ESTADISTICOS'/><category term='EQUILIBRIO DE LOS BALANCES DE LOS TRES SECTORES'/><category term='BANCOS BUENOS Y BANCO MALO'/><category term='LUIGI ZINGALES'/><category term='EL GOLPE PACIFICO'/><category term='EL MOMENTO DE LA VERDAD'/><category term='BALANZA POR CUENTA CORRIENTE'/><category term='MATHIS WACKERNAGEL ET AL'/><category term='DERECHOS'/><category term='ESTABLECIENDO EL MARCO DE LA CUESTION DE LA CORRUPCION INSTITUCIONAL'/><category term='PLANES DE RESCATE FINANCIERO'/><category term='Comisión contra Reino de España'/><category term='LEY ORGANICA 6/2007'/><category term='CNMV'/><category term='VERSION ACTUALIZADA DE UNA PROPUESTA DE IMPLANTACION EN LOS EEUU'/><title type='text'>OPINION LEGAL</title><subtitle type='html'>DERECHO TRIBUTARIO Y CONSTITUCIONAL
DERECHO Y NUEVAS TECNOLOGIAS
ACTUALIDAD JURIDICA Y ECONOMICA
MEDIOAMBIENTE</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default?start-index=101&amp;max-results=100'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>352</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8156865.post-4524028951313869295</id><published>2012-01-25T13:05:00.000-08:00</published><updated>2012-01-25T13:06:59.438-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='YUKOS V. RUSIA'/><category scheme='http://www.blogger.com/atom/ns#' term='TRIBUNAL EUROPEO DE DERECHOS HUMANOS'/><title type='text'>EL TRIBUNAL EUROPEO DE DERECHOS HUMANOS COMO JUEZ TRIBUTARIO (YUKOS V. RUSIA)</title><content type='html'>&lt;div style="width:477px" id="__ss_11259660"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/gruiz/el-tedh-como-juez-tributario-yukos-v-rusia-25-012012-cc" title="El tedh como juez tributario (yukos v. rusia), 25 01-2012, cc"&gt;El tedh como juez tributario (yukos v. rusia), 25 01-2012, cc&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse11259660" width="477" height="510"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/doc_player.swf?doc=eltedhcomojueztributarioyukosv-rusia25-01-2012cc-120125145438-phpapp02&amp;stripped_title=el-tedh-como-juez-tributario-yukos-v-rusia-25-012012-cc&amp;userName=gruiz" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed name="__sse11259660" src="http://static.slidesharecdn.com/swf/doc_player.swf?doc=eltedhcomojueztributarioyukosv-rusia25-01-2012cc-120125145438-phpapp02&amp;stripped_title=el-tedh-como-juez-tributario-yukos-v-rusia-25-012012-cc&amp;userName=gruiz" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="477" height="510"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style="padding:5px 0 12px"&gt;View more &lt;a href="http://www.slideshare.net/"&gt;documents&lt;/a&gt; from &lt;a href="http://www.slideshare.net/gruiz"&gt;Guillermo Ruiz Zapatero&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-4524028951313869295?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/4524028951313869295/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=4524028951313869295' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4524028951313869295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4524028951313869295'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/el-tribunal-europeo-de-derechos-humanos.html' title='EL TRIBUNAL EUROPEO DE DERECHOS HUMANOS COMO JUEZ TRIBUTARIO (YUKOS V. RUSIA)'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-5214541092831292209</id><published>2012-01-22T11:07:00.000-08:00</published><updated>2012-01-22T11:10:26.317-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SOPA AND PIPA'/><category scheme='http://www.blogger.com/atom/ns#' term='UN EXAMEN TECNICO'/><title type='text'>SOPA AND PIPA, UN EXAMEN TECNICO</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;a href="http://luminconsulting.com/sopa/" target="_blank"&gt;&lt;img src="http://luminconsulting.com/wp-content/uploads/2012/01/sopa-pipa.png" alt="SOPA &amp; PIPA Technical Examination" width="550" border="0"&gt;&lt;/a&gt;&lt;BR&gt;&lt;br /&gt;&lt;div&gt; Brought to you by &lt;a href="http://luminconsulting.com/" title="Lumin Interactive"&gt;Lumin Interactive&lt;/a&gt; and &lt;a href="http://condorconsulting.com"&gt;Condor Consulting&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-5214541092831292209?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/5214541092831292209/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=5214541092831292209' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/5214541092831292209'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/5214541092831292209'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/sopa-and-pipa-un-examen-tecnico.html' title='SOPA AND PIPA, UN EXAMEN TECNICO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-2271564103564771709</id><published>2012-01-17T01:34:00.000-08:00</published><updated>2012-01-17T01:55:38.208-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA POLITICA FALLIDA DE LA CRISIS DEL EURO'/><title type='text'>LA POLITICA FALLIDA DE LA CRISIS DEL EURO</title><content type='html'>&lt;a href="http://www.economonitor.com/piie/2011/11/25/the-failed-political-economy-of-the-euro-crisis/"&gt;EconoMonitor : Peterson Institute for International Economics » The Failed Political Economy of the Euro Crisis&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Aunque los comentarios de Anders Aslund están fechados el ¡25 de Noviembre de 2011! son suficientemente explicativos de cómo se ha podido llegar a la situación actual, así como de que el problema,y su solución más complicada y costosa cada día que pasa, solo es posible con otros líderes y otra política europea y nacional.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Europa no tiene hoy política económica ni política a secas y los Estados miembros tampoco.Esa es la situación potencialmente más desastrosa.Mas que la muy grave situación económica:&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;"And the European Union is about to run out of credible sources of financing after its many failed anti-crisis programs. This folly has apparently driven Europe into an unnecessary recession.&lt;br /&gt;&lt;br /&gt;Given the miserable performance of the current set of political leaders, they have lost all credibility. There is little reason to believe that they will be able to resolve the crisis. This is not a moral or political statement, but an assessment based on rather elementary political economy. In the end, crisis resolution is a matter of restoring confidence in the state. For that task, Europe needs new leaders, who can handle a crisis in a relevant way. Until then, the euro crisis is likely to persist.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Análisis y propuestas atinadas y necesarias no faltan,pero no son suficientes ni garantizan nada.Esso es lo que se ha comprobado ya hasta la saciedad.La continuación por la misma ruta solo puede agravar la crisis política y social además de la económica.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;A título de mero ejemplo:&lt;br /&gt;&lt;br /&gt;Morris Goldstein: &lt;a href="http://www.voxeu.org/index.php?q=node/7511"&gt;Stop coddling Europe's banks&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;http://www.voxeu.org/index.php?q=node/7511&lt;br /&gt;&lt;br /&gt;y sus referencias a &lt;a href="http://euro-nomics.com/"&gt;Euro-nomics&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;http://euro-nomics.com/&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-2271564103564771709?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/2271564103564771709/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=2271564103564771709' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2271564103564771709'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2271564103564771709'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/la-politica-fallida-de-la-crisis-del.html' title='LA POLITICA FALLIDA DE LA CRISIS DEL EURO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-1769775743751295707</id><published>2012-01-17T00:43:00.000-08:00</published><updated>2012-01-17T00:45:21.086-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NOTIFICACIONES TRIBUTARIAS ELECTRONICAS'/><title type='text'>LAS NOTIFICACIONES TRIBUTARIAS ELECTRONICAS</title><content type='html'>&lt;div style="width:425px" id="__ss_11101145"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/gruiz/aja-12-012012-notificacion-tributaria-obligatoria-en-deh" title="Aja 12 01-2012 notificacion tributaria obligatoria en deh"&gt;Aja 12 01-2012 notificacion tributaria obligatoria en deh&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse11101145" width="425" height="355"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=aja12-01-2012notificaciontributariaobligatoriaendeh-120117024057-phpapp01&amp;stripped_title=aja-12-012012-notificacion-tributaria-obligatoria-en-deh&amp;userName=gruiz" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed name="__sse11101145" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=aja12-01-2012notificaciontributariaobligatoriaendeh-120117024057-phpapp01&amp;stripped_title=aja-12-012012-notificacion-tributaria-obligatoria-en-deh&amp;userName=gruiz" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style="padding:5px 0 12px"&gt;View more &lt;a href="http://www.slideshare.net/"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/gruiz"&gt;Guillermo Ruiz Zapatero&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-1769775743751295707?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/1769775743751295707/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=1769775743751295707' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1769775743751295707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1769775743751295707'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/las-notificaciones-tributarias.html' title='LAS NOTIFICACIONES TRIBUTARIAS ELECTRONICAS'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-4861823840885882809</id><published>2012-01-15T12:19:00.000-08:00</published><updated>2012-01-15T12:20:18.454-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EJECUCION TRIBUTARIA SIN TITULO'/><category scheme='http://www.blogger.com/atom/ns#' term='STC 38/2011 DE 28 DE MARZO'/><title type='text'>STC 38-2011 DE 28 DE MARZO: EJECUCION TRIBUTARIA SIN TITULO</title><content type='html'>&lt;div style="width:477px" id="__ss_11063108"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/gruiz/stc-382011-de-28-de-marzo" title="STC 38/2011 DE 28 DE MARZO"&gt;STC 38/2011 DE 28 DE MARZO&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse11063108" width="477" height="510"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/doc_player.swf?doc=stc038-2011amparo9167-2008-120115141256-phpapp02&amp;stripped_title=stc-382011-de-28-de-marzo&amp;userName=gruiz" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;param name="wmode" value="transparent"/&gt;&lt;embed name="__sse11063108" src="http://static.slidesharecdn.com/swf/doc_player.swf?doc=stc038-2011amparo9167-2008-120115141256-phpapp02&amp;stripped_title=stc-382011-de-28-de-marzo&amp;userName=gruiz" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="477" height="510"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style="padding:5px 0 12px"&gt;View more &lt;a href="http://www.slideshare.net/"&gt;documents&lt;/a&gt; from &lt;a href="http://www.slideshare.net/gruiz"&gt;Guillermo Ruiz Zapatero&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-4861823840885882809?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/4861823840885882809/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=4861823840885882809' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4861823840885882809'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4861823840885882809'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/stc-38-2011-de-28-de-marzo-ejecucion_15.html' title='STC 38-2011 DE 28 DE MARZO: EJECUCION TRIBUTARIA SIN TITULO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-1736030859853309264</id><published>2012-01-15T10:51:00.000-08:00</published><updated>2012-01-15T12:07:05.268-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EJECUCION DE DEUDA TRIBUTARIA INCONSTITUCIONAL'/><category scheme='http://www.blogger.com/atom/ns#' term='STC 38/2011 DE 28 DE MARZO'/><title type='text'>STC 38-2011 DE 28 DE MARZO: EJECUCION TRIBUTARIA SIN TITULO</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;La STC 38-2011 confirma la constitucionalidad de la STS recurrida en amparo, y que desestimó el recurso de casación interpuesto en tiempo y forma contra la recaudación en vía ejecutiva de un recurso cameral declarado inconstitucional por la STC 179-2004.En la vía contenciosa de recurso se invocó también la falta de constancia del título ejecutivo en el expediente administrativo.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;La STS recurrida en amparo contó con un voto particular disidente:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:11.0pt;font-family: Verdana;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Lucida Sans Unicode&amp;quot;; color:#666666;mso-ansi-language:ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language: AR-SA" lang="ES-TRAD"&gt;"La Sentencia contó con el voto particular de dos Magistrados, afirmando que se debió estimar el recurso contencioso-administrativo porque "el procedimiento de apremio no podía subsistir con base en la nulidad del título que habilitaba tal vía, al haberse girado la liquidación bien al amparo de una norma que se declaró inconstitucional o bien sin cobertura legal alguna, ya que utilizar a tal efecto la Ley 3/93, de 22 de marzo, supone dar a ésta una retroactividad que la propia mayoría considera improcedente"&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;El proceso argumentativo de la STC 38-2011 es un modelo de "gradualismo" y compartimentación que se resume en lo siguiente:&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;1) El derecho reconocido por el artículo 1 del Protocolo 1 del Convenio Europeo de Derechos Humanos que reconoce el derecho al disfrute pacífico de las posesiones de una persona física o juridica no podría, según la sentencia, ser invocado en amparo y se encuentra fuera de dicho sistema de protección jurisdiccional.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Esta declaración produce sorpresa porque España ha ratificado el CEDH y el citado Protocolo 1 y porque el artículo 13 del CEDH obliga a los Estados signatarios a arbitrar un "remedio efectivo" contra las infracciones de los derechos protegidos por el CEDH y sus Protocolos.&lt;br /&gt;&lt;br /&gt;La declaración de la Sentencia supone, por tanto, reconocer que España carece de un remedio efectivo contra las infracciones del artículo 1 del Protocolo 1 del CEDH y que infringe por tanto dicho CEDH en este importante aspecto:&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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&lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size:11.0pt;font-family: Verdana;mso-bidi-font-family:&amp;quot;Lucida Sans Unicode&amp;quot;;color:#666666;mso-ansi-language: EN-US" lang="EN-US"&gt;"2. En primer término, ha de rechazarse -como acertadamente han afirmado el Abogado del Estado y el Ministerio Fiscal- la queja relativa a la vulneración del derecho de propiedad, que no puede ser objeto del presente proceso, pues este derecho constitucional, recogido en el art. 33.1 CE, no se encuentra entre los que pueden ser protegidos por la vía excepcional y subsidiaria del recurso de amparo, como claramente se desprende del art. 53.2, en relación con el art. 161.1 b) y del art. 41.1 de la Ley Orgánica del Tribunal Constitucional (LOTC), que queda restringida a los derechos y libertades contenidos en los arts. 14  a 29 CE, a los que se ha de unir el derecho a la objeción de conciencia consagrado en el art. 30 CE (SSTC 59/1994, de 28 de febrero, FJ 1, y 140/1995, de 28 de septiembre, FJ 2, entre otras), de manera que "la única medida de enjuiciamiento aplicable, tanto en este proceso constitucional de amparo como en el proceso preferente y sumario seguido ante los Tribunales ordinarios ex art. 53.2 C.E., es la integrada por los preceptos C.E. que reconocen aquellos derechos fundamentales y libertades públicas" [STC 64/1991, de 22 de marzo, FJ 4  a)].&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size: 11pt; font-family: Verdana; color: rgb(102, 102, 102);" lang="EN-US"&gt;Bien es cierto que en la demanda de amparo no se invoca el art. 33 CE, sino que se fundamenta la violación denunciada en el art. 1 del Protocolo núm. 1 adicional al Convenio Europeo de los Derechos Humanos y de las Libertades Fundamentales. Sin embargo, esta circunstancia no altera la premisa de partida -la no inclusión del derecho de propiedad entre los derechos susceptibles de amparo constitucional-, pues, aunque el contenido y alcance de los derechos fundamentales recogidos en los arts. 14 a 30 CE deban interpretarse de conformidad con los tratados y acuerdos internacionales a que hace referencia el art. 10.2 CE, esa función hermenéutica no convierte a tales tratados y acuerdos internacionales en canon autónomo de validez de las normas y actos de los poderes públicos desde la perspectiva de los derechos fundamentales. Así no cabe duda de que la validez de las disposiciones y actos impugnados en amparo debe medirse sólo por referencia a los preceptos constitucionales que reconocen los derechos y libertades susceptibles de protección en esta clase de litigios, siendo los textos y acuerdos internacionales, a que se refiere el art. 10.2, una fuente interpretativa que contribuye a la mejor identificación del contenido de los derechos cuya tutela se pide a este Tribunal Constitucional [STC 64/1991, FJ 4 a)], así como un elemento más para verificar la consistencia o inconsistencia de la infracción denunciada (STC 41/2002, de 25 de febrero, FJ 2)."&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Resulta claro, por tanto, que la STC 38-2011 declara la improcedencia de enjuiciar la infracción denunciada a la luz del artículo 1 del Protocolo 1 del CEDH y de la jurisprudencia del TEDH sobre el mismo.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;A continuación, la STC pretende paliar esta declaración con el enjuiciamiwnto de las otras infracciones invocadas, pero resulta también evidente que ni el CEDH  permite a los Estados elegir el derecho con el que contrastar la infracción invocada, ni tampoco el artículo 10.2 de la CE permite al TC ignorar la jurisprudencia del TEDH.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;2) A continuación la STC 38-2011 analiza la infracción del artículo 24 CE considerando que:&lt;br /&gt;&lt;br /&gt;A) La firmeza de la liquidación posteriormente ejecutada hace irrevisable la propia providencia de apremio, dada la declaración de la propia STC 179-1994.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Sobre esta cuestión, sin embargo, no parece que pueda haber duda de que, si no por la falta de título constitucional, contra la ejecución podía reclamarse por los propios defectos del título ejecutivo y, en concreto, por la falta de constancia de éste en el expediente administrativo.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;B) Sobre esta última cuestión, la STC asevera que la interpretación del TS no es irrazonable, arbitraria e ilógica:&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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&lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size:11.0pt;font-family: Verdana;mso-bidi-font-family:&amp;quot;Lucida Sans Unicode&amp;quot;;color:#666666;mso-ansi-language: EN-US" lang="EN-US"&gt;"Según la demanda, la  Sentencia de casación, pese a reconocer la falta de constancia en el expediente administrativo del título ejecutivo, rechazó la pretensión de la actora basándose en el hecho de haberse invocado por primera vez este extremo en vía contencioso-administrativa, sin que previamente se hubiese denunciado en la vía administrativa.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size:11.0pt;font-family: Verdana;mso-bidi-font-family:&amp;quot;Lucida Sans Unicode&amp;quot;;color:#666666;mso-ansi-language: EN-US" lang="EN-US"&gt;Basta acudir a la lectura de su fundamento séptimo para concluir que, en realidad, la Sentencia impugnada no rechaza el motivo articulado por la actora únicamente por haberse planteado la cuestión relativa a la falta del título ejecutivo por primera vez en vía judicial. Éste es sólo uno de los extremos que tiene en cuenta para llegar a la conclusión de que esa carencia del título ejecutivo en el expediente administrativo no produjo una indefensión constitucionalmente relevante. Así, la Sentencia del Tribunal Supremo se refiere a la existencia en el expediente administrativo de la certificación del secretario general de la Cámara de Comercio, Industria y Navegación de Santa Cruz de Tenerife acreditativa del montante del cargo correspondiente a la actora, junto con una relación de deudores en la que figuran el número de liquidación y referencia, fecha de la notificación para el abono en período voluntario, coincidente con las fotocopias de tres certificados con acuse de recibo, fecha del plazo de ingreso voluntario, fecha de certificación de descubierto, número de la misma, importe de la deuda e importe del recargo. También refiere que resulta acreditada la notificación de la providencia de apremio y requerimiento de pago de la liquidación, así como que la entidad recurrente solicitó y obtuvo la suspensión de la ejecución, y que ante el Tribunal Económico-Administrativo Regional de Canarias (Sala de Santa Cruz de Tenerife) la demandante alegó exclusivamente la violación de los principios de legalidad y reserva de ley y la falta de justificación por parte de la  Cámara de comercio de la acreditación suficiente del requisito de haber sido sometidos a verificación contable o de auditoría su contabilidad y estados financieros. Finalmente, se indica cuáles fueron los motivos alegados por la recurrente en alzada ante el Tribunal Económico-Administrativo Central, consistentes, básicamente, en la nulidad de la liquidación por carencia de base legal, nulidad que se comunicaría a la providencia de apremio. Sobre estos datos, la  Sentencia concluye: "así como a lo largo [de] la reclamación en la vía económico-administrativa, sólo se alegó la ausencia de base legal para la práctica de las liquidaciones, vicio que se trasladaba a la providencia de apremio y certificación de descubierto, en el escrito de demanda en la vía contencioso-administrativa, por primera vez, se denuncia la inexistencia de una y otra, a pesar de no haber negado la realidad de los datos identificativos de la certificación que antes se indicaron, y que constan en el expediente y de que figura igualmente en él la notificación de la Providencia de apremio, respecto de la cual se solicitó y se obtuvo, la suspensión".&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size: 11pt; font-family: Verdana; color: rgb(102, 102, 102);" lang="EN-US"&gt;Dicha inferencia de la  Sentencia impugnada se extrae de datos objetivos que figuran en las actuaciones, efectuándose de manera razonada y razonable, sin que pueda ser tachada tampoco de arbitraria o incursa en error patente, y sin que corresponda a este Tribunal revisar la valoración del contenido del expediente administrativo y de los demás datos fácticos del asunto, que es función exclusiva de los órganos judiciales ordinarios, en ejercicio de la competencia que les atribuye el art. 117.3 CE, limitándose nuestra misión a "llevar a cabo una supervisión externa de la razonabilidad del discurso que enlaza la actividad probatoria con el relato fáctico resultante; pues, en rigor, la función de este Tribunal no consiste en enjuiciar el resultado alcanzado, sino ese control externo del razonamiento lógico seguido para llegar hasta él" (STC 15/2008, de 31 de enero, FJ 6)."&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;La STC no puede, por tanto, enjuiciar si la inexistencia en el expediente administrativo del título ejecutivo que fundamenta la recaudación causa indefensión como consecuencia de ser uno de los motivos tasados de recurso contra la misma.Además, considera que el enjuiciamiento sobre dicha ausencia constituye una "valoración del contenido del expediente administrativo y de los demás datos fácticos del asnto".La falta de constancia del título ejecutivo es un dato fáctico no negado de contrario, pero además es el elemeto jurídico capital para poder declarar la conformiadd a derecho de la recaudación ejecutiva recurrida.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;3) La STC 38-2011 niega, por último, que hubiera habido una infracción del principio de igualdad como consecuencia de que otra STS de la misma fecha y Sección estimó la casación referida contra una liquidación del mismo recurso cameral.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Aquí la STC dice que no hay "alteridad" (el recurrente en casación era la misma compañía recurrente en amparo) y que tampoco hay identidad porque la segunda STS se refiere a una liquidación apremiada, aunque en el expediente no haya constancia del título ejecutivo.La diferencia de tratamiento se justifica por tanto en un elemento en el que previamente se ha dicho no es posible entrar a valorar, pero del que objetivamente se reconoce -en la STS recurrida y en la oposición al recurso contencioso- que no hay constancia en el expediente administrativo:&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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&lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;span style="font-size: 11pt; font-family: Verdana; color: rgb(102, 102, 102);" lang="EN-US"&gt;"por más que la actora haya insistido en que las dos Sentencias de 9 de abril de 2008 se refieran a los mismos hechos, diferenciándose únicamente en cuanto al ejercicio al que se refiere el recurso cameral permanente, lo cierto es que entre un supuesto y otro existen diferencias sustanciales que son las que, a la postre, han determinado que la Sección Segunda de la Sala Tercera del Tribunal Supremo aplique una solución distinta. Así, en el supuesto de la Sentencia recaída en el recurso de casación núm. 4315-2002, la actora impugnaba directamente la liquidación por el recurso cameral permanente correspondiente al ejercicio de 1994, practicada por la Cámara de Comercio, Industria y Navegación de Santa Cruz de Tenerife, sobre la base de la liquidación del impuesto de sociedades del año 1992, a partir de la doctrina sentada en la STC 179/1994 y en la STS de 20 de marzo de 2001, dictada en recurso de casación en interés de ley, y llega a la conclusión de que las liquidaciones practicadas, como era el caso de la allí enjuiciada, después de entrar en vigor la Ley 3/1993, respecto de cuotas que hayan de entenderse devengadas conforme a la normativa derogada, se encuentran afectadas por la declaración de inconstitucionalidad efectuada por la STC 179/1994. En cambio, en la Sentencia que es objeto del presente recurso de amparo el asunto debatido se refiere a la impugnación de una providencia de apremio, porque la demandante no había recurrido en tiempo y forma la liquidación correspondiente al ejercicio de 1993, que le había sido notificada oportunamente por la Cámara de Comercio, Industria y Navegación de Santa Cruz de Tenerife; esto es, reaccionó sólo frente al requerimiento de pago en vía de apremio, dejando consentida y firme la liquidación que le servía de fundamento. Sobre esta base fáctica, que difiere en aspectos sustanciales de la considerada en la resolución de contraste, la Sentencia recurrida aplica otra doctrina jurisprudencial para llegar a la conclusión de que en este caso no cabía atacar la liquidación originaria a través de la impugnación de la providencia de apremio; conclusión que alcanza sin eludir la doctrina sentada por la STC 179/1994 y por la STS de 20 de marzo de 2001, a la que se refiere de manera expresa."&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="margin-bottom: 0.0001pt; text-indent: 30pt; line-height: 16.8pt; text-align: justify;"&gt;&lt;br /&gt;&lt;span style="font-size: 11pt; font-family: Verdana; color: rgb(102, 102, 102);" lang="EN-US"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;La jurisprudencia previa del TC había seguido ya una vía que nos parece que solo puede calificarse como "excepcional" en relación con la posibilidad de ejecución de tributos declarados inconstitucionales.&lt;br /&gt;&lt;br /&gt;Esta Sentencia 38-2011 iría más allá, tanto por rechazar enjuiciar la cuestión bajo la protección y potencial infracción del artículo 1 del Protocolo 1 del CEDH, como por reconocer la "constitucionalidad" de las ejecuciones tributarias sin constancia del título ejecutivo en el expediente administrativo.Implicaría, por tanto, el reconocimiento de una "autotutela" ejecutiva tributaria basada en la invocación de una mera "presunción de legalidad" no irrazonable y no en la efectiva y acreditada existencia del título ejecutivo habilitante.&lt;br /&gt;&lt;br /&gt;No parece que esta conclusión resulte compatible con la jurisprudencia del TEDH en esta materia (artículo 1 del Protocolo 1 del CEDH).Esta exige el equilibrio ponderado entre los derechos del ciudadano y los de la Administración y no parece que el mismo pueda alcanzarse con la falta reconocida del título ejecutivo habilitante.&lt;br /&gt;&lt;br /&gt;Como consta en la propia STC 38-2011, el autor del presente comentario actuó como Letrado en el recurso de amparo desestimado.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-1736030859853309264?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/1736030859853309264/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=1736030859853309264' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1736030859853309264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1736030859853309264'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/stc-38-2011-de-28-de-marzo-ejecucion.html' title='STC 38-2011 DE 28 DE MARZO: EJECUCION TRIBUTARIA SIN TITULO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-3948817766354103836</id><published>2012-01-09T10:27:00.000-08:00</published><updated>2012-01-09T10:33:27.882-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL APOYO AL SISTEMA BANCARIO EUROPEO'/><category scheme='http://www.blogger.com/atom/ns#' term='CLAUS VISTENSEN'/><title type='text'>EL APOYO AL SISTEMA BANCARIO EUROPEO</title><content type='html'>&lt;a href="http://www.economonitor.com/blog/2012/01/ecbfed-support-for-the-european-banking-system-750-billion-usd-and-counting/"&gt;EconoMonitor : EconoMonitor » ECB/Fed Support for the European Banking System – 750 Billion USD, and Counting …&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Claus Vistensen expone aquí la otra "narrativa" que acompaña a la de la "consolidación fiscal" y que no puede ser tan fácilmente " leída" por los ciudadanos afectados por ambas:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;"In my view, the European interbank market is virtually dead and   dusted, and the ECB and the Fed are now effectively the only thing   between Europe’s banks and large scale failures. Since early September   750 billion USD worth of &lt;a href="http://www.creditwritedowns.com/2010/05/liquidity-and-solvency.html"&gt;liquidity&lt;/a&gt; has been provided to the European banking system of which 100 billion sits on the Fed balance sheet through USD swap lines.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Who will bet against the final 3y LTRO auction to take this beyond one trillion USD?&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Spanish and Italian curves are now nicely steep again after a brush   with inversion which obviously was one of the main objectives even if it   was always debatable whether banks would buy government bonds with the   liquidity taken up at the ECB.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;The question is; how do you unwind all this? 750 billion USD to roll   short term liabilities with the ECB and the Fed seems to me to be one  of  the biggest gambles in monetary history.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;While the BOE and the Fed have been transparent in their QE efforts   and the BOJ never really having left the zero bound the ECB has been   more covert. However, it is my contention that with the expansion of the   securities market programme (SMP) in 2011 to buy considerable amounts   of government bonds (1) as well as the 3y LTRO the ECB is now fully   engaged in &lt;a href="http://www.creditwritedowns.com/tag/quantitative-easing/"&gt;quantitative easing&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;(...)&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;This is certainly true by the letter of the law but one has to wonder   whether the ECB will ever get paid back here. I mean 3 years is an   awful lot of time. The ECB can roll these loans as long as need be (it   has already effectively been rolling bank funding since 2008) while   maintaining the fig leaf that it is not funding sovereigns. This may  be  true, but it is effectively funding the sovereign’s banks and   postponing the day of reckoning which is bank failures or   nationalisation or both.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;If the ECB is then forced take a hit on the collateral or the loans   themselves, it will need to create the money to pay for these loans by   printing euros. This sounds as a plan to me except that it does not   solve the funding risks of governments which may or may not be able to   ask their banks for help. The likely answer is that they won’t be unless   the ECB and EU decide to wield the ultimate weapon of financial   oppression which would be to penalise reserves over a given level with   negative interest rates at the same time as banks would be forced,   through regulation, to hold government bonds.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;But Edward makes another interesting point;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;blockquote&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;Looking at the Greek PSI, what they would try and do (if  all this  gets that far, I mean if the Euro holds together long enough  in this  Byzantine world) ) is load up the private sector share of the  haircut,  and keep the ECB as untouchable official sector. At the limit  they can  use ELA to keep the banks afloat while the sovereign  restructures and  then recapitalises.&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style="font-size:130%;"&gt;(…)&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style="font-size:130%;"&gt;Why would any ex Eurozone third party want to be counterparty to   anything which might end up being subordinated to ECB exposure later on   down the line. The more I think about it the more it seems to me that   the 3 yr LTROs might end up choking the European banking system to   death.&lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;It is difficult to disagree on the gist of this point, namely that   the ECB is digging itself a very big hole. If banks can exchange under   water assets at the ECB for a deposit asset at the ECB (albeit with a   negative carry) the ECB is running the risk that it becomes the sole   counterparty of bad assets in the euro zone in which case seniority will   mean very little.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;The Greek situation is a good example. Private creditors face an   almost certain 100% wipeout exactly because they represent such a small   tranche of the total stock of debt. In such a situation the asymmetric   relationship between subordinate and senior debt holders mean that the   latter essentially become equity holders. But once subordinate  creditors  are wiped out the turn comes to the senior debt tranches and  the  further the ECB goes along the road of providing full allotment   liquidity the higher will be its implicit &lt;em&gt;direct&lt;/em&gt; claim on assets of all sorts of qualities.&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;In conclusion, it is my view that the ECB is now the only thing   between the economy and widespread bank failures, but I also concur that   the consequence of this is a permanent outsourcing of the interbank   market in Europe to the ECB’s balance sheet and, quite possibly, Fed’s   USD swap lines.&lt;/span&gt;&lt;/p&gt; &lt;em&gt;This post originally appeared at &lt;a href="http://clausvistesen.squarespace.com/alphasources-blog/2012/1/5/ecbfed-support-for-the-european-banking-system-750-billion-u.html"&gt;Claus Vistesen’s Blog&lt;/a&gt;"&lt;br /&gt;&lt;br /&gt;http://www.economonitor.com/blog/2012/01/ecbfed-support-for-the-european-banking-system-750-billion-usd-and-counting/&lt;br /&gt;&lt;br /&gt;&lt;/em&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-3948817766354103836?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/3948817766354103836/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=3948817766354103836' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/3948817766354103836'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/3948817766354103836'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/el-apoyo-al-sistema-bancario-europeo.html' title='EL APOYO AL SISTEMA BANCARIO EUROPEO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-7972926894091706783</id><published>2012-01-09T02:07:00.000-08:00</published><updated>2012-01-09T02:13:50.199-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='OLIVIER BLANCHARD'/><category scheme='http://www.blogger.com/atom/ns#' term='CUATRO DURAS VERDADES'/><title type='text'>CUATRO DURAS VERDADES</title><content type='html'>&lt;a href="http://blog-dialogoafondo.org/?p=1487"&gt;http://blog-dialogoafondo.org/?p=1487&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;strong&gt;Cómo cambian las cosas en un año…&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;2011 arrancó en modalidad de recuperación: débil y desequilibrada, es  verdad, pero recuperación al fin y al cabo. Las dificultades parecían  más manejables: cómo solucionar el endeudamiento excesivo en el sector  de la vivienda en Estados Unidos, cómo abordar el ajuste en los países  de la periferia de la zona del euro, cómo afrontar la volatilidad de la  afluencia de capitales a las economías emergentes y cómo mejorar la  regulación del sector financiero.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;La lista era larga, pero parecía posible.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Sin embargo, ahora que el año toca a su fin, la recuperación de  muchas economías avanzadas está estancada, y algunos inversionistas  contemplan incluso las implicaciones de una posible ruptura de la zona  del euro, y existe verdaderamente la posibilidad de que nos enfrentemos a  condiciones peores que las de 2008.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Hay &lt;strong&gt;cuatro lecciones principales &lt;/strong&gt;que puedo extraer de lo ocurrido.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;• Primero, tras la crisis de 2008-09, la economía mundial se ve confrontada con equilibrios múltiples, es decir &lt;strong&gt;desenlaces pesimistas u optimistas que se hacen realidad por su propio peso, con profundas implicaciones macroeconómicas&lt;/strong&gt;.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span id="more-1487"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Los equilibrios múltiples no son nada nuevo. Bien sabemos que los  episodios de pánico bancario se autoalimentan: son la razón por la cual  se crearon la garantías de depósitos. Y no hay economista que no haya  estudiado en los libros de texto los ataques contra un tipo de cambio  fijo que terminan ocurriendo por su propio ímpetu. Pero lo que  aprendimos poco después del estallido de la crisis es que el  financiamiento mayorista podía tener los mismos efectos, y que los  episodios de pánico pueden afectar a las instituciones no bancarias  tanto como a los bancos. Eso es lo que llevó a los bancos centrales a  suministrar liquidez a un grupo mucho más amplio de instituciones  financieras.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Lo que quedó más claro este año es que los problemas de liquidez, y  el retiro masivo de fondos que provocan, también pueden afectar a los  gobiernos. Como sucede con los bancos, los pasivos de los gobiernos son  mucho más líquidos que sus activos, ya que básicamente se trata de  ingresos tributarios futuros. Si un gobierno es solvente ante los ojos  de los inversionistas, puede captar fondos a una tasa que no refleja  ningún riesgo, pero si los inversionistas empiezan a tener dudas y  exigen una tasa más alta, bien puede precipitarse una cesación de pagos (&lt;em&gt;default&lt;/em&gt;). Cuanto mayor el nivel de deuda, menor la distancia entre la solvencia y el &lt;em&gt;default&lt;/em&gt;, y menor la distancia entre la tasa de interés asociada a la solvencia y la tasa de interés asociada al &lt;em&gt;default&lt;/em&gt;.  En este momento, los ojos están puestos en Italia, pero no nos  engañemos: en este ambiente de fuerte endeudamiento público y  nerviosismo entre los inversionistas que impera desde la crisis, muchos  gobiernos se encuentran expuestos. Sin un suministro adecuado de  liquidez para que las tasas de interés se mantengan a un nivel  razonable, el peligro persiste.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;• Segundo, &lt;strong&gt;las medidas de política incompletas o parciales pueden empeorar las cosas&lt;/strong&gt;.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Como ya hemos visto, cuando en las reuniones de alto nivel se  prometen soluciones que se cumplen a medias, o cuando los planes  anunciados con bombos y platillos resultan insuficientes o golpean  obstáculos prácticos, la imagen a menudo se resiente.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Para mí, la razón es que estas reuniones y estos planes sacan a  relucir los límites de la política, que por lo general son consecuencia  de desacuerdos entre los países. Antes de los hechos, los inversionistas  podían no estar seguros, pero asignaban cierta probabilidad a la  capacidad de los actores para cumplir lo prometido. Estos intentos tan  visibles dejaron en claro que sencillamente no era posible cumplir con  todo, por lo menos no en ese momento. Claramente, eso de que “mejor es  haber intentado y fracasado que no haber intentando nunca” no siempre da  resultado.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;• Tercero, &lt;strong&gt;los inversionistas financieros sufren de esquizofrenia ante la consolidación fiscal y el crecimiento&lt;/strong&gt;.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Reaccionan bien cuando se anuncia la consolidación fiscal, pero  reaccionan mal cuando la consolidación lleva a un menor crecimiento,  como suele ocurrir. Según algunas estimaciones preliminares que está  preparando el FMI, no se necesitan grandes multiplicadores para que el  efecto conjunto de la consolidación fiscal y del descenso del  crecimiento que esta implica termine desembocando en un alza no una  disminución de las primas de riesgo de los bonos públicos. Si los  gobiernos se sienten obligados a responder ante los mercados, es posible  que aceleren demasiado la consolidación, aun desde el estrecho punto de  vista de la sostenibilidad de la deuda.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;No me malinterpreten. Debe haber una consolidación fiscal sustancial y  los niveles de deuda deben bajar. Pero como dijo Angela Merkel, se  trata de una carrera de fondo, no de velocidad. Llevará más de dos  décadas regresar a niveles de deuda prudentes. No olvidemos aquello de  “sin prisa, pero sin pausa”.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;• Cuarto, &lt;strong&gt;la percepción altera la realidad&lt;/strong&gt;.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Para bien o para mal, los marcos conceptuales cambian con las  circunstancias. Y una vez que cambiaron, no hay marcha atrás. Por  ejemplo, en Italia no ocurrió nada en especial durante el verano. Pero  una vez surgida, la percepción de que Italia era un riesgo se arraigó. Y  las percepciones sí importan: una vez que los inversionistas con  “dinero real” abandonan el mercado, tardan en regresar. Otro ejemplo: en  el segundo semestre no sucedió nada importante que haya trastocado la  situación económica de la zona del euro. Pero una vez que los mercados y  los analistas empezaron a mencionar la idea del desmoronamiento del  euro, esa idea se impuso y tampoco desaparecerá fácilmente. Muchos  inversionistas financieros están preparando estrategias por si eso  ocurriera.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Sumados, estos cuatro factores explican por qué el final del año es mucho peor que el comienzo.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;¿Deberíamos perder las esperanzas? No, pero reencauzar la  recuperación será más difícil que hace un año. Se necesitarán planes de  consolidación fiscal creíbles pero realistas. Habrá que suministrar  liquidez para evitar los equilibrios múltiples. No bastará con anunciar  planes, sino que también habrá que ponerlos en práctica. Y tendrá que  haber una colaboración mucho más eficaz entre todos los interesados.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Confío en que así será. La alternativa es francamente desagradable.&lt;/p&gt;&lt;p&gt;&lt;a href="http://blog-dialogoafondo.org/?page_id=95"&gt;OLIVIER BLANCHARD&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;(PUBLICADO EN EL BLOG DEL FMI)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-7972926894091706783?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/7972926894091706783/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=7972926894091706783' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/7972926894091706783'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/7972926894091706783'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2012/01/cuatro-duras-verdades.html' title='CUATRO DURAS VERDADES'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-3449919196647214377</id><published>2011-12-30T10:29:00.000-08:00</published><updated>2011-12-30T10:36:08.407-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='GIORGIO AGAMBEN'/><category scheme='http://www.blogger.com/atom/ns#' term='ARQUEOLOGIA DEL JURAMENTO'/><category scheme='http://www.blogger.com/atom/ns#' term='EL SACRAMENTO DEL LENGUAJE'/><title type='text'>ARQUEOLOGIA DEL JURAMENTO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-MDyT9KICM-8/Tv4D_jK9u3I/AAAAAAAABM0/fW2QJGiYIpo/s1600/978-84-15297-24-6%255B1%255D.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 206px; height: 320px;" src="http://4.bp.blogspot.com/-MDyT9KICM-8/Tv4D_jK9u3I/AAAAAAAABM0/fW2QJGiYIpo/s320/978-84-15297-24-6%255B1%255D.jpg" alt="" id="BLOGGER_PHOTO_ID_5691991369350757234" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;Desarrollando la tesis de Noailles, se puede aventurar la hipótesis de que “la fuerza dicha con la palabra”, que está presente tanto en la acción del vindex como en el juramento, es la fuerza de la palabra eficaz, como fuerza originaria del derecho. La esfera del derecho es, pues, la de una palabra eficaz, la de un decir que es siempre indicere (proclamar, declarar solemnemente), ius dicere (decir lo que es conforme al derecho) y vim dicere (decir la palabra eficaz).La fuerza de la palabra de que se trata aquí es, según Noailles, la misma que se expresa en la fórmula de las XII tablas: uti lengua nuncupassit, ita ius esto, como ha hablado la lengua, así sea el derecho.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;(Giorgio Agamben, página 96)&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;a href="http://www.pre-textos.com/prensa/?tag=el-sacramento-del-lenguaje"&gt;http://www.pre-textos.com/prensa/?tag=el-sacramento-del-lenguaje&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;Seguramente por ello el decaimiento del derecho va acompañado de la disminución o rutinización de las vistas públicas y del refugio en los procedimientos meramente escritos. En ellos los que piden el derecho y contienden están privados de la fuerza de la palabra. &lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-3449919196647214377?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/3449919196647214377/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=3449919196647214377' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/3449919196647214377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/3449919196647214377'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/12/arqueologia-del-juramento.html' title='ARQUEOLOGIA DEL JURAMENTO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-MDyT9KICM-8/Tv4D_jK9u3I/AAAAAAAABM0/fW2QJGiYIpo/s72-c/978-84-15297-24-6%255B1%255D.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-782014997923295481</id><published>2011-12-13T13:02:00.000-08:00</published><updated>2011-12-13T13:23:54.915-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DIRECCION  ELECTRONICA HABILITADA'/><category scheme='http://www.blogger.com/atom/ns#' term='NOTIFICACION TRIBUTARIA OBLIGATORIA'/><title type='text'>NOTIFICACION TRIBUTARIA EN DIRECCION ELECTRONICA</title><content type='html'>Se reproducen las conclusiones del borrador de trabajo pendiente de publicación:&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="text-align: center; text-indent: 1cm;" align="center"&gt;&lt;b style="mso-bidi-font-weight:  normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;"LA NOTIFICACIÓN TRIBUTARIA&lt;/span&gt;&lt;/b&gt;&lt;b style=""&gt;&lt;span style=""&gt; OBLIGATORIA EN UNA DIRECCIÓN ELECTRÓNICA HABILITADA"&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; text-indent: 1cm;" align="center"&gt;&lt;br /&gt;&lt;b style=""&gt;&lt;span style=""&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; text-indent: 1cm;" align="center"&gt;&lt;br /&gt;&lt;b style=""&gt;&lt;span style=""&gt;&lt;/span&gt;&lt;/b&gt;Conclusiones&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: center; text-indent: 1cm;" align="center"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;PRIMERA.-&lt;/span&gt;&lt;/b&gt; La doctrina tributaria&lt;a href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftn1" name="_ftnref1" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-ansi-language:ESfont-size:12.0pt;" &gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language:ES; mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; ha considerado que el establecimiento de la obligatoriedad de la práctica de determinadas notificaciones tributarias por medios electrónicos regulada por el Real Decreto 1363/2010 podría ofrecer dudas en cuanto a su constitucionalidad y/o legalidad, como consecuencia de las materias tributarias indirectamente afectadas por dicha regulación y de un desarrollo “ultra vires” de la autorización contenida en el artículo 27.6 de la LAE, que se refiere precisamente al establecimiento de la práctica de notificaciones obligatorias por medios electrónicos para determinados colectivos de obligados tributarios.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;Dicha duda se referiría, principalmente, tanto a los requisitos mínimos y límites de dicha autorización legal, como a la idoneidad y respeto de los criterios determinantes de la inclusión de determinados ciudadanos en el colectivo de sujetos obligados a recibir notificaciones tributarias por medios electrónicos&lt;/span&gt;&lt;a style="mso-footnote-id:ftn2" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftn2" name="_ftnref2" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-ansi-language:ESfont-size:12.0pt;" &gt;&lt;span style="mso-special-character: footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;[2]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-ansi-language:ES"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Sin obviar el alcance constitucional y legal de esta problemática, las cuestiones más relevantes planteadas por la regulación del sistema para la práctica de notificaciones tributarias obligatorias en una dirección electrónica obligatoriamente habilitada a tal efecto tendrían que ver, en nuestra opinión, con la legalidad del contenido de la regulación reglamentaria de dicho régimen contenida en el citado Real Decreto, en el Real Decreto 1671/2010&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;y en la Orden PRE/878/2010.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;SEGUNDA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; La práctica de notificaciones electrónicas obligatorias está sujeta, según precisa la propia LAE, a los límites constitucionales y requisitos legales aplicables a las mismas y, en especial, a la prohibición de una obligación de comparecencia electrónica en una oficina pública que no ha sido establecida por norma con rango de ley y resulta, por tanto, incompatible con lo establecido para la comparecencia presencial y electrónica (principio de legalidad establecido en la LAE) por el artículo 40 de la Ley 30/1992.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;La comparecencia electrónica obligatoria por medio de una dirección electrónica habilitada a tal efecto, que no está establecida por una norma con rango de Ley, constituiría, en nuestra opinión, además, una prestación personal a cargo de los ciudadanos incompatible con el artículo 313 de la Constitución.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;La obligatoriedad de una “comparecencia” electrónica en una dirección creada a tal efecto no existiría en el supuesto de que los ciudadanos sujetos a un régimen de notificaciones tributarias obligatorias por medios electrónicos tuvieran derecho a elegir libremente el medio electrónico por el cual se les comunique la puesta a su disposición de dichas notificaciones (artículo 6.2.a) LAE).&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Ello eliminaría también cualquier posible duda sobre la compatibilidad de la obligatoriedad de la dirección electrónica habilitada con la libre prestación por otros proveedores de servicios relacionados con correos electrónicos con acuse de recibo.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;TERCERA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; El artículo 36.4 del Real Decreto 1671/2009 atribuye de forma contradictoria a los ciudadanos el derecho a elegir entre los distintos medios electrónicos para la que la notificación se lleve a cabo y a la Administración la facultad de excepcionar dicho derecho, siempre que dicha excepción se establezca por la normativa que regule los medios para la práctica de la notificación electrónica.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Dicha excepción de un derecho expresamente reconocido por el artículo 6.4 de la LAE constituiría un exceso reglamentario determinante de la ilegalidad reglamentaria del sistema de comunicación de puesta a disposición de una notificación obligatoria por medio, obligatoriamente, de una dirección electrónica habilitada, con exclusión de cualquier otra dirección electrónica.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Asímismo, dicha obligatoriedad en cuanto al medio para la puesta a disposición de la comunicación de la notificación resultaría contraria a los principio de legalidad y proporcionalidad, que deben presidir la regulación de las notificaciones por medios electrónicos, al igual que el resto de la actividad electrónica de la  Administración.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Los ciudadanos sujetos pasivos de obligaciones tributarias tienen también derecho, según el artículo 34.1k) de la  Ley 58/2003, a que las actuaciones de la administración tributaria que requieran su intervención se lleven a cabo en la forma que les resulte menos gravosa, “siempre que ello no perjudique el cumplimiento de sus obligaciones tributarias”.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Resulta evidente que el sistema de comunicación de la puesta a disposición de una notificación mediante recepción en dirección de correo electrónico, regulado por el artículo 39 del Real Decreto 1671/2009, resulta menos gravoso y ofrece mayores garantías para el ciudadano sujeto pasivo de obligaciones tributarias que el sistema de comunicación de puesta a disposición de una notificación exclusivamente mediante correo dirigido a una dirección electrónica habilitada, de creación asimismo obligatoria.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;CUARTA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; El artículo 28.3 de la LAE permite que, cuando exista constancia de la comunicación de la puesta a disposición y transcurran diez naturales sin que se acceda a su contenido, se entienda que la notificación ha sido rechazada con los efectos previstos en el artículo 59.4 de la Ley 30/1992, salvo que de oficio o a instancia el destinatario se compruebe la imposibilidad técnica o material del acceso.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Dicha equiparación parte, sin embargo, de la premisa de la constancia de la comunicación de la puesta a disposición, resultando discutible que la misma pueda considerarse producida válidamente en el sistema obligatorio de dirección electrónica habilitada, que exige, para que el conocimiento de dicha comunicación pueda producirse, el cumplimiento por parte del obligado tributario de una carga de comparecencia electrónica no establecida por norma con rango de Ley, y que niega el derecho a utilizar otro medio electrónico que no exija dicha carga y que permita tener constancia del conocimiento de dicha puesta a disposición por otros medios menos gravosos.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;En especial, en nuestra opinión, resulta un exceso reglamentario sin fundamento legal la negación del derecho a tener conocimiento de la puesta a disposición mediante el sistema de recepción en dirección de correo electrónico común o no habilitada regulado por el artículo 39 del Real Decreto 1671/2009. El requisito exigido por dicho artículo para la práctica de notificaciones por dicho medio es que se genere &lt;u&gt;“automáticamente, y con independencia de la voluntad del destinatario, un acuse de recibo que deje constancia de su recepción&lt;/u&gt; &lt;u&gt;y que se origine en el momento de acceso al contenido de la notificación&lt;/u&gt;”.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;El último inciso del precepto citado, que mezcla “conocimiento” de la puesta a disposición y acceso al contenido, parece responsable tanto de la obligatoriedad del sistema de comunicación de la puesta a disposición en una dirección electrónica habilitada exclusivamente a tal efecto, como de la aplicación de la regla del rechazo de la notificación por el transcurso del plazo de diez días desde la puesta en disposición en la dirección electrónica habilitada sin que haya tenido lugar el acceso al contenido.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Habría resultado más sencillo, menos gravoso y sobre todo respetuoso con los derechos y principios reconocidos por la LAE y la LRJPAC, el haber considerado acreditado el conocimiento de la puesta a disposición en cualquier dirección de correo electrónico con un acuse de recibo que dejara constancia meramente de la recepción del correo, que se originara en el momento de la misma y con independencia del acceso o no al contenido de la notificación.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;La validez o no de la puesta a disposición de una notificación electrónica obligatoria en una dirección electrónica obligatoriamente habilitada a tal efecto es independiente de la inadecuada regulación inicial de la “notificación” en una dirección de correo electrónico común. La regulación contenida en el artículo 39 del Real Decreto 1671/2009 confunde indebida e innecesariamente la comunicación de la puesta a disposición de la notificación con la del acceso al contenido de la misma.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;QUINTA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; La regulación de la notificación electrónica en una dirección habilitada que obliga al prestador del servicio a impedir el acceso al contenido de las notificaciones que se entiendan rechazadas por el transcurso de diez días de su puesta a disposición tendría naturaleza de sanción, carece de cualquier posible apoyo legal o reglamentario y es incompatible con los derechos establecidos en la LAE y en las demás normas aplicables.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;SEXTA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; El principio de igualdad establecido en la LAE debería aplicarse, a fortiori, en ambos sentidos, de forma que los ciudadanos no tengan tampoco menos garantías en materia de notificaciones electrónicas obligatorias que los ciudadanos que siguen vinculados al régimen de notificaciones presenciales.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;En especial, los ciudadanos deberían tener en todo caso, igualmente, derecho a la citación, después de dos intentos fallidos de notificación por medios electrónicos, en la forma prevista en el artículo 112.2 de la Ley 58/2003, así como también a la notificación por aquellos medios, electrónicos o no, que resulten exigibles de acuerdo con sus derechos constitucionales y la jurisprudencia aplicable en dicha materia.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;La celeridad y fiabilidad de los registros informáticos no solo debería utilizarse para la practica de notificaciones electrónicas masivas por los medios elegidos por los sujetos pasivos afectados por las mismas, sino para llevar a cabo adecuadamente, de modo descentralizado y contrastado, todas aquellas actuaciones de notificaciones adicionales que resultaran exigibles como consecuencia de los derechos de los sujetos pasivos afectados por las mismas y de la disponibilidad de la información electrónica obrante en el directorio creado y regulado a tal efecto sobre identificación, localización y direcciones electrónicas y no electrónicas de los sujetos pasivos afectados por dichas notificaciones.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;SEPTIMA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt; La modificación de las normas reglamentarias aquí consideradas sería deseable en orden a evitar que las notificaciones electrónicas generen un elevado volumen de recursos por defectos legales en el sistema obligatorio diseñado reglamentariamente para la comunicación de la puesta a disposición y práctica de la notificación electrónica de los actos administrativos que afectan a los obligados tributarios.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;La eliminación de los excesos reglamentarios aquí señalados exigiría, en nuestra opinión, al menos lo siguiente:&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;span style="mso-list:Ignore"&gt;&lt;br /&gt;&lt;br /&gt;(i)&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;                 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;Que los obligados tributarios tuvieran derecho a recibir la comunicación de la puesta a disposición del acto en una dirección de correo electrónico común por ellos designada libremente a tal efecto, con acuse de recibo de su recepción acreditado por un tercero&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;span style="mso-list:Ignore"&gt;&lt;br /&gt;&lt;br /&gt;(ii)&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;                &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;Que el acceso al contenido del acto tuviera lugar con independencia de la comunicación de la puesta a disposición del mismo, mediante comparecencia y retirada electrónica del mismo en la sede o de cualquier modo que permita acreditar el mismo.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;span style="mso-list:Ignore"&gt;&lt;br /&gt;&lt;br /&gt;(iii)&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;              &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;Que práctica de la notificación electrónica solo pudiera entenderse válidamente producida con el acceso al contenido del acto mediante comparecencia electrónica con posterioridad a la comunicación separada de la puesta a disposición o, en su defecto, en la forma establecida en el artículo 112 de la LGT.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;span style="mso-list:Ignore"&gt;&lt;br /&gt;&lt;br /&gt;(iv)&lt;span style="font:7.0pt &amp;quot;Times New Roman&amp;quot;"&gt;              &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;Que la falta de acceso al contenido de la notificación en modo alguno pueda considerarse equivalente a la práctica de la misma derivada de un rechazo, cuando el obligado tributario no tenga el derecho a elegir una dirección de correo electrónico común para recibir la comunicación de su puesta a disposición, siempre que la misma cuente con la generación automática y con independencia de la voluntad del destinatario de un acuse de recibo que deje constancia de su recepción.&lt;/span&gt;&lt;b style=""&gt;&lt;span style=""&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;OCTAVA.-&lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt;Si se solventara lo antes indicado, las únicas dudas adicionales quedarían referidas, en nuestra opinión, a las siguientes.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;En primer lugar, la&lt;b style="mso-bidi-font-weight:normal"&gt; &lt;/b&gt;cuestión de si el artículo 27.6 LAE podría considerarse desde un punto de vista constitucional una habilitación legal suficiente para exigir que el acceso al contenido de una notificación, puesta a disposición de los obligados tributarios por un medio electrónico de su elección, tenga que producirse necesariamente mediante comparecencia o acceso electrónico en una sede específica.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="mso-ansi-language: ES"&gt;&lt;br /&gt;&lt;br /&gt;Por último, la de si el artículo 28.3 de la LAE sobre la equiparación de falta de acceso a rechazo de la notificación constituye, a falta de la utilización de otros medios al alcance de la  Administración, una infracción del artículo 24 de la Constitución&lt;/span&gt;&lt;a style="mso-footnote-id:ftn3" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftn3" name="_ftnref3" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-ansi-language:ESfont-size:12.0pt;" &gt;&lt;span style="mso-special-character: footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;[3]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-ansi-language:ES"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="mso-ansi-language:ES"&gt;&lt;br /&gt;&lt;br /&gt;NOVENA.- &lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES"&gt;La normativa europea comparada que hemos consultado en relación con notificaciones electrónicas no obligatorias coincidiría en lo esencial con lo aquí indicado.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;br /&gt;&lt;br /&gt;Así, la normativa aprobada en Finlandia&lt;/span&gt;&lt;a style="mso-footnote-id:ftn4" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftn4" name="_ftnref4" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;" lang="ES-TRAD" &gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[4]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; (“Act on Electronic Services and Communication in the Public Sector”) aunque contempla la posibilidad de notificación electrónica de una decisión, exige la notificación separada de que la notificación se encuentra disponible para su retirada o acceso en un servidor, una base de datos u otro enlace designado por las autoridades. La decisión se considerará notificada cuando el documento haya sido retirado del enlace designado por las autoridades. Si la decisión no es retirada en el plazo de siete días desde la notificación separada, las previsiones sobre notificación por otros medios no electrónicos deben ser observadas. No existe norma alguna que presuma el rechazo (o recepción) de la notificación electrónica de la decisión que no haya sido retirada.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;br /&gt;&lt;br /&gt;En la regulación aprobada por Austria&lt;/span&gt;&lt;a style="mso-footnote-id:ftn5" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftn5" name="_ftnref5" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-font-size:12.0pt;" lang="ES-TRAD" &gt;&lt;span style="mso-special-character: footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language:ES-TRAD;mso-fareast-language:EN-US; mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[5]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; (“Service of Documents Act”), cuando una Administración necesita notificar un acto con acreditación de su recepción electrónica, el destinatario es notificado hasta dos veces por medios electrónicos comunes y de su elección (por ejemplo e-mail o SMS) de la puesta a disposición del mismo. Una tercera comunicación postal puede ser también enviada. La acreditación de la práctica de la notificación se entiende realizada tan pronto como el documento es retirado (mediante la utilización de un sistema de autenticación) por su destinatario. Dicha acreditación se produce también cuando el documento no es retirado a pesar de haberse comunicado la puesta a disposición del mismo en la forma indicada.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;&lt;span lang="ES-TRAD"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="mso-element:footnote-list"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;hr style="margin-left: 0px; margin-right: 0px; height: 4px;font-size:78%;"  width="33%"&gt;    &lt;div style="text-align: justify;" id="ftn1"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;span style="font-size:130%;"&gt;&lt;a style="mso-footnote-id:ftn1" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftnref1" name="_ftn1" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; Falcón y Tella, R.: La dudosa constitucionalidad del sistema de notificaciones electrónicas en su actual configuración. Quincena Fiscal Aranzadi num. 17/2011; Moreno González, S.: Notificaciones Electrónicas Obligatorias en el ámbito de la  AEAT y derechos y garantías de los obligados tributarios. RTT, nº 93, 2011, págs 95 y ss&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn2"&gt;  &lt;p style="text-align: justify;" class="MsoFootnoteText"&gt;&lt;span style="font-size:130%;"&gt;&lt;a style="mso-footnote-id:ftn2" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftnref2" name="_ftn2" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[2]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; El Dictamen 1815/2010 del Consejo de Estado expresamente concluye lo siguiente:”Aun cuando no se ha apreciado una vulneración directa y manifiesta del marco legal aplicable, algunas previsiones-y, singularmente, las relativas a su ámbito subjetivo de aplicación (…)- pudieran conducir en la práctica a un indebida extensión del sistema de notificación electrónica obligatoria a obligados tributarios respecto de los cuales, por razones diversas (las tasadas en la Ley 11/2007), es posible que no quede suficientemente garantizado el acceso y disponibilidad de los medios tecnológicos precisos para la correcta recepción por vía electrónica de comunicaciones y notificaciones”&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn3"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn3" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftnref3" name="_ftn3" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[3]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; Así lo defiende Falcón y Tella (obr.cit.)&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn4"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn4" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftnref4" name="_ftn4" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[4]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; &lt;a href="http://www.finlex.fi/pdf/saadkaan/E0030013.PDF"&gt;http://www.finlex.fi/pdf/saadkaan/E0030013.PDF&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn5"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn5" href="http://www.blogger.com/post-edit.g?blogID=8156865&amp;amp;postID=782014997923295481#_ftnref5" name="_ftn5" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span lang="ES-TRAD"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:10.0pt; mso-bidi-mso-fareast-Times New Roman&amp;quot;;mso-ansi-language: ES-TRAD;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  lang="ES-TRAD" &gt;[5]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES-TRAD"&gt; &lt;a href="http://www.bka.gv.at/site/6514/default.aspx"&gt;http://www.bka.gv.at/site/6514/default.aspx&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;/div&gt;  &lt;h1 style="margin-left:0cm;text-indent:1.0cm;mso-list:none;tab-stops:35.4pt"&gt;&lt;span style="mso-tab-count:1"&gt;  &lt;/span&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-782014997923295481?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/782014997923295481/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=782014997923295481' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/782014997923295481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/782014997923295481'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/12/la-notificacion-tributaria-en-una.html' title='NOTIFICACION TRIBUTARIA EN DIRECCION ELECTRONICA'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-8998028080633885601</id><published>2011-12-11T12:44:00.000-08:00</published><updated>2011-12-11T12:50:50.415-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA CRISIS DE EUROPA'/><title type='text'>FUENTES DIVERSAS, EL MISMO PROBLEMA</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;div style="text-align: justify;"&gt;&lt;strong&gt;El ordenamiento no tiene ninguna pretensión ni valoración.Se trata de una mera relación de fuentes&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/div&gt;&lt;strong&gt;&lt;br /&gt;"Update: About the results of the latest euro-rescue summit&lt;/strong&gt;  &lt;p style="text-align: justify;"&gt;&lt;strong&gt;(1) &lt;/strong&gt;The real results concern aid for the banks. Necessary actions to improve bank liquidity, but ineffective without broader policy action.&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;strong&gt;(2) &lt;/strong&gt;Approval for more and deeper austerity policies. In fact, locking EU fiscal policy into a &lt;span style="display: block;" id="formatbar_Buttons"&gt;&lt;span class="" style="display: block;" id="formatbar_CreateLink" title="Enlace" onmouseover="ButtonHoverOn(this);" onmouseout="ButtonHoverOff(this);" onmouseup="" onmousedown="CheckFormatting(event);FormatbarButton('richeditorframe', this, 8);ButtonMouseDown(this);"&gt;&lt;img src="img/blank.gif" alt="Enlace" class="gl_link" border="0" /&gt;&lt;/span&gt;&lt;/span&gt;straitjacket as a recession looms ahead. Europe’s leaders have learned nothing from 1929-32, and nothing from the great progress in economic theory since then. This could have horrific results! Future generations will not understand.&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;strong&gt;(3) &lt;/strong&gt;They hope (again) to get more aid from the BRICs (Brazil, Russia, India, China) via the IMF. This is delusional. The BRICs did nothing earlier this year, when hopes were higher for effective EU action AND the BRICs were stronger. Now all four BRICs have serious problems at home; substantial help for the rich folks of Europe from the poorer BRICs seems unlikely.&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;strong&gt;(4) &lt;/strong&gt;Most important, they have done nothing to address the imbalances within the EMU that caused the crisis — and drive the current downturn.&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;This is, as many have said, like the Captain of the Titanic convening a seminar on metallurgy after they hit the iceberg"&lt;/p&gt;&lt;br /&gt;&lt;a href="http://www.economonitor.com/blog/2011/12/the-simple-explanation-of-why-night-falls-over-europe/"&gt;EconoMonitor : EconoMonitor » The Simple Explanation of Why Night Falls Over Europe&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;"Thus, if all of the global economy’s largest pieces fall into place, there is no reason why 2012 should be a disaster. But muddling through cannot continue forever. Europe needs to draw a line under its crisis and figure out how to grow. The US needs to overcome its political polarization and policy gridlock. And China needs to rebalance its economy – shifting from construction and exports to household consumption as the main engine of growth – while it still has time. &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;Of course, if none of this happens – or if not enough of it does – 2013 could turn out to be the &lt;i&gt;annus horribilis&lt;/i&gt; of the perma-bears’ dreams."&lt;/p&gt;  &lt;p&gt; Barry Eichengreen :&lt;a href="http://www.project-syndicate.org/commentary/eichengreen37/English"&gt; El desastre puede esperar&lt;/a&gt; &lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.telegraph.co.uk/finance/newsbysector/banksandfinance/8945640/French-banks-downgraded-by-Moodys.html"&gt;"M&lt;strong&gt;oody's on Friday downgraded France's three largest banks, BNP Paribas, Credit Agricole and Societe Generale&lt;/strong&gt;&lt;/a&gt; in light of what the US rating agency said were "liquidity and funding constraints". The banks' downgrade came despite Moody's acknowledging the three lenders could depend on a higher level of French taxpayer support in future. &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;Two weeks ago, rumours abounded that it was the near failure of a major French lender that had been the trigger for a massive co-ordinated intervention by the world's largest central banks to shore up the banking system. &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;The fear is the European authorities do not have the financial firepower to deal with the banks' problems. Analysts at BarCap say that even if the European rescue funds were able to raise €1 trillion of funding this would only meet the needs of the Italian and Spanish government and banks. &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;The European banking sector's problems are being exacerbated by a wave of asset sales as lenders look to dramatically shrink their balance sheets. UBS estimates eurozone banks could sell off between €3.7 trillion and €4.5 trillion of assets in the next three years.&lt;span style="font-weight: bold;"&gt;"&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;&lt;a href="http://www.telegraph.co.uk/finance/financialcrisis/8947470/Eurozone-banking-system-on-the-edge-of-collapse.html"&gt;Eurozone banking system on the edge of collapse&lt;/a&gt;&lt;/p&gt;      &lt;p class="bylinebody"&gt; By &lt;a href="http://www.telegraph.co.uk/journalists/harry-wilson/" title="Harry Wilson"&gt;Harry Wilson&lt;/a&gt;, Banking correspondent&lt;/p&gt;  &lt;p class="publisheddate"&gt;10:01PM GMT 09 Dec 2011&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-8998028080633885601?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/8998028080633885601/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=8998028080633885601' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/8998028080633885601'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/8998028080633885601'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/12/fuentes-diversas-el-mismo-problema.html' title='FUENTES DIVERSAS, EL MISMO PROBLEMA'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-831333037611486221</id><published>2011-12-08T11:06:00.000-08:00</published><updated>2011-12-08T11:36:34.655-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LAS LINEAS DE LIQUIDEZ SEC RETAS DE LA FED'/><title type='text'>LAS LINEAS DE LIQUIDEZ SECRETAS DE LA FED</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://bloom.bg/s7D3gg"&gt;Bloomberg ha publicado los datos de la acción de la Reserva Federal Americana entre Agosto de 2007 y Abril de 2010 de poner a disposición de bancos y compañías una liquidez de 1,3 trillones de dólares americanos para evitar el colapso.&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;La información y el procedimiento son bastante reveladores de las transformaciones del "libre mercado", del sistema democrático, y de dónde realmente se halla el riesgo, moral y no moral.Por si todavía había dudas:&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;"The &lt;a href="http://topics.bloomberg.com/federal-reserve/"&gt;Federal Reserve&lt;/a&gt; and the big banks fought for more than two years to keep details of the largest bailout in U.S. history a secret. Now, the rest of the world can see what it was missing. &lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;The Fed didn’t tell anyone which banks were in trouble so deep they required a combined $1.2 trillion on Dec. 5, 2008, their single neediest day. Bankers didn’t mention that they took tens of billions of dollars in emergency &lt;a href="http://bloom.bg/n69kTY" title="Open Web Site" rel="external"&gt;loans&lt;/a&gt; at the same time they were assuring investors their firms were healthy. And no one calculated until now that banks reaped an estimated $13 billion of income by taking advantage of the Fed’s below-market rates, Bloomberg Markets magazine reports in its January issue. &lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;Saved by the bailout, bankers lobbied against government regulations, a job made easier by the Fed, which never disclosed the details of the rescue to lawmakers even as Congress doled out more money and debated new rules aimed at preventing the next collapse. &lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;A fresh narrative of the financial crisis of 2007 to 2009 emerges from 29,000 pages of Fed documents obtained under the &lt;a href="http://en.wikipedia.org/wiki/Freedom_of_Information_Act_%28United_States%29"&gt;Freedom of Information Act&lt;/a&gt; and central bank records of more than 21,000 transactions. While Fed officials say that almost all of the loans were repaid and there have been no losses, details suggest taxpayers paid a price beyond dollars as the secret funding helped preserve a broken status quo and enabled the biggest banks to grow even bigger"&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:130%;"&gt;(Bloomberg)&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-831333037611486221?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/831333037611486221/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=831333037611486221' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/831333037611486221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/831333037611486221'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/12/las-lineas-de-liquidez-secretas-de-la.html' title='LAS LINEAS DE LIQUIDEZ SECRETAS DE LA FED'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-9046102299296337874</id><published>2011-12-08T10:22:00.000-08:00</published><updated>2011-12-08T10:28:56.817-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA ULTIMA OPORTUNIDAD'/><category scheme='http://www.blogger.com/atom/ns#' term='SATJAHIT DAS'/><title type='text'>LA CITA EN EL "SALON DE LA ULTIMA  OPORTUNIDAD"</title><content type='html'>&lt;a href="http://www.economonitor.com/blog/2011/12/euro-zone-leaders-rendezvous-at-the-last-chance-saloon/"&gt;EconoMonitor : EconoMonitor » Eurozone Leaders Rendezvous at ‘The Last Chance Saloon’?&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;"Time is running short. European Sovereigns and banks need to find Euro  1.9 trillion to re-finance maturing debt in 2012. Italy alone requires  Euro 113 billion in the first quarter and around Euro 300 billion over  the full year. European banks need Euro 500 billion in the first half of  2012 and Euro 275 billion in the second half. This means they need to  raise Euro 230 billion per quarter in 2012 compared to Euro 132 billion  per quarter in 2011. Since June 2011, European banks have been only able  to raise Euro 17 billion compared to Euro 120 billion for the same  period in 2010.&lt;br /&gt;&lt;br /&gt;(...)&lt;br /&gt;&lt;br /&gt;European leaders seem content to discuss long term lifestyle changes with the near death patient in ER."&lt;br /&gt;&lt;br /&gt;(Satyajit Das)&lt;br /&gt;&lt;br /&gt;El artículo de Das puede leerse y acompañarse con el trasfondo del mejor  periodismo económico y de actualidad en español:&lt;br /&gt;&lt;br /&gt;"Europa reza a Alemania" de Andy Robinson (La Vanguardia, Dinero, 4-12-2011)&lt;br /&gt;&lt;br /&gt;"Alemania y los otros" de Rafael Poch (La Vanguardia, Dinero, 4-12-2011)&lt;br /&gt;&lt;br /&gt;¿Refundar Europa? de Juan Tugores Ques (La Vanguardia, 7-12-2011):&lt;br /&gt;&lt;br /&gt;"Tal vez lo que ahora, en el 2011, es diferente es la naturalidad con que la ciudadanía asume que quien llamamos presidente del Gobierno es un delegado del directorio que acude recién nombrado a recibir instrucciones (mientras el resto de los ciudadanos aguardamos conteniendo el aliento) de cuyo celoso cumplimiento depende su continuidad o su relevo por un tecnócrata"&lt;br /&gt;&lt;br /&gt;"Tener la mente abierta, en sí, no es nada; el objeto de abrir la mente, como el de abrir la boca, es poder cerrarla con algo sólido dentro"&lt;br /&gt;&lt;br /&gt;(Gilbert Keith Chesterton, citado por Slavoj Zizek en "El violento silencio de un nuevo comienzo", El Pais, 17-11-2011)&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-9046102299296337874?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/9046102299296337874/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=9046102299296337874' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/9046102299296337874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/9046102299296337874'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/12/la-cita-en-el-salon-de-la-ultima.html' title='LA CITA EN EL &quot;SALON DE LA ULTIMA  OPORTUNIDAD&quot;'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-447433081895512772</id><published>2011-11-27T13:31:00.000-08:00</published><updated>2011-11-27T13:34:22.789-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='CRISIS EUROPEA'/><category scheme='http://www.blogger.com/atom/ns#' term='ITALIA'/><title type='text'>La salida de capitales de Italia - Hans-Werner Sinn - Project Syndicate</title><content type='html'>&lt;a href="http://www.project-syndicate.org/commentary/sinn40/Spanish"&gt;La fuga de capitales de Italia - Hans-Werner Sinn - Project Syndicate&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;La narrativa sobre la crisis de la deuda soberana europea omite normalmente el componente a que se refiere aquí el autor alemán y que, dada la libertad de movimiento de capitales en el ambito de la Unión Europea, no es ni una financiación del déficit por cuenta corriente ni una "fuga de capital" sino un abandono de los activos "nacionales" en búsqueda de refugio:&lt;br /&gt;&lt;br /&gt;"Puesto que el déficit mensual de cuenta corriente de Italia se aproxima a sólo entre € 3 y 4 mil millones, el crédito Target debe de haber compensado principalmente "la fuga de capitales". Los inversores italianos vendieron sus activos al sistema bancario, que pagó con dinero recién impreso. Los inversores invirtieron luego los ingresos en Alemania, comprando acciones, bonos y otros activos. En esencia, Alemania e Italia intercambiaron reclamaciones para el sistema Target utilizando como respaldo activos transables en el mercado."&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;El resultado alienta la desconfianza de los inversores internacionales (y nacionales) en un ciclo que se retroalimenta.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Al final están la inflación (y el papel del Banco Central Europeo), la crisis bancaria y el ajuste intraeuropeo e internacional de la economía de la eurozona:&lt;br /&gt;&lt;br /&gt;"el Bundesbank ha entrado en un nuevo régimen en el tendrá que recurrir a un alto nivel de endeudamiento ante la banca privada para absorber la "fuga de capitales" de los países en crisis. A su vez, ellos seguirán compensándola mediante el recurso a la impresión de dinero.&lt;br /&gt;&lt;br /&gt;Con esto, la eurozona ha entrado en terreno peligroso. Las facilidades de depósito cuentan como dinero del banco central y tienen un potencial inflacionario, dado que los bancos alemanes podrían retirar esos fondos en cualquier momento."&lt;br /&gt;&lt;br /&gt;La discusión es solo acerca del mal menor.&lt;br /&gt;&lt;br /&gt;Según Nicolas Baverez (La Vanguardia 27-11-2011): "Si la deuda italiana salta (...) Europa pero también el mundo se hundirán en una gran depresión comparable a la de los años treinta"&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-447433081895512772?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/447433081895512772/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=447433081895512772' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/447433081895512772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/447433081895512772'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/11/la-salida-de-capitales-de-italia-hans.html' title='La salida de capitales de Italia - Hans-Werner Sinn - Project Syndicate'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-7041076909099727339</id><published>2011-11-20T10:52:00.000-08:00</published><updated>2011-11-20T11:06:26.289-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LA CRISIS DE LA DEUDA EUROPEA (2011)'/><category scheme='http://www.blogger.com/atom/ns#' term='¿EL PRECIO DE LA NUEVA DEMOCRACIA? THE INDEPENDENT'/><category scheme='http://www.blogger.com/atom/ns#' term='BBC'/><title type='text'>¿A QUE PRECIO LA NUEVA DEMOCRACIA?</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-FWfFoCmU7BA/TslNe0FNxoI/AAAAAAAABLs/PdjsD6X_BQM/s1600/Pg-12-eurozone-graphic.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 315px; height: 320px;" src="http://4.bp.blogspot.com/-FWfFoCmU7BA/TslNe0FNxoI/AAAAAAAABLs/PdjsD6X_BQM/s320/Pg-12-eurozone-graphic.jpg" alt="" id="BLOGGER_PHOTO_ID_5677153997049153154" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;h1&gt;&lt;br /&gt;&lt;/h1&gt;&lt;h1&gt;&lt;br /&gt;&lt;/h1&gt;&lt;h1&gt;"What price the new democracy? Goldman Sachs conquers Europe &lt;/h1&gt;  &lt;p style="mso-outline-level:4"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt;"&gt;While ordinary people fret about austerity and jobs, the eurozone's corridors of power have been undergoing a remarkable transformation&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="mso-outline-level:4"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;The ascension of Mario Monti to the Italian prime ministership is remarkable for more reasons than it is possible to count. By replacing the scandal-surfing Silvio Berlusconi, Italy has dislodged the undislodgeable. By imposing rule by unelected technocrats, it has suspended the normal rules of democracy, and maybe democracy itself. And by putting a senior adviser at Goldman Sachs in charge of a Western nation, it has taken to new heights the political power of an investment bank that you might have thought was prohibitively politically toxic.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;This is the most remarkable thing of all: a giant leap forward for, or perhaps even the successful culmination of, the Goldman Sachs Project.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;(…)&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Simon Johnson, the former International Monetary Fund economist, in his book 13 Bankers, argued that Goldman Sachs and the other large banks had become so close to government in the run-up to the financial crisis that the US was effectively an oligarchy. At least European politicians aren't "bought and paid for" by corporations, as in the US, he says. "Instead what you have in Europe is a shared world-view among the policy elite and the bankers, a shared set of goals and mutual reinforcement of illusions."&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;(…)&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Mr Monti is one of Italy's most eminent economists, and he spent most of his career in academia and thinktankery, but it was when Mr Berlusconi appointed him to the European Commission in 1995 that Goldman Sachs started to get interested in him. First as commissioner for the internal market, and then especially as commissioner for competition, he has made decisions that could make or break the takeover and merger deals that Goldman's bankers were working on or providing the funding for. Mr Monti also later chaired the Italian Treasury's committee on the banking and financial system, which set the country's financial policies.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;(…)&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Perhaps the most prominent ex-politician inside the bank is Peter Sutherland, Attorney General of Ireland in the 1980s and another former EU Competition Commissioner. He is now non-executive chairman of Goldman's UK-based broker-dealer arm, Goldman Sachs International, and until its collapse and nationalisation he was also a non-executive director of Royal Bank of Scotland. He has been a prominent voice within Ireland on its bailout by the EU, arguing that the terms of emergency loans should be eased, so as not to exacerbate the country's financial woes. The EU agreed to cut Ireland's interest rate this summer.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Picking up well-connected policymakers on their way out of government is only one half of the Project, sending Goldman alumni into government is the other half. Like Mr Monti, Mario Draghi, who took over as President of the ECB on 1 November, has been in and out of government and in and out of Goldman. He was a member of the World Bank and managing director of the Italian Treasury before spending three years as managing director of Goldman Sachs International between 2002 and 2005 – only to return to government as president of the Italian central bank.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;(…)&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;"My former colleagues at the IMF are running around trying to justify bailouts of €1.5trn-€4trn, but what does that mean?" says Simon Johnson. "It means bailing out the creditors 100 per cent. It is another bank bailout, like in 2008: The mechanism is different, in that this is happening at the sovereign level not the bank level, but the rationale is the same."&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;So certain is the financial elite that the banks will be bailed out, that some are placing bet-the-company wagers on just such an outcome. Jon Corzine, a former chief executive of Goldman Sachs, returned to Wall Street last year after almost a decade in politics and took control of a historic firm called MF Global. He placed a $6bn bet with the firm's money that Italian government bonds will not default.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;When the bet was revealed last month, clients and trading partners decided it was too risky to do business with MF Global and the firm collapsed within days. It was one of the ten biggest bankruptcies in US history.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;The grave danger is that, if Italy stops paying its debts, creditor banks could be made insolvent.  Goldman Sachs, which has written over $2trn of insurance, including an undisclosed amount on eurozone countries' debt, would not escape unharmed, especially if some of the $2trn of insurance it has purchased on that insurance turns out to be with a bank that has gone under. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;(…) This is the rationale for the bailouts and the austerity, the reason we are getting more Goldman, not less. The alternative is a second financial crisis, a second economic collapse.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Shared illusions, perhaps? Who would dare test it?”&lt;/p&gt;  &lt;p&gt;&lt;a href="http://www.independent.co.uk/biography/stephen-foley"&gt;STEPHEN FOLEY&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&lt;span style="display: block;" id="formatbar_Buttons"&gt;&lt;span class="" style="display: block;" id="formatbar_CreateLink" title="Enlace" onmouseover="ButtonHoverOn(this);" onmouseout="ButtonHoverOff(this);" onmouseup="" onmousedown="CheckFormatting(event);FormatbarButton('richeditorframe', this, 8);ButtonMouseDown(this);"&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href="http://www.independent.co.uk/news/business/analysis-and-features/what-price-the-new-democracy-goldman-sachs-conquers-europe-6264091.html"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.independent.co.uk/news/business/analysis-and-features/what-price-the-new-democracy-goldman-sachs-conquers-europe-6264091.html"&gt;THE INDEPENDENT&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.independent.co.uk/news/business/analysis-and-features/what-price-the-new-democracy-goldman-sachs-conquers-europe-6264091.html"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p&gt;&lt;a href="http://www.bbc.co.uk/news/business-15748696"&gt;LA DEUDA EUROPEA: ¿QUIEN DEBE CUÁNTO A QUIEN? (BBC)&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href="http://www.independent.co.uk/news/business/analysis-and-features/what-price-the-new-democracy-goldman-sachs-conquers-europe-6264091.html"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-7041076909099727339?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/7041076909099727339/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=7041076909099727339' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/7041076909099727339'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/7041076909099727339'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/11/que-precio-la-nueva-democracia.html' title='¿A QUE PRECIO LA NUEVA DEMOCRACIA?'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-FWfFoCmU7BA/TslNe0FNxoI/AAAAAAAABLs/PdjsD6X_BQM/s72-c/Pg-12-eurozone-graphic.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-2841923714713223369</id><published>2011-11-09T11:23:00.000-08:00</published><updated>2011-11-09T11:57:37.556-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='LOS INDICADORES DE GOBIERNO (BANCO MUNDIAL)'/><title type='text'>LOS INDICADORES DE GOBIERNO (BANCO MUNDIAL)</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-1qmsq_uZF-k/TrrWwfUBw_I/AAAAAAAABK8/bq2bOfdIUQ8/s1600/SPAIN%2BWIG%2BSPAIN%2Bchart.GIF"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 320px; height: 315px;" src="http://3.bp.blogspot.com/-1qmsq_uZF-k/TrrWwfUBw_I/AAAAAAAABK8/bq2bOfdIUQ8/s320/SPAIN%2BWIG%2BSPAIN%2Bchart.GIF" alt="" id="BLOGGER_PHOTO_ID_5673082809154126834" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-BsHosy2IoUs/TrrWwOwSrrI/AAAAAAAABKw/fdX0g7aKm44/s1600/wgi%2BGrosFig1%25281%2529.gif"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 302px; height: 320px;" src="http://3.bp.blogspot.com/-BsHosy2IoUs/TrrWwOwSrrI/AAAAAAAABKw/fdX0g7aKm44/s320/wgi%2BGrosFig1%25281%2529.gif" alt="" id="BLOGGER_PHOTO_ID_5673082804709273266" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;No solo las economías son comparables.También existen indicadores de efectividad de los gobiernos nacionales  en cuanto a los siguientes indicadores:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;1) Voz y responsabilidad &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;2) Estabilidad política&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;3) Efectividad de la acción de gobierno&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;4) Calidad de las normas regulatorias&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;5) Seguridad jurídica y respeto de los derechos (rule of law); y&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;6) Control de la corrupción&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;El Banco Mundial publica los resultados de los mismos y su evolución temporal.La de España ha sido en general negativa como puede comprobarse &lt;a href="http://info.worldbank.org/governance/wgi/pdf/c70.pdf"&gt;tanto en términos absolutos (gráfico)&lt;/a&gt;, &lt;a href="http://www.voxeu.org/index.php?q=node/6899"&gt;como en comparación con los países europeos mejor colocados.&lt;/a&gt;&lt;/span&gt;&lt;a href="http://www.voxeu.org/index.php?q=node/6899"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;La relevancia de estos indicadores para la superación de las crisis económicas, europea y nacionales, ha sido puesta de manifiesto recientemente por Daniel Gros (&lt;a href="http://www.voxeu.org/index.php?q=node/7246"&gt;¿Qué es lo que retrasa a Italia?&lt;/a&gt;).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Además de recomendaciones e imposiciones para los demás los responsables nacionales deberían hacer publicos estos resultados y adquirir el compromiso de proponer medidas efectivas para mejorarlos.&lt;br /&gt;&lt;br /&gt;También aquí los hechos son inapelables y los principales responsables de los mismos prefieren negarlos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-2841923714713223369?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/2841923714713223369/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=2841923714713223369' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2841923714713223369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2841923714713223369'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/11/los-indicadores-de-gobierno-banco.html' title='LOS INDICADORES DE GOBIERNO (BANCO MUNDIAL)'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-1qmsq_uZF-k/TrrWwfUBw_I/AAAAAAAABK8/bq2bOfdIUQ8/s72-c/SPAIN%2BWIG%2BSPAIN%2Bchart.GIF' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-4256695034620802488</id><published>2011-11-01T12:11:00.000-07:00</published><updated>2011-11-01T12:27:27.672-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL GRAFICO DE LA CRISIS DEL EURO'/><category scheme='http://www.blogger.com/atom/ns#' term='BILL MARSH'/><title type='text'>BILL MARSH: EL GRAFICO DE LA CRISIS DEL EURO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-8If5SSaR374/TrBE0T6B95I/AAAAAAAABHw/5N8Ecndv9ng/s1600/s-DEBT-CRISIS-large300.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 300px; height: 219px;" src="http://1.bp.blogspot.com/-8If5SSaR374/TrBE0T6B95I/AAAAAAAABHw/5N8Ecndv9ng/s320/s-DEBT-CRISIS-large300.jpg" alt="" id="BLOGGER_PHOTO_ID_5670107596347013010" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Mientras los responsables europeos- incluidos los de los estados miembros-y la realidad continuan caminando por sendas diferentes, los mapas, aunque no son el territorio,  pueden ayudar para no seguir cometiendo errores de bulto.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Como éste de &lt;a href="http://www.nytimes.com/imagepages/2011/10/22/opinion/20111023_DATAPOINTS.html?ref=opinion"&gt;BILL MARSH PUBLICADO EN EL NEW YORK TIMES&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Para leer los gráficos, y la realidad, es necesario afrontarla en su verdad, sin aferrarse a los espantapájaros como a un salvavidas.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;¿No es éste el mínimo keynesianismo necesario?:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Las ideas modelan el curso de la historia&lt;br /&gt;&lt;br /&gt;La dificultad estriba no tanto en desarrollar nuevas ideas como en escapar de las antiguas&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-4256695034620802488?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/4256695034620802488/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=4256695034620802488' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4256695034620802488'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/4256695034620802488'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/11/bill-marsh-el-grafico-de-la-crisis-del.html' title='BILL MARSH: EL GRAFICO DE LA CRISIS DEL EURO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-8If5SSaR374/TrBE0T6B95I/AAAAAAAABHw/5N8Ecndv9ng/s72-c/s-DEBT-CRISIS-large300.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-1226438593363877683</id><published>2011-10-23T11:13:00.000-07:00</published><updated>2011-10-23T11:32:10.463-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='EL FRACASO DEL RESCATE GRIEGO'/><category scheme='http://www.blogger.com/atom/ns#' term='EL DOCUMENTO DE LA &quot;TROIKA&quot; DE 21-10-2011'/><title type='text'>EL  FRACASO DEL RESCATE GRIEGO</title><content type='html'>&lt;a href="http://www.creditwritedowns.com/2011/10/greece-expansionary-fiscal-consolidation-failure.html#.TqRZAeqiMxk.blogger"&gt;Leaked Greek bailout document: Expansionary fiscal consolidation has failed | Credit Writedowns&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;EL DOCUMENTO PREPARADO POR LA "TROIKA" PARA LA CUMBRE DEL MIERCOLES Y EL COMENTARIO SOBRE EL MISMO DE ROB PARENTAU:&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;"This leaked Troika "debt sustainability analysis" submitted to the EU Summit yesterday will no doubt be a part of the deliberations in the Greek debt restructuring proposals to be hammered out by Oct. 26th.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;Point 1. A. on the first page is a pretty open and blatant admission that expansionary fiscal consolidation (EFC) has proven to be a contradiction in terms, at least in &lt;a href="http://www.creditwritedowns.com/tag/greece/"&gt;Greece&lt;/a&gt;. Moreover, there is a serious policy incompatibility problem, at least over the intermediate term horizon, with efforts at internal devaluation (ID) - that is, attempting nominal domestic private income deflation in order to improve trade prospects when one has a fixed exchange rate constraint.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;This latter point is further amplified in the "stress test" scenario discussed on the bottom of page 5, which I think we all know is soon to become the Troika's base case scenario. They stop short of recognizing that their demands and the actions they have imposed on Greek policymakers are setting off a Fisher debt deflation implosion of the Greek economy. But clearly, the EFC policy is rupturing any semblance of a social contract, and ripping the social fabric to shreds as well.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;This is a very large step for the Troika to have taken; admitting that EFC is not working, and that pursuing internal devaluation will aggravate matters further, including the ability of Greece to hit fiscal targets, is a fairly large step in the recognition of the reality of the situation. This is not something that Troika economists are often prone to do. It is not what their incentive structures, formal and informal, tend to encourage them to do.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;More importantly, this admission by the Troika shows the rest of the periphery, the UK, the US, and even Japan that the road to debt deflation hell is paved with good intentions - intentions the Troika appears even now prepared to question - but of course, only in the very special conditions of Greece. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;We must argue Greece is not a special case, but rather a case in point of what happens when you impose fiscal consolidation on countries with high private debt to GDP ratios, high desired private net saving rates, and large, stubborn current account déficit.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;With this document, now it is evident that analysts at the EU, the IMF and the ECB understand these points as well."&lt;/span&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href="http://www.creditwritedowns.com/2011/10/greece-expansionary-fiscal-consolidation-failure.html"&gt;ROB PARENTAU&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-1226438593363877683?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/1226438593363877683/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=1226438593363877683' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1226438593363877683'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/1226438593363877683'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/10/el-fracaso-del-rescate-griego.html' title='EL  FRACASO DEL RESCATE GRIEGO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-199301132757880012</id><published>2011-10-22T13:32:00.000-07:00</published><updated>2011-10-22T13:44:11.203-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DAVIES'/><category scheme='http://www.blogger.com/atom/ns#' term='EL TRILEMA EUROPEO'/><category scheme='http://www.blogger.com/atom/ns#' term='WOLF'/><category scheme='http://www.blogger.com/atom/ns#' term='DE GRAUWE'/><title type='text'>EL TRILEMA EUROPEO</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;/span&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;¿POR QUÉ NO ES POSIBLE HACER UN MONEDERO DE SEDA CON EL PELO DE UNA OREJA DE CERDO?&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="font-weight: bold; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;1) POR LA FALTA DE ACTUACION DEL BANCO CENTRAL EUROPEO COMO PRESTAMISTA DE ULTIMO RECURSO, SEGÚN PAUL DE GRAUWE&lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;This leads to a vicious circle: recapitalisations undermine the creditworthiness of governments and this then feeds back in to the banks, which see the value of their assets (government bonds) decline further. The more governments recapitalise, the more the value of the banks’ assets falls, leading to the need for further recapitalisations. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-size:130%;"&gt;To stop the downward spiral a floor has to be put on the price of government bonds in the eurozone and the &lt;a href="http://www.ft.com/cms/s/0/e39974f6-f580-11e0-94b1-00144feab49a.html" title="FT Analysis - FT interview: Jean-Claude Trichet"&gt;European Central Bank&lt;/a&gt; is the only institution capable of implementing it. To prevent further drops in government bond prices, the bank should announce that it is ready to intervene in the market. The ECB is the only institution capable of doing this because it can create money without limit. In announcing its unconditional commitment, the bank would stop the spiral of decline. And when investors were convinced of the resolve of the ECB, they would stop selling sovereign bonds because they would trust that a floor had been put on their prices.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;The ECB has no excuse not to act. In trying to keep its monetary virginity intact, the bank threatens to destroy the eurozone. If that happens, nobody will be able to profit from its virginity. &lt;/span&gt;&lt;/p&gt;  &lt;p style="font-weight: bold;"&gt;&lt;span style="font-size:130%;"&gt;Paul de Grauwe&lt;/span&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href="http://blogs.ft.com/the-a-list/2011/10/19/the-eurozone-rescue-fund-is-still-not-big-enough/#axzz1bXgoxxQr"&gt;http://blogs.ft.com/the-a-list/2011/10/19/the-eurozone-rescue-fund-is-still-not-big-enough/#axzz1bXgoxxQr&lt;/a&gt;&lt;/p&gt;      &lt;p&gt; &lt;/p&gt;&lt;p style="font-weight: bold; text-align: justify;"&gt;2) PORQUE NO SON, NI PUEDEN SER, SUFICIENTES LOS FONDOS DE RESCATE EUROPEO (EFSF), SEGÚN GAVIN DAVIES&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="font-weight: bold; text-align: justify;"&gt; &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;The €200bn will apparently be used to insure future purchasers of Italian and Spanish bonds against the first tranche of any losses they may suffer in a sovereign default. If the first 20 per cent of losses are insured, the EFSF could cover €1,000bn of bond purchases.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;The key question is whether this would be a sufficient inducement to bring a large amount of fresh capital into the troubled bond markets. The subsidy would be worth 180 basis points on new Italian bonds, according to Andrew Bevan, Fulcrum’s bond specialist, given the market’s assumption that a sovereign default is 40 per cent likely over the next five years, and assuming that there would be a 50 per cent recovery to bond holders after that default.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;It is not clear that this will be enough to transform the market’s perceptions of government debt in these struggling economies. The eurozone could increase the incentives to future bond purchasers by increasing the insured amount of any future loss from 20 per cent to (say) 40 per cent. But that would automatically reduce the amount of bonds covered from €1,000bn to a modest €500bn.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;At its absolute maximum, the subsidy can never be worth more than €200bn, which is equal to 8 per cent of the current outstanding debt of Italy and Spain. The eurozone cannot make this subsidy any bigger by using the smoke and mirrors involved in leverage. Talk of trillions of new money, apparently conjured out of thin air by financial engineering, is inherently misleading.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;If this is Germany’s final word, then the fund will remain too small, and the eurozone will once again discover that it cannot make a silk purse out of a sow’s ear.&lt;/span&gt;&lt;/p&gt;  &lt;p style="font-weight: bold;"&gt;Gavin Davies&lt;/p&gt;  &lt;p&gt;&lt;a href="http://blogs.ft.com/the-a-list/2011/10/19/the-eurozone-rescue-fund-is-still-not-big-enough/#axzz1bXgoxxQr"&gt;http://blogs.ft.com/the-a-list/2011/10/19/the-eurozone-rescue-fund-is-still-not-big-enough/#axzz1bXgoxxQr&lt;/a&gt;&lt;/p&gt;  &lt;p&gt; &lt;/p&gt;  &lt;p style="font-weight: bold; text-align: justify;"&gt;3) PORQUE LAS MEDIDAS DE CONSOLIDACION FISCAL NO PUEDEN RESOLVER LOS DEFICITS DE BALANZA DE PAGOS, SEGÚN MARTIN WOLF (VER CUADROS SOBRE DEFICITS Y DEUDA NETA PUBLICADOS POR EL AUTOR)&lt;br /&gt;&lt;/p&gt;  &lt;p&gt; &lt;/p&gt;  &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;First, external deficits mean that residents are spending more than their income and financing the difference abroad. If creditors decide such borrowers are no longer creditworthy (be they private or public), they will cut them off, thereby causing a recession and a plunge into – or deepening of – fiscal deficits. Second, prolonged external deficits also shape the structure and competitiveness of an economy. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Third, sustained deficits lead to huge net external liabilities, often intermediated by banks. When the external lending halts, the banks are likely to implode, undermining both the economy and the fiscal position. As Goldman Sachs notes, the inability to devalue also rules out a way of adjusting net liability positions that has proved helpful to the US and UK. Worse, the only available mechanism – an “internal devaluation” (or falling domestic price level) – will make the burden of external debt even greater. The improvement in the current account balance must then be even bigger than it would otherwise need to be. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Most important of all, people care about what happens to their own country. The inhabitants of a depressed member country will hardly console themselves with the thought that others are booming. &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Inside the eurozone, adjustment of imbalances remains essential. But it is also vastly difficult, because the exchange rate has gone. In its place, comes adjustment via depression and default. A currency union with structural mercantilists in the core now threatens a permanent slump in the periphery. Solving that is the true cure. Can it be done? I wonder.&lt;/span&gt;&lt;/p&gt;  &lt;p style="font-weight: bold;"&gt;Martin Wolf&lt;/p&gt;  &lt;p&gt;&lt;a href="http://www.ft.com/intl/cms/s/0/d09c8910-f972-11e0-bf8f-00144feab49a.html#axzz1bXCz5zVy"&gt;http://www.ft.com/intl/cms/s/0/d09c8910-f972-11e0-bf8f-00144feab49a.html#axzz1bXCz5zVy&lt;/a&gt;&lt;/p&gt;      &lt;p class="screen-copy"&gt;&lt;a href="http://www.ft.com/servicestools/help/copyright"&gt;Copyright&lt;/a&gt; The Financial Times Limited 2011. &lt;/p&gt;  &lt;p&gt; &lt;/p&gt;  &lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style=";font-family:&amp;quot;;font-size:12pt;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-199301132757880012?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/199301132757880012/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=199301132757880012' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/199301132757880012'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/199301132757880012'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/10/el-trilema-europeo.html' title='EL TRILEMA EUROPEO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-2650446028336974438</id><published>2011-10-09T10:45:00.000-07:00</published><updated>2011-10-09T10:46:33.162-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='SATYAHIT DAS'/><category scheme='http://www.blogger.com/atom/ns#' term='EL MOMENTO DE LA VERDAD'/><title type='text'>SATYAHIT DAS: EL MOMENTO DE LA VERDAD</title><content type='html'>&lt;a href="http://www.economonitor.com/blog/2011/10/economic-dystopia-%E2%80%93-the-stick-shaker-moment/"&gt;EconoMonitor : EconoMonitor » Economic Dystopia – The “Stick Shaker Moment”&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Exit Via The Japanese Door …&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Current concerns, most readily observable in wild gyrations of equity prices, are driven by the identified concerns but also the lack of credible policy options.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;The most likely outcome is a protracted period of low, slow growth, analogous to Japan’s Ushinawareta Jūnen – the lost decade or two. The best case is a slow decline in living standards and wealth as the excesses of the past are paid for. The risk of instability is very high; a more violent correction and a breakdown in markets like 2008 or worse are possible. Frequent bouts of panic and volatility as the global economy deleverages –reduces debt- are likely. Problems created gradually over more than the last three decades can only be corrected slowly and painfully.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;The eerie sound of the stick shaker can sometime be heard on cockpit voice recordings of doomed flights just before they crash. The global economy’s control stick is shaking violently. It remains to be seen whether the economic pilots can regain control and land the flight safely or whether it ends in a crash.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;Satyajit Das is author of Extreme Money: The Masters of the Universe and the Cult of Risk (August 2011)&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-2650446028336974438?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/2650446028336974438/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=2650446028336974438' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2650446028336974438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/2650446028336974438'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/10/economonitor-economonitor-economic.html' title='SATYAHIT DAS: EL MOMENTO DE LA VERDAD'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-6289975191792165735</id><published>2011-10-09T10:20:00.000-07:00</published><updated>2011-10-09T10:22:04.934-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ENTREVISTA A ROBERT SHAPIRO'/><category scheme='http://www.blogger.com/atom/ns#' term='7-10-2011'/><category scheme='http://www.blogger.com/atom/ns#' term='BBC'/><title type='text'>ENTREVISTA DE LA BBC A ROBERT SHAPIRO SOBRE LA CRISIS EUROPEA</title><content type='html'>&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/6UGDTtqklSo" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-6289975191792165735?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/6289975191792165735/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=6289975191792165735' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/6289975191792165735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/6289975191792165735'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/10/entrevista-de-la-bbc-robert-shapiro.html' title='ENTREVISTA DE LA BBC A ROBERT SHAPIRO SOBRE LA CRISIS EUROPEA'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/6UGDTtqklSo/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-5151509483136039708</id><published>2011-09-25T11:41:00.000-07:00</published><updated>2011-09-25T12:01:27.550-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='TOO BIG TO FAIL'/><category scheme='http://www.blogger.com/atom/ns#' term='INFORME VICKERS'/><category scheme='http://www.blogger.com/atom/ns#' term='ACTIVIDAD BANCARIA'/><title type='text'>EL INFORME VICKERS</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;El Informe Vickers de la Comisión Indepediente sobre la Actividad Bancaria en el Reino Unido ha sido hecho público este mes.El Informe resalta la necesidad de separar las actividades de banca minorista de las de banca de inversión con objeto de evitar reproducir en el futuro la situación que ha llevado a la actual crisis y que los contribuyentes queden prendidos del anzuelo  del riesgo así generado.&lt;br /&gt;&lt;br /&gt;Las conclusiones del Informe son introducidas así por Sir John Vickers:&lt;br /&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:documentproperties&gt;   &lt;o:author&gt;John Vickers&lt;/o:Author&gt;   &lt;o:version&gt;11.5606&lt;/o:Version&gt;  &lt;/o:DocumentProperties&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;"Future stability requires that UK banks should have more equity capital and loss-absorbing debt – beyond what has so far been internationally agreed – and that their retail banking activities should be structurally separated, by a ring-fence, from wholesale and investment banking activities. As many have commented, the big question is how. Structural separation would bring three main benefits: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.7pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;it would help insulate vital UK retail banking services from global financial shocks, which is of particular importance given the way that major UK banks combine retail banking with global wholesale/investment banking; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.7pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;it would make it easier and less costly to sort out banks – whether retail or investment banks – that still got into trouble despite greater loss-absorbing capacity. This is all part of getting taxpayers off the hook for the banks; and &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;it would be good for competitiveness because UK retail banking can be made safer while international standards apply to the global wholesale and investment banking activities of UK banks. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;So why not go for total separation? Because a strong ring-fence can get the same, if not more, stability benefits at much lower economic cost. In particular, if one part of the bank is doing well, it can still support the other. We are recommending a strong ring-fence – otherwise there would be little point in having one – but also a flexible one. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;This in essence is how it would work. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.7pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;Only ring-fenced banks would supply the core domestic retail banking services of taking deposits from ordinary individuals and SMEs and providing them with overdrafts. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;Ring-fenced banks could not undertake trading or markets business, or do derivatives (other than hedging retail risks) or supply services to overseas (in the sense of non-European) customers, or services (other than payments services) resulting in exposures to financial companies. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="page-break-before: always; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;Other activities – such as lending to large domestic non-financial companies – would be allowed either side of the fence. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;The aggregate balance sheet of UK banks exceeds £6 trillion – more than four times annual UK output. On the basis above, between a sixth and a third of the balance sheet would be inside the fence.&lt;/span&gt;&lt;/b&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; Ring-fenced banks could be self-standing, or subsidiary companies in wider banking groups. They would have their own capital, which could not be depleted below safe limits, and governance arrangements to ensure independence. To protect the integrity of the ring-fence, their dealings with other parts of their banking group would be limited to those generally permissible between third parties. &lt;b style="mso-bidi-font-weight:normal"&gt;As well as helping insulate UK retail banking from global shocks, ring-fencing would provide a sound long-term framework for the supply of credit in the economy. In particular, retail deposits – now around £1 trillion – would fund loans to households and businesses in the domestic economy, not investment banking.&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;The other element of reform for financial stability concerns the ability of banks, especially those of systemic importance, to bear losses. On this our main recommendations are: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.8pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;that large ring-fenced banks should have equity capital of at least 10% of risk-weighted assets and corresponding limits on overall leverage; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.8pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;that the retail and other activities of large banks should have primary loss-absorbing capacity – equity plus long-term unsecured debt (‘bail-in bonds’) that readily bears loss at the point of failure – of 17%-20% of risk-weighted assets. Remaining unsecured debt should also bear loss on failure if necessary; and &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;depositor preference, so that insured deposits rank above all other unsecured debt. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;There is a strong case for higher capital requirements internationally than we propose for UK banks, and without ring-fencing we would have recommended substantially higher levels. As with our proposals as a whole, however, we have taken full account of UK competitiveness in the context of international regulation, &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="page-break-before: always; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;and of transitional issues. Our recommendations reinforce and go substantially beyond other reform initiatives under way, and we have had careful regard to their cumulative impact. &lt;b style="mso-bidi-font-weight:normal"&gt;Our financial stability proposals may increase some banks’ costs of capital and unsecured debt, especially outside the ring-fence. But that is largely a consequence of returning risk-bearing to where it should be – with investors and not taxpayers. This is a benefit, not a cost, to the economy as a whole, and will better discipline risk-taking. &lt;/b&gt;That said, improved financial stability does not come for free. But its costs are greatly outweighed by the gains of fewer crises, less damaging crises, and a healthier environment for investment in the UK economy. Just as financial stability benefits the economy overall, it is good for the City too. A more stable domestic banking system will underpin, not jeopardise, the competitiveness of the UK as an international financial centre. &lt;i&gt;Competition &lt;/i&gt;Our competition recommendations are also in accord with the &lt;i&gt;Interim Report&lt;/i&gt;. &lt;b style="mso-bidi-font-weight:normal"&gt;Competition in UK retail banking has not been properly effective. Markets for personal current accounts and SME banking services are concentrated, the more so since the crisis, which saw challengers to the large incumbents fail or be taken over. Conditions for well-informed customer choice are not good, in part because of difficulties of switching between banks. Some competition has been misdirected – to exploit lack of consumer awareness or poor financial regulation. And the implicit government guarantee favours larger banks. Our financial stability proposals address this last point. Our other main competition recommendations are:&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="page-break-before: always; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;that the Government seeks agreement with Lloyds to ensure that the divestiture that is under way leads to the emergence of a strong challenger bank. This is not likely to happen with the divestiture as it stands, in view of its prospective share of personal current accounts and large funding gap; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="page-break-before: always; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p class="Default" style="margin-bottom: 8.8pt; text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight: normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;the introduction within two years of a switching system based on redirection for personal and small business current accounts. This would provide customers with a seamless switching service free of cost and risk. This should be complemented by measures to enhance transparency so that customers can make well-informed choices about the services that best meet their banking needs;&lt;/span&gt;&lt;/b&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; and &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;that competition is made central to financial regulation by giving the new Financial Conduct Authority a clear duty to promote effective competition. Among other things this would give the necessary impetus to efforts to promote transparency and tackle barriers to entry and growth by rivals to the incumbents. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;We are not at this point recommending that markets for banking services be referred to the Competition Commission, but a referral should be actively considered if any of these conditions is not met by 2015. &lt;i&gt;Implementation &lt;/i&gt;Policy decisions following our Report are for Government and Parliament to make. &lt;b style="mso-bidi-font-weight:normal"&gt;It would be good all round, not least for financial markets, if the Government could establish its policy by the end of this year, and if legislation could be passed well within the current Parliament. A separate question is the timetable for implementation if the proposed reforms are adopted. The package of recommendations to promote financial stability consists of moderate elements but is fundamental and far-reaching. It could not all sensibly be implemented by 2015 even with legislation enacted next year. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;The deadline for implementation of the internationally-agreed Basel III capital standards is the start of 2019. Our recommendations on capital, loss-absorbing debt and depositor preference go considerably further, but we see no case for extending that deadline. Neither would we require acceleration ahead of Basel. In any case, once policy is clear, market disciplines might operate sooner than regulatory timetables. Structural reform would inevitably take time following legislation and subsequent regulatory rule-making, but should be complete by the Basel date of 2019 at the latest, and preferably sooner. This may seem a long time. It is. But short-termism got us into this mess and we need long-termism to build a more stable system for the future. On this basis the reforms that we recommend pose no significant risk to the economic recovery. &lt;b style="mso-bidi-font-weight:normal"&gt;The lesson from recent weakness, and the strains shown by banks, is just how important it is to reform the banking system. The ‘too big to fail’ problem must not be recast as a ‘too delicate to reform’ problem. Ring-fencing will strengthen, not weaken, the framework for the supply of bank credit to households and businesses in the economy. Retail deposits will fund that flow of domestic credit, separate from global wholesale and investment banking. Higher capital standards, which can be achieved over seven years, represent just a few percentage points of bank balance sheets. The most rapid growth of those balance sheets has related to global wholesale and investment banking, and bank lending to other financial institutions. Credit supply to the domestic economy now accounts for a fraction of UK banks’ balance sheets. In many respects, then, our recommendations would restore UK banking closer to how it used to be – with better-capitalised, less leveraged banking more focused on the needs of savers and borrowers in the domestic economy. At the same time UK banks would be free to flourish in global markets, but without UK taxpayer support. Our banks are at the heart of the financial system and hence of the market economy. The opportunity must be seized to establish a much more secure foundation for the UK banking system of the future.&lt;/b&gt; "&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;Sir John Vickers&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;p class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;font-family:&amp;quot;;" &gt;Final Report Publication&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;p class="Default"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;;font-family:&amp;quot;;" &gt;Independent Commission on Banking&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="Default"&gt;&lt;a href="http://bankingcommission.s3.amazonaws.com/wp-content/uploads/2010/07/ICB-Final-Report.pdf"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;;font-family:&amp;quot;;" &gt;EL INFORME VICKERS COMPLETO&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="Default"&gt;&lt;a href="http://www.voxeu.org/index.php?q=node/7017"&gt;&lt;/a&gt;&lt;a href="http://www.voxeu.org/index.php?q=node/7017"&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="Times New Roman&amp;quot;;font-family:&amp;quot;;" &gt;LA ENTREVISTA A VIRAL ACHARYA SOBRE LAS CONCLUSIONES DEL INFORME Y SOBRE LA NECESIDAD DE TENER EN CUENTA NO SOLO LA SEPARACION DE ACTIVIDADES SINO TAMBIEN LA PONDERACION DE RIESGOS&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="display: block;" id="formatbar_Buttons"&gt;&lt;span onmouseover="ButtonHoverOn(this);" onmouseout="ButtonHoverOff(this);" onmouseup="" onmousedown="CheckFormatting(event);FormatbarButton('richeditorframe', this, 8);ButtonMouseDown(this);" class="" style="display: block;" id="formatbar_CreateLink" 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href='http://gruizlegal.blogspot.com/2011/09/el-informe-vickers.html' title='EL INFORME VICKERS'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-8297633986919419497</id><published>2011-09-18T05:11:00.000-07:00</published><updated>2011-09-18T05:46:20.336-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='COMPENSACION DE DEUDA ENTRE PAISES DE LA EUROZONA'/><title type='text'>COMPENSACION DE DEUDA PUBLICA ENTRE PAISES DE LA ZONA EURO</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-eivnlxtGhQw/TnXjiESfUxI/AAAAAAAABGc/U-Oj4KIJXVg/s1600/20110918_EURAFT_0.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 297px;" src="http://3.bp.blogspot.com/-eivnlxtGhQw/TnXjiESfUxI/AAAAAAAABGc/U-Oj4KIJXVg/s320/20110918_EURAFT_0.png" alt="" id="BLOGGER_PHOTO_ID_5653675081639875346" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-9noFaaUnFv4/TnXjahQzluI/AAAAAAAABGU/2x1Cy2rOe_E/s1600/20110918_EURBEF_0.PNG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 269px;" src="http://1.bp.blogspot.com/-9noFaaUnFv4/TnXjahQzluI/AAAAAAAABGU/2x1Cy2rOe_E/s320/20110918_EURBEF_0.PNG" alt="" id="BLOGGER_PHOTO_ID_5653674951978489570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://escpeurope.eu/"&gt;ESCP EUROPE BUSINESS SCHOOL&lt;/a&gt; ha &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;apoyado un estudio sobre las hipotéticas consecuencias de compensar las posiciones acreedoras y deudoras en deuda pública que mantienen los países de la eurozona con la idea de aclarar la situación y ver si los resultados sugieren una vía de salida a la crisis menos traumática.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;La situación de partida, en Mayo de 2011, y la situción final, después de la hipotética compensación, son las que se resumen en los cuadros arriba reproducidos.El primero es el de la situación "neta" después de compensaciones y el segundo el de la situación previa.&lt;br /&gt;&lt;br /&gt;Los autores resumen los resultados así:&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;"The EU countries in the study can &lt;strong&gt;reduce their total debt by 64%&lt;/strong&gt; through cross cancellation of interlinked debt;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Six countries&lt;/strong&gt; – Ireland, Italy, Spain, Britain, France and Germany – can &lt;strong&gt;write off more than 50% of their outstanding debt&lt;/strong&gt;;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Three countries&lt;/strong&gt; - Ireland, Italy, and Germany – can &lt;strong&gt;reduce their obligations such that they owe more than €1bn to only 2 other countries&lt;/strong&gt;.&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Additionally&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Around &lt;strong&gt;50% of Portugal’s debt is owed to Spain&lt;/strong&gt;;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Ireland and Italy can write off all of their debt to other PIIGS countries&lt;/strong&gt;, and Ireland can reduce its debt from almost 130% of GDP to under 20% of GDP;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Greece can reduce their debt by 20%, with 60% owed to France and 30% to Germany&lt;/strong&gt;;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt; &lt;/span&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;Britain has the highest absolute amount of debt before and after&lt;/strong&gt; the write off (owed mostly to Spain and Germany) but can reduce their debt to GDP ratio by 34 percentage points;&lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;  &lt;/span&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;strong&gt;France can virtually eliminate its debt&lt;/strong&gt; (by 99.76%) – reducing it to just 0.06% of GDP;"&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;Es un inicio para intentar desmadejar la tela de araña de la deuda.La circunstancia de que mucha deuda esté interrelacionada ofrece una oprtunidad para resolver el problema.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.eudebtwriteoff.com/"&gt;&lt;span style="font-size:130%;"&gt;La web del estudio&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://papers.ssrn.com/sol3/papers.cfm?abstract_id=1847506"&gt;Un link al estudio completo&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8156865-8297633986919419497?l=gruizlegal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://gruizlegal.blogspot.com/feeds/8297633986919419497/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8156865&amp;postID=8297633986919419497' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/8297633986919419497'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8156865/posts/default/8297633986919419497'/><link rel='alternate' type='text/html' href='http://gruizlegal.blogspot.com/2011/09/compensacion-de-deuda-publica-entre.html' title='COMPENSACION DE DEUDA PUBLICA ENTRE PAISES DE LA ZONA EURO'/><author><name>Guillermo Ruiz Zapatero</name><uri>http://www.blogger.com/profile/12974441299619951290</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://4.bp.blogspot.com/_zFJ9MVmGmC4/Sjf2c9KXTtI/AAAAAAAAAsg/alpuwfwiPZs/S220/GRuiz_200.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-eivnlxtGhQw/TnXjiESfUxI/AAAAAAAABGc/U-Oj4KIJXVg/s72-c/20110918_EURAFT_0.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8156865.post-853174552112482886</id><published>2011-09-16T11:11:00.000-07:00</published><updated>2011-09-16T11:47:38.529-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='¿UN TARP EN EUROPA?'/><category scheme='http://www.blogger.com/atom/ns#' term='LA CRISIS DE LA EUROZONA'/><title type='text'>LA LIQUIDEZ Y LA CRISIS DEL SISTEMA MONETARIO EUROPEO</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" latentstylecount="156"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;object classid="clsid:38481807-CA0E-42D2-BF39-B33AF135CC4D" id="ieooui"&gt;&lt;/object&gt; &lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt; 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
