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	<title>El blog de Txema Barbería</title>
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		<title>propuesta de valor</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/05/propuesta-de-valor/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/05/propuesta-de-valor/#comments</comments>
		<pubDate>Fri, 18 May 2012 07:08:47 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

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		<description><![CDATA[Cuando hablé de la sostenibilidad económica, me referí a los cinco pilares básicos para conseguir esa sostenibilidad, en ese mismo post comenté algunos aspectos, en el anterior hablé del aspecto social y en este voy a reflexionar sobre la propuesta de valor. &#160; La propuesta que vamos a hacer al mercado, tiene que tener dos [...]]]></description>
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<p>Cuando hablé de la sostenibilidad económica, me referí a los cinco pilares básicos para conseguir esa sostenibilidad, en ese mismo post comenté algunos aspectos, en el anterior hablé del aspecto social y en este voy a reflexionar sobre<em><strong> la propuesta de valor</strong></em>.<span id="more-276"></span></p>
<p>&nbsp;</p>
<p>La propuesta que vamos a hacer al mercado, tiene que tener dos cualidades principalmente <strong>VALOR</strong> e <strong>INNOVACIÓN</strong>.</p>
<p><em><strong>Valor</strong></em> para el futuro usuario, que vendrá determinado por la diferencia entre la utilidad percibida y el precio pagado y valor para la empresa que vendrá determinado por la diferencia entre el precio cobrado y los costes incurridos.</p>
<p>Si nos centramos en el valor para el usuario, será preciso determinar si aquello que ofrecemos le reporta una utilidad importante (le resuelve un problema importante).</p>
<p>Muchas veces cuando se nos presenta un proyecto le falta este componente fundamental, y no existe un nicho de mercado no explotado, sino que estamos ante un mercado con abundante oferta, la primera tentación es desechar el proyecto, la segunda más sabia, es iniciar un proceso de reflexión con el emprendedor a fin de ir transformando progresivamente la idea inicial hasta llegar a alguna que nos parezca <strong>valiosa.</strong></p>
<p>El siguiente paso será valorar si es suficientemente <em><strong>innovadora</strong></em> o divergente con lo que hay en el mercado, ambas cualidades van de la mano, para ser valiosa la idea tiene que ser innovadora, aunque no todas las ideas innovadoras son valiosas para los usuarios.</p>
<p>Si pensamos que reúne nuestra propuesta ambas cualidades, será preciso <em><strong>probarla con los usuarios</strong></em> que podamos, y a través de <em>pruebo-me equivoco-aprendo</em> ir mejorando la propuesta inicial.</p>
<p>Como todos los autores coinciden la única forma de ganar a la competencia es no compitiendo, es decir haciendo una propuesta única.</p>
<p>Groucho Marx decía  “<em>Lo conseguimos a base de andar a tientas, de probar, de apropiarnos de cualquier material que se presentara. Un día empecé a bromear y a andar de forma graciosa. Al público le gustó, así que lo incluí en el espectáculo. Solía probar un gag y lo dejaba si con él conseguía que la gente se riera. Si no era así, me olvidaba y usaba otro. Muy pronto tuve definido el personaje”. </em>De la misma forma es preciso proceder cuando se trata de ir definiendo la propuesta de valor y el modelo de negocio.</p>
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		<item>
		<title>empresas socialmente responsables</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/05/empresas-socialmente-responsables/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/05/empresas-socialmente-responsables/#comments</comments>
		<pubDate>Fri, 11 May 2012 08:20:34 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

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		<description><![CDATA[En un post anterior hablaba de los pilares de la sostenibilidad económica y entre ellos señalaba que el proyecto tuviera un importante componente social, es decir que sea responsable desde un punto de vista social y/o medio-ambiental. Se viene hablando desde hace bastante tiempo de la responsabilidad social corporativa (RSC), muchas veces como un añadido [...]]]></description>
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" alt="" width="214" height="206" data-width="229" data-height="220" /></p>
<p>En un post anterior hablaba de los pilares de la sostenibilidad económica y entre ellos señalaba que el proyecto tuviera un importante componente social, es decir que sea <em><strong>responsable desde un punto de vista social y/o medio-ambiental.<span id="more-272"></span></strong></em></p>
<p>Se viene hablando desde hace bastante tiempo de la<strong> responsabilidad social corporativa</strong> (<strong>RSC</strong>), muchas veces como un añadido estético para la mejora de la imagen de empresas y marcas, que son cada vez más conscientes de la trascendencia que tiene un comportamiento social responsable sobre sus ventas y resultados, sobre todo cuando esa imagen es negativa. Este cambio lo considero positivo, pero limitado ya que el objetivo <strong>único</strong> sigue siendo <em>la maximización del beneficio</em> y los demás están supeditados a este exclusivo fin.</p>
<p>Algunos más optimistas que yo, hablan de un nuevo capitalismo más humano, no creo que a las empresas les haya dado un ataque de filantropía, saben que es el único camino para seguir maximizando beneficios.</p>
<p>Lo que sí es cierto es que la sociedad en conjunto se ha transformado, que la crisis ha sido un gran acicate para ese cambio y como dice M.Yunus, el ser humano no es unidireccional, en el sentido de que sólo le interesa su propio bienestar, sino que es multidireccional, y está muy interesado en todos<strong> los problemas sociales que le rodean como la pobreza, el paro,</strong> …La “mano invisible” de A. Smith ya no funciona, la realidad nos viene a demostrar que la sociedad está cada vez más empobrecida y solo unos pocos son cada vez más ricos.</p>
<p>Por eso creo que el cambio tiene que ser<strong> más profundo</strong> que el propuesto por la RSC. Todo proyecto va a terminar llevando a la sociedad productos o servicios, va a tener que contar con nuevas personas que se irán incorporando como trabajadores o socios, … es decir todas sus actuaciones van a tener un<strong> fuerte impacto social</strong>, situar la idea de la responsabilidad social en el <em><strong>centro</strong></em> de sus principios me parece fundamental si queremos hacer el proyecto no solo sostenible, sino ilusionante para las personas que participan.</p>
<p>No se trata de un objetivo supeditado al de maximización del beneficio sino que tiene que ser el <em>objetivo prioritario</em>, aunque también es preciso que el proyecto <em>sea sostenible económicamente</em>.</p>
<p>En este momento nos llegan proyectos que vivían gracias a las subvenciones públicas, y que con los recortes continuos esos servicios con un fuerte componente social en muchos casos, tendrían que desaparecer. Es el problema de todos los proyectos sociales que dependen de las ayudas públicas o de aportaciones voluntarias, por eso creo que ese vacío lo tienen que ocupar empresas de corte social que presten esos servicios y que sean sostenibles económicamente.</p>
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		</item>
		<item>
		<title>Economía, mentiras y trampas</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/05/economia-mentiras-y-trampas/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/05/economia-mentiras-y-trampas/#comments</comments>
		<pubDate>Fri, 04 May 2012 07:35:03 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=268</guid>
		<description><![CDATA[Estos días he terminado el libro de J.F. Martín Seco “Economía, mentiras y trampas”y quisiera recomendarlo desde aquí a todos aquellos que les interese la economía, ya que analiza como si fuera un diccionario los términos más habitualmente utilizados en los medios, desvelando las mentiras y engaños que el lenguaje oficial suele utilizar. Una mentira [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://image.casadellibro.com/libros/0/economia-mentiras-y-trampas-ebook-9788499421483.jpg" alt="" width="140" height="216" /></p>
<p>Estos días he terminado el libro de <strong>J.F. Martín Seco</strong> <strong><em>“Economía, mentiras y trampas”</em></strong>y quisiera recomendarlo desde aquí a todos aquellos que les interese la economía, ya que analiza como si fuera un diccionario los términos más habitualmente utilizados en los medios, desvelando<strong> las mentiras </strong>y <strong>engaños</strong> que el lenguaje oficial suele utilizar.<span id="more-268"></span></p>
<p>Una mentira repetida y aclamada mil veces, parece verdad, pero no deja de ser una mentira. Por mucho que desde posiciones neoliberales nos cuenten sus bellas teorías, la realidad es tozuda y se encarga de desmontarlas una tras otra.</p>
<p>Otra ventaja del libro es que no parte de una teoría predeterminada, sino que trata simplemente de analizar la realidad y recomienda políticas cargadas de pragmatismo, algo de lo que carecen los que toman las decisiones, estos funcionan con recetas que no funcionan.</p>
<p>A mí me ha interesado bastante el capítulo dedicado a Keynes, ya que he conocido aspectos del economista británico que desconocía.</p>
<p>El mejor resumen del libro es una frase que cita en la contraportada de <em><strong>Galbraith</strong></em>, que recomendaba a los ciudadanos: “<em>La única actitud veraz consiste en exigir la explicación más completa y preguntarse si tal explicación resiste la prueba del sentido común. Si alguna vez un economista le pide a usted que acepte su punto de vista como si fuera el evangelio con el pretexto de que se basa en la erudición, no se crea una palabra”.</em></p>
<p>En la misma línea he leído un capítulo del libro de <strong>Paul Krugman</strong> ¡Acabad ya con esta CRISIS¡, publicado en un periódico, que con argumentos similares, desmonta las teorías neoliberales, analizando su ineficacia, agravada por el hecho de estar dentro de una unidad monetaria.</p>
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		</item>
		<item>
		<title>Ayudas financieras al emprendedor</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/04/ayudas-financieras-al-emprendedor/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/04/ayudas-financieras-al-emprendedor/#comments</comments>
		<pubDate>Fri, 27 Apr 2012 07:56:10 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=265</guid>
		<description><![CDATA[Actualmente existe una ayuda para emprendedores, que es a fondo perdido por importes que van de 5000 euros a 7000, ampliables en casos especiales y que están sometidas a una serie de restricciones para su concesión, muchas veces carentes de sentido. La mayoría de los que estamos en contacto con el tema, como los que [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://www.muypymes.com/wp-content/uploads/2011/09/CAPITAL-SEMILLA-muypymes-500x333.jpg" alt="" width="253" height="170" /></p>
<p>Actualmente existe una <em><strong>ayuda para emprendedores</strong></em>, que es a fondo perdido por importes que van de 5000 euros a 7000, ampliables en casos especiales y que están sometidas a una serie de restricciones para su concesión, muchas veces carentes de sentido.<span id="more-265"></span></p>
<p>La mayoría de los que estamos en contacto con el tema, como los que ayudamos a emprendedores, los que valoran su concesión y los mismos emprendedores, hemos coincidido en varias cuestiones manifiestamente mejorables.</p>
<p>Están ayudas también han sido criticadas dentro de la Unión Europea, lo cierto es que todas las comunidades autónomas las están aplicando con ligeras diferencias.</p>
<p>Mi planteamiento, que lo voy contrastando con distintas personas, tiene poco de novedoso, pero si que supone un giro importante en el planteamiento actual de estas ayudas. Más que mejorar el sistema actual, <em>yo lo cambiaría por completo</em>.</p>
<p>No concedería la ayuda a fondo perdido y vinculada a unas inversiones en activos fijos materiales y software, que supone un claro incentivo del modelo tradicional de emprendimiento.</p>
<p>Lo plantearía como un <em><strong>microcrédito</strong></em>, por lo que tendría un <em>límite</em> no muy elevado y<em> no exigiría</em> <em>garantías</em>, más allá de un dictamen de sostenibilidad del proyecto presentado.</p>
<p><em>El tipo de interés sería simbólico</em>, menor al euribor, y su concesión sería  similar a una <em>cuenta de</em> <em>crédito</em> de disposición según necesidades del emprendedor,<em> sin vincular</em> su concesión a una utilización determinada.</p>
<p>Esto evitaría las dudas sobre competencia desleal entre comunidades, y con las devoluciones se generaría un <strong>fondo de solidaridad</strong>, para emprendedores futuros.</p>
<p>El coste para la administración sería notablemente menor y además los emprendedores podrían recurrir a una financiación rápida, a bajo coste y adaptada a las necesidades de los emprendedores actuales.</p>
<p>La ayuda actual que yo la denomino la de las “furgonetas”, creo que carece totalmente de sentido y es preciso un cambio en profundidad</p>
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		<title>sostenibilidad económica</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/04/sostenibilidad-economica/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/04/sostenibilidad-economica/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 09:39:17 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=262</guid>
		<description><![CDATA[A veces se oye hablar del potencial de crecimiento de un proyecto, dando por sentado que al nacer tiene que demostrar su espectacular crecimiento futuro, para que inversores, prestamistas,… tengan un interés por el mismo y acepten un período de pérdidas, endeudamiento,… La experiencia me dice que las fórmulas de “café para todos!”, tampoco funcionan [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://www.accionenredmadrid.org/IMG/arton496.jpg" alt="" width="248" height="164" /></p>
<p>A veces se oye hablar del <strong>potencial de crecimiento</strong> de un proyecto, dando por sentado que al nacer tiene que demostrar su espectacular crecimiento futuro, para que inversores, prestamistas,… tengan un interés por el mismo y acepten un período de pérdidas, endeudamiento,…<span id="more-262"></span></p>
<p>La experiencia me dice que las fórmulas de “café para todos!”, tampoco funcionan y seguro que alguien pensará que para proyectos muy innovadores no sirve lo que voy a decir a continuación, pero yo considero que los principios básicos tienen que ser muy similares.</p>
<p>Pienso que un proyecto tiene que <strong>ser sostenible económicamente desde sus inicios</strong>, pero sin obsesionarnos con la idea de un rápido crecimiento como si fuera ese el único camino para llegar a la rentabilidad esperada, en muchos casos es mejor permanecer <em>pequeño, innovador y sostenible</em>.</p>
<p>Para mí los pilares de la sostenibilidad no tienen nada que ver con el tamaño y son: <em><strong>1.-</strong></em> una <em><strong>propuesta de valor</strong></em> innovadora y valorada por el público objetivo,<em><strong> 2.-</strong></em> que algunos estén dispuestos a <em><strong>pagar por ella</strong></em>, <em><strong>3.-</strong></em> que mi estructura de <em><strong>costes sea muy ligera</strong></em>, <em><strong>4.-</strong></em> que despierte <em><strong>pasión</strong></em> el proyecto en el promotor o su equipo,<em><strong> 5.-</strong></em> que tenga un importante componente <em><strong>social</strong></em>.</p>
<p>Quiero remarcar el punto 3, si mi estructura de costes es pesada o lo que es lo mismo mis costes fijos (aquellos que padezco por el transcurso del tiempo) son muy elevados, voy a necesitar financiación y cada vez es más difícil disponer de ahorro propio o de la familia y las “otras financiaciones” nunca van a ser desinteresadas, si son bancos buscarán que tu proyecto rente un mínimo que les permita recuperar su dinero, si son inversores particulares (business angels, socios capitalistas, capital-riesgo,…) van a buscar <em>la máxima rentabilidad en el mínimo tiempo,</em> y por supuesto los intereses de &#8220;los otros financiadores&#8221; <strong>poco</strong> <strong>o nada</strong> tienen que ver con la sostenibilidad del proyecto.</p>
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		<title>emprender hoy</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/04/emprender-hoy/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/04/emprender-hoy/#comments</comments>
		<pubDate>Fri, 13 Apr 2012 08:10:36 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=257</guid>
		<description><![CDATA[Yo distinguiría dos maneras claramente diferentes de emprender hoy, por un lado está lo que podemos denominar modelo tradicional y por otro lo que vamos a llamar modelo nuevo. El modelo tradicional es el por todos conocido, el éxito es lograr ser los más grandes del mercado, son organizaciones jerárquicas, con directivos expertos en gestionar [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t1.gstatic.com/images?q=tbn:ANd9GcRu1LEMHe7Eiac6ThZ-F9j9pdDVAxznl3Racm1RcwpfVhD49Kum_g" alt="" width="228" height="152" data-width="275" data-height="183" /></p>
<p>Yo distinguiría dos maneras claramente diferentes de emprender hoy, por un lado está lo que podemos denominar modelo tradicional y por otro lo que vamos a llamar modelo nuevo.<span id="more-257"></span></p>
<p>El<em><strong> modelo tradicional</strong></em> es el por todos conocido, el éxito es lograr ser los <em>más grandes</em> del mercado, son organizaciones <em>jerárquicas</em>, con directivos expertos en gestionar y en<em> reducir costes</em> <em>de personal</em>, que contratan trabajadores<em> por cuenta ajena</em> a los que se les exige la máxima productividad y que no piensen demasiado, también todos conocemos las<em> herramientas</em> que son útiles para su puesta en marcha y su consolidación posterior. Son organizaciones a las que se les exige la <em>máxima rentabilidad a corto plazo</em>. El modelo tradicional sigue ahí, cuando ponemos en marcha una panadería en un lugar que reúne una población suficiente para hacerla rentable, estamos aplicando este modelo, y hasta que no entre un competidor podremos hacerlo viable. Lo que me llama la atención es que todavía existan <strong>consultores y funcionarios</strong> de las administraciones públicas para los que no existe otro modelo y centran todos sus consejos y ayudas en este modelo.</p>
<p>El <em><strong>modelo nuevo</strong></em> yo lo veo totalmente distinto, es <em>pequeño</em> e intenta mantenerse pequeño y <em>sostenible</em>, el equipo promotor es <em>plano</em> sin jerarquías, son conscientes de que lo más valioso que poseen es el <em>capital humano</em> ya que no poseen otro. No son ajenos a objetivos de corte<em> social</em> aunque busquen la sostenibilidad económica del proyecto. Más que contratar personal buscan incorporar personas al equipo y mantener una amplia  red de contactos con los que establecer todo tipo de <em>alianzas</em>. Su sostenibilidad se basa en <em>su innovación y su flexibilidad</em>. La mayoría de los proyectos en la actualidad responde a este esquema que he intentado resumir en las líneas anteriores, pero lo que me preocupa es que este modelo todavía es<strong> invisible</strong> para muchos consultores y funcionarios.</p>
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		<title>neoliberalismo</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/03/neoliberalismo/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/03/neoliberalismo/#comments</comments>
		<pubDate>Fri, 30 Mar 2012 07:26:57 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=252</guid>
		<description><![CDATA[No entiendo como muchos economistas siguen sin aplicar el sentido común a los análisis que realizan, ya sé que detrás de muchas opiniones existen claros intereses, pero sigo sin entender a aquellos que sin tener unos intereses detrás siguen defendiendo el neoliberalismo económico, además pensando que lo hacen desde el más riguroso de los análisis. [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://1.bp.blogspot.com/_kyGprkKyJ5M/SlJT5nZSYSI/AAAAAAAABc4/6f7gQGJaPbA/s400/Neoliberalismo+Becerro+de+Oro.jpg" alt="" width="258" height="183" /></p>
<p>No entiendo como muchos economistas siguen sin aplicar el<em><strong> sentido común</strong></em> a los análisis que realizan, ya sé que detrás de muchas opiniones existen claros intereses, pero sigo sin entender a aquellos que sin tener unos intereses detrás siguen defendiendo el neoliberalismo económico, además pensando que lo hacen desde el más riguroso de los análisis.<span id="more-252"></span></p>
<p>Creo que la realidad es tozuda y por más que intentemos demostrar lo contrario, se termina imponiendo, por eso creo más en los análisis <em><strong>históricos</strong></em> que en las “bellas teorías”.</p>
<p>Pretender convencernos que esta reforma laboral va a <em>crear empleo</em>, además culpabilizando a los que tienen empleo y no la abrazan, de ser los causantes del desempleo, es un ejercicio de cinismo, que no creo que se lo crean ni los inspiradores de la misma, de hecho ya vemos las consecuencias de las reformas anteriores que iban en la misma dirección.</p>
<p>Hacernos creer que el mercado de trabajo es como cualquier otro mercado y que con el <em>abaratamiento de los salarios</em> se va a generar empleo, es no conocer la realidad o ignorarla totalmente, en términos reales llevamos bastantes años con bajada de los salarios y las cifras del desempleo no han hecho más que crecer.</p>
<p>Pensar que vamos a ser más <em>competitivos</em>, es otra mentira. Cuando los países aplicaban devaluaciones de la moneda, se nos decía que la mejora de la competitividad era transitoria, ya que los demás países aplicaban la misma medida. ¿Por qué con los salarios no ocurre lo mismo?.</p>
<p>Pensar que esas medidas van a generar <em>confianza</em> es otra mentira, creo que a los inversores internacionales la confianza se la genera una economía sólida y a poder ser en crecimiento, no la que se va a generar con un empobrecimiento masivo de las llamadas “clases medias” y el hundimiento de la demanda interna.</p>
<p>El neoliberalismo como <em>doctrina</em> puede servir, en algunas ocasiones para los más poderosos, cuando son los que tienen el poder económico, tecnológico, …, pero para el resto no, de hecho estos países antes de estar en la cumbre del poder, jamás la han aplicado.</p>
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		<title>incentivos perversos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/03/incentivos-perversos/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/03/incentivos-perversos/#comments</comments>
		<pubDate>Fri, 23 Mar 2012 08:51:46 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=249</guid>
		<description><![CDATA[Me planteo analizar las ayudas a los emprendedores que tiene establecidas el Servicio Navarro de Empleo así como otras establecidas por el Gobierno de Navarra que van en el mismo sentido y compararlas con la capitalización de las prestaciones por desempleo. Lo primero que quiero indicar es como son hoy muchos de los procesos de [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://medicablogs.diariomedico.com/micro/files/2011/02/Capitalismo.jpg" alt="" width="411" height="176" /></p>
<p>Me planteo analizar las ayudas a los emprendedores que tiene establecidas el Servicio Navarro de Empleo así como otras establecidas por el Gobierno de Navarra que van en el mismo sentido y compararlas con la capitalización de las prestaciones por desempleo.<span id="more-249"></span></p>
<p>Lo primero que quiero indicar es como son hoy muchos de los procesos de emprendizaje desde mi pequeña experiencia, que tienen muy poco que ver a como eran en el pasado y para los que estaban pensados los incentivos.</p>
<p>Hoy el emprendizaje se  concibe como un proceso en el que partiendo de una o varias ideas, vamos reflexionando conjuntamente hasta ir definiendo una <em><strong>propuesta de valor</strong></em> que sea innovadora y que es preciso irla experimentando y matizándola, a la vez que vamos definiendo un <strong>modelo de</strong> <strong>negocio</strong> completo que envuelva a esa propuesta. Para este proceso como he indicado en otras ocasiones es preciso ir lo<em><strong> más ligero posible</strong></em>, de tal modo que si podemos ir sin realizar inversiones y sin incurrir en costes, mejor. Es un proceso el hecho de emprender que requiere un tiempo, en ocasiones bastante largo.</p>
<p>Además de estos procesos de emprendizaje, está la puesta en marcha de negocios, que poco tienen de innovadores, pero que cubren un nicho de mercado.</p>
<p>Ambos proyectos son necesarios, pero son los primeros los que pueden impulsar el desarrollo económico de una región impulsando la innovación y el emprendizaje.</p>
<p>Sin embargo las ayudas están planteadas como ayudas a la inversión, dentro de la cual unas veces se consideran unas y en otros casos otras, pero casi siempre priman las realizadas en activos no corrientes y materiales. Si consideramos las establecidas para los autónomos, se exige que sean activos fijos materiales o software, de por lo menos 12000 euros sin considerar IVA, y que los plazos para inversión y pago se realicen en unas fechas determinadas.</p>
<p>Si las comparamos con los procesos de emprendizaje que he hablado en primer lugar, vemos que no solo no los estimulan, sino que los penalizan, primando exclusivamente los negocios del segundo grupo, que podemos llamar tradicionales.</p>
<p>¿Qué pasa con las inversiones relacionadas con Internet, gastos comerciales iniciales, gastos en I+D+i, ….? Muchos se plantean incrementar las inversiones para “llegar” a los 12000 y obtener la ayuda, sin valorar su necesidad y por otro lado les estamos diciendo que cuantas menos inversiones mejor si queremos un proyecto sostenible. Además si estamos hablando de un proceso, ¿cómo podemos establecer unas fechas muy determinadas para el momento de la inversión y pago?. La lista de contradicciones es larga, a modo de resumen podemos decir que estamos estimulando el negocio tradicional, pero estamos dejando fuera a los proyectos innovadores y actuales.</p>
<p>Otro tema es, si tienen sentido las ayudas en general por el hecho de realizar unas inversiones, pienso que más interesante sería establecer premios a los negocios ligeros, saneados, innovadores y sostenibles.</p>
<p>Para terminar diré que la capitalización de las prestaciones es una ayuda mucho más adaptada a las necesidades de los emprendedores, lo único que exigiría para su concesión una viabilidad económica, pero creo que se está trabajando en ese sentido</p>
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		<title>emprendedor-gerente</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/03/emprendedor-gerente/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/03/emprendedor-gerente/#comments</comments>
		<pubDate>Fri, 16 Mar 2012 10:05:23 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=245</guid>
		<description><![CDATA[Ya he comentado en algún post anterior las diferencias entre ser emprendedor y empresario-gerente. De la confusión de ambas figuras se derivan errores muy importantes. Cuando comienza un proyecto creo que quien tiene que sacarlo a flote es la figura de un emprendedor-innovador, se requieren unas habilidades muy diferentes a las necesarias para ejercer las [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="data:image/jpeg;base64,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" alt="" width="200" height="205" data-width="200" data-height="205" /></p>
<p>Ya he comentado en algún post anterior las diferencias entre ser<strong><em> emprendedor</em></strong> y<em><strong> empresario-</strong><strong>gerente</strong></em>. De la confusión de ambas figuras se derivan errores muy importantes.<span id="more-245"></span></p>
<p>Cuando comienza un proyecto creo que quien tiene que sacarlo a flote es la figura de un emprendedor-innovador, se requieren unas habilidades muy diferentes a las necesarias para ejercer las funciones directivas en un negocio consolidado.</p>
<p>Durante esta primera época de un negocio se requiere mucha <em>intuición</em>, <em>empatía, flexibilidad,</em> <em>imaginación, tozudez, pasión por el proyecto, todo son preguntas sin respuesta conocida</em>,… Después cuando el negocio está consolidado los requerimientos para mantener la nave a flote son otros, aunque si queremos que el proyecto sea sostenible en el tiempo requerirá de nuevos emprendimientos internos.</p>
<p>Es como el despegue de un avión que lo realiza el emprendedor, una vez realizado se puede colocar el piloto automático y la nave seguirá su curso hasta agotar el combustible que se le cargó antes del despegue, si queremos que siga será preciso repostar en pleno vuelo o lo que es lo mismo iniciar un nuevo proceso de emprendizaje interno.</p>
<p>El error a mi entender más preocupante que se suele cometer es colocar a un gerente-directivo “profesional” al frente, en los inicios del proyecto, cuando lo que requiere la buena marcha de la idea no suele coincidir normalmente con las habilidades de éste.</p>
<p>De igual modo a veces el emprendedor es un mal gerente, una vez consolidado el negocio pierde para él todo interés y vemos a muchos auténticos emprendedores iniciando un nuevo proyecto y abandonando el ya consolidado.</p>
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		<title>retirar la escalera</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/03/retirar-la-escalera/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/03/retirar-la-escalera/#comments</comments>
		<pubDate>Fri, 09 Mar 2012 09:14:50 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=242</guid>
		<description><![CDATA[Es el título de un libro que acabo de leer del economista coreano Ha-Joon Chang, en el que analiza desde una perspectiva histórica, cuales han sido las estrategias para el desarrollo de los países actualmente desarrollados y las compara con las actualmente recomendadas “impuestas” a los países que pretenden salir del subdesarrollo. La conclusión a [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://pmcdn.priceminister.es/photo/Chang-Ha-Joon-Retirar-La-Escalera-La-Estrategia-Del-Desarrollo-En-Perspectiva-Historica-Libro-511106683_ML.jpg" alt="" width="270" height="270" />Es el título de un libro que acabo de leer del economista coreano Ha-Joon Chang, en el que analiza desde una perspectiva histórica, cuales han sido las estrategias para el desarrollo de los países actualmente desarrollados y las compara con las actualmente recomendadas “impuestas” a los países que pretenden salir del subdesarrollo.<span id="more-242"></span></p>
<p>La conclusión a la que llega, es lo que muchos economistas hemos pensado siempre, pero que él pone de manifiesto con un montón de datos de diversos países, y no es otra que las políticas de corte <strong>neoliberal</strong> que <em><strong>“imponen”</strong></em> a los países en vías de desarrollo, son las que ellos en su proceso de desarrollo jamás aplicaron, sino que fueron justo las contrarias, además de comprobar los pobres resultados que en los países subdesarrollados están produciendo, exceptuando aquellos que utilizan <strong>“malas políticas”</strong> como en su día utilizaron los ahora desarrollados, de ahí la expresión <em>&#8220;retirar la escalera&#8221;</em></p>
<p>Los más perjudicados sin duda son los países llamados subdesarrollados, pero incluso para los desarrollados actuales no deja de ser una visión miope de la situación, como dice un proverbio chino, citado en el libro, que puede que estén “perdiendo ganancias mayores y a largo plazo por buscar con demasiada urgencia ganancias más pequeñas y a corto plazo”.</p>
<p>Hay un apartado que me ha llamado la atención, porque me ha recordado la situación que vivimos aquí y ahora, en el que se indica que una de las razones por las deben aplicar las <em><strong>“reglas”</strong></em> los países “subdesarrollados”, es que eso es lo que quieren los <em><strong>inversores internacionales</strong></em>, porque en una era globalizada son los que tienen la voz cantante, a lo que el autor responde poniendo el ejemplo de China, que ha conseguido atraer un elevado volumen de inversión extranjera aplicando<em><strong> “malas</strong> <strong>políticas”</strong></em> e <em><strong>“instituciones débiles”</strong></em>, lo que le lleva a la conclusión de que los inversores internacionales dan mayor importancia al<em> tamaño del mercado y al crecimiento</em>, que a otras cuestiones. Si esto lo trasladamos a nuestro país y pensamos en las reformas que últimamente se nos están “imponiendo” de marcado corte <em><strong>“neoliberal”</strong></em>,  y las razones que nos dan para ponerlas en marcha,  se pueden sacar algunas conclusiones. ¿ Tal vez, nos suene?</p>
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		<title>microcréditos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/03/microcreditos-4/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/03/microcreditos-4/#comments</comments>
		<pubDate>Fri, 02 Mar 2012 09:12:29 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=237</guid>
		<description><![CDATA[Por fin se ha firmado un convenio entre el Servicio Público de Empleo y Microbank (Caixa), para facilitar la concesión de créditos a emprendedores que posean una idea interesante y no dispongan de financiación. Los inicios de todo proyecto se asientan a mi entender en 3 patas, la inversión a largo plazo (activos no corrientes), [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t0.gstatic.com/images?q=tbn:ANd9GcTYTHoGjq6cp0C-V3o1Ly7SarmqDlSBxX7M9B5NF9563AmykfBIEw" alt="" width="275" height="183" data-width="275" data-height="183" />Por fin se ha firmado un convenio entre el Servicio Público de Empleo y Microbank (Caixa), para facilitar la concesión de créditos a emprendedores que posean una idea interesante y no dispongan de financiación.<span id="more-237"></span></p>
<p>Los inicios de todo proyecto se asientan a mi entender en 3 patas, <strong>la inversión a largo plazo</strong> (activos no corrientes), <strong>la inversión en existencias</strong> (stocks) y<strong> los costes fijos</strong> (aquellos que incurrimos por levantar la persiana), en la medida que consigamos que se reduzcan hasta el mínimo, la posible “caída” de la banqueta será menos dolorosa y las posibilidades de volvernos a subir mayores.</p>
<p>No obstante hay veces que no podemos reducirlas todo lo que desearíamos, y si no disponemos de los recursos necesarios, el poder obtener financiación <em>sin precisar garantías patrimoniales</em>, es un paso muy interesante.</p>
<p>Hoy día, el hecho de emprender no puede ser como en el pasado, en que un emprendedor decidía abrir por ejemplo un comercio, y realizaba todos los trámites administrativos y con los recursos necesarios, decidía en el mejor de los casos después de haber realizado un estudio de mercado, un buen día “levantar la persiana” y esperar a ver si entraba algún cliente. En la actualidad creo que se debe testar lo que se va a ofrecer antes de hacerlo y cuando demos con una propuesta valorada por los futuros clientes, ir definiendo el modelo de negocio, en definitiva emprender a través de un proceso de prueba-error-aprendizaje, en el que conviene ir “ligero de equipaje”, si queremos llegar.</p>
<p>Si después de este proceso consideramos que el proyecto es interesante y <strong>valorado</strong> por los futuros clientes y precisamos de más recursos de los que disponemos, es cuando nos puede venir muy bien la ayuda que nos puede ofrecer una entidad como Microbank, creo que es la mejor forma de favorecer ese crecimiento económico del que tanto nos hablan.</p>
<p>La mayoría de los proyectos que acompañamos son <em><strong>“humildes”</strong></em>, así que la figura del <em><strong>microcrédito</strong></em> se nos ajusta perfectamente, por tanto espero que este apoyo permanezca por mucho tiempo.</p>
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		<title>Islandia, un ejemplo interesante</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/02/islandia-un-ejemplo-interesante/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/02/islandia-un-ejemplo-interesante/#comments</comments>
		<pubDate>Fri, 24 Feb 2012 08:52:24 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=232</guid>
		<description><![CDATA[Lo primero que llama la atención, la poca atención que le han dedicado los medios de comunicación a lo que ha estado ocurriendo en estos últimos años en este país. Lo sorprendente del caso es que ha aplicado unas recetas para salir de la crisis, que no son las que están aplicando el resto de [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcSxl_6Hl_1Q6BEtwSEZ8G2_Wivrw7LKeWvyn7ZOLgKiNz8-hYn0Cg" alt="" width="194" height="226" data-width="208" data-height="242" /></p>
<p>Lo primero que llama la atención, la poca atención que le han dedicado los medios de comunicación a lo que ha estado ocurriendo en estos últimos años en este país.</p>
<p>Lo sorprendente del caso es que ha aplicado unas recetas para salir de la crisis, que <strong>no</strong> son las que están aplicando el resto de los países y por tanto parecen temer el efecto contagio que este hecho puede provocar.<span id="more-232"></span></p>
<p>Básicamente las medidas que se han tomado, en lo que yo conozco, han sido: <em><strong>1.-</strong></em> <em><strong>nacionalización de</strong> <strong>gran parte de la banca</strong></em>, ya en 2008 se nacionaliza el principal banco del país, protegiendo las <em>cuentas corrientes de los ciudadanos</em>. <em><strong>2.-</strong> <strong>deciden no pagar la deuda</strong></em> que la banca creó con Gran Bretaña y Holanda a causa de su mala política financiera, para ello mediante referéndum y con un resultado aplastante deciden que no la devuelven, la propuesta era que la devolvieran las familias en los próximos 15 años al 5,5% de interés. <em><strong>3.-</strong></em> El Gobierno ha iniciado una investigación para dirimir responsabilidades jurídicas de la crisis, comienza la<em><strong> detención de banqueros y altos</strong> <strong>ejecutivos</strong></em>. <em><strong>4.-</strong></em> Los bancos<em><strong> perdonan créditos a los ciudadanos por un valor equivalente al 13% del PIB</strong></em>, reduciendo la deuda de más de una cuarta parte de la población. <em><strong>5.-</strong> <strong>El Estado pone controles al movimiento de capitales</strong></em>, para evitar el desplome de la corona. <em><strong>6.-</strong></em> El tribunal Supremo del país sentenció en 2010 que<em><strong> los créditos indexados a monedas</strong> <strong>extranjeras eran ilegales</strong></em>, lo que implicó que las familias no se hicieran cargo de las pérdidas por la devaluación de su moneda.</p>
<p>La sorpresa continúa cuando la agencia de calificación Fitch afirma que <strong>el Gobierno siempre ha puesto las necesidades de su población por delante de los mercados</strong> y califica la deuda del país a grado de inversión con perspectiva estable.</p>
<p>El PIB se desplomó en 2009 el 6,7%, habiendo crecido el 2,9% en 2010,  y creciendo también el 2,4% en el 2011.</p>
<p>Después de esto me dirán que las medidas que están tomando otros gobiernos europeos son inevitables para calmar los mercados y salir de la crisis.</p>
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		<item>
		<title>recortes</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/02/recortes/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/02/recortes/#comments</comments>
		<pubDate>Fri, 17 Feb 2012 09:05:48 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=228</guid>
		<description><![CDATA[Estamos sufriendo recortes y más recortes un día tras otro, nos dicen para tranquilizar a los mercados, que nos siguen penalizando con una elevada prima de riesgo, cuando las elevaciones en la prima de riesgo son consecuencia, además de por movimientos especulativos, por las expectativas que se tenga sobre la capacidad de pago del país, [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQl_BI9rjqI8c1GaksVOPaqJIGroqR9lGVBbqQcyChZsHex-XNd" alt="" width="219" height="201" data-width="234" data-height="215" /></p>
<p>Estamos sufriendo <strong>recortes y más recortes</strong> un día tras otro, nos dicen para tranquilizar a los mercados, que nos siguen penalizando con una elevada prima de riesgo, cuando las elevaciones en la prima de riesgo son consecuencia, además de por movimientos especulativos, por las expectativas que se tenga sobre la capacidad de pago del país, y esa capacidad la determina la evolución del PIB.<span id="more-228"></span></p>
<p>Lógicamente a la pareja Merkel-Sarkozy , les preocupa porque a medida que vayan cayendo los países llamados periféricos, les va a llegar también a los centrales y como única receta exigen recortes y más recortes.</p>
<p>Sin duda unos y otros tienen razón en que hay que recortar el gasto, el problema es qué &#8220;gasto&#8221; hay que<em><strong> recortar, eliminar, aumentar o crear</strong></em>.</p>
<p>Creo que los principios que tendrían que inspirar estos recortes deberían ser dos, el <strong>primero</strong> vigilar que<em> no salieran perjudicados los más desfavorecidos</em> y<strong> segundo</strong> no reducir aquellos gastos <em>que tienen especial incidencia en el desarrollo económico futuro</em>.</p>
<p>Sin embargo el comportamiento, tanto por parte del Estado como de las empresas, es justo el contrario.</p>
<p>En las Administraciones no se han recortado ni eliminado gastos totalmente inútiles y por otro lado se está recortando en otros que tienen una gran trascendencia social y que están funcionando de forma eficiente.</p>
<p>De la misma forma en las empresas se reducen gastos que comprometen el futuro de las mismas y sin embargo aumentan las retribuciones a directivos cuyo único interés es su propia cuenta de resultados y no la de la empresa. El otro día me comentaba un directivo que la crisis para algunas cosas les estaba viniendo muy bien, ya que le habían adjudicado varios concursos, porque los competidores de siempre no tenían personal para llevarlos a efecto.</p>
<p>Lógicamente si se quieren hacer las cosas bien, exigiría un estudio en profundidad tanto en las administraciones públicas como en las empresas, para evaluar las consecuencias tanto sociales como económicas de determinados “gastos”, ya que lo que denominamos gastos son <em><strong>capacidades</strong> <strong>para afrontar el futuro</strong></em>.</p>
<p>Si reducimos <em>equivocadamente e interesadamente</em> no vamos a tranquilizar a los mercados sino que se va a producir el efecto contrario, con lo que las nuevas elevaciones de la prima de riesgo nos llevarán a nuevos recortes,… hasta que no haya nada que recortar.</p>
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		</item>
		<item>
		<title>medidas contra el desempleo</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/02/medidas-contra-el-desempleo/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/02/medidas-contra-el-desempleo/#comments</comments>
		<pubDate>Fri, 10 Feb 2012 09:00:51 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=225</guid>
		<description><![CDATA[  El otro día nos consultaban a un compañero y a mí la gran preocupación que les generaba a nuestros jefes las elevadas tasas de desempleo y nos preguntaban que se podía hacer desde un servicio público de empleo. Yo he oído muchas veces que los servicios públicos de empleo no están para crear empleo [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://t1.gstatic.com/images?q=tbn:ANd9GcRMMybXeeRtwdrtye2IDc3lIUeKl7sZbsF7DY1evhuwTsyA7QqpyQUD67l_" alt="" width="262" height="193" />  El otro día nos consultaban a un compañero y a mí la gran preocupación que les generaba a nuestros jefes las elevadas tasas de desempleo y nos preguntaban que se podía hacer desde un servicio público de empleo. Yo he oído muchas veces que los servicios públicos de empleo no están para crear empleo y evidentemente tienen razón, pero tampoco están solo para contarlo, ya que para eso con la estadística de la EPA nos bastaría.<span id="more-225"></span></p>
<p>Yo personalmente creo que se podía hacer mucho más de lo que se hace, por supuesto que las decisiones a nivel macroeconómico no nos corresponden, pero a nivel microeconómico es distinto y en ese terreno el enfoque que se debería dar, creo que es muy distinto al actual.</p>
<p>Hace poco oía que si cada pyme contratara a un desempleado acabamos con el desempleo en el país, mi experiencia cuando pusimos en marcha los <strong>PIL</strong> (programas de inserción laboral) en el Centro Iturrondo, siguiendo el modelo de los programas experimentales SIAP, adaptándolos a nuestra realidad, pudimos comprobar que muchas empresas estarían dispuestas a contratar a una persona más, si lo podían hacer de forma sencilla y la persona se ajustaba a sus necesidades y no se iba a las primeras de cambio (después de haberla formado) a otra empresa. Si esto es así, pienso que los servicios públicos de empleo tienen mucho por hacer. Nos decían muchos pequeños empresarios que no sabían dónde acudir o mejor dicho que les exigían una serie de trámites que a ellos les resultaban complicados, además cuando contrataban a alguien en la mayoría de los casos les exigía un proceso de aprendizaje más o menos largo con resultados desiguales y a veces cuando ya estaba integrado y a pleno funcionamiento se les iba a una empresa mayor donde esperaban alcanzar un mejor futuro profesional.</p>
<p>Nosotros con los piles obtuvimos muy buenos resultados, la metodología es tan simple como eficaz, el primer paso es acudir a las empresas y valorar con ellas si necesitan a alguien de unas características determinadas, buscamos la persona que consideramos se pueda ajustar a ese puesto y la formamos según los requerimientos de la empresa, para que después pase a realizar un breve período de prácticas en el que la empresa valore si se ajusta al puesto y el futuro trabajador también conozca y valore si le interesa el puesto de trabajo, y todo esto acompañando a la pyme sin requerirle ningún trámite ni compromiso, nos daba unos sorprendentes resultados.</p>
<p>Alguien me puede decir que hacer esto en un período de recortes es complicado a lo que le respondería que muchos de los programas tuvieron coste adicional cero, ya que las empresas participantes colaboraban aportando formadores, material,… lo que hace falta es voluntad de hacerlo, además los programas formativos actuales tienen un elevado coste, pero muy dudosa eficacia para la obtención de un empleo.</p>
<p>Y lo primero que hay que modificar es la actitud de muchos funcionarios hacia los empresarios y emprendedores, que los perciben como explotadores que lo único que quieren es engañarles, si no vamos abandonando está actitud que está bastante generalizada, poco se puede hacer.</p>
<p>Del apoyo a los emprendedores ya he hablado en otras ocasiones y seguiré.</p>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>¿reforma de la educación?</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/02/reforma-de-la-educacion/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/02/reforma-de-la-educacion/#comments</comments>
		<pubDate>Fri, 03 Feb 2012 08:38:34 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=215</guid>
		<description><![CDATA[Asistimos estos días a un nuevo cambio en el sistema educativo para que todo siga igual. Quito un curso aquí, añado otro allá, quito esta asignatura, pongo la otra,….todo sigue igual. Algunos afirman que sería necesario un pacto de estado para que la reforma fuera en profundidad y no estuviéramos cada cuatro años cambiando el [...]]]></description>
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" alt="" /> Asistimos estos días a un nuevo cambio en el sistema educativo para que todo siga igual. Quito un curso aquí, añado otro allá, quito esta asignatura, pongo la otra,….todo sigue igual. Algunos afirman que sería necesario un pacto de estado para que la reforma fuera en profundidad y no estuviéramos cada cuatro años cambiando el formato sin cambiar nada.<span id="more-215"></span></p>
<p>Yo creo que el tema es lo suficiente importante y serio como para dejarlo en manos de personas que conocen la educación de lejos, como mucho de haberla padecido y que buscan que los que vienen detrás no lo tengan más fácil que ellos, esta es también la actitud de muchos profesores que se jactan de suspender un montón, por lo que su asignatura es muy difícil y por tanto ellos “muy inteligentes”.</p>
<p>Creo también que es tal vez el factor más relevante para un desarrollo económico futuro, la <strong><em>creatividad</em></strong>, la<strong><em> innovación</em></strong>, el <em><strong>talento</strong></em> y el <em><strong>emprendizaje</strong></em> se deben cultivar en el sistema educativo y no como asignaturas a añadir, sino como actitud de los docentes que de forma transversal afecten a todas las materias.</p>
<p>Si no cambiamos la <strong><em>actitud </em></strong>de los docentes en general, los otros cambios me parecen innecesarios e inútiles.</p>
<p>Se sigue trabajando con un modelo educativo trasnochado y perverso, trasnochado porque no responde a las necesidades actuales de la sociedad y de las empresas y perverso porque reproduce el esquema de unas organizaciones ya caducas, el profesor es el que acumula más conocimientos, es el que piensa, y nosotros nos limitamos a escuchar, memorizar, reproducir y olvidar rápidamente, lo que el profesor ha copiado y en algunos casos pensado.</p>
<p>Es decir se prepara a la gente para que acumule conocimientos. Algunos profesores hacen declaraciones de que van a estimular la creatividad, el talento,…. y el segundo día de clase ya se han olvidado del asunto y volvemos a memorizar,…. Otros dan un paso adelante, y les permiten llevar a los exámenes todo el material, Internet,…y les plantean un problema o cuestión para que la resuelvan los alumnos, esto me parece perfecto porque en la vida real así se van a encontrar, pero pienso que ese planteamiento se debe mantener a lo largo del curso, en todas las materias y en todos los cursos.</p>
<p>Los conocimientos están disponibles, <em>animemos a que la gente sea capaz de autoaprender</em>, <em>estimulemos su creatividad</em>, <em>atrevámonos a hacer algo diferente</em>,….en definitiva cambiemos nuestra <strong><em>actitud </em></strong>todos los que nos dedicamos a esto, que esa será la verdadera reforma de la educación.</p>
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			<wfw:commentRss>http://www.i-emprende.net/blogtxema/index.php/2012/02/reforma-de-la-educacion/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title>economía de mercado</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/01/economia-de-mercado/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/01/economia-de-mercado/#comments</comments>
		<pubDate>Fri, 27 Jan 2012 08:44:03 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=212</guid>
		<description><![CDATA[Hace poco leía la entrevista que le hacían a Ha-Joon Chang, economista surcoreano, profesor de Cambridge, en la que afirmaba entre otras cuestiones que los accionistas no defienden los intereses de las compañías, sino sus propios intereses. Esta es una cuestión sobre la que vengo reflexionando hace bastante tiempo y es evidente que si buscamos [...]]]></description>
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" alt="" width="238" height="268" />Hace poco leía la entrevista que le hacían a Ha-Joon Chang, economista surcoreano, profesor de Cambridge, en la que afirmaba entre otras cuestiones que<em><strong> los accionistas no defienden los </strong><strong>intereses de las compañías</strong></em>, <em><strong>sino sus propios intereses</strong></em>.<span id="more-212"></span></p>
<p>Esta es una cuestión sobre la que vengo reflexionando hace bastante tiempo y es evidente que si buscamos la sostenibilidad económica de las empresas lo que hay que hacer, entra en conflicto con los intereses de los propietarios que buscan la máxima rentabilidad en el mínimo de tiempo; solo en algunos momentos ambos intereses pueden estar alineados. Por tanto, si gestionamos una empresa según los intereses de sus propietarios estamos comprometiendo su supervivencia, lo cual es contradictorio y una vez más pone de manifiesto que la búsqueda de los intereses propios no redunda en una mejora para todos, como afirmaba la “mano invisible” de A. Smith.<br />
Otra de sus afirmaciones es que la economía mundial creció más en tiempos del capitalismo regulado. Lo que no queda lugar a dudas es que todas las economías han conseguido despegar cuando la intervención de los gobiernos ha sido mayor, después cuando han adquirido una posición dominante es cuando no necesitan de los gobiernos en la misma medida.<br />
Lo sorprendente, como afirma Chang, es que las economías desarrolladas a través del FMI y del Banco Mundial, han impuesto a las economías emergentes políticas de libre mercado desregulado, con el resultado que ya sabemos, cuando las economías desarrolladas en su desarrollo jamás las habían aplicado. De hecho los países emergentes que mejores resultados están obteniendo ahora y en el pasado, son aquellos que han aplicado un gran pragmatismo al margen de ideologías y por supuesto no llevando la libertad de mercado a sus últimas consecuencias.<br />
Esto me lleva también a otra reflexión para temas más próximos, cuando se plantean cuestiones del tipo de <em><strong>externalizar-privatizar o no</strong></em>, un servicio que está prestando una administración pública, y desde un planteamiento ideológico se considera que es más adecuado o no, me parece un soberano error. En esto tenemos que aprender también del pragmatismo de los orientales y pasar a hacer un análisis serio y riguroso, prescindiendo de ideas preconcebidas fruto de una determinada ideología, y valorar como se está prestando y en base a los resultados de esta valoración adoptar las medidas adecuadas.</p>
<p><em><strong>Las recetas apoyadas en ideologías</strong></em> viscerales del tipo “<em>cuanto menos gobierno mejor</em>” o contrarias “<em>nacionalicemos todo</em>”, nos llevan a situaciones como la que estamos viviendo en la actualidad.</p>
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		<item>
		<title>Aprendiendo a ayudar</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/01/aprendiendo-a-ayudar/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/01/aprendiendo-a-ayudar/#comments</comments>
		<pubDate>Fri, 20 Jan 2012 08:26:31 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

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		<description><![CDATA[Algunos consideran que para poner en marcha un negocio, es necesario ser un experto en administración de empresas, y nada más lejos de la realidad. Como analizaba en el artículo anterior lo que necesita un emprendedor para comenzar e iniciar el proceso poco tiene que ver con lo que se imparte en las escuelas de [...]]]></description>
			<content:encoded><![CDATA[<p><img 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alt="" />Algunos consideran que para poner en marcha un negocio, es necesario ser un experto en administración de empresas, y nada más lejos de la realidad. Como analizaba en el artículo anterior lo que necesita un emprendedor para comenzar e iniciar el proceso poco tiene que ver con lo que se imparte en las escuelas de negocios. <span id="more-209"></span><br />
En ese sentido el curso “<em>Cómo crear tu propia empresa</em>” ha ido evolucionando de un curso de gestión empresarial al uso a uno mucho más centrado en lo que precisa un emprendedor para desarrollar una idea y hacerla sostenible en el tiempo.<br />
También el<em> apoyo individual </em>creo que debe ir evolucionando en el mismo sentido, no se trata de hacer un plan de empresa, sino de ayudar a reflexionar sobre la<em><strong> propuesta de valor</strong></em> y cuando ésta quede definida y se considere valiosa, es cuando habrá que estudiar la forma de hacerla realidad a través de un <em><strong>modelo de negocio</strong></em> adecuado.<br />
La forma de conseguir lo anterior normalmente no es posible de entrada, es necesario pasar por un <em>proceso de reflexión, consulta, experimentación</em>,…hasta dar con las fórmulas adecuadas.<br />
Acompañar en este proceso al emprendedor, pienso que es el camino adecuado para que algunas de estas ideas se conviertan en realidades, y cuando digo acompañar me refiero a <strong>reflexionar conjuntamente</strong>, a <strong>aprender con él de los “fracasos”</strong>, a <strong>que el entusiasmo se mantenga</strong>, a<strong> intentar que siga siendo ágil y flexible</strong>, a <strong>que esté dispuesto a seguir cambiando</strong> y no se aferre a unas ideas preconcebidas y sobre todo a<strong> que mantenga una actitud innovadora</strong> que es lo que le va a garantizar la supervivencia.<br />
Creo que ese es el camino para estimular una cultura emprendedora, ser compañeros de viaje de los emprendedores.</p>
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		</item>
		<item>
		<title>aprendiendo a emprender</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2012/01/aprendiendo-a-emprender-3/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2012/01/aprendiendo-a-emprender-3/#comments</comments>
		<pubDate>Fri, 13 Jan 2012 09:16:59 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=205</guid>
		<description><![CDATA[En estas fiestas he leído el libro “Cómo empezaron” de David Lester, en donde relata las historias, sobre todo en sus comienzos, de 18 buenas ideas que se transformaron en grandes empresas y pienso que combinando esas historias con la experiencia del día a día se pueden sacar alguna conclusiones que pueden ser interesantes. 1.- [...]]]></description>
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" alt="" width="377" height="284" />En estas fiestas he leído el libro “Cómo empezaron” de David Lester, en donde relata las historias, sobre todo en sus comienzos, de 18 buenas ideas que se transformaron en grandes empresas y pienso que combinando esas historias con la experiencia del día a día se pueden sacar alguna <strong>conclusiones</strong> que pueden ser interesantes.<span id="more-205"></span><br />
1.- <em><strong>No hay sectores</strong></em> de primera y de segunda, les podemos llamar como queramos: no maduros, de alto valor añadido, con alto contenido tecnológico, estratégicos,…. las grandes empresas analizadas en el libro son de todo tipo de sectores, en todos los sectores se puede ser innovador-emprendedor.<br />
2.- Todas comienzan desde<em><strong> pequeñas</strong></em>, con muy pocos recursos y muy pocas inversiones. Ninguna en sus comienzos dispone de recursos financieros suficientes, después cuando dan el salto a “grandes” es cuando les llegan los recursos abundantes de todas las fuentes posibles.<br />
3.- Comienzo <em><strong>titubeante</strong></em> sin definir el producto y menos el modelo de negocio, aprendiendo y rectificando hasta dar con algo muy valorado por los usuarios. Es un proceso que a veces dura años, hasta dar con la “receta” adecuada. Yo diría que el éxito es la culminación de todos los “fracasos” previos.<br />
4.- No todos conocen el sector, a veces proceden de oficios que no tienen nada que ver, pero para la mayoría es un hobby el proyecto. Todos son <em><strong>entusiastas</strong></em> y no reparan en esfuerzos, ningún fracaso les para.<br />
5.- Todos son <em><strong>innovadores</strong></em> en producto, en marketing,….. les obsesiona la idea de buscar soluciones a problemas de la gente. Todos tienen una actitud innovadora, que la conservan aunque la empresa se haga “grande”.</p>
<p>6.- Todos en un periodo más o menos largo, tienen proyección <em><strong>internacional</strong></em>.<br />
7.- Seguro que ninguna hizo un plan de empresa en sus comienzos, su ventaja era su extrema <em><strong>flexibilidad</strong></em> para ir definiendo su modelo de negocio, su intuición para detectar las<em><strong> necesidades </strong><strong>de sus clientes</strong></em> , su <em><strong>entusiasmo </strong></em>y determinación para no abandonar ante las dificultades.<br />
8.-  Casi siempre es un <em><strong>pequeño equipo</strong></em> de dos personas, a veces una sola.<br />
9.- Ninguna nace bajo la protección de una universidad, centro tecnológico, …., va a tener razón Amar Bhidé cuando afirma que el 71% de las ideas innovadoras proceden de los trabajadores, es decir <em><strong>emprendedores “modestos”</strong></em> y el 21% son fruto de la casualidad. Tampoco en ningún caso se citan los consejos de los consultores, pero casi me los puedo imaginar, así que como no quiero ser mala persona lo dejo a la imaginación de los lectores.</p>
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		</item>
		<item>
		<title>microcréditos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/12/microcreditos-3/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/12/microcreditos-3/#comments</comments>
		<pubDate>Fri, 16 Dec 2011 08:36:45 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=201</guid>
		<description><![CDATA[Una vez más vuelvo sobre el tema de los microcréditos debido a que por enésima vez retrasan la firma de un acuerdo con una entidad financiera en concreto Microbank (Caixa), por motivos que no consigo entender. En el post anterior hablaba de que se trataba de apoyar a los emprendedores no con palabras y declaraciones, [...]]]></description>
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" alt="" /></p>
<p>Una vez más vuelvo sobre el tema de los microcréditos debido a que por enésima vez retrasan la firma de un acuerdo con una entidad financiera en concreto Microbank (Caixa), por motivos que no consigo entender.</p>
<p>En el post anterior hablaba de que se trataba de apoyar a los emprendedores no con palabras y declaraciones, sino con hechos que realmente representen un apoyo para ellos, no tiene sentido seguir haciendo declaraciones en el sentido de que son la base del desarrollo futuro, la forma de salir de la crisis, de crear empleo,… y luego cuando se puede concretar en un apoyo real, nos interese más la foto, la imagen pública, el recorte del déficit,….<span id="more-201"></span></p>
<p>Llevo muchos años en temas de formación y algunos en el tema del asesoramiento y he llegado hace tiempo a la triste conclusión de que a los responsables, hasta niveles muy bajos, no les importa un pimiento ni la formación, ni el emprendizaje, ni los participantes en la formación, ni los emprendedores, normalmente lo que se busca es dar una imagen, una foto, humo en definitiva… a esto me refería cuando hablaba de que una cosa es decir y otra muy diferente apoyar de verdad.</p>
<p>Además algo que también vengo observando desde tiempo atrás es que las instrucciones o directrices europeas sobre el papel las comparto normalmente en todo su contenido, pero a medida que se van traduciendo en las distintas administraciones, cada escalón supone un progresivo deterioro hasta llegar a su aplicación con un sentido casi contrario al inicial, aunque dicen suscribirlas en su totalidad.</p>
<p>El lado positivo es que a pesar de todas las dificultades, las personas siguen emprendiendo y creo que cada vez mejor. El no poder acceder al crédito ha llevado a que muchos emprendedores se planteen alternativas, que van desde el <em><strong>emprendimiento ágil</strong></em>, reduciendo al máximo las necesidades, a buscar fuentes alternativas de financiación. En este sentido quiero indicar que la fórmula de <em><strong>capitalización de las prestaciones por desempleo</strong></em>, es un buen ejemplo de cómo se puede apoyar de verdad a los emprendedores y vuelvo a lo dicho anteriormente, esta norma es a nivel nacional, sin embargo las ayudas autonómicas y de entes locales son manifiestamente mejorables, si queremos lograr el máximo de eficacia.</p>
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		</item>
		<item>
		<title>asesoramiento artesanal</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/12/asesoramiento-artesanal-2/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/12/asesoramiento-artesanal-2/#comments</comments>
		<pubDate>Fri, 02 Dec 2011 09:22:09 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=197</guid>
		<description><![CDATA[¿De verdad queremos ayudar a los emprendedores?, era una pregunta que se hacía un emprendedor en un artículo publicado en el País, el día 20.11.2011, y la pregunta se la hacía desde su propia experiencia como emprendedor al ver los discursos de las distintas administraciones públicas que ensalzan la figura del emprendedor como un héroe [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://comunicacionpoderpunto.blogia.com/upload/20070125025823-60144-114.jpg" alt="" width="225" height="240" /></p>
<p><em><strong>¿De verdad queremos ayudar a los emprendedores?</strong></em>, era una pregunta que se hacía un emprendedor en un artículo publicado en el País, el día 20.11.2011, y la pregunta se la hacía desde su propia experiencia como emprendedor al ver los discursos de las distintas administraciones públicas que ensalzan la figura del emprendedor como un héroe de nuestro tiempo y la realidad que se ha encontrado en su corto proceso de creación de un empresa. En el asesoramiento individual vienen personas que han oído discursos vacíos y que lo primero que hay que hacer es desencantarles y acercarles a la realidad que se van a encontrar.<span id="more-197"></span></p>
<p>Comento este artículo porque la realidad me dice que muchos emprendedores en sus inicios se sienten realmente abandonados y por otro lado los discursos oficiales le están diciendo que son los salvadores del desempleo, de la crisis,…y lo que requieren es <em><strong>alguien que les escuche, que reflexione con ellos sobre su proyecto, que les pregunte,… y que siga estando ahí para cualquier</strong></em> <em><strong>duda que les surja</strong></em>. Yo creo que ese es el verdadero apoyo a los emprendedores y lógicamente esto no se puede hacer desde esquemas donde se tengan soluciones para todo. Muchos profesores que impartimos cursos on-line, nos hacemos una lista de preguntas frecuentes con una respuesta estándar, de tal forma que ante una pregunta tipo, la respuesta solo requiera copiar y pegar, este procedimiento es impensable en el contexto del emprendizaje, no hay respuestas claras y menos estándar.</p>
<p>A las administraciones públicas les pasa lo mismo que a muchos emprendedores, que una cosa es lo que requieren los usuarios y otra muy distinta lo que <strong>piensan ellos</strong> que requieren los usuarios. En la administración hay personas que tal vez con buena voluntad, piensan que con las <em>ayudas</em>, a veces muy mal asignadas, con los <em>discursos</em> y haciendo <em>centros de apoyo</em>, realmente se hace algo por los emprendedores y realmente están totalmente equivocados, es como decía alguien, para resolver el problema de la educación o de la sanidad, no se trata de construir una escuela o un hospital, sino de reformar el sistema en profundidad.</p>
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		</item>
		<item>
		<title>asesoramiento artesanal</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/11/asesoramiento-artesanal/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/11/asesoramiento-artesanal/#comments</comments>
		<pubDate>Fri, 25 Nov 2011 09:15:05 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=193</guid>
		<description><![CDATA[Hace no mucho leía un artículo en el que se buscaba que todos los modelos de negocio fueran escalables, y se presentaba como algo novedoso, cuando de economías de escala se viene hablando desde siempre en los primeros cursos de economía. La idea es tan simple como que si dividimos los costes en fijos (no [...]]]></description>
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" alt="" /></p>
<p>Hace no mucho leía un artículo en el que se buscaba que todos los modelos de negocio fueran escalables, y se presentaba como algo novedoso, cuando de economías de escala se viene hablando desde siempre en los primeros cursos de economía. La idea es tan simple como que si dividimos los costes en <em>fijos</em> (no afectados por el nivel de actividad) y <em>variables</em> (los que varían en función de la actividad) y reducimos estos últimos al mínimo, por tanto operamos con un margen importante (diferencia entre ingresos y costes variables), en el momento que cubramos los costes fijos, los incrementos de actividad conllevan una elevada rentabilidad, por tanto se trata de alcanzar esos elevados niveles de actividad.<span id="more-193"></span></p>
<p>Lo dicho anteriormente refleja de forma simple lo que son las economías de escala, cuando alcanzamos una elevada actividad si distribuimos los costes fijos entre más unidades, el coste unitario es menor, llegando en algunos casos a ser próximo a cero, con lo que lógicamente se consigue que cada nuevo ingreso sea beneficio y por tanto rentabilidades muy altas, como sucede con muchos negocios que tienen su base en Internet.</p>
<p>A partir de ahí el artículo, insistía en que todos los negocios tendrían que ser escalables, incluidos los servicios, aunque en estos lo veía más complicado.</p>
<p>Pensando en las actividades que realizamos desde Emprende, es decir el <em><strong>asesoramiento individual y la formación</strong></em>, me cuesta aceptar que un modelo como el presentado más arriba pueda funcionar. Indudablemente tratamos de llegar a más personas, pero no con el precio que algunos pretenden implantar. Protocolizar el asesoramiento individual no me parece el camino más adecuado para ayudar a los emprendedores, yo reivindico el <em><strong>asesoramiento personalizado y </strong><strong>artesanal</strong></em>, que surge de la relación con el emprendedor, incluso la palabra asesoramiento no me gusta nada, porque es difícil determinar quien aprende más de ese intercambio. Lo mismo digo de la formación, defiendo una <em><strong>formación personalizada y a medida de las necesidades de los usuarios.</strong></em></p>
<p>Tampoco veo aceptable que el único criterio para estos servicios sea el de la <em>rentabilidad</em>, por eso creo que es interesante que convivan los servicios prestados por administraciones públicas y los privados, creo que de esa <strong>convivencia-competencia</strong> resulta el mejor servicio para los usuarios, no me parece bien que solo existan los públicos porque degeneran en mal servicio, prestado de forma ineficiente, ni que solo existan las empresas privadas prestando este tipo de servicios, ya que la rentabilidad no puede ser el único criterio que guíe, ya que también puede degenerar en servicios mal prestados desde el punto de vista del usuario.</p>
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		<title>instalados en la crisis</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/11/instalados-en-la-crisis-2/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/11/instalados-en-la-crisis-2/#comments</comments>
		<pubDate>Fri, 18 Nov 2011 09:24:00 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=189</guid>
		<description><![CDATA[Vuelvo a hablar de un tema que nos preocupa a todos, cuando la prima de riesgo de nuestro país está en niveles preocupantes y cuando estamos en vísperas de unas elecciones con las propuestas de los principales partidos políticos no aportando ninguna solución nueva para paliar los múltiples problemas que está generando la crisis actual. [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://xpresandote.com/wp-content/uploads/2011/03/CRISIS-MUNDIAL.jpg" alt="" width="440" height="335" /></p>
<p>Vuelvo a hablar de un tema que nos preocupa a todos, cuando la prima de riesgo de nuestro país está en niveles preocupantes y cuando estamos en vísperas de unas elecciones con las propuestas de los principales partidos políticos no aportando ninguna solución nueva para paliar los múltiples problemas que está generando la crisis actual.<span id="more-189"></span></p>
<p>El domingo pasado leía en un periódico una entrevista a Richard Koo, economista jefe de un banco de inversión, en la que hacía una comparación entre Japón en 1990 y la situación actual de casi todo el Atlántico Norte. Como sabemos la situación de Japón en 1990 era muy similar a la que vivimos en 2007, con una <em><strong>burbuja inmobiliaria y una fuerte crisis financiera</strong></em>, situación que le ha llevado a Japón a lo que han llamado las <em>dos décadas perdidas</em>. Sin pretender ser alarmista pienso que vamos siguiendo los mismos pasos como muy bien indicaba Koo, al estallar la burbuja, las familias y las empresas quedan cargadas de deudas y por mucho que bajen los tipos de interés la atonía del gasto y de la inversión van a seguir, lo mismo les sucede a los bancos, en vez de conceder crédito tratan de desendeudarse. En esta situación el Estado trata de evitar el parón total de la economía y aplica medidas de estímulo como lo han hecho todos los países y como en su día lo hizo Japón y entonces surge el problema del déficit y de la deuda. Solución al problema anterior, siempre la misma receta: <em>recortes y más recortes</em> y siempre la misma consecuencia recesión profunda, destrucción de empresas, subida del paro, colapso de la banca, reducción de ingresos para el Estado, por tanto más recortes, ….. En esas estamos en la actualidad, sobre todo en Europa y los programas electorales de los principales partidos con soluciones del siglo pasado.</p>
<p>Sería de agradecer que generaran alguna nueva ilusión, pero soluciones nuevas nadie se arriesga a presentar, que a mi modesto entender pasan por favorecer el <strong><em>emprendizaje</em></strong> de forma eficaz, <strong><em>recortar</em></strong> voluntariamente, por un acto de solidaridad en el que participen trabajadores actuales y empresarios,<em><strong> horas de trabajo y salarios,</strong></em> abandonar la obsesión por el crecimiento y <strong><em>obsesionarse por una mejor distribución de la riqueza</em></strong>,…tal vez aceptaríamos mucho mejor todas las medidas, si se hacen desde una postura de solidaridad y <em><strong>a nadie y digo “a nadie” se le permite abusar de su posición de poder.</strong></em></p>
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		<item>
		<title>emprendimiento ágil</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/11/emprendimiento-agil-2/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/11/emprendimiento-agil-2/#comments</comments>
		<pubDate>Fri, 11 Nov 2011 09:03:58 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=186</guid>
		<description><![CDATA[Continuando con el emprendimiento ágil, hay algunas cuestiones que me parecen importantes si no queremos perder esa agilidad, que considero tan necesaria para la buena marcha de los negocios y no sólo en sus inicios, sino que debe continuar aunque el proyecto siga creciendo. Mantenerse ágil cuando se es pequeño es relativamente fácil, pero es [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="data:image/jpg;base64,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" alt="" width="259" height="194" /></p>
<p>Continuando con el <em><strong>emprendimiento ágil</strong></em>, hay algunas cuestiones que me parecen importantes si no queremos perder esa agilidad, que considero tan necesaria para la buena marcha de los negocios y no sólo en sus inicios, sino que debe continuar aunque el proyecto siga creciendo.<span id="more-186"></span></p>
<p>Mantenerse ágil cuando se es <em><strong>pequeño</strong></em> es relativamente fácil, pero es fundamental seguir siendo ágil cuando vayamos creciendo. Muchos negocios que inicialmente tenían esa agilidad, que era clave para su éxito, al ir creciendo generan una pesada estructura que les hace perder esa flexibilidad primera. Por eso es fundamental vigilar y mucho, como crecemos, muchas veces es mejor varios negocios pequeños que mantengan esa agilidad que uno más grande englobando las anteriores actividades.</p>
<p>Otro aspecto a mi juicio muy importante para mantenerse ágil, es reducir al máximo las necesidades financieras y huir de los inversores que sólo buscan una elevada<em><strong> rentabilidad</strong></em>, son objetivos lícitos, pero que en la mayoría de los casos van a entrar en conflicto con los objetivos de permanencia a largo plazo de la empresa. Es preferible recurrir a la financiación ajena que nos va a exigir lo pactado previamente, lo que conlleva un riesgo, pero no vamos a sentir la presión de conseguir una elevada rentabilidad a corto plazo, en detrimento de otros objetivos.</p>
<p>Otro aspecto a mi juicio muy importante para mantener esa agilidad, es mantener un<em><strong> continuo </strong><strong>diálogo con los clientes y los no clientes</strong></em>, para evaluar continuamente nuestra propuesta de valor y nuestro modelo de negocio. Las empresas al crecer y pensar que les ha ido muy bien, entran en un estado de autocomplacencia muy peligroso, ya que puede ser la antesala de una situación de decadencia. El pensar que ya sabemos lo que quieren nuestros clientes, el partir de unas suposiciones dadas por válidas, el pensar que lo que ha funcionado hace cuatro días tiene que seguir siendo válido, …en vez de mantener un continuo diálogo con el exterior, que nos haga reflexionar y cuestionar todo lo que hacemos, puede que nos esté anunciando nuestro final.</p>
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		</item>
		<item>
		<title>Emprendimiento ágil</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/11/emprendimiento-agil/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/11/emprendimiento-agil/#comments</comments>
		<pubDate>Fri, 04 Nov 2011 11:33:12 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=182</guid>
		<description><![CDATA[Últimamente se viene hablando del emprendimiento ágil, como la forma de acometer un proyecto en sus inicios, lo que me parece correcto y el único camino posible en la mayoría de los proyectos que nosotros vemos. Uno de los asuntos que todos hablan es olvidarse de planificar hasta el último detalle o dejar totalmente la [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://www.blogtrw.com/wp-content/uploads/pluma-265x150.jpg" alt="" width="265" height="150" /></p>
<p>Últimamente se viene hablando del <strong>emprendimiento ágil, </strong>como la forma de acometer un proyecto en sus inicios, lo que me parece correcto y el único camino posible en la mayoría de los proyectos que nosotros vemos.<span id="more-182"></span></p>
<p>Uno de los asuntos que todos hablan es olvidarse de <em><strong>planificar</strong></em> hasta el último detalle o dejar totalmente la planificación, yo creo que un plan de negocio es interesante como un proceso de ordenación, reflexión y poco más. Nosotros hemos ido simplificando el plan de negocio hasta dejar el esqueleto de lo más relevante. Por supuesto el disponer de un plan de negocio, solo es el punto de partida para ir experimentando y readaptando su modelo de negocio.</p>
<p>Definir la <strong><em>propuesta de valor</em></strong> es un proceso de prueba error, de tal forma que una vez planteada una propuesta es preciso experimentar y ver si funciona en el sentido de que los clientes la valoran y están dispuestos a pagar por ella, a la vez que vamos aprendiendo y errando, vamos definiendo nuestro modelo de negocio.</p>
<p>Vigilar hasta la obsesión la <em><strong>tesorería</strong></em>, es fundamental en los inicios. Yo suelo decir, cero inversión en inmovilizados, cero inversión en stocks y cero costes fijos, la respuesta que me dicen eso es imposible, entonces les digo si es imposible cero, entonces el mínimo. Esto que parece una tontería nos lleva a analizar las necesidades desde una perspectiva de reducirlas al máximo.</p>
<p>Es una época de errar y aprender, de experimentar e ir ajustando el modelo de negocio, sujeto a revisión siempre, ya que al iniciar un proceso de emprendizaje no podemos ni imaginar cual va a ser la dirección que al final tomemos, por eso lo importante es mantener esa <em><strong>agilidad o flexibilidad</strong></em> para ir definiendo nuestro modelo de negocio.</p>
<p>Todo proceso de emprendizaje conlleva asumir <strong><em>riesgos e innovar</em></strong> y la innovación es un camino en el que encontraremos tropiezos, vuelta atrás, resultados sorpresa, pasos de ciego, sensación de no avanzar, felicitaciones, éxitos, …., pero lo importante es seguir poco a poco y con la agilidad suficiente para desviarse del camino, sin detenerse y con entusiasmo.</p>
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		<item>
		<title>emprendedor</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/10/emprendedor/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/10/emprendedor/#comments</comments>
		<pubDate>Fri, 28 Oct 2011 07:52:45 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=179</guid>
		<description><![CDATA[Alguien en una ocasión, en la que defendía a los emprendedores, me dijo el nombre de un conocido empresario, corrupto, y que no me olvidara que ese también era un emprendedor. Muchas veces se asocia emprendedor con empresario y no por fuerza tiene que ser así, hay muchos emprendedores que ponen en marcha un proyecto [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="data:image/jpg;base64,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" alt="" width="116" height="116" /> Alguien en una ocasión, en la que defendía a los emprendedores, me dijo el nombre de un conocido empresario, corrupto, y que no me olvidara que ese también era un emprendedor. Muchas veces se asocia emprendedor con empresario y no por fuerza tiene que ser así, hay muchos emprendedores que ponen en marcha un proyecto dentro de una organización que se pueden calificar como tales, aunque no arriesguen su dinero.<span id="more-179"></span></p>
<p>Yo creo que <strong><em>emprendedor</em> es aquel que pone en marcha un proyecto innovador arriesgue o no su dinero. </strong>Con esta definición muchos empresarios quedan fuera de esta calificación, así como existen emprendedores que no son empresarios.</p>
<p>En nuestro programa <strong>Emprende</strong>, solo trabajamos con el <em>emprendimiento externo</em>, es decir aquel que supone la puesta en marcha de un negocio, pero en el futuro tampoco descartaría el dedicarnos al<em> emprendimiento interno</em>, es decir a personas que ya tienen un negocio o que trabajan en él y que se plantean o reinventarlo o poner en marcha un proyecto nuevo.</p>
<p>También algunos distinguen dentro de los emprendedores a los llamados <strong>emprendedores sociales,</strong> como es el caso de muchos proyectos encuadrados en la  asociación <strong>Ashoka</strong>, cuyo fundador ha sido recientemente homenajeado con el Príncipe de Asturias, y que realizan una excelente labor social.</p>
<p>La mayoría de los proyectos que atendemos, los presentan personas desempleadas, a veces con serias dificultades para encontrar un empleo por cuenta ajena, que lo único que quieren es realizar una actividad para ganar un sueldo bastante pequeño, aunque para ello tengan que asumir unos riesgos. Por tanto, a todos estos emprendedores los calificaría también como verdaderos <em><strong>emprendedores sociales</strong></em>.</p>
<p>Hecha esta aclaración, me gustaría que socialmente se les valorara en su justa medida a los emprendedores en general, ya que gracias a ellos el mundo cambia y evoluciona hacia situaciones más justas.</p>
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		<title>educación disruptiva</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/10/educacion-disruptiva/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/10/educacion-disruptiva/#comments</comments>
		<pubDate>Fri, 21 Oct 2011 08:11:22 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=175</guid>
		<description><![CDATA[Leyendo la noticia que publicamos el día 14 de Octubre en esta web, en la que Juan Freire entre otros temas muy interesantes, se refiere a como debe ser la formación en  los MBA (Master of Business Administration), así como el vídeo al final de la noticia en el que Eduard Punset entrevista a Curtis [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://www.ilhn.com/blog/wp-content/uploads/2009/06/bulb-disruption.jpg" alt="" width="400" height="300" /></p>
<p>Leyendo la noticia que publicamos el día 14 de Octubre en esta web, en la que <strong>Juan Freire</strong> entre otros temas muy interesantes, se refiere a como debe ser la formación en  los <strong>MBA</strong> (Master of Business Administration), así como el vídeo al final de la noticia en el que <strong>Eduard Punset</strong> entrevista a <strong>Curtis Johnson</strong>, consultor educativo, sobre la <strong><em>educación disruptiva</em></strong>, me dan pie para hablar una vez más del tema de la educación.<span id="more-175"></span></p>
<p>Coincide también con la terminación de un curso <strong>“Cómo crear tu propia empresa”</strong>, en el que participamos todos los que estamos en el proyecto <em><strong>Emprende</strong></em>, además de varios emprendedores que han pasado previamente por el curso o por el proyecto Emprende y han puesto en marcha sus negocios.</p>
<p>He estado analizando las valoraciones que nos han dado del curso, algunas colgadas en el foro, y en general, nos trasmiten una idea de satisfacción por el curso, muy generosa de su parte, sobre todo con los emprendedores que han participado en el curso y por otro lado una sensación de corto, de inacabado, de tener que profundizar más en los temas,… que me parece perfecto, ya que nos está indicando que algo se ha sembrado y que se ha despertado una curiosidad, una inquietud,.. para seguir estudiando, investigando, …</p>
<p>Comparto totalmente la idea de Juan Freire en el sentido de que hay que abandonar el método del “caso”, utilizado como norma en las escuelas de negocios, para pasar a estudiar<em><strong> sus casos reales y </strong><strong>ahora</strong></em>. En el curso trabajamos con sus proyectos y eso hace que teoría (muy poca) y realidad vayan unidas, además terminan con la sensación de que no se ha profundizado ni desarrollado los temas, porque no hay clases magistrales, cuando en realidad se han analizado los temas con suficiencia, eso sí en <strong>equipos</strong> que han trabajado sobre sus propios proyectos. Un participante se lamenta de que no ha existido una evaluación de los proyectos, y quien los puede evaluar a excepción del mercado.</p>
<p>Con Curtis Johnson comparto un deseo que es el de la <strong>educación disruptiva</strong>, en innovación cuando hablamos de innovación disruptiva frente a la incremental, nos estamos refiriendo a una innovación que rompe con el pasado, que cambia las reglas de juego,.. en este mismo sentido como bien explica en el vídeo la educación disruptiva, tiene que suponer una ruptura con el pasado. Explica que se dan muchas circunstancias para que el cambio se produzca, como la posibilidad de acceder al conocimiento a través de Internet, que quita sentido a la educación como trasmisora de conocimiento,…</p>
<p>Dice que imagina un aula, como un departamento de marketing, donde todos trabajan sobre distintos proyectos por equipos, donde se levantan para consultar una determinada cuestión, … dónde el profesor (jefe) ha desaparecido, es uno más que anda animando, provocando el debate, …entre los equipos de trabajo. Me encanta el ejemplo porque a mí me gusta imaginarla de la misma manera y por eso lucho en nuestro curso.</p>
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		<title>el capital financiero</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/10/el-capital-financiero/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/10/el-capital-financiero/#comments</comments>
		<pubDate>Fri, 14 Oct 2011 08:19:08 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=171</guid>
		<description><![CDATA[El capital financiero ha perdido relevancia como factor productivo, sin embargo busca un crecimiento constante de su rentabilidad, utilizando para ello todos les recursos posibles. Detrás de las hipotecas sub-prime, está la búsqueda de una elevada rentabilidad para ese capital financiero, justificada en parte por el elevado riesgo, así como el intento de trasladar ese [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://img.over-blog.com/600x466/1/21/63/43/Fase-27/crisis-financiera.jpg" alt="" width="386" height="300" /></p>
<p>El capital financiero ha perdido relevancia como factor productivo, sin embargo busca un crecimiento constante de su rentabilidad, utilizando para ello todos les recursos posibles.</p>
<p>Detrás de las hipotecas sub-prime, está la búsqueda de una elevada rentabilidad para ese capital financiero, justificada en parte por el elevado riesgo, así como el intento de trasladar ese riesgo a otros participantes en el mercado, con la inestimable colaboración de la agencias de calificación.</p>
<p>La burbuja inmobiliaria también encierra una búsqueda de alta rentabilidad, que poco tiene que ver con una evolución normal del mercado de la vivienda.</p>
<p>Es decir la crisis en la que estamos inmersos tiene un protagonista que no es otro que el capital financiero con sus valedores, a saber sector bancario, fondos de inversión, agencias de calificación, …<span id="more-171"></span></p>
<p>En los comienzos del desarrollo industrial el capital era el factor escaso y se precisaba una acumulación del mismo para actuar como palanca de lanzamiento. Si además esa clase social que acumulaba el capital era emprendedora, se garantizaba la continuidad de ese desarrollo engrasado por la abundancia de capital.</p>
<p>Sin embargo en la actualidad existe una abundancia de capital, ha dejado de ser un factor escaso, a la vez que ha perdido protagonismo como factor relevante en el desarrollo de las regiones.</p>
<p>Además actúa como freno al desarrollo de las empresas, demasiado obsesionadas por los resultados a corto plazo, que garanticen una rentabilidad interesante para los inversores, llevándoles a tomar decisiones que poco tienen que ver con la sostenibilidad de las empresas en el tiempo. Operaciones altamente apalancadas a fin de conseguir altas rentabilidades del capital, sin considerar el riesgo, ponen de manifiesto el conflicto de intereses entre los inversores y lo que una buena gestión debería realizar.</p>
<p>Las últimas actuaciones contra los estados periféricos van en el mismo sentido, también con la colaboración de las agencias de calificación, elevando la prima de riesgo de esos países.</p>
<p><strong><em>Evitar la intermediación financiera</em></strong> como se viene realizando en algunos proyectos empresariales en internet, <em><strong>las empresas sociales</strong></em>, como las concibe M.Yunnus, que no reparten beneficios, <em><strong>la banca ética</strong></em>, <em><strong>los fondos de inversión éticos</strong></em>, .. son caminos que se abren y que pueden dar el último empujón al capital financiero como patrón que regula la economía.</p>
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		<title>Emprender y el paro</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/10/emprender-y-el-paro/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/10/emprender-y-el-paro/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 12:48:53 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=168</guid>
		<description><![CDATA[Estamos nuevamente ante un mal dato en el tema del empleo, el paro registrado ha vuelto a verse incrementado y por otro lado las encuestas apuntan a que es el tema que más preocupa a los ciudadanos. Los políticos como siempre se siguen echando las culpas mutuamente sin aportar nada nuevo. Por otro lado el [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://s01.s3c.es/imag/_v3/ECONOMISTA/Gestion/225x250/emprender-dinero-al-vuelo.jpg" alt="" width="225" height="250" /></p>
<p>Estamos nuevamente ante un mal dato en el tema del empleo, el <strong>paro</strong> registrado ha vuelto a verse incrementado y por otro lado las encuestas apuntan a que es el tema que más preocupa a los ciudadanos. Los políticos como siempre se siguen echando las culpas mutuamente sin aportar nada nuevo. Por otro lado el futuro en términos de crecimiento y empleo no es muy optimista, es difícil imaginar en el horizonte tasas de crecimiento del P.I.B. que supongan creación de empleo ni en el mejor de los escenarios.<span id="more-168"></span></p>
<p>Las medidas de estímulo que pueda aplicar el Sector Público como ayudas a la contratación, … no van a continuar por los problemas del déficit público, además de considerarlas totalmente ineficaces para el fin que fueron creadas.</p>
<p>La llamada flexibilidad del mercado laboral, tampoco creo que aunque se incremente, vaya a generar empleo o vaya a contribuir a la estabilidad en los empleos actuales.</p>
<p>Llegado a este punto y si descartamos la posibilidad de que el crecimiento del PIB, contribuya a la creación de puestos de trabajo, solo existen a mi entender dos caminos, uno bastante complejo y que exigiría un esfuerzo solidario de toda la sociedad, por tanto bastante difícil de llevar a efecto, como sería el ya repetido reparto del trabajo, reduciendo jornada y salario a los que trabajamos en la actualidad.</p>
<p>El otro tiene que ver con el <em><strong>emprendizaje</strong></em>. Yo creo que las personas por naturaleza somos creativos y más en situaciones de necesidad, ya pocas personas pueden pensar que trabajar por cuenta ajena con un contrato indefinido implica estabilidad en el empleo, por tanto el poner en marcha un negocio propio, solo o con otros posibles socios, si el negocio se plantea y se sigue adecuadamente puede reportar mayor seguridad y estabilidad que el trabajar por cuenta ajena.</p>
<p>El favorecer el emprendizaje por parte de la Administración facilitando trámites y acortando plazos, está bien, pero no lo considero lo más relevante ni mucho menos.</p>
<p>El hecho de que socialmente esté bien visto y valorado, que muchos padres hablen con sus hijos del tema,… es mucho más importante. A esa buena valoración social, si se resuelven a mi entender los dos principales problemas a los que se enfrenta un emprendedor, estaremos dando pasos en el sentido correcto.</p>
<p>A mi juicio los dos problemas fundamentales a los que se enfrentan los emprendedores son: 1)<strong> la</strong> <strong>financiación</strong>: una financiación ajustada en coste y que no requiera garantías patrimoniales  y  2) <strong>apoyo en la definición del modelo de negocio</strong> para que sea sostenible en el tiempo. En estos temas, sí le podemos exigir a la Administración una mayor implicación y compromiso</p>
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		<item>
		<title>Aprendiendo sobre emprender</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/09/aprendiendo-sobre-emprender/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/09/aprendiendo-sobre-emprender/#comments</comments>
		<pubDate>Fri, 30 Sep 2011 08:14:08 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=165</guid>
		<description><![CDATA[Este fin de semana, leía en el suplemento de un periódico, que “el número de emprendedores españoles es relativamente alto, pero están asociados al sector de la construcción o poniendo bares, así no vamos a ser competitivos en el mercado internacional”. Este comentario me parece que encierra un cierto desprecio hacia determinados sectores de los [...]]]></description>
			<content:encoded><![CDATA[<p><img id="il_fi" src="http://m1.paperblog.com/i/8/80229/emprender-pa-na-es-tonteria-L-3.jpeg" alt="" width="245" height="333" /></p>
<p>Este fin de semana, leía en el suplemento de un periódico, que “el  número de emprendedores españoles es relativamente alto, pero están  asociados al sector de la construcción o poniendo bares, así no vamos a  ser competitivos en el mercado internacional”.</p>
<p>Este comentario me  parece que encierra un cierto desprecio hacia determinados sectores de  los llamados maduros y por otro lado apunta a que si no nos focalizamos  en sectores tecnológicos, no vamos ser competitivos internacionalmente.</p>
<p>Me considero un defensor de los proyectos “<strong>modestos</strong>”, sin despreciar ninguna idea.</p>
<p>Creo  que un asesor tiene que tener la suficiente humildad para aceptar que  no tiene ni idea, de hasta donde puede llegar una<em><strong> idea</strong></em>.<span id="more-165"></span></p>
<p>Creo que además  hay que estar abierto a nuevas ideas e ir aprendiendo día a día un poco  más. Todos los proyectos es deseable que tengan una proyección  internacional, pero es difícil que en sus comienzos lo hagan, hasta no  haberse consolidado a nivel local, en muchos casos.</p>
<p>Yo creo que los que nos  dedicamos al asesoramiento individual nuestra labor es ayudar a  reflexionar sobre su proyecto al equipo promotor, para de forma conjunta  mejorar su modelo de negocio.</p>
<p>En el libro “Innovación abierta”  de Henry W. Chesbrough, describe el ejemplo de la fotocopiadora “Xerox  914”  y de cómo muchos especialistas y asesores consideraron que el  modelo de negocio propuesto no tenía ningún futuro.</p>
<p>Otro aspecto  del comentario, encierra a mi juicio un grave error, que se da con mucha  frecuencia y es considerar que solo sectores como la biotecnología, la  nanotecnología, …tienen futuro y que sectores tradicionales como el  agroalimentario, turismo, comercio…, son ignorados, cuando son sectores,  estos últimos, con un gran potencial de crecimiento, se reinventan  continuamente y son los pilares del desarrollo de muchas regiones. Está  bien que se estimulen los sectores nuevos, pero sin olvidar los llamados  “maduros”,  aunque comparto la afirmación que alguien hacía de que <em>no  existen sectores maduros sino directivos maduros.</em></p>
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		</item>
		<item>
		<title>instalados en la crisis</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/09/instalados-en-la-crisis/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/09/instalados-en-la-crisis/#comments</comments>
		<pubDate>Fri, 16 Sep 2011 07:12:10 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=161</guid>
		<description><![CDATA[Con el reciente tercer aniversario de la caída de Lehman Brothers ha habido muchas referencias a la evolución de la crisis en la que estamos inmersos, además de un notable desánimo generalizado, ya que los que aparecieron como responsables de la crisis, después de ser salvados con fondos públicos, siguen presionando, controlando y dirigiendo los [...]]]></description>
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alt="" width="140" height="140" /> Con el reciente tercer aniversario de la caída de Lehman Brothers ha habido muchas referencias a la evolución de la crisis en la que estamos inmersos, además de un notable desánimo generalizado, ya que los que aparecieron como responsables de la crisis, después de ser salvados con fondos públicos, siguen presionando, controlando y dirigiendo los acontecimientos. ¿Dónde quedaron aquellas promesas de una mayor regulación y control de los sistemas financieros?.<span id="more-161"></span></p>
<p>Los que esperaban un cambio en profundidad de las sociedades y de los valores imperantes, también sienten una cierta decepción. Los que detectaban el poder,  siguen haciéndolo y no solo no han caído, sino que parece que han salido reforzados y que todos debemos sucumbir a sus continuos chantajes.</p>
<p>No obstante, creo que se han producido cambios importantes, sobre todo en la conciencia de muchas personas, que cada vez serán más, para las que el consumismo, el crecer por crecer, la destrucción del medio ambiente, la distribución desigual de la riqueza, la subordinación al capital financiero y otras muchas cuestiones van a ser criticadas y no van a ser aceptadas.</p>
<p>Para terminar quiero hacerlo con una reflexión de Gandhi<em> “Hay suficiente en la tierra para las necesidades de todos, pero no hay suficiente para satisfacer la avaricia de todos”</em></p>
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		<title>crisis a la japonesa</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/09/crisis-a-la-japonesa/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/09/crisis-a-la-japonesa/#comments</comments>
		<pubDate>Fri, 09 Sep 2011 07:38:01 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=158</guid>
		<description><![CDATA[Seguimos instalados al final del verano en una crisis aguda, que a fuerza de permanecer, se va a instalar y terminaremos considerándola el estado normal de las cosas. Algunos dicen que es una crisis a la japonesa.Al principio de la década de los noventa se habló mucho de la crisis en Japón, y se consideró [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQ2iVoz62FgUbyhk1t-c9PELHqTFjw1Sip1dA2bRriOSLDkDtibLA" alt="" width="225" height="225" /></p>
<p>Seguimos instalados al final del verano en una crisis aguda, que a fuerza de permanecer, se va a instalar y terminaremos considerándola el estado normal de las cosas. Algunos dicen que es una crisis a la japonesa.<span id="more-158"></span>Al principio de la década de los noventa se habló mucho de la crisis en Japón, y se consideró que había sido provocada por el bloqueo del sistema financiero y por la burbuja inmobiliaria. ¿Os recuerda algo?. Luego en los medios se olvidaron del tema, aunque las tasas de crecimiento del PIB en Japón seguían próximas a cero y la situación económica no mejorara. Después se comenzó a hablar de la década perdida (los 90) y ahora se habla de los 20 años perdidos por la economía japonesa.</p>
<p>Hace algún tiempo un emprendedor de un país de los llamados del Tercer Mundo, me decía ¿qué crisis?, para  crisis la que vive mi país desde siempre y sigue.</p>
<p>Con lo que digo anteriormente no quiero caer en el pesimismo, ya que pienso que las crisis también nos traen profundos cambios y que son una oportunidad única para mejorar las cosas, pero también creo que no es una crisis cíclica, sino mucho más profunda y que va a afectar a todos los países desarrollados pricipalmente y durante un largo período.</p>
<p>Los que piensen que hacer negocios en el futuro va a ser igual que en el pasado, creo, que como empresarios tiene los días contados.</p>
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		</item>
		<item>
		<title>pequeños cambios</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/06/pequenos-cambios/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/06/pequenos-cambios/#comments</comments>
		<pubDate>Thu, 30 Jun 2011 09:07:45 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=154</guid>
		<description><![CDATA[Cuando estudiaba Económicas en la Universidad de Barcelona, de esto hace ya muchísimos años, pensaba que las asignaturas que más nos iban a enseñar como funcionaba esto de la economía, iban a ser, por un lado la Teoría Económica y más concretamente la Macroeconomía y por otro la Política Económica que sería la que debería [...]]]></description>
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" alt="" /></p>
<p>Cuando estudiaba Económicas en la Universidad de Barcelona, de esto hace ya muchísimos años, pensaba que las asignaturas que más nos iban a enseñar como funcionaba esto de la economía, iban a ser, por un lado la Teoría Económica y más concretamente la Macroeconomía y por otro la Política Económica que sería la que debería aportar las soluciones a los problemas planteados por la teoría.</p>
<p>Después uno ha ido comprobando las enormes lagunas que presenta la teoría para explicarnos la realidad, que lo más que consigue es una ligera aproximación, muy lejana, a esa realidad. También he ido viendo que la política económica, por muy hábiles que sean los encargados de aplicarla, es incapaz de resolver los problemas económicos, realmente importantes como son <strong>la pobreza</strong>, <strong>el</strong> <strong>paro </strong>o<strong> las extremas desigualdades</strong> del mundo que habitamos.</p>
<p>Cuento todo lo anterior, no con un espíritu derrotista, sino todo lo contrario, pienso que las soluciones tienen que partir <em>desde abajo</em>, tienen que ser <em>pequeñas y humildes</em>, <em>diferentes</em>, <em>imaginativas</em>, fruto de <em>la solidaridad y la cooperación</em>,… en estas condiciones los pequeños cambios tienen el poder de cambiarlo todo.</p>
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		</item>
		<item>
		<title>el poder está en el talento</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/06/el-poder-esta-en-el-talento/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/06/el-poder-esta-en-el-talento/#comments</comments>
		<pubDate>Fri, 24 Jun 2011 10:11:48 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=149</guid>
		<description><![CDATA[En el mundo de la empresa se habla de capital humano, capital estructural y capital relacional, como la clasificación más comúnmente aceptada, algunos incluyen también capital emprendedor, social … El capital humano es el que las personas poseen y siempre les acompaña. El capital estructural es el que queda una vez abandonan las personas la [...]]]></description>
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" alt="" /></p>
<p>En el mundo de la empresa se habla de capital humano, capital estructural y capital relacional, como la clasificación más comúnmente aceptada, algunos incluyen también capital emprendedor, social …</p>
<p>El <em>capital humano</em> es el que las personas poseen y siempre les acompaña. El <em>capital</em> <em>estructural</em> es el que queda una vez abandonan las personas la organización, como son los procedimientos de trabajo, las patentes, … es decir en muchas organizaciones poca cosa y de escaso valor. El <em>capital relacional</em>, hace referencia a la cartera de clientes, las alianzas con otras organizaciones, la relaciones con proveedores, …, pero principalmente las relaciones con clientes que son muy volátiles, si nuestra propuesta les deja de interesar, saltan del barco lo antes que pueden..<span id="more-149"></span></p>
<p>Por lo comentado arriba, podemos deducir que en la mayoría de los casos el principal y a veces casi el único intangible de las organizaciones es el <strong><em>capital humano</em></strong>, por lo que el poder informal se traslada a las personas con talento. Las organizaciones se vuelven totalmente dependientes de las personas con talento, por eso les preocupan temas como: ¿Cómo reconocerlo? ¿cómo reflejarlo? ¿cómo controlarlo? ¿cómo atraerlo? ¿cómo retenerlo?, son temas que preocupan especialmente a aquellas organizaciones de la era del conocimiento.</p>
<p>Por todo ello, hoy día, hay cuestiones que despiertan un interés especial, como, por qué algunas personas son creativas y otras no, cual es su ADN, con el fin de que podamos disponer a través de un proceso formativo o de otra naturaleza, de personas transformadas con talento, lo cual no parece fácil de realizar.</p>
<p>O tal vez, si consideramos que los equipos son los realmente innovadores, más que las personas individuales, se piensa que con potenciar la creación de equipos y mejoras organizativas, se puede trasladar el poder al grupo, equipo,.., pero se olvidan que detrás hay personas individuales que <strong><em>colaboran si quieren</em>, <em>hasta donde quieren,  cuando quieren</em></strong>,.. y conscientes de su poder, son ellos quienes deciden , aunque a los que detectan el poder formal en las organizaciones, sea un tema que les ponga bastante nerviosos.</p>
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		<title>&#8220;la estrategia del océano azul&#8221;</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/06/la-estrategia-del-oceano-azul/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/06/la-estrategia-del-oceano-azul/#comments</comments>
		<pubDate>Fri, 17 Jun 2011 08:17:17 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=145</guid>
		<description><![CDATA[Últimamente he releído el libro “La estrategia del océano azul” de W.Chan Kim y Renée Mauborgne y cada vez que releo alguna de sus partes descubro cosas interesantes. Me parece un libro sabio y que debería estar en la cabecera de todos los emprendedores. Es un libro que hace un análisis muy interesante de la [...]]]></description>
			<content:encoded><![CDATA[<p><img id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcRTumFjNwOKg_4-zVPUJKCBOMAIaKfAxgbNMXtEQj3Xu_SAcmzi7w" alt="" width="259" height="194" /></p>
<p>Últimamente he releído el libro <em><strong>“La estrategia del océano azul”</strong></em> de W.Chan Kim y Renée Mauborgne y cada vez que releo alguna de sus partes descubro cosas interesantes. Me parece un libro sabio y que debería estar en la cabecera de todos los emprendedores.<span id="more-145"></span></p>
<p>Es un libro que hace un análisis muy interesante de la estrategia. Cuando la competencia es muy dura, nos invita a la búsqueda de esos océanos azules, bolsas de demanda potencial, que hacen irrelevante la competencia. En nuestra sociedad nos encontramos con mercados completamente saturados, donde se nos presentan productos y servicios que son más de lo mismo, que de la misma forma que aparecen, en breve vuelven a desaparecer. La estrategia que nos plantea el libro es que cuando se den estas circunstancias, es preciso buscar nuevas ideas que representen una <strong>innovación en valor</strong>.</p>
<p>Otros autores han hablado de estos temas, pero este libro nos suministra una serie de herramientas, para ayudarnos en la búsqueda de esos océanos azules, con una<em> sencillez</em>, <em>rigor y claridad </em>que son de agradecer.</p>
<p>Yo este verano lo volveré a leer una vez más, ya que la actitud que debemos tener es la continua reflexión de nuestro modelo de negocio y el libro citado nos puede resultar de gran ayuda.</p>
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		<title>formación a lo largo de la vida</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/06/formacion-a-lo-largo-de-la-vida/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/06/formacion-a-lo-largo-de-la-vida/#comments</comments>
		<pubDate>Fri, 10 Jun 2011 07:59:17 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=142</guid>
		<description><![CDATA[Hemos acabado un curso y deberíamos decir, hemos iniciado un proceso de aprendizaje, en el que me incluyo, de cómo gestionar un negocio, para lo que no existen recetas mágicas sino esfuerzo y reflexión continua. Un tema que me preocupa, es que realizamos cursos, jornadas, congresos,… terminamos, como mucho pensamos un par de días sobre [...]]]></description>
			<content:encoded><![CDATA[<p>Hemos acabado un curso y deberíamos decir, hemos iniciado un proceso de aprendizaje, en el que me incluyo, de cómo gestionar un negocio, para lo que no existen recetas mágicas sino esfuerzo y reflexión continua. Un tema que me preocupa, es que realizamos cursos, jornadas, congresos,… terminamos, como mucho pensamos un par de días sobre lo allí tratado y olvidamos. <span id="more-142"></span></p>
<p>Algunos centro formativos intentan mantener vivos los contactos celebrando aniversarios y cosas por el estilo, pero a mí me gustaría ir más allá y partiendo de la chispa, que ha podido representar el evento, para despertar el interés por uno o varios temas relacionados con la gestión empresarial, que el curso, jornada,… tuvieran una prolongación en el tiempo. Si además hacemos realidad nuestra idea y ponemos en marcha un proyecto empresarial, pienso que es necesario continuar reflexionando sobre la forma de llevarlo adecuadamente. Nosotros hemos pensado en hacerlo a través de web<em><strong> i-emprende</strong></em> y en concreto a través de los <strong>foros</strong> de debate, que organizamos por temas de interés y así poder continuar con el aprendizaje de forma ininterrumpida, es decir eso que nos dicen desde Europa que la formación  debe ser permanente, a lo largo de toda la vida y que la realidad se encarga de demostrarlo día a día, todos conocemos personas con amplia formación universitaria totalmente al margen de la realidad y del conocimiento actual.</p>
<p>Por eso os animo a todos los que habéis pasado por el proyecto Emprende, cursos o talleres y a todos en general, que os interesen estos temas, a participar, es la mejor forma de aportar y recibir conocimiento a través de la reflexión y el debate continuo.</p>
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		<title>el equipo promotor</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/06/el-equipo-promotor/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/06/el-equipo-promotor/#comments</comments>
		<pubDate>Fri, 03 Jun 2011 07:38:10 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=138</guid>
		<description><![CDATA[Últimamente estoy viendo bastantes proyectos que presentan nuevos modelos de negocio basados en una innovación en valor tanto para el cliente como para la empresa, que si al final llegan a ponerse en marcha pueden tener un futuro muy prometedor. En todos los proyectos que ido viendo a lo largo de mi vida, he comprobado [...]]]></description>
			<content:encoded><![CDATA[<p>Últimamente estoy viendo bastantes proyectos que presentan nuevos modelos de negocio basados en una <em>innovación en valor</em> tanto para el cliente como para la empresa, que si al final llegan a ponerse en marcha pueden tener un futuro muy prometedor.</p>
<p>En todos los proyectos que ido viendo a lo largo de mi vida, he comprobado la importancia del optimismo y del <strong>entusiasmo</strong> contagioso del equipo o persona promotora. Entusiasmo que va más allá de creer en la idea, va hasta el punto de dedicarle todos los esfuerzos y talentos que uno sea capaz de aportar y de comunicarlo contagiando ese mismo entusiasmo a los interlocutores.<span id="more-138"></span></p>
<p>Esta es la gran diferencia con hacer correctamente un trabajo, con “cumplir”, que decimos, cuando algo hacemos porque lo tenemos que hacer, es mi obligación, o tengo que ganar dinero para poder vivir, en esos casos lo que aportamos es la mera transmisión de conocimientos adquiridos en el pasado y que esperamos resuelvan los problemas actuales, simplemente ante problemas aplicamos recetas que son más de lo mismo esperando una respuesta que no siempre se produce.</p>
<p>Ahora bien cuando aplicamos el entusiasmo a la resolución de los problemas, se desata nuestra imaginación y los talentos que todos poseemos y que parecían dormidos empiezan a funcionar. Yo he visto personas trabajando por cuenta ajena que hacían correctamente el trabajo o por lo menos respondían a lo que de él se esperaba, pasar a ponerse en marcha en un proyecto personal económico o social y transformarse completamente, y todos esos talentos que antes dormían despertarse.</p>
<p>Esas ideas además es necesario comunicarlas, por eso en la mayoría de los proyectos nos encontramos por lo menos con dos personas y un equipo con entusiasmo es imparable.</p>
<p>Creo profundamente en los talentos de las personas, por eso creo que tanto el asesoramiento individual como los cursos que impartimos tienen que ser un lugar de encuentro para que los talentos individuales sean estimulados y poco más, el resto lo realizarán ellos correctamente.</p>
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		<title>emprendiendo</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/05/emprendiendo/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/05/emprendiendo/#comments</comments>
		<pubDate>Fri, 27 May 2011 08:21:35 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=135</guid>
		<description><![CDATA[He reflexionado muchas veces sobre una idea de M.Yunus, en la que afirma que si a una persona pobre, le proporcionas recursos financieros, microcréditos, su necesidad impulsará su ingenio para la búsqueda de una salida de la pobreza. Él por supuesto conoce el problema de la pobreza como pocos y no seré yo quien ponga [...]]]></description>
			<content:encoded><![CDATA[<p>He reflexionado muchas veces sobre una idea de M.Yunus, en la que afirma que si a una persona pobre, le proporcionas recursos financieros, microcréditos, su necesidad impulsará su ingenio para la búsqueda de una salida de la pobreza. Él por supuesto conoce el problema de la pobreza como pocos y no seré yo quien ponga en duda lo que él afirma, pero mi reflexión va en el sentido de que tal vez le permita una salida temporal de la pobreza, ¿pero la salida es sin retorno?.</p>
<p>Es un tema que nos preocupa especialmente a los que nos dedicamos al asesoramiento en temas de emprendizaje, es decir la <strong>sostenibilidad</strong> del proyecto y nos llena de satisfacción ver proyectos antiguos que continúan en el presente a pesar de crisis y otras circunstancias adversas.<span id="more-135"></span></p>
<p>Todos sabemos que las empresas como las personas no son eternas, pero sí que buscamos que tengan una larga vida, para ello normalmente es preciso <strong><em>reinventarse</em></strong> bastantes veces y a pesar de todo acaban, tal vez sea consecuencia de la destrucción creativa como decía Shumpeter.</p>
<p>Volviendo al punto inicial creo que aquellos emprendedores, que bien por intuición o fruto normalmente de un proceso de profunda reflexión consiguen dar con el modelo de negocio adecuado, presentando a sus clientes una <strong>oferta innovadora y valiosa</strong>, tienen muchos boletos para salir adelante. Ese proceso de reflexión cuando es compartido, analizado y valorado por más personas tiende a enriquecerse. Por eso creo que es útil un período de formación-reflexión para madurar el proyecto. Creo que si continuamos con esa actitud para futuras reinvenciones, habremos encontrado el camino de la sostenibilidad.</p>
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		<title>no nos enteramos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/05/no-nos-enteramos/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/05/no-nos-enteramos/#comments</comments>
		<pubDate>Fri, 20 May 2011 07:45:56 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=130</guid>
		<description><![CDATA[Asistimos estos días a lo que se ha llamado movimiento del 15 M, y escuchar las referencias que hacen al mismo la mayoría de nuestros políticos, periodistas, …buscando una ideología, unos líderes, una mano negra, etc., me dejan perplejo por lo desconocida que les resulta una parte importante de nuestra realidad, viven en una burbuja [...]]]></description>
			<content:encoded><![CDATA[<p>Asistimos estos días a lo que se ha llamado movimiento del 15 M, y escuchar las referencias que hacen al mismo la mayoría de nuestros <em>políticos</em>, <em>periodistas</em>, …buscando una ideología, unos líderes, una mano negra, etc., me dejan perplejo por lo desconocida que les resulta una parte importante de nuestra realidad, viven en una burbuja de alabanzas y celebraciones, que les lleva a ignorar esa otra realidad.<span id="more-130"></span></p>
<p>Es la misma ignorancia que percibo en las <em>Administraciones Públicas</em>, cuanto más elevado es el cargo mayor es el desconocimiento de esa realidad, pero es que los que están en contacto con la realidad por su trabajo, también la desconocen escudándose en normas, procedimientos, expedientes,…</p>
<p>Si lo traslado a mi terreno, en lo referente a la <em>formación</em> ocurre exactamente lo mismo, pensamos que todos conducen por la autopista en la dirección contraria y venimos con estudios, propuestas y reformas que no tienen ninguna sintonía con las necesidades de nuestra sociedad, aunque procedan de personas que se han dedicado a la formación, en algunos casos durante muchos años, pero no se ha enterado de nada. Pero de este tema hablaré otro día.</p>
<p>En lo referente al <em>asesoramiento individual</em> a emprendedores, también he presenciado el mismo problema, incluso en las personas que están en primera línea, con una actitud del que todo lo sabe y decide asesorar a otros desde su pedestal.</p>
<p>En todos los casos he observado que el problema es el mismo <strong>la arrogancia</strong> y <strong>la prepotencia </strong>para intentar ocultar la total<strong> ignorancia</strong>, y logrando que cualquier aprendizaje resulte imposible.</p>
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		<title>Aprendiendo a emprender</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/05/aprendiendo-a-emprender-2/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/05/aprendiendo-a-emprender-2/#comments</comments>
		<pubDate>Fri, 13 May 2011 08:16:44 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=127</guid>
		<description><![CDATA[Vamos a iniciar en breve un nuevo curso de “Cómo crear tu propia empresa”, es un curso que pretende que todas las personas que piensen en desarrollar un proyecto empresarial, dispongan de los conocimientos necesarios para llevarlo a efecto. Desde el principio hemos sido conscientes de que este es nuestro objetivo, independiente del nivel de [...]]]></description>
			<content:encoded><![CDATA[<p>Vamos a iniciar en breve un nuevo curso de “<strong><em>Cómo crear tu propia empresa</em></strong>”, es un curso que pretende que todas las personas que piensen en desarrollar un proyecto empresarial, dispongan de los conocimientos necesarios para llevarlo a efecto. Desde el principio hemos sido conscientes de que este es nuestro objetivo, independiente del nivel de partida de los participantes en temas de gestión empresarial.</p>
<p>Cada curso que hemos venido realizando en los últimos años lo hemos ido modificando en aquello que nos parecía mejorable, pero este que vamos a iniciar el próximo miércoles lo hemos transformado de forma radical.<span id="more-127"></span></p>
<p>Hemos partido en su diseño de las <strong>propias experiencias de los asistentes</strong>, así que va a ser un curso mucho más abierto, queremos que aquellos que ya tengan ideas de negocio, si así lo desean lo pongan en conocimiento de un pequeño grupo de trabajo y sobre esa idea el grupo elabore un modelo de negocio, pensamos que podemos crear una<strong> cultura de colaboración</strong> además de aprender todos, docentes incluidos, y que ese aprendizaje tenga una proyección<strong> práctica</strong>. Creemos que es dar un paso más adelante en la formación práctica, y aunque sigamos utilizando simuladores, creemos que la realidad es mucho más rica. También contaremos con otros <strong>emprendedores</strong> que han pasado por el proyecto <strong><em>Emprende</em></strong>, buscando una mayor implicación en el curso, ya que su propio proyecto pueda ser objeto de análisis por los participantes.</p>
<p>Queremos además que la formación no se limite al tiempo en el que realizamos sesiones presenciales, sino que tenga una continuación a través de los distintos <strong>foros</strong> en que los participantes puedan estar interesados.</p>
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		<item>
		<title>Desempleo</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/05/desempleo/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/05/desempleo/#comments</comments>
		<pubDate>Fri, 06 May 2011 08:01:05 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=122</guid>
		<description><![CDATA[Una noticia que nos ha golpeado de nuevo, ha sido las cifras de paro correspondientes al primer trimestre de 2011, emitidas por la EPA. Pensar que como ha ocurrido en ocasiones anteriores, el sector de la construcción va a tirar del carro de la economía y el empleo o lo van hacer otros sectores tradicionales, [...]]]></description>
			<content:encoded><![CDATA[<p>Una noticia que nos ha golpeado de nuevo, ha sido las cifras de paro correspondientes al primer trimestre de 2011, emitidas por la EPA.</p>
<p>Pensar que como ha ocurrido en ocasiones anteriores, el sector de la construcción va a tirar del carro de la economía y el empleo o lo van hacer otros sectores tradicionales, creo que es muy improbable, por lo menos en el corto plazo, con lo que la solución al problema del paro va para largo si no se toman medidas diferentes a las se vienen tomando hasta ahora.<span id="more-122"></span></p>
<p>Sin duda los estímulos que se han realizado han tenido efectos positivos, pero las limitaciones a continuar con los mismos las marcan los datos de déficit público y los mercados financieros, limitados también por la imposibilidad de devaluar la moneda o salir del euro, lo que acarrearía todavía peores consecuencias.</p>
<p>En esta situación Alemania nos ha dado algunas lecciones para el mantenimiento del empleo, así como muchos que vienen hablando de <strong>compartir el empleo</strong>, al tratarse de un bien escaso. El tema de compartir el empleo, reduciendo horas y salario a los que trabajan en la actualidad y contratando a nuevas personas, sin duda es un tema complejo, y que exige buenas dosis de solidaridad por parte de los que actualmente están trabajando y tienen que renunciar a una parte del salario, y de esfuerzo por parte de las empresas en formación para las nuevas incorporaciones, gestión de personal,…</p>
<p>Esfuerzos y exigencias que por lo menos parcialmente podrían ser compensados por la Administración y que generarían una cultura general de cooperación. Por supuesto no tendría sentido y habría que poner freno a las retribuciones de consejeros y altos directivos, por su carácter insultante e insolidario, vía impuestos o por el método que fuera, si realmente queremos crear esa cultura solidaria entre los que trabajan y los que no lo hacen.</p>
<p>Para muchos no queda otra opción que <strong>emprender</strong>, que poner en marcha un proyecto de autoempleo, dadas las circunstancias actuales. Aquí también pienso que la Administración puede hacer algo; a muchos les retrae los costes fijos que supone la seguridad social de autónomos, lo que conlleva a que algunos opten por la economía sumergida. ¿No sería posible  que la cuota mensual de la Seguridad Social fuera proporcional a los ingresos menos gastos del período, hasta un tope que podría ser la cuota actual?. Sé que no es fácil de aplicar, que traería complicaciones administrativas y de inspección a la Seguridad Social, pero nadie dijo que era fácil de aplicar.</p>
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		<title>Emprendedores sociales</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/04/emprendedores-sociales/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/04/emprendedores-sociales/#comments</comments>
		<pubDate>Fri, 29 Apr 2011 07:39:39 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=118</guid>
		<description><![CDATA[En los últimos años se viene hablando en el mundo de la empresa de la responsabilidad social empresarial (RSE), aunque durante este período de crisis ha quedado en el olvido, parece que de nuevo vuelve, además algunos van más lejos en los objetivos sociales, son los que se vienen llamando emprendedores sociales, proyectos que buscan [...]]]></description>
			<content:encoded><![CDATA[<p><a href="/imgres?imgurl=http://www.innovasocial.com/wp-content/uploads/2009/10/innovasocial_ii-edicion-premio-uem-jovenes-emprendedores-sociales.png&amp;imgrefurl=http://www.innovasocial.com/2009/10/ii-edicion-premio-uem-jovenes-emprendedores-sociales/&amp;usg=__8GdCnfGCHH-lejDDeHYC3w_1zO8=&amp;h=285&amp;w=285&amp;sz=65&amp;hl=es&amp;start=14&amp;zoom=1&amp;tbnid=WEg2yw3F7yGNZM:&amp;tbnh=115&amp;tbnw=115&amp;ei=tGO6TfWuCYur8AO_6fjHAQ&amp;prev=/search%3Fq%3Demprendedor%2Bsocial%26um%3D1%26hl%3Des%26sa%3DN%26tbm%3Disch&amp;um=1&amp;itbs=1"><img src="http://t2.gstatic.com/images?q=tbn:ANd9GcRbl75h3IdxF8pN9Aserz0KsR36ybrlwde9WsFK8VNJb5nkr312wQv6uds" alt="" width="115" height="115" /></a> En los últimos años se viene hablando en el mundo de la empresa de la responsabilidad social empresarial (<strong>RSE</strong>), aunque durante este período de crisis ha quedado en el olvido, parece que de nuevo vuelve, además algunos van más lejos en los objetivos sociales, son los que se vienen llamando <strong>emprendedores sociales</strong>, proyectos que buscan un bien social por encima de los resultados económicos, como M. Yunus plantea en su modelo de empresas sociales donde además del lucro se buscan como prioritarios otros objetivos de carácter social.<span id="more-118"></span></p>
<p>El abanico es muy amplio según tengan prioridad unos objetivos u otros, así desde la empresa que solo considera los beneficios a corto plazo como único objetivo, hasta aquellas entidades o particulares, cuyo único objetivo es un mundo mejor, sin esperar nada a cambio. Todas las fórmulas son útiles y no podemos olvidarnos de ninguna en aras a un puritanismo ideológico. Así la RSE, creo que representa un avance muy importante para la consecución de algunos objetivos sociales. Ya sabemos que muchas empresas utilizan la RSE como una excusa para mejorar su imagen y conseguir incrementar sus ventas, pero algo es más que nada y no se debe infravalorar, aunque en algunas personas genere ciertas contradicciones.</p>
<p>A mí personalmente, los llamados proyectos de autoempleo, me parece que muchos tienen un componente social, ya que en la mayoría de casos proceden del desempleo, y aunque solo sea su puesto de trabajo, ya me parece importante y creo que se debe apoyar y asesorar como cualquier proyecto empresarial, si queremos que permanezcan en el tiempo. También un proyecto empresarial al más viejo estilo, por el hecho de situarse en una zona deprimida económicamente, conlleva unos beneficios sociales importantes, aunque no figuren entre sus objetivos.</p>
<p>Y aunque no siempre, como puede ser en el caso de la RSE, los objetivos económicos parecen estar en contradicción con los sociales, se trata de buscar un equilibrio sacrificando los resultados económicos sobre todo a corto plazo y ampliando hasta donde sea posible los sociales, pero dentro de la sostenibilidad del proyecto. El hecho de hacer viable económicamente un proyecto de esta naturaleza, supone darle una continuidad en el tiempo y no estar a expensas de continuas ayudas, que muchas veces cuando más se necesitan es cuando se cortan, como está ocurriendo en estos momentos de crisis.</p>
<p><em>Lo social y lo económico se mezclan en los proyectos de emprendizaje social, se trata de buscar ese equilibrio con lo máximo de social mientras sea autosostenible en lo económico, sin despreciar cualquier avance que pueda haber en este sentido, en el resto de emprendizajes.</em></p>
<p><a href="/imgres?imgurl=http://www.innovasocial.com/wp-content/uploads/2009/10/innovasocial_ii-edicion-premio-uem-jovenes-emprendedores-sociales.png&amp;imgrefurl=http://www.innovasocial.com/2009/10/ii-edicion-premio-uem-jovenes-emprendedores-sociales/&amp;usg=__8GdCnfGCHH-lejDDeHYC3w_1zO8=&amp;h=285&amp;w=285&amp;sz=65&amp;hl=es&amp;start=14&amp;zoom=1&amp;tbnid=WEg2yw3F7yGNZM:&amp;tbnh=115&amp;tbnw=115&amp;ei=tGO6TfWuCYur8AO_6fjHAQ&amp;prev=/search%3Fq%3Demprendedor%2Bsocial%26um%3D1%26hl%3Des%26sa%3DN%26tbm%3Disch&amp;um=1&amp;itbs=1"><br />
</a></p>
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		<title>Aprendiendo a emprender</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/04/aprendiendo-a-emprender/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/04/aprendiendo-a-emprender/#comments</comments>
		<pubDate>Wed, 20 Apr 2011 10:39:37 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=114</guid>
		<description><![CDATA[Siguiendo con el aprendizaje, comentaba algunas reflexiones sobre el &#8220;qué&#8221; tenemos que aprender indicando: - lo que necesita y solicita la persona interesada &#8211; lo que tenga que ver con su realidad. Sobre el &#8220;cómo&#8221; creo que tiene que ser práctico, breve y participativo Estamos intentando mejorar la formación en emprendizaje basándonos en ideas que [...]]]></description>
			<content:encoded><![CDATA[<p><a href="/imgres?imgurl=http://www.legaltoday.com/files/Image/gestion_despacho/cambio.jpg&amp;imgrefurl=http://www.legaltoday.com/practica-juridica/publico/medio_ambiente&amp;usg=__4-qDOIbcKKchie1r3T7ovQgSpak=&amp;h=188&amp;w=250&amp;sz=38&amp;hl=es&amp;start=44&amp;zoom=1&amp;tbnid=MJhnJ8SPR-bV1M:&amp;tbnh=83&amp;tbnw=111&amp;ei=2KquTeHXO8rwsgaNkozXDA&amp;prev=/images%3Fq%3Dpez%2Bsaltando%26start%3D40%26hl%3Des%26sa%3DN%26gbv%3D2%26tbm%3Disch&amp;itbs=1"><img src="http://t0.gstatic.com/images?q=tbn:ANd9GcSIKh6c6bVNBcR5g4GkhS28zm5376hToafc9M9wzx9OVMSzHO3vPTgY8cc" alt="" width="111" height="83" /></a> Siguiendo con el aprendizaje, comentaba algunas reflexiones sobre el <strong>&#8220;qué&#8221;</strong> tenemos que aprender indicando:</p>
<p>- <em>lo que necesita y solicita la persona interesada</em></p>
<p><em> &#8211; lo que tenga que ver con su realidad.</em></p>
<p>Sobre el <strong>&#8220;cómo&#8221;</strong> creo que tiene que ser <em>práctico, breve y participativo</em></p>
<p>Estamos intentando mejorar la formación en emprendizaje basándonos en ideas que vayan en el sentido indicado anteriormente, combinando una formación <strong>presencial</strong> con una formación <strong>on-line</strong>.<span id="more-114"></span></p>
<p>La formación <strong>presencial</strong> buscamos hacerla <em>práctica</em> a través de simuladores empresariales, <em>participativa</em> tanto de los asistentes como de emprendedores anteriores, así como <em>breve</em>, no superando las 30 h. de presencialidad. También buscamos desarrollar aquellas áreas que consideramos fundamentales para gestionar de forma adecuada un negocio.</p>
<p>Buscamos integrar y darle continuidad a todo esto a través de una formación <strong>on-line</strong>, que seleccionando cada emprendedor los <em>&#8220;temas de interés&#8221;</em> pueda continuar con su formación a lo largo del tiempo. Los <em>&#8220;temas de interés&#8221;</em> pretendemos sean un foro de debate y aprendizaje, con la participación de todos los usuarios de la red <strong>i-emprende.net. </strong>También se va a facilitar que los usuarios abran nuevos foros y por nuestra parte retiraremos aquellos que pierdan interés.</p>
<p>Esta formación<strong> &#8220;on line&#8221;</strong> que pretendemos sea<em> a lo largo de toda la vida</em> del emprendedor, creemos que es fundamental para la sostenibilidad de los proyectos, ya que lo mismo que todo proyecto empresarial necesita estar siempre innovando para reinventarse una y mil veces, si quiere seguir siendo competitivo, las personas es preciso se formen y se reinventen las veces que sea necesario para permanecer en el mercado de trabajo por cuenta propia o ajena.</p>
<p>La formación tiene que ser <strong>libre</strong> y no me refiero a la formación en las aulas, creo que aprendemos practicando y no existe mejor escuela que la realidad. Cuando alguien emprende un negocio, está en condiciones óptimas para aprender practicando, la formación<strong> on-line</strong> abierta, le puede ayudar en ese proceso de aprendizaje-emprendizaje, sobre todo con las aportaciones de otros emprendedores.</p>
<p><a href="/imgres?imgurl=http://www.legaltoday.com/files/Image/gestion_despacho/cambio.jpg&amp;imgrefurl=http://www.legaltoday.com/practica-juridica/publico/medio_ambiente&amp;usg=__4-qDOIbcKKchie1r3T7ovQgSpak=&amp;h=188&amp;w=250&amp;sz=38&amp;hl=es&amp;start=44&amp;zoom=1&amp;tbnid=MJhnJ8SPR-bV1M:&amp;tbnh=83&amp;tbnw=111&amp;ei=2KquTeHXO8rwsgaNkozXDA&amp;prev=/images%3Fq%3Dpez%2Bsaltando%26start%3D40%26hl%3Des%26sa%3DN%26gbv%3D2%26tbm%3Disch&amp;itbs=1"><br />
</a></p>
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		<title>Modelos de negocio</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/04/modelos-de-negocio/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/04/modelos-de-negocio/#comments</comments>
		<pubDate>Fri, 15 Apr 2011 10:49:32 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=109</guid>
		<description><![CDATA[Recientemente ha caído en mis manos el libro &#8220;Generación de modelos de negocio&#8221; de Alexander Osterwalder y Yves Pigneur, escrito en colaboración con un elevado número de colaboradores de diferentes países y que ha resultado ser un excelente libro, de lectura obligada para todos aquellos que quieran comprender los modelos de negocio actuales de mayor [...]]]></description>
			<content:encoded><![CDATA[<p><img src="file:///C:/DOCUME~1/N222970/CONFIG~1/Temp/moz-screenshot-1.png" alt="" />Recientemente ha caído en mis manos el libro &#8220;<strong>Generación de modelos de negocio</strong>&#8221; de Alexander Osterwalder y Yves Pigneur, escrito en colaboración con un elevado número de colaboradores de diferentes países y que ha resultado ser un excelente libro, de lectura obligada para todos aquellos que quieran comprender los modelos de negocio actuales de mayor éxito, así como reflexionar sobre los modelos de negocio propios.<span id="more-109"></span></p>
<p>Pone a disposición del lector una herramienta muy útil como es <em>el lienzo del emprendedor, </em>que de forma visual y global nos permite plasmar nuestro modelo de negocio para analizarlo, modificarlo, mejorarlo, replantearlo, revisarlo, &#8230;.</p>
<p>De igual manera presenta una serie de patrones o modelos de negocio tipo de empresas por todos conocidas, que nos ayudan a entender y diseñar nuestro propio modelo de negocio.</p>
<p>Después trata una serie de temas igualmente importantes como son: el diseño, la estrategia para llevarlo a efecto, &#8230;.</p>
<p>Es un libro que no se puede dejar una vez comenzado, muy ameno y necesario para todo emprendedor o empresario que esté dispuesto a analizar su modelo de negocio.</p>
<p>Para los que estamos acompañando a los emprendedores en su proceso de emprendizaje, entiendo que tiene que ser la cumplimentación de ese <strong><em>lienzo</em></strong> el primer paso antes de pasar a analizar otros aspectos de menor importancia, además de ser la base para la elaboración del plan de negocio.<img src="file:///C:/DOCUME%7E1/N222970/CONFIG%7E1/Temp/moz-screenshot.png" alt="" /></p>
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		<title>Emprende</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/04/emprende/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/04/emprende/#comments</comments>
		<pubDate>Thu, 07 Apr 2011 10:00:34 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=105</guid>
		<description><![CDATA[Por mi trabajo como asesor en procesos de emprendizaje y como profesor de cursos relacionados con el mismo tema, vengo observando en los años de la crisis un cambio de mentalidad hacia el emprendimiento, un cambio que yo valoro como positivo. Se dice que en este país todo el mundo quiere ser funcionario o trabajar [...]]]></description>
			<content:encoded><![CDATA[<p><a href="/imgres?imgurl=http://img.dinero20.com/wp-content/uploads/2010/02/emprender-un-negocio-por-internet.jpg&amp;imgrefurl=http://www.dinero20.com/2010/02/24/autofinanciarse-al-momento-de-emprender/&amp;usg=__E9WM48T3lpv8EC-xLx03pheIrfo=&amp;h=225&amp;w=300&amp;sz=10&amp;hl=es&amp;start=3&amp;zoom=1&amp;tbnid=-FPZUXJaJsh0kM:&amp;tbnh=87&amp;tbnw=116&amp;ei=mIadTYi6G8m0tAaStOGrBA&amp;prev=/images%3Fq%3Demprender%26hl%3Des%26gbv%3D2%26tbm%3Disch&amp;itbs=1"><img src="http://t3.gstatic.com/images?q=tbn:ANd9GcRW8IzuDwpE_jQ4M80eylGM2y-51X7dy8qQoWhQUubccMAkyfjM_U2TgQ" alt="" width="116" height="87" /></a>Por mi trabajo como asesor en procesos de emprendizaje y como profesor de cursos relacionados con el mismo tema, vengo observando en los años de la crisis un cambio de mentalidad hacia el emprendimiento, un cambio que yo valoro como positivo.<span id="more-105"></span> Se dice que en este país todo el mundo quiere ser funcionario o trabajar en un banco o caja, pero creo que esto está cambiando y como dice Yunus: a un pobre dale microcréditos, que él se buscará la vida;  para estimular la creatividad no hay nada como la necesidad. Yo la verdad que a muy pocos funcionarios he conocido con alguna dosis de creatividad, no la necesitan y como dicen algunos autores si no se practica acaba desapareciendo la capacidad.</p>
<p>Yo creo que hemos vivido en una sociedad demasiado cómoda, entre el llamado estado del bienestar y el apoyo familiar, hemos tenido pocos estímulos para agitar la creatividad. En la crisis he visto a muchas personas dispuestas a emprender que antes no se lo habían planteado, lo que precisan es que pongamos a su disposición los conocimientos y recursos necesarios para comenzar, que después ellos mismos se encargarán de que su idea prospere.</p>
<p>Ya sabemos que son emprendedores modestos en la mayoría de los casos, pero contribuyen  al desarrollo de una región y al cambio cultural de nuestra sociedad. Este es el caldo de cultivo de proyectos más ambiciosos que en otro caso no se darían.</p>
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		<title>Indicadores perversos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/03/indicadores-perversos/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/03/indicadores-perversos/#comments</comments>
		<pubDate>Wed, 30 Mar 2011 11:33:38 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=101</guid>
		<description><![CDATA[Algunos indicadores que determinan nuestras actuaciones están viciados, pero a pesar de ello tienen muchos seguidores, aunque a veces no se reconozca públicamente.Estoy pensando en muchos directivos o mandos de organizaciones, que valoran su puesto en función del número de personas que tienen a su cargo y del presupuesto que manejan para cumplir unos determinados [...]]]></description>
			<content:encoded><![CDATA[<p><a href="/imgres?imgurl=http://www.telefonica.net/web2/igrgavilan/images/ilustraciones/indicador.jpg&amp;imgrefurl=http://www.telefonica.net/web2/igrgavilan/numerosazules/mba_na_perversionposventa.htm&amp;usg=__cSvAJiBs0dvKxA_CwRwO6NjWzvA=&amp;h=226&amp;w=340&amp;sz=15&amp;hl=es&amp;start=2&amp;zoom=1&amp;tbnid=ttL4V33Ml2mlIM:&amp;tbnh=79&amp;tbnw=119&amp;ei=LAOTTcz5OIOFswapxsnRBg&amp;prev=/images%3Fq%3Dindicadores%2Bperversos%26hl%3Des%26sa%3DN%26gbv%3D2%26tbm%3Disch&amp;itbs=1"><img src="http://t2.gstatic.com/images?q=tbn:ANd9GcSPKzKmFqrhwMe85qxXlAHzzgYme3mLOfPWYT7LRKIdYxMhKmjPg1vE9eA" alt="" width="119" height="79" /></a> Algunos indicadores que determinan nuestras actuaciones están viciados, pero a pesar de ello tienen muchos seguidores, aunque a veces no se reconozca públicamente.<span id="more-101"></span>Estoy pensando en muchos <strong>directivos</strong> o mandos de organizaciones, que valoran su puesto en función del <em>número de</em> <em>personas que tienen a su cargo y del presupuesto</em> que manejan para cumplir unos determinados objetivos. En vez de valorar su actuación por lo positivo que aporta a su organización: objetivos cumplidos, innovaciones realizadas, &#8230;  se valora por los recursos que consumen o utilizan, cuando estos deberían ser partidas a restar de los objetivos logrados.</p>
<p>Lo mismo veo en <strong>políticos</strong>, cuando hablan por ejemplo del <em>gasto de I+D</em> (investigación y desarrollo), sacando pecho a ver quien es el que ha conseguido un mayor incremento, cuando lo que se debería valorar serían los logros conseguidos con ese gasto, por ejemplo: patentes registradas, &#8230; y como en el caso anterior el gasto sería una partida a restar de los objetivos cumplidos.</p>
<p>También he visto una situación parecida en las Universidades, en las que se valoran las asignaturas y por tanto los<strong> profesores</strong> que las imparten, en función de los <em>contenidos (cantidad y dificultad) y del número de alumnos que suspenden</em>. Dar muchos contenidos, si son difíciles mejor y suspendiendo a muchos alumnos, da prestigio a quien imparte semejante materia. En vez de valorar alumnos que se entusiasman con la asignatura, que se motivan o cuando menos que la aprueban, se valora lo contrario.</p>
<p>Algunos pensarán que son indicadores indirectos y que existe una relación de causalidad entre ambas variables, por ejemplo a mayor gasto de I+D, más innovación, pero no siempre es así, por lo que será mejor medir los resultados.</p>
<p>Si medimos mal, aunque sea en nuestro pensamiento, nuestros esfuerzos irán orientados en la dirección incorrecta.</p>
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		<title>Más sobre el emprendizaje</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/03/mas-sobre-el-emprendizaje/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/03/mas-sobre-el-emprendizaje/#comments</comments>
		<pubDate>Wed, 23 Mar 2011 11:01:48 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=77</guid>
		<description><![CDATA[En unos mercados saturados, de abundancia de oferta o de escasez de demanda, ya que esta no puede crecer de forma ilimitada, como ocurre en todos los países desarrollados, iniciar un negocio de características similares a los ya existentes, ofreciendo más de lo mismo, es bastante improbable que tenga éxito.Si estos emprendedores optan por bajar [...]]]></description>
			<content:encoded><![CDATA[<p><a rel="attachment wp-att-84" href="http://www.i-emprende.net/blogtxema/index.php/2011/03/mas-sobre-el-emprendizaje/naranja/"><img class="alignleft size-full wp-image-84" title="naranja" src="http://www.i-emprende.net/blogtxema/wp-content/uploads/2011/03/naranja.jpg" alt="" width="174" height="95" /></a></p>
<p>En unos mercados saturados, de abundancia de oferta o de escasez de demanda, ya que esta no puede crecer de forma ilimitada, como ocurre en todos los países desarrollados, iniciar un negocio de características similares a los ya existentes, ofreciendo más de lo mismo, es bastante improbable que tenga éxito.<span id="more-77"></span>Si estos emprendedores optan por bajar los precios o realizar promociones, la respuesta de los ya instalados será inmediata y dado que poseen normalmente más recursos además de una cartera de clientes, pueden llevar al cierre al recién llegado. En momentos de escasez de oferta , como ocurre hoy en muchos países de los clasificados como no desarrollados, cualquier negocio que se instale, si conecta con las necesidades de los potenciales clientes, puede tener futuro.</p>
<p>En los mercados de los países desarrollados, solo si se ofrece algo <strong>diferente</strong>, que el potencial cliente lo percibe como más valioso que lo que le ofrecen, puede tener éxito.</p>
<p>Esa diferencia puede estar en los productos, en el local, en la atención al cliente, en los servicios anexos al producto, en los tiempos de espera, &#8230;en lo que sea, pero si el cliente la percibe de forma positiva, estamos dando con la clave del éxito.</p>
<p>Hay muchas cuestiones a considerar en un proceso de emprendizaje, pero esta es la fundamental, dar con un <em><strong>modelo de negocio</strong></em>, que aporte valor al cliente y permita generar a los emprendedores ingresos suficientes para hacer el proyecto sostenible</p>
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		<title>Emprendizaje</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/03/emprendizaje/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/03/emprendizaje/#comments</comments>
		<pubDate>Fri, 18 Mar 2011 08:14:03 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=74</guid>
		<description><![CDATA[Desde que el hombre está sobre la tierra ha sido un emprendedor, le llamemos como queramos llamarle,  lo que ha hecho es buscarse la vida, como todos los demás seres que ocupan el planeta. Por eso creo, que el emprendizaje por necesidad ha sido y es una realidad, que ha veces se ha contrapuesto al [...]]]></description>
			<content:encoded><![CDATA[<p>Desde que el hombre está sobre la tierra ha sido un emprendedor, le llamemos como queramos llamarle,  lo que ha hecho es buscarse la vida, como todos los demás seres que ocupan el planeta. Por eso creo, que el <strong>emprendizaje por necesidad</strong> ha sido y es una realidad, que ha veces se ha contrapuesto al emprendizaje por oportunidad, dándole a este último un mayor mérito frente aquel. <span id="more-74"></span>La realidad es que casi todo proceso de emprendizaje es por necesidad, aunque después se transforme en la búsqueda de una oportunidad. Por eso creo que el factor más relevante para estimular el emprendimiento en una sociedad o en un colectivo, es la <strong>necesidad</strong>.  En el mercado actual cada vez es más complicado encontrar un trabajo por cuenta ajena, por lo que buscarse la vida por uno mismo es una opción que cada vez tiene más adictos. Las campañas de sensibilización tienen un alcance muy limitado, como mucho sirven para dar cierto ánimo a aquellos que ya iban a emprender. Las medidas que toman las distintas administraciones están bien, como son facilitar los trámites de constitución, simplificación de tareas administrativas, beneficios fiscales, apoyo técnico,&#8230;. pero no son nada comparado a la <strong>necesidad.</strong></p>
<p>Esta crisis que nos está tocando vivir, ha hecho por el emprendizaje, tanto interno como externo, más que todas las demás medidas y pienso que es una oportunidad para el cambio de chip, para ser más proactivos, más decididos a convivir con el riesgo, más dinámicos, más creativos, más tolerantes con el fracaso, más innovadores, &#8230;.</p>
<p>Aunque el emprendizaje surja de la necesidad, pienso que es preciso emprender desde la <strong><em>diferenciación,</em></strong> pero de este tema hablaré otro día.</p>
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		<title>Subvenciones</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/03/subvenciones/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/03/subvenciones/#comments</comments>
		<pubDate>Fri, 11 Mar 2011 09:29:29 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=70</guid>
		<description><![CDATA[Las subvenciones cuando encajan con algún proyecto de emprendizaje que estamos asesorando, nos alegran, ya que sin duda contribuyen a aligerar la carga de los primeros años de creación de una empresa, que siempre son muy duros. No obstante, sobre todo algunas subvenciones, no siempre son eficientes ni se destinan a los mejores proyectos.En concreto, [...]]]></description>
			<content:encoded><![CDATA[<p><a id="thumbnail" href="http://a4.sphotos.ak.fbcdn.net/hphotos-ak-ash1/167140_193375000688254_154539007905187_690833_2278398_n.jpg"><img src="http://t2.gstatic.com/images?q=tbn:ANd9GcTwGB_02OpnRzG0gIJHZR1DjkpT_bLEImnHp-YY6iLJK_cDXRlItWt6P_l4" alt="Ver imagen en tamaño completo" width="133" height="66" /></a>Las subvenciones cuando encajan con algún proyecto de emprendizaje que estamos asesorando, nos alegran, ya que sin duda contribuyen a aligerar la carga de los primeros años de creación de una empresa, que siempre son muy duros.</p>
<p>No obstante, sobre todo algunas subvenciones, no siempre son eficientes ni se destinan a los mejores proyectos.<span id="more-70"></span>En concreto, la subvención a autónomos de una cantidad fija, dependiendo de la edad, sexo,&#8230;, que entre otros requisitos requiere realizar una inversión en activos fijos materiales de 12000 euros, llevar inscrito 3 meses como desempleado, &#8230; lleva a primar a unos negocios-emprendedores, en detrimento de otros.</p>
<p>Pensemos que muchas actividades no realizan inversiones en activos fijos materiales, pero sí lo hacen en activos fijos intangibles como: licencias, derechos de traspaso, &#8230;que no contempla la norma. Otras actividades precisan acometer gastos para el lanzamiento del negocio, viajes, publicidad,&#8230; que tampoco entran en la clasificación de la norma.</p>
<p>El otro requisito que he citado, estar tres meses como desempleado e inscrito en una Agencia de Empleo, produce el efecto contrario al deseado, ya que todo el que se pueda permitirse retrasar u ocultar el inicio de la actividad lo hará, y en vez de estimular la creación de empleo la retrasa.</p>
<p>Al final nos encontramos con dudosas asesorías y dudosos emprendedores que se especializan en la caza de subvenciones y con verdaderos emprendedores que no pueden optar a ellas.</p>
<p>He conocido casos como el de dos familiares , uno de ellos trabajando por cuenta ajena del otro, que resulta despedido de forma ficticia, para a los tres meses acometer la inversión que precisaban ambos y obtienen la subvención, ahora son dos autónomos y una sociedad irregular.</p>
<p>En realidad no se ha creado ni destruido trabajo y han conseguido una subvención cuya finalidad era otra. Así podría citar varios casos.</p>
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		<title>Organizaciones que agonizan</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/03/organizaciones-que-agonizan/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/03/organizaciones-que-agonizan/#comments</comments>
		<pubDate>Fri, 04 Mar 2011 12:21:18 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=67</guid>
		<description><![CDATA[Supongamos que somos un tal &#8220;X&#8221;, un trabajador de base de una empresa u organización cualquiera, y que pensando en lo que uno hace, se nos ocurre una idea, que pensamos supone una mejora con respecto a lo que se hace en la actualidad. Decidimos contárselo al jefe inmediato señor &#8220;D&#8221;, el cual desde el [...]]]></description>
			<content:encoded><![CDATA[<p>Supongamos que somos un tal &#8220;X&#8221;, un trabajador de base de una empresa u organización cualquiera, y que pensando en lo que uno hace, se nos ocurre una idea, que pensamos supone una mejora con respecto a lo que se hace en la actualidad. Decidimos contárselo al jefe inmediato señor &#8220;D&#8221;, el cual desde el primer momento nos dice &#8220;no lo veo&#8221;. Pasados unos días el señor &#8220;C&#8221;, un escalón superior en la jerarquía,  nos viene a decir no sólo &#8220;no lo veo&#8221;, sino que va en contra de la filosofía de la empresa, de la normativa, &#8230; o de lo sea, pero que debo andarme con cuidado. Después de unos días en la reunión de departamento de los señores &#8220;C&#8221;, con su jefe señor &#8220;B&#8221;, se comenta el tema en la reunión y el señor &#8220;B&#8221;, dice que no puede perder el tiempo en tonterías, es un tema que &#8220;ni lo miro&#8221;, entonces dice el señor &#8220;C&#8221;, que ya lo ha resuelto él personalmente y se pasa al siguiente tema. En la reunión mensual del equipo directivo, el señor &#8220;A&#8221;, director gerente de la empresa, comenta que ha oído decir algo de un tal &#8220;X&#8221;, ¿trabaja aquí?, a lo que el señor &#8220;B&#8221; responde que ha sido un incidente sin importancia y que ya lo ha resuelto y que trabaja aquí. Entonces ya tranquilizado, añade el señor &#8220;A&#8221;, arengando a su equipo &#8220;porque ya sabéis que en esta era del conocimiento que nos está tocando vivir el principal activo de la organización es el capital humano&#8221;.</p>
<p>Estas organizaciones &#8220;no lo veo&#8221;,&#8221;no lo veo&#8221;,&#8221;no lo miro&#8221;,&#8221;¿trabaja aquí?&#8221;, creo que son organizaciones que agonizan, nadie se puede permitir un despilfarro tal de talento. Si consideramos como Amar Bhidé, que el 71% de las ideas innovadoras provienen de los trabajadores de la empresa, las organizaciones en las que solo piensan los que las dirigen tienen los días contados.</p>
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		<title>microcréditos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/microcreditos-2/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/microcreditos-2/#comments</comments>
		<pubDate>Fri, 25 Feb 2011 12:20:46 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=64</guid>
		<description><![CDATA[Hace unos días hablaba de los microcréditos como una vía para obtener financiación para proyectos cuyos emprendedores no pueden ofrecer ni avales ni garantías patrimoniales, pero que generan empleo para el promotor o promotores y algunas veces para terceras personas que se incorporan con fecha posterior al proyecto. Yo tenía dudas de si las entidades [...]]]></description>
			<content:encoded><![CDATA[<p>Hace unos días hablaba de los microcréditos como una vía para obtener financiación para proyectos cuyos emprendedores no pueden ofrecer ni avales ni garantías patrimoniales, pero que generan empleo para el promotor o promotores y algunas veces para terceras personas que se incorporan con fecha posterior al proyecto.</p>
<p>Yo tenía dudas de si las entidades financieras entrarían a financiar estos microcréditos y hasta ahora la respuesta ha sido bastante positiva, pero lo que no sospechaba es que el servicio público de empleo diera marcha atrás, después de haber preparado yo una propuesta de modificación de la normativa para bonificar los intereses de los microcréditos, diciendo que como se va a modificar a finales de año la normativa general a nivel estatal, mejor esperar.</p>
<p>Encontrar esta respuesta por parte de un servicio público de empleo me parece cuando menos preocupante, por no decir algo peor. Las razones que hay detrás de este tipo de decisiones es mejor casi ignorarlas por la salud mental de uno mismo.</p>
<p>Pero de la estructura de las administraciones públicas en general hablaré otro día.</p>
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		<title>Por qué algunas empresas tienen éxito y otras no</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/por-que-algunas-empresas-tienen-exito-y-otras-no/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/por-que-algunas-empresas-tienen-exito-y-otras-no/#comments</comments>
		<pubDate>Fri, 18 Feb 2011 09:22:45 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=60</guid>
		<description><![CDATA[Es el título de un libro escrito por José Aguilá y Josep Mª Monguet, en el que tratan de identificar aquellas empresas que en la era del conocimiento son exitosas frente a otras que están condenadas a morir o a reinventarse. Y como dicen los autores no buscan identificar qué hacen las empresas de éxito [...]]]></description>
			<content:encoded><![CDATA[<p><a href="/imgres?imgurl=http://pymecrunch.com/wp-content/uploads/innovacion.jpg&amp;imgrefurl=http://pymecrunch.com/author/juan&amp;usg=__2l5zpyR1qzwNNTSeFxS3_V5kIjU=&amp;h=276&amp;w=400&amp;sz=13&amp;hl=es&amp;start=70&amp;zoom=1&amp;tbnid=5d29zsp2ydJatM:&amp;tbnh=86&amp;tbnw=124&amp;ei=CzZeTZLlC4mWOuihkcEN&amp;prev=/images%3Fq%3Dinnovacion%26start%3D60%26hl%3Des%26sa%3DN%26gbv%3D2%26tbs%3Disch:1&amp;itbs=1"><img src="http://t2.gstatic.com/images?q=tbn:5d29zsp2ydJatM:" alt="" width="124" height="86" /></a></p>
<p>Es el título de un libro escrito por José Aguilá y Josep Mª Monguet, en el que tratan de identificar aquellas empresas que en la era del conocimiento son exitosas frente a otras que están condenadas a morir o a reinventarse. Y como dicen los autores no buscan identificar qué hacen las empresas de éxito sino el por qué lo hacen.</p>
<p>Lo que comparto totalmente con los autores es que las empresas de futuro son aquellas que estén en el universo quinario dominado por el conocimiento y la creatividad, las restantes o se replantean sus modelos de negocio o terminarán sucumbiendo.</p>
<p>Cuando uno mira a su entorno, ve un número elevado de empresas, que parecen creer que no va con ellos la cosa y siguen realizando lo mismo de siempre, esperando que el futuro no sea otra cosa que una prolongacion del pasado.</p>
<p>Como asesor de emprendedores uno ya percibe cuando un emprendedor va a tener éxito y cuando no, por supuesto que muchas veces uno se equivoca, pero bastantes veces los hechos confirman lo que ya uno suponía, por eso considero fundamental emprender desde la diferenciación, hacer lo mismo que están realizando un montón de futuros competidores ya instalados, es garantía de fracaso. El libro citado más arriba nos puede dar pistas para el diseño de nuestro modelo de negocio, aspecto que considero fundamental, en un anexo del libro se cita la metodología &#8221; Quinary Business Model&#8221;, para definir un modelo de negocio.</p>
<p>El libro lo considero muy recomendable para aquellas empresas que quieran sobrevivir a la competencia de los paises emergentes.</p>
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		<title>aprendizaje</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/aprendizaje/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/aprendizaje/#comments</comments>
		<pubDate>Fri, 11 Feb 2011 12:09:35 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=57</guid>
		<description><![CDATA[APRENDIZAJE Después de muchos años dedicados a la formación, me gustaría realizar algunas reflexiones sobre el “qué” y “cómo”, del aprendizaje. Respecto al “qué “ formación se debe impartir: -         la que necesita o pide el participante, se debe evitar la intoxicación informativa, ya que el efecto que produce es el contrario al deseado. ¿Cuántos [...]]]></description>
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<p>APRENDIZAJE</p>
<p>Después de muchos años dedicados a la formación, me gustaría realizar algunas reflexiones sobre el “qué” y “cómo”, del aprendizaje.</p>
<p>Respecto al “qué “ formación se debe impartir:</p>
<p>-         la que <strong>necesita o pide</strong> el participante, se debe evitar la intoxicación informativa, ya que el efecto que produce es el contrario al deseado. ¿Cuántos paquetes de notas-apuntes quedan en las estanterías antes de ir a la basura?. Me pregunto ¿cuántas formaciones tienen en cuenta este aspecto?. Los certificados de profesionalidad ¿lo tienen en cuenta?.</p>
<p>-         Que <strong>surja y que se aplique en la realidad más próxima e inmediata.</strong> ¿Cómo vamos a aprender algo que no se ha experimentado ni se vaya a experimentar jamás?</p>
<p>Respecto al “cómo” la formación se debe impartir:</p>
<p>-         de manera <strong>práctica, </strong>si no podemos<strong> </strong>traer la realidad será preciso simularla, por ello los simuladores puede ser una potente herramienta de aprendizaje. ¿Cómo vamos a dar un curso de cocina, sin cocinas, alimentos,…?</p>
<p>-         <strong>Participativa, </strong>pero no como una forma de hacer más amena o entretenida las clases magistrales, sino creyendo que lo que pueden aportar 15 ó 20 personas es mucho más que lo pueda conocer una sola persona, por tanto hay que romper los roles de unos enseñan y otros aprenden, por el todos enseñamos y todos aprendemos. ¿no os parece que si pretendemos estimular la creatividad de las personas esto choca con las programaciones concretas y determinadas?. La formación on-line, ¿no os parece que tendría que dar el salto a formación 2.0, y no quedarse en una mala copia de la formación presencial-magistral?.</p>
<p>-         <strong>Breve, </strong>el tiempo es un bien valioso, ¿cumple este requisito la mayoría de las charlas, cursos, … que asistimos?.</p>
<p><strong> </strong></p>
<p>Respecto al “dónde” y “cuándo”, creo que en cualquier lugar y siempre, no podemos circunscribirla a un lugar o momento concreto.</p>
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		<title>microcréditos</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/microcreditos/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/microcreditos/#comments</comments>
		<pubDate>Fri, 04 Feb 2011 09:08:04 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=33</guid>
		<description><![CDATA[A vueltas con los microcréditos Hace unos días comentaba en la web, que en la actualidad uno de los problemas fundamentales a los que se enfrentan los emprendedores es obtener financiación. Muchas veces son proyectos modestos, aunque pueden contener ideas bastante interesantes, que no requieren una cantidad muy importante de dinero, pero que es determinante [...]]]></description>
			<content:encoded><![CDATA[<p><img alt="" src="http://definanzas.com/wp-content/uploads/31186.jpg" class="alignleft" width="199" height="240" />A vueltas con los microcréditos</p>
<p>Hace unos días comentaba en la web, que en la actualidad uno de los problemas fundamentales a los que se enfrentan los emprendedores es obtener financiación. Muchas veces son proyectos modestos, aunque pueden contener ideas bastante interesantes, que no requieren una cantidad muy importante de dinero, pero que es determinante para la puesta en marcha.</p>
<p><span id="more-33"></span></p>
<p>El esquema sobre el que estamos trabajando, se apoya en las siguientes instituciones:</p>
<p>1.- La Unión Europea avala el 75% del microcrédito</p>
<p>2.- Las Entidades financieras interesadas asumen el riesgo del 25% restante, y conceden el microcrédito al emprendedor a un tipo de interés de mercado acorde al nivel de riesgo.</p>
<p>3.- El Gobierno de Navarra, bonifica los intereses para que al emprendedor le represente un coste aproximado en torno al Euribor,</p>
<p>4.- Además desde &#8220;Emprende&#8221; (Centro Iturrondo) apoyamos y hacemos el seguimiento de los proyectos de emprendizaje, así como las otras instituciones existentes en Navarra.</p>
<p>Por supuesto que no puede fallar ninguna pata del banco, ya que en caso contrario se nos cae todo el edificio. En este momento creo que lo más difícil va a ser la implicación de las Entidades Financieras, ya que algunas de ellas no están pasando por su mejor momento.</p>
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		<title>Al montar mi empresa, ¿qué forma jurídica tiene que tener?</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/al-montar-mi-empresa-que-forma-juridica-tiene-que-tener/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/al-montar-mi-empresa-que-forma-juridica-tiene-que-tener/#comments</comments>
		<pubDate>Wed, 02 Feb 2011 14:45:19 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=6</guid>
		<description><![CDATA[Son muchos los retos que un emprendedor debe afrontar cuando decide montarse su propia empresa. Desde una primera idea hasta tener bien diseñado el plan de empresa, pasando por definir muy bien el modelo de negocio, su rentabilidad, y la forma de dar beneficios no solamente dinerarios pero también de utilidad para la sociedad. Cuando [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignnone size-large wp-image-8" title="rasca" src="http://www.i-emprende.net/blogtxema/wp-content/uploads/2011/02/rasca-430x282.jpg" alt="" width="430" height="282" /></p>
<p>Son muchos los retos que un emprendedor debe afrontar cuando decide montarse su propia empresa.</p>
<p>Desde una primera idea hasta tener bien diseñado el plan de empresa, pasando por definir muy bien el modelo de negocio, su rentabilidad, y la forma de dar beneficios no solamente dinerarios pero también de utilidad para la sociedad.</p>
<p>Cuando uno empieza, se plantea la forma jurídica que debe tener su proyecto y a veces se le dedica demasiada importancia a la misma, desviando recursos, energía y tiempo en determinar el formato del proyecto desde su vertiente contractual.</p>
<p>Hablaremos hoy de la forma que tiene que tener la empresa, si Sociedad Limitada (S.L. o S.L. Unipersonal) o Sociedad Anónima (S.A.), o hacerse autónomo y facturar y empezar la actividad como tal. Hay otras formas jurídicas pero estas son las más corrientes cuando uno empieza como emprendedor.</p>
<p>Y la duda le viene a la hora de decantarse por una u otra nomenclatura y lo que tal decisión acarrea.</p>
<p><span id="more-6"></span>La gran mayoría de los proyectos de emprendedores son impulsados por una única persona: el promotor y fundador. Los recursos que le dedica en su inicio no sobrepasan los 50.000€ (e incluso menos) y en la gran mayoría de las veces empieza solo.</p>
<p>He aquí una serie de recomendaciones para empezar como emprendedor y abaratar los costes administrativos, dar efectividad y profesionalidad y actuar con todos los mecanismos legales existentes.</p>
<ul>
<li> Registrar una marca comercial para el proyecto</li>
<li>Dar de alta el dominio en Internet de dicha marca</li>
<li>Crear logos y diseño gráfico de la web y de elementos de promoción-comunicación representativo del proyecto (firma digital, presentaciones de la empresa ppt, etc.)</li>
<li>Empezar como autónomo. Darse de alta solamente cuando se empieza a facturar al primer cliente.</li>
<li>Al operar con clientes (acción comercial), realizar las actividades de marketing o cualquier acción de la empresa, se utilizará la marca y no el nombre del autónomo.</li>
<li>Cuando se factura a los clientes, se utiliza el logo de la empresa y en letra pequeña los datos registrales del autónomo o de la sociedad cuando esté operativa.</li>
<li>Constituir la sociedad limitada (S.L.U.) cuando la facturación supere los 75.000€. Se seguirá utilizando el nombre comercial y no el de la sociedad ya que nos siempre coincidirá.</li>
</ul>
<p>Si sigues estos pasos, podrás operar con toda profesionalidad, pagando lo mínimo en cuanto a impuestos, logrando los máximos beneficios fiscales y mostrando una excelente imagen de empresa a tus clientes y en el mercado en el que operas.</p>
<p><em>Vía: <a href="http://www.eleconomista.es/blogs/emprendedores/?p=1545" target="_blank">El Economista</a></em></p>
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		<title>Los primeros 100 días de mi proyecto</title>
		<link>http://www.i-emprende.net/blogtxema/index.php/2011/02/100dia/</link>
		<comments>http://www.i-emprende.net/blogtxema/index.php/2011/02/100dia/#comments</comments>
		<pubDate>Wed, 02 Feb 2011 13:55:50 +0000</pubDate>
		<dc:creator>txema</dc:creator>
				<category><![CDATA[Reflexiones]]></category>

		<guid isPermaLink="false">http://www.i-emprende.net/blogtxema/?p=10</guid>
		<description><![CDATA[Se habla siempre de la importancia de hacerlo bien cuando uno empieza un proyecto, de la índole que sea, para así asegurarse un buen devenir del mismo. Cuando uno se hace emprendedor, los primeros 100 días son vitales aunque no decisorios del destino final del proyecto iniciado. Ya hemos comentado la importancia de tener el [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignnone size-full wp-image-11" title="apoyado" src="http://www.i-emprende.net/blogtxema/wp-content/uploads/2011/02/apoyado.jpg" alt="" width="428" height="339" /></p>
<p>Se habla siempre de la importancia de hacerlo bien cuando uno empieza un proyecto, de la índole que sea, para así asegurarse un buen devenir del mismo.</p>
<p><span id="more-10"></span>Cuando uno se hace emprendedor, los primeros 100 días son vitales aunque no decisorios del destino final del proyecto iniciado. Ya hemos comentado la importancia de tener el proyecto bien definido en cuanto al plan de empresa y conocer bien el modelo de negocio, o sea, la rentabilidad.</p>
<p>He aquí unas recomendaciones de qué hacer durante estos primeros días para ayudar a trazar la senda correcta de la empresa.</p>
<ul>
<li> Concéntrate en captar clientes. La acción comercial debe ser el eje del plan de empresa, por encima de tener la versión final del producto o servicio.</li>
<li>A los primeros clientes, mimarlos y conocerlos muy bien. Con ellos, se conocerá el beneficio que damos como empresa a dichos clientes.</li>
<li>Trazar la financiación con estos clientes para así dibujar el cuadro de tesorería real, y contrastarlo con el planificado en el plan de empresa.</li>
<li>Corregir las desviaciones de tesorería y tomar decisiones para que podamos crecer con más clientes sin herir ni perjudicar la posición de caja de la empresa. Evitar la descapitalización de recursos por un tema de crecimiento.</li>
<li>Estructurar bien la rentabilidad de las primeras operaciones, conociendo bien el beneficio de cada una de ellas y la estructura de costes unitaria de cada operación, así como la global. Se ha de ganar dinero desde el primer año de actividad ( con la excepción de la existencia de fuertes inversiones iniciales)</li>
</ul>
<p>Lo más importante de los primeros 100 días es conocer si lo que hemos planeado se cumple en cuanto a prestación-solución que damos a nuestros clientes, es decir, si lo que ofrecemos sirve para algo y para alguien, y la rentabilidad de lo que hacemos. No esperar a que el tiempo pueda mejorar nuestros resultados. En estas primeras semanas se tiene que vislumbrar la rentabilidad y la operatividad.</p>
<p>Gestionar un proyecto emprendedor es como navegar en un mar de vientos cambiantes. Constantemente iremos decidiendo el rumbo de nuestro proyecto, aprovechando los vientos favorables en tiempo, recursos, rentabilidad, condiciones, etc. Se irá perfilando y mejorando el modelo de negocio del plan original del emprendedor.</p>
<p><em>Vía: <a href="http://www.eleconomista.es/blogs/emprendedores/?p=1549" target="_blank">El Economista</a></em></p>
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