<?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-6525759650117859027</id><updated>2012-02-09T11:56:10.259+01:00</updated><category term='Al llarg del curs anirem coneixent als primers grans economistes.'/><title type='text'>ECONOMIA PER A BATXILLERAT.</title><subtitle type='html'>Aquest és un bloc amb continguts per a les classes d'economia de primer i segon de batxillerat impartides per la professora Cati Capó a l'IES Joan Maria Thomàs (Palma de Mallorca).
Si desitjau fer algun comentari, escriviu a la direcció caticapo@yahoo.com





AMB EDUCACIÓ, NO EXISTEIXEN LES DIFERÈNCIES DE CLASSE.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default?start-index=101&amp;max-results=100'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>144</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-6399889535888437221</id><published>2012-02-09T11:54:00.003+01:00</published><updated>2012-02-09T11:56:10.265+01:00</updated><title type='text'>UNA FAMÍLIA QUE FA 2 ANYS QUE VIU SENSE DINERS.</title><content type='html'>&lt;h1&gt;&lt;/h1&gt;&lt;section id="herramientas" class="floatFix"&gt;&lt;div class="herramientasFuncion"&gt;&lt;a class="imprimir" title="Imprimir"&gt; &lt;/a&gt;&lt;a class="enviar" title="Enviar"&gt; &lt;/a&gt;&lt;a class="aumentar" title="Aumentar"&gt; &lt;/a&gt;&lt;a class="reducir" title="Reducir"&gt; &lt;/a&gt;&lt;/div&gt;&lt;/section&gt;&lt;aside class="archivos-relacionados"&gt;&lt;div class="foto"&gt;&lt;a&gt;&lt;img src="http://bucket1.clanacion.com.ar/anexos/fotos/06/crisis-economica-global-1489006w300.jpg" /&gt;&lt;span title="Ampliar imagen" class="ampliar-foto"&gt; &lt;/span&gt;&lt;/a&gt;&lt;figcaption class="epigrafe-columna"&gt;&lt;br /&gt;&lt;/figcaption&gt;&lt;/div&gt;&lt;/aside&gt;&lt;p style="text-align: justify; font-style: italic;" class="primero"&gt;BERLIN.-  Desde hace dos años Raphael Fellmer, de 28 años, y la española Nieves  Palmer, de 26, se alimentan exclusivamente de productos que ellos  definen "rescatados", es decir, salvados justo antes de ser destruidos.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Fellmer no tiene una cuenta de banco y vive totalmente  sin dinero. Su experiencia está obligando a Alemania entera a  reflexionar, justo en el momento en que, en Europa, el capitalismo  enseña sus fallas por la crisis de deuda.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Fellmer y Palmer aseguran a LA NACION que, en dos años, a  pesar de comer alimentos desechados, nunca les pasó nada: sin náuseas  ni infecciones, esto, aun cuando Nieves estuvo embarazada de Alma Lucía,  hoy de cinco meses. Ambos son veganos y se alimentan casi  exclusivamente de productos que proceden de la agricultura biológica.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;"Unas cuatro veces por semana, voy a inspeccionar, con la  mochila, los contenedores de los supermercados biológicos; encuentro de  todo, jabones, chocolates, cosméticos, además de lácteos, frutas y  verduras que todavía se pueden consumir", explica Fellmer.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;"Me llevo más de lo que necesitamos, el resto lo regalo a  vecinos, amigos, necesitados. La idea es difundir el mensaje de que no  sólo se tira una manzana de vez en cuando, sino que todo se tira",  comenta.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Una convicción muy sencilla mueve a este joven hombre y a  muchos que siguieron su ejemplo en una escena cada vez más grande de  personas que se alimentan exclusivamente de los basureros de los  supermercados.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Después de dos años de vida radical, y un viaje a México,  realizado sin dinero, el mensaje de Fellmer empieza a llegar de manera  amplia a la sociedad. Las universidades lo invitan a dar charlas y los  diarios escriben sobre él. Desde www.forwardtherevolution.net informa  acerca del "proyecto" que nació cuando todavía era estudiante en  Holanda, junto con dos colegas: el francés Benjamin Lesagen y el  italiano Nicola Zunino. Desde todo el mundo se suman cada vez más  personas que viven sin dinero.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Se estima que cada ciudadano alemán tira a la basura por  año 100 kilos de comida. El Instituto Austríaco de Economía de los  Desechos calculó que el 45% de lo que los supermercados descartan se  puede todavía consumir.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Según la ONU, en Europa se tira a la basura la mitad de  todos los productos alimentarios que son parte del flujo comercial. El  30% se desecha antes de ser abierto.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Fellmer sabe que, todas las veces que "rescata" comida,  incurre en un delito: la violación de propiedad. Esto lo indigna: "En  Alemania es legal tirar comida, pero es ilegal rescatarla". "Es una  falla en el sistema", se queja. Por esta razón está recopilando firmas  para poder pedir al Parlamento alemán que lo deje exponer su causa. "La  idea es establecer un sistema donde se aprovecha todo", explica Fellmer.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Fellmer y Palmer no optaron vivir sin dinero, sino por  necesidad: ambos terminaron una carrera universitaria. Tampoco por  inconsciencia: al hablar de su proyecto mencionan estudios e informes  para corroborar su tesis y ofrecer pruebas de que no exponen a su hija a  riesgos.&lt;/p&gt;             &lt;p style="text-align: justify; font-style: italic;"&gt;Viven en las afueras de Berlín, en una casa donde el  propietario los deja estar a cambio de pequeños trabajos. Fellmer sólo  se mueve a pie. Palmer es menos radical y gasta unos 30 euros al mes.  Pagan el seguro médico de la hija con el subsidio de cerca de 145 euros  mensuales que el Estado otorga a cualquier niño nacido en Alemania hasta  que cumple los 20 años.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;             Son conscientes de que con su decisión se exponen a  críticas. "No quiero ser simplemente un aprovechador", asegura Fellmer.  "Intento integrarme a la sociedad a pesar de todo: ayudo en  reparaciones, obras, arreglo computadoras, cuido animales", aclara.  Saben que lo de rescatar comida no puede ser una solución para salvar el  mundo a largo plazo, pero sirve para lanzar un mensaje. En el futuro,  tienen pensado instalarse en el campo, quizás en Italia y vivir de lo  que producen. En el caos de la crisis, ellos tienen algo claro: "Esto no  puede seguir así"&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-6399889535888437221?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/6399889535888437221/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=6399889535888437221&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/6399889535888437221'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/6399889535888437221'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/02/una-familia-que-fa-2-anys-que-viu-sense.html' title='UNA FAMÍLIA QUE FA 2 ANYS QUE VIU SENSE DINERS.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-7419341344077636801</id><published>2012-02-05T13:10:00.001+01:00</published><updated>2012-02-05T13:10:43.211+01:00</updated><title type='text'>LA DOCTRINA DEL SHOCK</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/Nt44ivcC9rg" allowfullscreen="" width="560" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-7419341344077636801?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/7419341344077636801/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=7419341344077636801&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/7419341344077636801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/7419341344077636801'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/02/la-doctrina-del-shock.html' title='LA DOCTRINA DEL SHOCK'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Nt44ivcC9rg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-3662892610295120850</id><published>2012-01-30T20:55:00.001+01:00</published><updated>2012-01-30T20:55:37.975+01:00</updated><title type='text'>ELS GUANYADORS DE LA CRISI I</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/xPPN9NQjjwk" allowfullscreen="" width="420" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-3662892610295120850?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/3662892610295120850/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=3662892610295120850&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3662892610295120850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3662892610295120850'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/els-guanyadors-de-la-crisi-i.html' title='ELS GUANYADORS DE LA CRISI I'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/xPPN9NQjjwk/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-3548707052193742157</id><published>2012-01-30T20:53:00.001+01:00</published><updated>2012-01-30T20:53:43.650+01:00</updated><title type='text'>ELS GUANYADORS DE LA CRISIS II</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/pqf7uG-LLWk" allowfullscreen="" width="420" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-3548707052193742157?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/3548707052193742157/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=3548707052193742157&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3548707052193742157'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3548707052193742157'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/els-guanyadors-de-la-crisis-ii.html' title='ELS GUANYADORS DE LA CRISIS II'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/pqf7uG-LLWk/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-3273767875258194582</id><published>2012-01-30T20:51:00.001+01:00</published><updated>2012-01-30T20:51:39.133+01:00</updated><title type='text'>ELS GUANYADORS DE LA CRISI III</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/uoJ6M0kXsu0" allowfullscreen="" width="560" frameborder="0" height="315"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-3273767875258194582?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/3273767875258194582/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=3273767875258194582&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3273767875258194582'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3273767875258194582'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/els-guanyadors-de-la-crisi-iii.html' title='ELS GUANYADORS DE LA CRISI III'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/uoJ6M0kXsu0/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-8016505053991717744</id><published>2012-01-26T09:44:00.001+01:00</published><updated>2012-01-26T09:46:11.018+01:00</updated><title type='text'></title><content type='html'>&lt;h3 style="text-align: justify;" class="post-title"&gt;   &lt;span style="font-style: italic;"&gt;La falta de cultura emprendedora  se soluciona trabajando en ello desde pequeños     &lt;/span&gt;&lt;/h3&gt;&lt;div style="text-align: justify; font-weight: bold; font-style: italic;"&gt;                      &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold; font-style: italic;"&gt;       &lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: justify; font-weight: bold; font-style: italic;"&gt; &lt;a href="http://www.aprendemas.com/Imagenes/NOTICIAS/Interior/PauGarciaMila2.JPG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img src="http://www.aprendemas.com/Imagenes/NOTICIAS/Interior/PauGarciaMila2.JPG" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify; font-weight: bold; font-style: italic;"&gt; &lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Pau Garcia-Milà es emprendedor. Fundador, junto a Marc Cercós, de &lt;a href="http://eyeos.org/" style="color: rgb(0, 137, 194); outline-style: none; text-decoration: none;" target="_blank"&gt;EyeOS&lt;/a&gt;, el escritorio web calificado como uno de los más avanzados del momento en el sector del &lt;em&gt;cloud computing&lt;/em&gt;,  Garcia-Milà hace de su espíritu emprendedor su carta de presentación.  Su juventud desmonta la imagen clásica de empresario y confirma un nuevo  perfil de líder de opinión. Sus apuestas: más cultura emprendedora y  mayores facilidades para iniciar un negocio. ¿Su ídolo? Otro  emprendedor. &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Cuéntanos, ¿cómo surgió la idea de montar eyeOS? &lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;eyeOS  surge de un problema.Yo vivía en una punta del pueblo y Marc en la  otra, y muchas veces nos dejábamos archivos en casa y nos daba pereza  tener que ir a buscarlos. Por esto decidimos poner un servidor en mi  casa, para poder tener los archivos disponibles siempre. Y no nos  quedamos sólo aquí sino que se nos ocurrió que fuera posible trabajar  también con ellos desde cualquier punto. Así nació eyeOS. A partir de  ahí, el proyecto fue creciendo y en 2008 abrimos ya lo que sería la  empresa, ofreciendo servicios. En septiembre hemos lanzado una versión  para empresas que está cambiando el mercado.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Tomaste la  decisión de dejar tus estudios de Informática. ¿Esa decisión fue por  darle impulso a la empresa o porque esta formación no te aportaba los  conocimientos que necesitabas?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;No, lo que sucede es que a  veces se tiende a dramatizar. Yo dejé la universidad porque quería  hacer otra cosa, no porque pensara que la universidad en España está  rota o que necesita un cambio profundo. Se han dicho algunas cosas que  yo nunca he dicho. Yo simplemente me fui porque quería empezar la  empresa, pero ni mucho menos pensaba que el sistema no funcionase.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Después  decides hacer un programa en Cambridge. ¿Elegiste un programa  extranjero por adaptarse mejor a tus necesidades o porque no existía  algo similar entre la oferta educativa española?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Fue  esta y podría haber sido otra, ya que el objetivo hace cuatro años era  hacer crecer la empresa lo más rápido posible. Salió esta oportunidad y  me apunté, pero podría haber sido en cualquier otro lugar del mundo,  incluido España.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Huyes de las pautas formales dentro de  la educación. Es posible que entiendas esa formación como una respuesta a  las preguntas de qué es lo que quieres ser y en qué necesito formarme  para alcanzar mis objetivos. &lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;En parte sí, lo que pasa  es que la mayor parte de la gente que trabaja en eyeOS tiene una  carrera. Lo que sí existe es una especie de vida predestinada que muchos  padres imaginan para sus hijos. Al final cada uno debe hacer lo que  quiera.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;¿Cuáles son las herramientas necesarias para emprender un proyecto propio?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Depende  del momento, los inicios siempre son un poco más difíciles. En siete  años, nos hemos dado cuenta de que con ganas se podía conseguir y que lo  único que debíamos hacer era perseverar. La gente a veces añade un poco  de drama cuando habla de la situación de los jóvenes y hay cosas que se  puede hacer lo único que hacen falta son ganas.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Dices  que hay que tener ganas. Así que das por supuesto que hay ideas para  desarrollar. ¿Por qué crees que la gente joven no se anima a emprender  un negocio?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;El principal problema es que en nuestra  sociedad falta cultura emprendedora. Y esto se soluciona trabajando  desde pequeños a fomentar el hecho que se inicien cosas, no hace falta  que sean empresas. Hay trabajos de voluntariado, fundaciones, auténticas  muestras de emprender que se pueden aplicar a muchos niveles. Y hace  falta aprender a valorarlos. Sin esto no habrá más gente que se atreva a  moverse. Además, como decía antes, se tiene que ayudar a que la  creación de empresas no sea un problema y se pueda hacer de forma rápida  y fácil.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;¿Cómo están en España los procesos burocráticos  para los emprendedores que quieran montar una empresa? ¿Hay facilidades  desde la administración pública que favorezcan la puesta en marcha de  un negocio por cuenta propia y nos quejamos de vicio, o realmente es un  calvario de procedimientos infinitos?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Este es un tema  complicado. Hay herramientas para que crear empresas sea más fácil de lo  que parece, pero falta que estas ayudas sean públicas, o sea,  publicitadas, y que se puedan aprovechar. Se debe ayudar a crear  empresas. Se debe hacer que crear una empresa no se vea como un trámite,  sino como una cosa natural, que fluya.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Explícanos qué  significa la aparición de ese servicio para empresas y si entendéis este  cambio como un salto cualitativo en el desarrollo de la empresa&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Exacto,  hemos lanzado la versión profesional y el siguiente paso es ofrecer  eyeOS de manera freemium a las empresas. Poco a poco, este es el camino  para ir creciendo por todo el mundo. Con lo cual la siguiente parada del  tren es ofrecer eyeOS como servicio. Esto significa que la empresa no  tiene que instalarse nada, puede pedirnos a nosotros que se lo sirvamos y  si posteriormente la empresa adquiere la infraestructura necesaria para  instalárselo de manera privada, podrá hacerlo. Hasta ahora sólo existía  esta opción y ahora la empresa contrata un servicio, sin necesidad de  instalarse nada.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;En eyeOs tenéis diseñado el futuro a  corto plazo de la empresa, con el lanzamiento de eyeOS como servicio  para empresas. ¿Pensáis en algún momento como sería vuestra empresa  dentro de 15 años?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;Esto no se puede hacer en ningún  caso. Las cosas evolucionan, y el corto plazo que dices es  uno o dos  años vista, suficiente para podernos ir adaptando y siendo los mejores  en lo que hacemos, o por lo menos intentarlo.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;¿Qué perfiles preferís o buscáis entre vuestros trabajadores?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;De todo tipo, hay desde gente que proviene de la administración pública hasta gente muy joven que este es su primer trabajo.&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;strong&gt;Una curiosidad, ¿qué querías ser de mayor?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(74, 74, 74); font-family: Tahoma,Geneva,Arial,sans-serif; font-size: 12px; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #4a4a4a; font-family: Tahoma, Geneva, Arial, sans-serif; font-size: 12px; line-height: 18px;"&gt;Siempre  me había gustado el periodismo, y de hecho ahora hago radio. Al final  desde pequeño estoy haciendo cosas. La idea de hacer radio surgió de  querer hacer un programa sobre emprendedores, presentar la propuesta a  diferentes emisoras y ver que había una sinergia muy muy fuerte con  ComRadio y acabar empezando con Jordi Collell -director de comunicación  de eyeOS- y ver que funcionaba. Llevamos una temporada y media, unos 67  programas. Y a mí me gustaría seguir por esta línea, pero en estos  momentos los medios hoy existen y mañana no, pero evidentemente nos  gustaría continuar.&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/6525759650117859027-8016505053991717744?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/8016505053991717744/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=8016505053991717744&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8016505053991717744'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8016505053991717744'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/la-falta-de-cultura-emprendedora-se.html' title=''/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-9075861012739043745</id><published>2012-01-20T08:15:00.001+01:00</published><updated>2012-01-20T08:17:03.323+01:00</updated><title type='text'>Educació per a la vida: Gunter Pauli, un innovador de l´ensenyament.</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/32005302?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" mozallowfullscreen="" allowfullscreen="" width="400" frameborder="0" height="300"&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/32005302"&gt;Educación para la vida, 3 (Sábado 15/10/2011)&lt;/a&gt; from &lt;a href="http://vimeo.com/pocapocbalears"&gt;Pocapoc Balears&lt;/a&gt; on &lt;a href="http://vimeo.com"&gt;Vimeo&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/6525759650117859027-9075861012739043745?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/9075861012739043745/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=9075861012739043745&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9075861012739043745'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9075861012739043745'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/educacio-per-la-vida-gunter-pauli-un.html' title='Educació per a la vida: Gunter Pauli, un innovador de l´ensenyament.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-1865994813920940561</id><published>2012-01-20T07:47:00.000+01:00</published><updated>2012-01-20T07:49:08.919+01:00</updated><title type='text'>Educació per a la vida: Satish Kumar.</title><content type='html'>&lt;iframe src="http://player.vimeo.com/video/31997799?title=0&amp;amp;byline=0&amp;amp;portrait=0" webkitallowfullscreen="" mozallowfullscreen="" allowfullscreen="" width="400" frameborder="0" height="300"&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/31997799"&gt;Educación para la vida, 1 (Sábado 15/10/2011)&lt;/a&gt; from &lt;a href="http://vimeo.com/pocapocbalears"&gt;Pocapoc Balears&lt;/a&gt; on &lt;a href="http://vimeo.com"&gt;Vimeo&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/6525759650117859027-1865994813920940561?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/1865994813920940561/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=1865994813920940561&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/1865994813920940561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/1865994813920940561'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/educacio-per-la-vida-satish-kumar.html' title='Educació per a la vida: Satish Kumar.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-9184880577888471773</id><published>2012-01-16T11:57:00.001+01:00</published><updated>2012-01-16T11:58:27.114+01:00</updated><title type='text'>La importància de la segmentació de mercats quan es dissenya una adequada política de màrqueting.</title><content type='html'>&lt;h1&gt;«El fracaso de ‘El Capitán Trueno’ se debe a una promoción equivocada»&lt;/h1&gt; &lt;p&gt;&lt;a href="http://compartiendoconocimiento.files.wordpress.com/2012/01/captura-de-pantalla-2012-01-10-a-las-12-59-41.png"&gt;&lt;img class="aligncenter size-full wp-image-5281" title="Captura de pantalla 2012-01-10 a las 12.59.41" src="http://compartiendoconocimiento.files.wordpress.com/2012/01/captura-de-pantalla-2012-01-10-a-las-12-59-41.png?w=570" alt="" /&gt;&lt;/a&gt;Desde el respeto, pero contundente. Así se muestra el atleta leonés a la hora de hablar de &lt;em&gt;El Capitán Trueno y el Santo Grial&lt;/em&gt;, la fallida película del director Antonio Hernández que pasó por taquilla con más pena que gloria. &lt;strong&gt;«Creo que el enfoque promocional fue equivocado, hablamos de un &lt;em&gt;filme&lt;/em&gt; cuya historia estaba pensada para los niños y sin embargo se vendió para todos los públicos»&lt;/strong&gt;,  critica Martínez que encarna el personaje de Goliath. La película se  desarrolla durante la Segunda Cruzada en Palestina, donde el Capitán  rescata a un moribundo cristiano llamado Juan de Ribera, quien le  encomienda la misión de devolver a España un cáliz mágico. «Aún así la  experiencia de hacer cine fue única para mí».&lt;/p&gt; &lt;p&gt;Pese a que se estrenó en 273 salas, apenas recaudó unos 350.000 euros  mientras que la inversión de los productores fue de diez millones de  euros.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-9184880577888471773?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/9184880577888471773/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=9184880577888471773&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9184880577888471773'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9184880577888471773'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/la-importancia-de-la-segmentacio-de.html' title='La importància de la segmentació de mercats quan es dissenya una adequada política de màrqueting.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-1895840339367003825</id><published>2012-01-11T10:45:00.001+01:00</published><updated>2012-01-11T10:45:54.068+01:00</updated><title type='text'>SIMULADOR D´ENTREVISTA DE TREBALL.</title><content type='html'>http://www.educastur.princast.es/fp/hola/simulador/simulador.html&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-1895840339367003825?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/1895840339367003825/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=1895840339367003825&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/1895840339367003825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/1895840339367003825'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2012/01/simulador-dentrevista-de-treball.html' title='SIMULADOR D´ENTREVISTA DE TREBALL.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-3983923827450218168</id><published>2011-12-15T11:46:00.001+01:00</published><updated>2011-12-15T11:47:38.992+01:00</updated><title type='text'>Nick Vujicic, una història de superació...</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/IwbIHT7WNHY" allowfullscreen="" frameborder="0" height="315" width="560"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-3983923827450218168?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/3983923827450218168/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=3983923827450218168&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3983923827450218168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3983923827450218168'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/12/nick-vujicic-una-historia-de-superacio.html' title='Nick Vujicic, una història de superació...'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/IwbIHT7WNHY/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-3053019657696522531</id><published>2011-12-14T11:07:00.003+01:00</published><updated>2012-01-18T10:33:00.801+01:00</updated><title type='text'>EL CONCEPTE DE RENTABILITAT.</title><content type='html'>&lt;h2 class="entry-title"&gt;La actriz más rentable.&lt;/h2&gt;    &lt;p&gt;&lt;strong&gt;&lt;/strong&gt;Esta semana ha sido noticia que Kristen Stweart, &lt;a href="http://www.elmundo.es/america/2011/12/08/gentes/1323303525.html"&gt;la actriz de Crepúsculo ha sido la más rentable del año&lt;/a&gt;.&lt;/p&gt; &lt;p&gt;&lt;a href="http://compartiendoconocimiento.files.wordpress.com/2011/12/kristen-stewart.jpg"&gt;&lt;img class="aligncenter size-full wp-image-5195" title="Kristen Stewart" src="http://compartiendoconocimiento.files.wordpress.com/2011/12/kristen-stewart.jpg?w=570" alt="" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;Que sea la más rentable no significa que sea la que más gane (el  sueldo más alto), ni la que mayor ingreso genere en las taquillas. Ser rentable es una proporción entre lo invertido y lo obtenido.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;“De esta forma, Stewart &lt;strong&gt;cuesta un dólar al estudio por cada 55,83 que ingresan&lt;/strong&gt;  por sus cintas, un notable contraste frente a los 2,5 dólares que  ingresaron las cintas protagonizadas por Eddie Murphy, todo un fracaso  en taquilla este año y en temporadas anteriores.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;Después de Stewart, la segunda mejor colocada es la presentadora de la ceremonia de los Oscar el año pasado, Anne Hathaway, que &lt;strong&gt;generó ingresos de 45,67 dólares&lt;/strong&gt;  por cada dólar que el estudio se gastó en sus honorarios, gracias en  gran parte a “Alicia en el país de las maravillas”, donde ejerció de  actriz secundaria en el papel de la reina blanca.”&lt;/p&gt;&lt;p&gt;(By José Sande).&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/6525759650117859027-3053019657696522531?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/3053019657696522531/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=3053019657696522531&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3053019657696522531'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/3053019657696522531'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/12/el-concepte-de-rentabilitat.html' title='EL CONCEPTE DE RENTABILITAT.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-8113461255057177692</id><published>2011-12-06T08:38:00.002+01:00</published><updated>2011-12-06T08:44:31.015+01:00</updated><title type='text'>Espanya SA, una empresa a prop de la fallida. (Compartiendo conocimiento.com)</title><content type='html'>&lt;h2 class="post-title"&gt;&lt;a href="http://www.gurusblog.com/archives/espana-empresa-quiebra/05/12/2011/" title="Las cuentas de España SA. Una empresa en quiebra"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/h2&gt; &lt;p style="text-align: left;"&gt; &lt;/p&gt;&lt;span class="IN-widget" style="line-height: 1; vertical-align: baseline; display: inline-block; text-align: center;"&gt;&lt;span style="padding: 0pt ! important; margin: 0pt ! important; text-indent: 0pt ! important; display: inline-block ! important; vertical-align: baseline ! important; font-size: 1px ! important;"&gt;&lt;span id="li_ui_li_gen_1323156968786_0"&gt;&lt;a id="li_ui_li_gen_1323156968786_0-link"&gt;&lt;span id="li_ui_li_gen_1323156968786_0-logo"&gt;&lt;/span&gt;&lt;span id="li_ui_li_gen_1323156968786_0-title"&gt;&lt;span id="li_ui_li_gen_1323156968786_0-mark"&gt;&lt;/span&gt;&lt;span id="li_ui_li_gen_1323156968786_0-title-text"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="padding: 0pt ! important; margin: 0pt ! important; text-indent: 0pt ! important; display: inline-block ! important; vertical-align: baseline ! important; font-size: 1px ! important;"&gt;&lt;span id="li_ui_li_gen_1323156968796_1-container" class="IN-right"&gt;&lt;span id="li_ui_li_gen_1323156968796_1" class="IN-right"&gt;&lt;span id="li_ui_li_gen_1323156968796_1-inner" class="IN-right"&gt;&lt;span id="li_ui_li_gen_1323156968796_1-content" class="IN-right"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style="text-align: justify;" class="dd_post_share dd_post_share_right"&gt;&lt;div class="dd_buttons"&gt;&lt;div class="dd_button_v"&gt;&lt;a style="text-decoration: none;" name="fb_share" type="box_count" href="http://www.facebook.com/sharer.php?u=http%3A%2F%2Fwww.gurusblog.com%2Farchives%2Fespana-empresa-quiebra%2F05%2F12%2F2011%2F&amp;amp;t=Analisis%20cuentas%20Espa%C3%B1a%20%7C%20GurusBlog&amp;amp;src=sp"&gt;&lt;span class="fb_share_size_Small fb_share_count_wrapper"&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="fb_share_count_nub_top "&gt;&lt;/span&gt;&lt;span class="fb_share_count  fb_share_count_top"&gt;&lt;span class="fb_share_count_inner"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-style: italic;"&gt;Cae en mis manos un extenso informe de &lt;/span&gt;&lt;strong style="font-style: italic;"&gt;UBS&lt;/strong&gt;&lt;span style="font-style: italic;"&gt; que bajo el título &lt;/span&gt;&lt;em style="font-style: italic;"&gt;&lt;strong&gt;“La economía Española en la era de la Austeridad “&lt;/strong&gt;&lt;/em&gt;&lt;span style="font-style: italic;"&gt;  analiza la situación actual de nuestros país y de sus sectores claves.  El informe que es políticamente correcto y a pesar del título tiene un  cierto tono optimista, tiene algunas páginas con datos muy interesantes.&lt;br /&gt;&lt;/span&gt;Uno de ellos, que siempre quise hacer, pero que por falta de tiempo  no había podido recopilar, es la de contemplar la evolución de las  cuentas del Estado como si fueran una empresa. Es decir, dejando de lado  consideraciones políticas, centrarse en analizarlas cuentas de España  como empresa. La evolución de sus ingresos, gastos, Ebitda, capacidad de  inversión y de devolución de deuda.&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;/span&gt;Ya se que a muchos lo de el Estado, nos  parece un ente algo abstracto, donde parece que el dinero sea ilimitado,  pero en el fondo si lo miramos en su conjunto, no deja de ser una  enorme empresa, que se dedica a proveer de unos servicios a los  ciudadanos y por los que percibe unos ingresos en forma de impuestos.&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;/span&gt;Esta empresa, si no tuviese deuda, necesita generar un &lt;strong&gt;Ebitda positivo de entre el 10% y el 15%&lt;/strong&gt;,  para financiar las inversiones que realiza, y obviamente todo lo que  sea no cerrar con un resultado final después del pago de intereses  positivo significa que la deuda que se genera la tienen que financiar  los inversores.&lt;span style="font-style: italic;"&gt;&lt;br /&gt;&lt;/span&gt;Para que nos hagamos una idea actualmente algo más del 50% de la  deuda la financian inversores extranjeros y un 1/3 de esta está  financiada por las entidades financieras españolas. Se queremos que  España SA pague las nóminas, tendrá que pedir crédito y si tiene déficit  este crédito cada vez será mayor.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Esta ha sido la evolución de las cuentas de España SA, entre 2005 y 2011:&lt;/strong&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;a href="http://www.gurusblog.com/jordi/wp/wp-content/uploads/2011/12/espa%C3%B1asa.png"&gt;&lt;img class="aligncenter size-full wp-image-15879" style="margin: 6px;" title="españasa" src="http://www.gurusblog.com/jordi/wp/wp-content/uploads/2011/12/espa%C3%B1asa.png" alt="" height="729" width="500" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt; &lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Una gestión pésima de los gastos corrientes:&lt;/strong&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Crisis al margen, lo que queda claro es que la compañía &lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;no ha estado  muy bien gestionada&lt;/span&gt;. Entre 2005 y 2007 los ingresos de España SA se  incrementaron en unos 15 mil millones. En 2008 y 2009 sufrieron un  severa caída, parte como consecuencia de la crisis, parte debido a  medidas fiscales tomadas por el gobierno. En 2009 y 2010 con la  introducción de nuevas medidas impositivas los impuestos se han  recuperado ligeramente.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;A pesar que en 2008 los ingresos se desplomaron, el nivel de gasto  para el periodo 2005 al 2009 simplemente se ha disparado, solo a partir  de 2010 se detecta una ligera contención. Así entre 2005 y 2009 los  gastos por prestaciones sociales aumentaron en más de 55 mil millones,  los gastos de personal en más de 34 mil millones, y las inversiones en  más de 24 mil millones de euros.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Resultado … pasamos de generar un Ebitda de 79 mil millones de euros  en 2007 a entrar con Ebitdas negativos significativos en 2009, 2010 y  2011, si le añades las inversiones y los pagos de intereses, el agujero  estos 3 años ha rondado los 100 mil millones anuales.&lt;/p&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Esto ha provocado que hayamos pasado de tener en 2007 un nivel de  deuda en relación al Ebitda bastante aceptable, un ratio deuda/Ebitda de  4,8x a prácticamente doblarlo si tomamos como referencia el Ebitda de  2007.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Y quizás lo peor es que ya podéis empezar a mirar que partidas  ajustarías en 2012, porque ni aún creyendo que el Estado conseguirá  generar los niveles de ingresos que tenía en 2007, con el actual nivel  de gasto, nos situaríamos con un nivel de Ebitda que no da para pagar  los intereses y las inversiones.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;El insoportable peso de la deuda:&lt;/strong&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Sólo retrocediendo a los niveles de gastos que teníamos en 2005,  (esto supone un recorte de más de 100.000 millones de €) empezarían a  cuadrar algo las cuentas. Todo lo demás es seguir sumando deuda.&lt;/p&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Una deuda que aunque tiene un nivel relativamente bajo, en relación  al PIB (70%), en valor absoluto va camino de doblarse en los últimos 6  años y superará los 700 mil millones de euros. ¿Problema? Simplemente  haced el cálculo, cuanto tenéis que pagar de interés si el coste medio  de la deuda es del 2% anual, 3% anual, 5% anual o 7% anual. A la que se  dispare un poco la rentabilidad exigida, será complicado que el Ebitda  que genere España SA de poco más que para pagar los intereses de la  deuda, ya no digamos para que pueda realizar inversiones o devolverla.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;La deuda de España SA está empezando a entrar en el punto de no  retorno. Suponiendo que algún día España SA vuelve a generar el Ebitda  que tenía en el maravilloso 2007, hoy tardaríamos 34 años en devolver  nuestras deudas.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Arreglar el desaguisado:&lt;/strong&gt;&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;Os propongo un ejercicio. Imaginaros que soy el nuevo Presidente de  España SA, y tenéis que cuadrar los números para el 2012. Recordad que  los malvados inversores ya os han dicho que no están muy dispuestos en  financiar vuestra compañía. ¿Que partidas tocarías para dejar de generar  deuda?&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold; color: rgb(255, 0, 0);"&gt;Sólo nos queda, subir impuestos, recortar gastos corrientes y de  inversión, y francamente a mi el nivel actual de deuda me parece  insostenible, o una losa insoportable. El nivel de deuda del 2005 era el  apropiado, el actual de más de 700 mil millones de euros, no se quien  va a ser el que lo va a pagar. Si España SA fuera una empresa ya hubiese  entrado en concurso de acreedores y en estos momentos estaría  negociando una quita.&lt;/p&gt;&lt;div style="text-align: justify; font-style: italic; color: rgb(255, 0, 0);"&gt; Por suerte o por desgracia, España SA no es una empresa.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-8113461255057177692?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/8113461255057177692/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=8113461255057177692&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8113461255057177692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8113461255057177692'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/12/espanya-sa-una-empresa-prop-de-la.html' title='Espanya SA, una empresa a prop de la fallida. (Compartiendo conocimiento.com)'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-9055287070734509732</id><published>2011-11-17T13:13:00.001+01:00</published><updated>2011-11-17T13:16:33.012+01:00</updated><title type='text'>CREIXEMENT ECONÒMIC I FELICITAT.</title><content type='html'>&lt;span style="font-size:78%;"&gt;&lt;span style="font-style: italic;"&gt;Por &lt;/span&gt;&lt;strong style="font-style: italic;"&gt;&lt;a href="http://www.revistanamaste.com/author/alberto/" title="Entradas de Alberto D. Fraile Oliver" rel="author"&gt;Alberto D. Fraile Oliver&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt; &lt;br /&gt;            &lt;div style="margin-bottom: 4px; margin-top: 8px; width: 700px; text-align: center; font-style: italic;"&gt; &lt;ins style="display:inline-table;border:none;height:60px;margin:0;padding:0;position:relative;visibility:visible;width:468px"&gt;&lt;ins id="aswift_0_anchor" style="display:block;border:none;height:60px;margin:0;padding:0;position:relative;visibility:visible;width:468px"&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;/div&gt;&lt;span style="font-style: italic;"&gt;         &lt;/span&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;&lt;a href="http://www.revistanamaste.com/wp-content/uploads/2011/11/imagen_1.jpg"&gt;&lt;img class="alignleft size-full wp-image-14524" title="imagen_1" src="http://www.revistanamaste.com/wp-content/uploads/2011/11/imagen_1.jpg" alt="" height="324" width="432" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;“La  mejor sociedad es aquella en la que los ciudadanos son más felices. Por  tanto, la mejor política será la que genera mayor felicidad.”&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Jeremy Bentham&lt;/p&gt;&lt;span style="font-style: italic;"&gt; &lt;/span&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Partamos de una definición: “La  felicidad consiste en sentirse bien, disfrutar de la vida y desear que  este sentimiento se mantenga; e infelicidad, sería sentirse mal y desear  que las cosas sean de otra manera”. En las sociedades avanzadas se  produce una paradoja entre el crecimiento económico y la felicidad de  las personas. Numerosos estudios muestran que en las últimas décadas,  pese a que nuestras sociedades se han hecho más ricas, las personas que  las forman no son significativamente más felices. La mayoría de la gente  lucha para aumentar sus ingresos y, aún cuando lo consiguen, este hecho  no proporciona un aumento de los indicadores de felicidad.&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;En países como EE.UU, Inglaterra o  Japón, por lo general, la gente no es más feliz hoy que hace 50 años, a  pesar de que los ingresos medios se han duplicado o triplicado&lt;/span&gt;. Llega un  punto que el hecho de disponer de más ropa, más coches, casas más  grandes, más viajes… no se traduce en mayor felicidad.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Una cosa está clara, y es que una vez  garantizado cierto nivel de vida, hacer a la gente más feliz no es una  tarea fácil. ¿Por qué?&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Comparación social&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Richard Layard en su libro “La  Felicidad” nos aporta las pistas necesarias para entender porqué llega  un momento en que el crecimiento económico y la felicidad se divorcian.  Resulta que sentirse satisfecho con los propios ingresos depende de dos  factores: la comparación con lo que ganan los demás y lo que se está  acostumbrado a ganar. En el primer caso, los sentimientos están  gobernados por la comparación social; en el segundo, por la costumbre.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;span style="font-weight: bold;"&gt;A la gente no le preocupa tanto lo que  gana, sino lo que gana comparado con los demás&lt;/span&gt;. De hecho, la mayoría de  las personas encuestadas al respecto estaría dispuesta a aceptar una  reducción significativa de su nivel de vida si pudiera ascender en  relación a los demás. Cuando las personas se hacen más ricas en relación  con otras, son más felices. Pero cuando son las sociedades en su  conjunto las que se hacen más ricas, no se vuelven por ello más felices.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;En nuestras sociedades, los ingresos no  solo representan un medio para comprar cosas. También utilizamos  nuestros ingresos, mediante la comparación con los demás, como una  medida de cómo somos valorados, y en algunos casos para valorarnos a  nosotros mismos. El quid de la cuestión radica en llevar más o menos el  mismo estilo de vida que nuestros amigos o vecinos o, si acaso, mejor.  Lo que tiene relevancia es lo que ocurre en nuestro grupo de referencia y  dada la cercanía con la que se establecen las comparaciones, algunas de  las rivalidades más intensas se producen dentro de las empresas y la  propia familia.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Las implicaciones de las comparaciones  sociales son enormes, porque la percepción de nuestros ingresos  relativos demuestra ser más importante que nuestros verdaderos ingresos.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Es curioso que en este contexto de  competencia social, la mayoría de la gente no rivaliza por el ocio o la  vida familiar; lo hace por los ingresos, y esta rivalidad provoca la  tendencia a sacrificar excesivamente el ocio y la conciliación con el  fin de aumentar los ingresos respecto a los competidores sociales, que  finalmente son compañeros, vecinos e incluso familiares.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;El otro elemento presentado por Layard  es que “el nivel de vida es adictivo”. Es decir, una vez se alcanza una  cuota de status, es imprescindible mantenerla para no ver disminuida la  felicidad.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Los publicistas conocen este hecho y nos  invitan a alimentar esta adicción cada vez más. El recurso publicitario  más común consiste en hacernos ver que la gente de nuestro grupo social  posee determinado producto y activan nuestros instintos de competencia  social para tratar de comprarlo.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Del mismo modo que somos adictos al  status, lo somos a las posesiones. Si uno no toma conciencia de este  hecho, una vez se ha conducido un buen coche o se ha vivido en una casa  lujosa, dar un paso atrás repercute directamente en la felicidad. Las  cosas a las que nos acostumbramos más fácilmente son nuestra posesiones  materiales: nuestro coche, nuestra casa, nuestro teléfono, nuestro  ordenador… Y muchas veces se invierte demasiada energía en adquirirlas y  en mantenerlas, generalmente a costa del ocio y la familia.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Felicidad y pobreza&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Otro hecho es evidente, los ingresos  adicionales son realmente valiosos cuando sirven para elevar a las  personas por encima del umbral de la verdadera pobreza. Está comprobado  que el aumento de la felicidad derivado de los ingresos adicionales es  mayor cuando se es pobre y desciende a ritmo constante a medida que se  es más rico. Es decir, el dinero extra les resulta más indiferente a los  ricos que a los pobres.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Por lo tanto, si el dinero de una  persona más rica pasara a una persona más pobre, la persona pobre  obtendría una felicidad mayor que la que perdería la persona rica. Por  tanto, la felicidad media aumentaría. Así pues, un país tendrá un mayor  nivel de felicidad media cuanto más equitativamente esté distribuida la  renta.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;Los secretos de la felicidad&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Una vez se ha alcanzado cierto nivel de  bienestar, existen otros factores no materiales que aportan mayor  felicidad: la relaciones, el desarrollo espiritual, el contacto con la  naturaleza, la apreciación de la belleza, el agradecimiento y la  empatía. Uno de los secretos de la felicidad consiste en disfrutar de  las cosas tal y como son, sin compararlas con otras mejores. Esto no  quiere decir dejar de tener ganas de evolucionar.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Es un hecho que si nuestras metas son  demasiado bajas nos aburrimos; pero también lo es que si son demasiado  altas, nos frustramos. El secreto es tener metas suficientemente  amplias, sin llegar a demasiado. Las metas inalcanzables son una causa  bien conocida de depresión. Del mismo modo que el aburrimiento también  lo es. La clave está en autorregularse.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;strong&gt;El factor interno&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Además de nuestras relaciones, nuestra  salud y nuestra preocupación por el dinero, lo que más afecta a nuestra  felicidad es nuestro temperamento y actitudes básicas.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;Es evidente que la felicidad depende no  sólo de nuestra situación y de nuestra relaciones externas. Viktor  Frankl, en su libro “El hombre en busca de sentido” mostró que al hombre  se le puede arrebatar todo, salvo una cosa: “la última de las  libertades humanas, la elección de la actitud personal ante cualquier  conjunto dado de circunstancias, para decidir su propio camino”. Esa  libertad interna que no se nos puede arrebatar, nos proporciona un  extraordinario poder. Le da sentido y propósito a la vida.&lt;/p&gt; &lt;p style="text-align: justify; font-style: italic;"&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;Ver la botella medio llena es algo que  puede aprenderse y entrenarse. Los seres humanos han conquistado en gran  parte la naturaleza, pero todavía tienen que conquistarse a sí mismos&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/6525759650117859027-9055287070734509732?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/9055287070734509732/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=9055287070734509732&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9055287070734509732'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/9055287070734509732'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/11/creixement-economic-i-felicitat.html' title='CREIXEMENT ECONÒMIC I FELICITAT.'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-5012581455373950320</id><published>2011-11-05T07:24:00.004+01:00</published><updated>2011-11-05T07:37:02.168+01:00</updated><title type='text'>Conferència a la UIB sobre la sortida de la crisi. (Extret de Diari de mallorca)</title><content type='html'>&lt;!-- OAS SETUP begin --&gt;&lt;!-- OAS SETUP end --&gt;&lt;div style="POSITION: absolute; TOP: 0px; LEFT: 0px" id="pixelContador"&gt;    &lt;noscript&gt;&lt;/noscript&gt;  &lt;noscript&gt;&lt;/noscript&gt;  &lt;/div&gt;  &lt;a href="http://ads.grupozeta.es/RealMedia/ads/click_lx.ads/www.diariodemallorca.es/local/mallorca/1602726164/x01/default/empty.gif/57714a385455363031524541445a3643" target="_blank"&gt;&lt;img alt="" src="http://ads.grupozeta.es/RealMedia/ads/Creatives/default/empty.gif" height="1" border="0" width="1" /&gt;&lt;/a&gt;  &lt;div style="DISPLAY: block" id="pagina"&gt;   &lt;div style="Z-INDEX: 10001; POSITION: fixed; TEXT-ALIGN: left; BOTTOM: 50px; HEIGHT: 330px; LEFT: 0px" id="pub_slide-in-flotante"&gt;  &lt;a href="http://ads.grupozeta.es/RealMedia/ads/click_lx.ads/www.diariodemallorca.es/local/mallorca/987618896/x61/default/empty.gif/57714a385455363031524541445a3643" target="_blank"&gt;&lt;img alt="" src="http://ads.grupozeta.es/RealMedia/ads/Creatives/default/empty.gif" height="1" border="0" width="1" /&gt;&lt;/a&gt; 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POSITION: absolute; MARGIN: 0px; TOP: 0px; LEFT: 990px" id="publicidad_top3"&gt;    &lt;img src="http://ads.grupozeta.es/RealMedia/ads/adstream_lx.ads/www.diariodemallorca.es/local/mallorca/L38/1489982695/Top3/OasDefault/CPM_JAZZTEL_13011_9K_VAR/COL_JAZZTEL_OCT11.html/57714a385455363031524541445a3643?_RM_EMPTY_&amp;amp;" height="1" width="1" /&gt;     &lt;div style="MARGIN: 0px auto" id="wbo_root_4630"&gt;  &lt;/div&gt; &lt;/div&gt;&lt;/div&gt;&lt;div class="contenedor"&gt;&lt;div class="noticias"&gt;&lt;img style="width: 573px; height: 300px;" alt="El profesor Javier Capó durante la conferencia impartida ayer en la Universitat balear." src="http://fotos02.diariodemallorca.es/fotos/noticias/646x260/2011-11-04_IMG_2011-11-04_22:44:16_s06ma001.jpg" border="0" /&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-style: italic;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="noticia_titular"&gt;&lt;h1&gt;&lt;br /&gt;&lt;/h1&gt;&lt;h1&gt;&lt;span style="font-size:100%;"&gt;El economista Javier Capó afirma que la salida de la crisis será "dolorosa"  aunque eso "jamás lo reconozcan los políticos"&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;  &lt;div style="text-align: justify; font-style: italic;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;" class="noticiadd2"&gt; &lt;table style="text-align: left; margin-left: 0px; margin-right: 0px;" border="0" cellpadding="0" cellspacing="0" width="650"&gt; &lt;tbody&gt; &lt;tr&gt; &lt;td class="noticiadd3" width="420"&gt;&lt;noscript&gt;&lt;/noscript&gt;&lt;noscript&gt;&lt;/noscript&gt;&lt;br /&gt;&lt;/td&gt; &lt;td width="30"&gt;&lt;a class="tuenti-share-button" title="Compartir en Tuenti" href="http://www.tuenti.com/share"&gt;&lt;br /&gt;&lt;/a&gt;  &lt;/td&gt; &lt;td width="30"&gt;&lt;a href="http://meneame.net/submit.php?url=http://www.diariodemallorca.es/mallorca/2011/11/05/masoquistas-ganar-elecciones/717698.html" target="_blank"&gt;&lt;br /&gt;&lt;/a&gt;  &lt;/td&gt; &lt;td width="35"&gt;&lt;br /&gt;&lt;/td&gt; &lt;td width="70"&gt;   &lt;div&gt; &lt;/div&gt;&lt;br /&gt;&lt;/td&gt; &lt;td width="65"&gt; &lt;div id="fb-root" class=" fb_reset"&gt; &lt;div style="POSITION: absolute; WIDTH: 0px; HEIGHT: 0px; TOP: -10000px"&gt; &lt;div&gt; &lt;/div&gt; &lt;/div&gt;&lt;/div&gt;  &lt;span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;" class="cuadro_multimedia"&gt;&lt;a&gt;   &lt;/a&gt;  La salida de la crisis económica &lt;span style="color: rgb(255, 0, 0);"&gt;"va a ser  dolorosa"&lt;/span&gt;, reiteró ayer en numerosas ocasiones el profesor de Economía Aplicada  de la Universitat balear Javier Capó, aunque también advirtió de que nadie debe  espera que los candidatos Alfredo Pérez Rubalcaba y Mariano Rajoy vayan a  admitirlo durante el debate televisivo que protagonizarán el próximo lunes,  "porque el voto de los masoquistas no da para ganar unas elecciones".&lt;br /&gt;Javier  Capó ofreció ayer la conferencia inaugural de la XXIII edición del Club de  Inversión Sa Nostra-UIB, que tituló La crisis en manos del doctor House,  alegando que eso le permitía acudir en vaqueros y camiseta al acto y ser  "políticamente incorrecto", pese a reconocer que estuvo tentado de usar como  referente al entrenador del Real Madrid, José Mourinho, "para poder ser borde y  venir en chándal". En cualquier caso, defendió el paralelismo existente entre la  medicina y la economía, al considerar que en ambos casos se trata de realizar un  diagnóstico correcto y fijar un tratamiento para superar la enfermedad.&lt;br /&gt;"Y  como en la serie de House, &lt;span style="color: rgb(255, 0, 0);"&gt;el primer diagnóstico fue equivocado", al pensar  muchos economistas que se trataba de un problema similar al que se vivió durante  la Gran Depresión de finales de los años 20 y que se estaba ante una crisis de  demanda.&lt;/span&gt; De esta forma, inicialmente se optó por recetas keynesianas con un  aumento del gasto público "para ayudar a todos, a los bancos, al sector del  automóvil, a los constructores, a los parados... hasta que se acabó el dinero".  Pero este tratamiento equivocado, en opinión de Capó, solo sirvió para agravar  al enfermo. &lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;"Ese aumento del gasto público únicamente actuó analgésico, pero no  era el antibiótico que necesitaba el paciente".&lt;/span&gt;&lt;br /&gt;Según el profesor de la UIB,  el diagnóstico correcto es que ésta es una crisis de deuda. Ahora se pone en  duda si familias, empresas y administraciones públicas van a poder devolver el  enorme endeudamiento en el que han entrado durante los últimos años. Prueba de  ello es que los países europeos que más desequilibrios han registrado desde la  implantación del euro han sido Grecia, España, Irlanda, Francia, Italia y  Portugal. Es decir, aquellos cuya salud financiera está ahora más  afectada.&lt;br /&gt;En el caso de España, recordó que con el euro era muy fácil pedir  crédito en el exterior y además resultaba muy barato. Y eso llevó a una dinámica  de gasto excesivo. &lt;span style="color: rgb(255, 0, 0);"&gt;Se invirtió mucho, pero donde no tocaba: en el ladrillo, en  detrimento de las actividades productivas&lt;/span&gt;. A lo que hay que sumar una política  de obras públicas más que cuestionable, con "un AVE Madrid-Zaragoza que pasa por  donde no hay demanda", o unos aeropuertos como los de "Reus, Girona o  Castilla-La Mancha, que no tienen pasajeros".&lt;br /&gt;&lt;span style="color: rgb(255, 0, 0); font-weight: bold;"&gt;El problema es que los que  prestaron el dinero a España ahora quieren garantías de que se les devolverá.  Las tres condiciones para hacerlo es tener una prima de riesgo reducida, un buen  ritmo de crecimiento económico para tener ingresos, y una buena dosis de  competitividad. "España no cumple ninguna"&lt;/span&gt;, apostilló Capó.&lt;br /&gt;En el caso de la  deuda pública, subrayó que "no basta con recortar un poco de todo", sino que hay  que elegir dónde suprimir de forma más que notable el gasto, y eso es algo "que  va a doler". Porque estos ajustes inicialmente van a frenar el crecimiento  económico y a incrementar el desempleo.&lt;br /&gt;En el caso de la banca, la duda es si  las empresas y familias podrán retornar lo que deben, a lo que se suma el hecho  de que se haya tenido que quedar con unos inmuebles "que en estos momentos nadie  sabe lo que valen". En su opinión, las pruebas de estrés a la que se les ha  sometido son inútiles, y ante las declaraciones realizadas por las cinco grandes  entidades financieras españolas, respecto a que no van a tener problemas para  recapitalizarse, recordó la frase del doctor House de que "el enfermo siempre  miente".&lt;br /&gt;Además, puso de relieve el drama que supone haber llegado a los  cinco millones de parados, y afirmó que el problema de España es su regulación  laboral, por lo que reclamó su reforma. En cualquier caso, advirtió de que la  reducción del desempleo va a ser muy lenta, con el coste social que ello va a  conllevar.&lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;    &lt;/div&gt;&lt;table style="text-align: left; margin-left: 0px; margin-right: 0px; font-style: italic;" width="100%"&gt; &lt;tbody&gt; &lt;tr&gt; &lt;td align="center"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table style="text-align: left; margin-left: 0px; margin-right: 0px; font-style: italic;" cellpadding="0" cellspacing="0" width="100%"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt; &lt;td&gt;&lt;br /&gt;&lt;/td&gt; &lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt; &lt;tr&gt; &lt;td colspan="4"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt; &lt;tr&gt; &lt;td colspan="4"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="text-align: justify; font-style: italic;"&gt;    &lt;/div&gt;&lt;table style="text-align: left; margin-left: 0px; margin-right: 0px; font-style: italic;" width="100%"&gt; &lt;tbody&gt; &lt;tr&gt; &lt;td&gt;&lt;a name="EnlaceComentarios"&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&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/6525759650117859027-5012581455373950320?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/5012581455373950320/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=5012581455373950320&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/5012581455373950320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/5012581455373950320'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/11/conferencia-la-uib-sobre-la-sortida-de.html' title='Conferència a la UIB sobre la sortida de la crisi. (Extret de Diari de mallorca)'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-8897319605436657418</id><published>2011-10-26T21:49:00.000+02:00</published><updated>2011-10-26T21:50:19.247+02:00</updated><title type='text'>LA VIDA ÉS UNA LLUITA CONSTANT...VIDEO MOLT MOTIVADOR!</title><content type='html'>&lt;iframe src="http://www.youtube.com/embed/un82YTxaQU8" allowfullscreen="" frameborder="0" height="315" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6525759650117859027-8897319605436657418?l=catieconomia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://catieconomia.blogspot.com/feeds/8897319605436657418/comments/default' title='Comentaris del missatge'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6525759650117859027&amp;postID=8897319605436657418&amp;isPopup=true' title='0 comentaris'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8897319605436657418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6525759650117859027/posts/default/8897319605436657418'/><link rel='alternate' type='text/html' href='http://catieconomia.blogspot.com/2011/10/la-vida-es-una-lluita-constantvideo.html' title='LA VIDA ÉS UNA LLUITA CONSTANT...VIDEO MOLT MOTIVADOR!'/><author><name>Cati Capó Ramis</name><uri>http://www.blogger.com/profile/15387157626237642802</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/un82YTxaQU8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6525759650117859027.post-293156131663065828</id><published>2011-10-26T21:23:00.000+02:00</published><updated>2011-10-26T21:24:36.899+02:00</updated><title type='text'>OBJECTIUS, TÀCTIQUES I ESTRATÈGIES.</title><content type='html'>&lt;img 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
