tag:blogger.com,1999:blog-28693589798970402552024-03-14T03:01:23.614-07:00Mi blog de FOLUnknownnoreply@blogger.comBlogger9125tag:blogger.com,1999:blog-2869358979897040255.post-85054758916866482922012-09-16T11:23:00.005-07:002012-09-16T11:32:52.499-07:00LA EMPRESA Y SU ENTORNO<span style="font-family: Arial,Helvetica,sans-serif;">1.- LA EMPRESA Y SU ENTORNO</span><br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"> ¿Qué es una empresa?</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">¿Qué hay alrededor de la empresa?</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">La cultura empresarial</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">¿Cómo influye la empresa en su entorno?</span></li>
</ul>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt;">LA EMPRESA: CONCEPTO, ELEMENTOS, FUNCIONES Y
CLASES.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">1.
Introducción. </span></b></div>
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La empresa
es una organización, de duración más o menos larga, cuyo objetivo es la consecución de un beneficio a través de la
satisfacción de una necesidad de mercado. La satisfacción de las necesidades
que plantea el mercado se concreta en el ofrecimiento de productos (empresa
agrícola o sector primario, industrial o sector secundario, servicios o sector
terciario), con la contraprestación de un precio. </div>
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Las
empresas, bajo la dirección y responsabilidad del empresario, generarán un
conjunto de bienes y servicios con la finalidad de satisfacer las necesidades
del mercado mediante la contraprestación del precio. </div>
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Para
determinar o fijar con precisión los límites del mercado debemos distinguir
entre: </div>
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1. Ámbito
geográfico: como delimitación geográfica del entorno de actividad de la
empresa. Ej.: local, interior, exterior, de un país o región, etc. </div>
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2. Ámbito
conceptual: como delimitación conceptual del mercado, relativa a la definición
del producto o servicio (informático, financiero, etc.) o bien, delimitación
referida al colectivo de personas o entidades potencialmente usuarias de los
productos o servicios (infantil, profesional, etc.). </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">2.
Empresa: características. </span></b></div>
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A. Desde
una perspectiva económica, la empresa se caracteriza como una entidad autónoma
de producción de bienes o servicios, en la que se integran de forma coordinada
diversos medios productivos (trabajo humano y elementos materiales e
inmateriales), bajo la dirección del empresario. </div>
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B. Desde
un punto de vista jurídico, el concepto de empresa no está claramente
establecido, debiéndose llegar al mismo, de forma indirecta, a través de la
noción de empresario. </div>
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El
empresario es la persona física o jurídica que, de forma habitual y no
ocasional, ejercita en nombre propio una actividad productiva dirigida al
mercado, es decir, aquél que realiza una actividad empresarial. </div>
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Desde el
punto de vista jurídico mercantil, puede definirse a la empresa como una unidad
patrimonial autónoma y compleja, en la que se integra un conjunto organizado de
bienes, derechos y obligaciones, bajo la titularidad y dirección del
empresario. La finalidad inmediata de la empresa es producir bienes y servicios
para el mercado y su finalidad mediata, suponiendo que se trate de empresas
mercantiles, obtener alguna clase de utilidad o lucro para sus propietarios. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">3.
Elementos de la empresa. </span></b></div>
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La
empresa, para cumplir sus objetivos y desarrollar el conjunto de sus
actividades, ha de disponer de unos medios o factores, que podemos reunir en
dos grandes grupos: </div>
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·<span style="font: 7pt "Times New Roman";">
</span>personas o factores activos </div>
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·<span style="font: 7pt "Times New Roman";">
</span>bienes económicos o factores pasivos. </div>
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Los
segundos, son denominados restrictivos, por ser factores en sí mismo limitados.
</div>
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Los
primeros, forman la dinámica de la empresa, actuarán sobre los factores pasivos
para intentar alargar sus límites y mejorar sus resultados. </div>
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La empresa
precisa de una organización, impuesta por quien posee la facultad de dirigir:
el empresario. </div>
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Genéricamente,
la clasificación de los elementos constituyentes de la estructura de la empresa
sería la siguiente: </div>
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<u>El grupo
humano o las personas. </u></div>
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Dentro del
grupo humano podemos señalar la existencia de grupos diferenciados por sus
intereses y relaciones con los grupos restantes, estos son: </div>
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·<span style="font: 7pt "Times New Roman";">
</span>Los propietarios del capital o socios. </div>
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·<span style="font: 7pt "Times New Roman";">
</span>Los administradores o directivos. </div>
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·<span style="font: 7pt "Times New Roman";">
</span>Los trabajadores o empleados. </div>
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Entre los
dos primeros grupos, y básicamente en el segundo, surge la figura del
empresario tal y como hoy se le concibe. </div>
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·<span style="font: 7pt "Times New Roman";">
</span> Los
bienes económicos. </div>
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Los bienes
económicos se suelen clasificar en inversiones o duraderos y en corrientes o no
duraderos, según su vinculación al ciclo productivo de la explotación, ya que
si los mismos no se consumen o transforman en el mismo estaremos ante el primer
caso. </div>
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·<span style="font: 7pt "Times New Roman";">
</span>La organización. </div>
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La
organización aparece como el conjunto de relaciones de autoridad, de
coordinación y de comunicación que forman la actividad del grupo humano entre
sí y con el exterior. Esta estructura organizativa es definida por el
empresario. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">4.
Funciones de la empresa. </span></b></div>
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La empresa
en una economía de mercado cumple con las siguientes funciones generales: </div>
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a)<span style="font: 7pt "Times New Roman";">
</span>Organiza y dirige básicamente el proceso de
producción, si bien, a veces, se le marcan o regulan ciertos aspectos y líneas
de actuación de su actividad por los organismos estatales de planificación y
dirección económica. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span>Asume ciertos riesgos técnico-económicos
inherentes a la anterior función, riesgos que se matizan por los principios de
responsabilidad y control de la empresa. </div>
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El riesgo
se ve atenuado, entre otras, por las causas siguientes: </div>
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1.<span style="font: 7pt "Times New Roman";">
</span>El progreso de las técnicas de gestión,
permitiendo mejorar la planificación, programación, presupuestación y control. </div>
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2.<span style="font: 7pt "Times New Roman";">
</span>La posición de privilegio de la empresa en el
mercado. </div>
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3.<span style="font: 7pt "Times New Roman";">
</span>La dispersión del riesgo al aplicar los fondos
financieros a explotaciones diversificadas. </div>
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4.<span style="font: 7pt "Times New Roman";">
</span>La constitución de empresas multinacionales,
así como acuerdos y conciertos de actuación con las mismas. </div>
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El
desarrollo de la actividad empresarial supone el desempeño de numerosas tareas,
muchas de las cuales se han convertido en campos especializados del
conocimiento. A estas áreas de trabajo especializadas también se les suele
denominar “funciones empresariales”. </div>
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<u>Las
funciones empresariales genéricas más importantes son las siguientes: </u></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>La dirección de empresas: define los
objetivos, los recursos y la organización de la empresa a largo, medio y corto
plazo. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>La gestión económica y financiera: se encarga
de los temas relacionados con la contabilidad, las finanzas y los temas
fiscales. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>La comercialización: entre otras cuestiones se
dedica a la investigación de mercados, la gestión de ventas y el marketing. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>La dirección de producción: que diseña el
producto, el proceso para realizarlo, y controla la calidad de los materiales y
procesos utilizados. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>La dirección de recursos humanos: que se
encarga, entre otras cuestiones, de seleccionar y formar al personal y de las
relaciones laborales. </div>
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Cada
empresa las define y las lleva a cabo de una forma determinada. Así, en una
empresa pequeña, puede que una persona absorba varias funciones (por ejemplo,
el gerente de una pequeña empresa puede asumir las funciones de dirección y la
gestión económica y financiera. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">5. Clases
de empresa. </span></b></div>
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Las
diversas clasificaciones de las empresas atienden, normalmente a variados
criterios: productivos, funcionales, organizativos, etc. </div>
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5.1 Según
la propiedad del capital. </div>
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En función
de si el capital está en manos de particulares u organismos públicos nos
encontramos con empresas: </div>
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a)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Privadas,</span></b><span style="font-size: 12pt;"> </span>cuando la propiedad de la empresa es de esta naturaleza. Algunas
tienen la peculiaridad de que sus propietarios son también trabajadores de la
misma, quienes en algunos casos se convierten también en clientes o
proveedores. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Públicas,</span></b> cuando el capital pertenece al
Estado, comunidades autónomas, diputaciones, ayuntamientos o algunos de los
organismos dependientes de estas instituciones. </div>
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Podemos
distinguir tres niveles distintos en la participación pública en la actividad
empresarial. </div>
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a)<span style="font: 7pt "Times New Roman";">
</span><u>Nivel Estado:</u> El Estado
participa directamente en varios sectores empresariales. En el caso español han
existido distintos holdings públicos, entre los que podemos citar: el Instituto
Nacional de Industria (INI), actualmente integrado en la SEPI, que agrupa las
actividades de más marcado carácter industrial. La Dirección General del
Patrimonio Nacional, sus empresas tienen un carácter más diverso. El Instituto
Nacional de Hidrocarburos (INH), que agrupa las actividades relacionadas con la
investigación, explotación y distribución de ese tipo de recursos. Las
políticas en las dos últimas décadas han propiciado la progresiva desaparición
de la presencia del Estado en el accionariado de las empresas, parte de los
organismos anteriores han desaparecido formando grupos de empresas cuya
tendencia es la privatización de las mismas. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span><u>Nivel autonómico,</u>
corresponde a iniciativas acometidas por las Comunidades Autónomas. Existen
determinados organismos a este nivel como institutos de desarrollo etc. </div>
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c)<span style="font: 7pt "Times New Roman";">
</span><u>Nivel Corporaciones Locales (Ayuntamientos).</u> Los
ejemplos mas claros los podemos encontrar en las empresas municipales de
transporte, mercados centrales etc. </div>
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•<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;"> Mixtas</span></b>, si la
titularidad es compartida entre organismos públicos y particulares. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">5.2
Criterios económicos de clasificación y otros criterios socioeconómicos. </span></b></div>
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Las
clasificaciones que tienen un mayor interés son las que toman en consideración
el tamaño, sector productivo o la organización jurídica y forma de titularidad
de la misma. </div>
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<b style="mso-bidi-font-weight: normal;">• Tamaño. </b></div>
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Atendiendo
a su tamaño, se acepta generalmente una división de la empresa que distingue
entre microempresa, pequeña, pequeña y mediana y gran empresa. Los criterios
limitadores entre cada una de estas categorías fijados por la Recomendación de
la Comisión (2003/361/CE), de 6 de mayo de 2003, son los siguientes: </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix31idMNZ-XVgVvJ4u0qS4vIDOACMuZaQlumsKSUcUyJJVArwN69bPWEhWfM4y5e-Lcn0QBMOqV1bUVzzrWTFjsfat8NVQtVQDMW9VxzlwKS1npibXZD0rZ1Abp3UBBgczFbZvEevSTA8/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix31idMNZ-XVgVvJ4u0qS4vIDOACMuZaQlumsKSUcUyJJVArwN69bPWEhWfM4y5e-Lcn0QBMOqV1bUVzzrWTFjsfat8NVQtVQDMW9VxzlwKS1npibXZD0rZ1Abp3UBBgczFbZvEevSTA8/s640/1.jpg" width="640" /></a></div>
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<b style="mso-bidi-font-weight: normal;">• Sector productivo. </b></div>
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Atendiendo
al objeto de su actividad, las empresas pueden clasificarse de múltiples
maneras, así, en principio, se distinguir entre: </div>
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a)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Empresas
productoras de bienes</b>. Pueden subdividirse en empresas agrícolas,
extractivas, artesanales, industriales de fabricación de bienes de equipo,
industriales de fabricación de bienes de consumo, etc. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Empresas
prestadoras de servicios</b>. Admiten su subdivisión en empresas
comerciales (mayoristas y minoristas), de transporte, de seguros, financieras,
de ocio y cultura, de enseñanza, de comunicaciones, etc. </div>
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La
clasificación en función del sector productivo viene dada por la <b style="mso-bidi-font-weight: normal;">Clasificación Nacional de Actividades
Económicas</b>. La clasificación que está actualmente en vigor es la CNAE-93
Rev. 1, constituyéndose en la adaptación nacional de la Clasificación Europea
de Actividades Económicas (NACE 93 Rev.1.1) que se aprobó por el Reglamento de
la Comisión Nº 29/2002 de 19 de Diciembre de 2001. </div>
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El
objetivo de esta clasificación es establecer un conjunto jerarquizado de
actividades económicas que pueda ser utilizado para: </div>
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1.
favorecer la implementación de estadísticas nacionales que puedan ser
diferenciadas de acuerdo con las actividades establecidas </div>
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2.
clasificar unidades estadísticas y entidades según la actividad económica
ejercida </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">• Organización
jurídica y forma de titularidad </span></b></div>
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La forma
jurídica de organización y titularidad de la empresa es fundamental a la hora
de efectuar adscripciones a categorías jurídicas de empresas diferenciadas que,
por lo general, van a tener consecuencias contables. </div>
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a)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Empresas
mercantiles</b> (a las que se le supone ánimo de lucro) y empresas no mercantiles
(asociaciones, fundaciones, patronatos, etc, a las que, en principio, se les
supone su ausencia. </div>
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En este
aspecto va asentándose el criterio de que el ejercicio de una actividad
empresarial, independientemente de bajo que titularidad se efectúe, caracteriza
como mercantil a la empresa, con la consecuencia fundamental de quedar sometida
al derecho mercantil, si no en su funcionamiento interno, sí, al menos, en todo
lo que afecta a sus relaciones empresariales con terceros. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Empresas
individuales y sociales</b>, según que la titularidad de las mismas
corresponda a una persona física o jurídica respectivamente. </div>
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Respecto
de las sociedades, sucesivas subclasificaciones permiten distinguir entre: </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Regulares e irregulares, si se atiende a las
formalidades de su constitución y a su acceso a un registro público. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Mercantiles puras (colectivas, comanditarias,
anónimas y limitadas) y especiales (cooperativas, mutualidades, sociedades de
garantía recíproca, etc.) </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Aquellas que limitan la responsabilidad de sus
socios al capital comprometido (comanditarias por acciones, anónimas y
limitadas) y las que no la limitan (colectivas y comanditarias simples) </div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l17 level1 lfo23; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Las participadas total o mayoritariamente por
el Estado y los entes y organismos en que se organiza (empresas públicas y
semipúblicas) y aquellas cuyo dominio corresponde al capital privado (empresas
privadas) </div>
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<b style="mso-bidi-font-weight: normal;">c) Los grupos de sociedades</b> (CCom.
art. 42 a 49). Se considera que existe grupo a partir de la constatación de
relaciones de dominio, evidentes, vía porcentaje de participación mayoritaria
en el capital de unas sociedades por otras, si alguna sociedad domina de
“facto” el órgano de administración de otra, aún no poseyendo la mayoría del
capital. </div>
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Según el
grado de dominio o participación, el PGC distingue entre: </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Empresas
del grupo,</b> si reúnen los requisitos previstos para formar parte del grupo
por el Código de Comercio, y </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Empresas
asociadas,</b> cuando, sin reunirlos, el grado de influencia de unas sobre otras
es notable. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">NOCIONES FUNDAMENTALES SOBRE
SOCIEDADES</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Generalidades
</span></b></div>
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La figura
de la sociedad mercantil ha adquirido y adquiere progresivamente una mayor
relevancia económica. En la práctica, la sociedad, como organización empresarial,
se impone cada vez más al empresario individual debido, fundamentalmente, a
que, desde el ámbito de la sociedad, se pueden afrontar más fácilmente y con
menos riesgo empresas que requieren un alto grado de inversión o de recursos. </div>
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Se
configura así la sociedad como el principal motor de la vida económica y, a
medida que adquiere más protagonismo, se multiplican las formas societarias y
las operaciones a las que la sociedad da lugar, de tal forma que alcanzan, en
algunos casos, altas cotas de complejidad. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Definición
de sociedad (CC art.1665; CCOM art.116) </span></b></div>
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El término
sociedad tiene un doble sentido: por un lado, designa el contrato por el cual
dos o más personas se obligan a crear un fondo patrimonial común para colaborar
en el ejercicio de una actividad y partir entre sí las ganancias que se
obtengan. </div>
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Por otro
lado, designa la institución a la cual está afecto dicho fondo patrimonial
común, que está investida de la capacidad jurídica necesaria para actuar en
nombre y en interés de la colectividad. </div>
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En la
práctica negocial, el término sociedad se refiere fundamentalmente al aspecto
institucional, es decir, a la persona jurídica, mientras que el acto de
constitución se denomina comúnmente contrato de sociedad. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Distinción
de la, sociedad con otras figuras asociativas. </span></b></div>
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La
distinción de la sociedad con otras figuras asociativas puede resultar de gran
utilidad para delimitar el concepto de aquélla. Las figuras que más afines
resultan con la institución societaria son las siguientes: </div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 12pt;">Asociación</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">.</span></b><span style="font-size: 12pt;"> </span>Consiste en la unión de dos o más personas con el ánimo de
conseguir un fin o realizar una actividad no necesariamente lucrativa. Así, la
principal nota que distingue a la sociedad frente a la asociación es la
finalidad normalmente lucrativa de la primera. </div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 12pt;">Fundación</span></u></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">.</span></b> Es una organización constituida sin
ánimo de lucro, pero con un fondo patrimonial, afectado a la realización de
fines de interés general. La fundación puede constituirse por una o varias
personas físicas o jurídicas y desde su inscripción, tiene personalidad
jurídica propia. Las principales diferencias con la sociedad son la falta de ánimo
de lucro y su origen no necesariamente contractual. </div>
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<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 12pt;">Comunidad de bienes</span></u></b>. Supone la existencia de una
propiedad en común y proindivisa, perteneciente a varias personas, lo que se
traduce en su mantenimiento y simple aprovechamiento plural. En la sociedad,
aparte de la existencia de un patrimonio comunitario, la voluntad societaria se
orienta para obtener ganancias y lucros comunes. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-size: 12pt;">Cooperativa.</span></u></b><span style="font-size: 12pt;"> </span>Aun cuando en la práctica algunas cooperativas funcionan de forma
similar a las sociedades, se distinguen de éstas por tener un capital variable
y por no perseguir una finalidad lucrativa, en sentido estricto, pues sí pueden
perseguir, por ejemplo, un ahorro económico de los cooperativistas. </div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Tipos de
sociedades. </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
Podemos
distinguir diversos tipos de sociedad, en función de distintos criterios. </div>
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a)<span style="font: 7pt "Times New Roman";">
</span>Sociedades <b style="mso-bidi-font-weight: normal;">personalistas y capitalistas</b>. La distinción deriva del grado de
independencia de la sociedad como persona jurídica frente a los socios, lo cual
tiene una trascendencia fundamental en cuanto al régimen de responsabilidad de
la sociedad. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
Así, son <b style="mso-bidi-font-weight: normal;">personalistas</b> aquellas sociedades en
las que todos los socios o parte de ellos responden personal, ilimitada y
solidariamente de las deudas sociales, aunque dicha responsabilidad es siempre
subsidiaria con respecto a la de la sociedad. Las principales sociedades
mercantiles de carácter personalista son la colectiva y la comanditaria simple.
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
Por el
contrario, en las sociedades <b style="mso-bidi-font-weight: normal;">capitalistas</b>
los socios responden de las deudas sociales únicamente hasta el límite de las
aportaciones realizadas. </div>
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Las
sociedades capitalistas típicas son la anónima y la de responsabilidad limitada
</div>
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También la
sociedad comanditaria por acciones suele calificarse como capitalista, en
cuanto que la mayor parte de sus socios tienen responsabilidad limitada. </div>
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b)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Sociedades
externas e internas</b>. La distinción se realiza en función de que
la sociedad esté o no estructurada para participar en el tráfico como un ente
separado de los propios socios. Así, son sociedades internas aquellas cuyos
pactos se mantienen en secreto entre los socios y en que cada uno contrata en
su propio nombre con terceros. Con respecto a ellas se establece que carecen de
personalidad jurídica y que se rigen por las disposiciones de la comunidad de
bienes. </div>
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c)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Sociedades
abiertas y cerradas</b>. Según quien realice la gestión y control de
la sociedad. Las sociedades abiertas son aquellas en las que los socios no se
encargan de la administración de la sociedad, sino que ésta se encomienda a
profesionales no socios. El fenómeno es frecuente en las grandes sociedades,
sobre todo en la anónima. </div>
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En las
sociedades cerradas son los propios socios quienes llevan directamente la
gestión de la sociedad. </div>
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d)<span style="font: 7pt "Times New Roman";">
</span><b style="mso-bidi-font-weight: normal;">Sociedades
civiles y mercantiles</b>. Se distinguen estos dos tipos generales de
sociedades según la naturaleza de su objeto. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><u>Tipos de sociedad mercantil. Dentro de las
sociedades mercantiles distinguimos: </u></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Sociedad anónima</span></b>. Es el
prototipo de sociedad capitalista. Tiene todo su capital representado en
acciones y sus socios no responden personalmente de las deudas sociales. </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l7 level1 lfo26; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Sociedad de responsabilidad limitada.</span></b> También
de carácter capitalista, tiene su capital dividido en participaciones, que no
pueden incorporarse a títulos negociables ni denominarse acciones. Como en la
sociedad anónima, los socios no responden personalmente de las deudas sociales.
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l7 level1 lfo26; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Sociedad colectiva</span></b>. De
carácter personalista, ya que todos sus socios están obligados personal y
solidariamente, con todos sus bienes, frente a terceros, a hacer frente a las
resultas de la gestión social. </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l7 level1 lfo26; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Sociedad comanditaria simple.</span></b> Es de
carácter personalista, aunque en menor medida que la colectiva. En ella
coexisten dos tipos de socios: colectivos y comanditarios. </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
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Los primeros responden personal e
ilimitadamente de las deudas sociales, los segundos sólo hasta la cuantía de su
aportación. </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt;">Sociedad comanditaria por acciones</span></b>. Su
diferencia principal con la comanditaria simple consiste en que su capital se
encuentra dividido en acciones, de las que son titulares los socios
comanditarios. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; text-align: justify;">
Estas son
las sociedades previstas por el Código de Comercio. Junto a ellas hemos de
destacar otras formas societarias mercantiles de creación más reciente o de
dudosa asimilación a la figura de la sociedad, pero de evidente trascendencia
práctica: </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">agrupación
de interés económico. </b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l12 level1 lfo27; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Cooperativa.
</b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l12 level1 lfo27; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Sociedad
laboral. </b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l12 level1 lfo27; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Sociedad
agraria de transformación. </b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l12 level1 lfo27; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Sociedad
anónima deportiva. </b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-add-space: auto; mso-list: l12 level1 lfo27; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Grupo de
sociedades. </b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Unión
temporal de empresas. </b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: none repeat scroll 0% 0% yellow; font-size: 14pt;">Formas
Jurídicas de Empresas</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>1. EL ENTORNO DE LA EMPRESA</b><br />1.1 CONCEPTO DE ENTORNO<br />El entorno es todo aquello que rodea a la empresa. La empresa es un sistema que forma<br />parte del entorno. La empresa influye y es influida por él. Existen dos tipos de entorno, el<br />entorno general y el entorno específico.<br />1.2 EL ENTORNO GENERAL<br />Concepto de entorno general<br />Es el marco global o el conjunto de factores y circunstancias que afectan por igual a todas<br />las empresas de una determinada sociedad o ámbito geográfico, por ejemplo, las<br />empresas españolas.<br />Factores o circunstancias que forman el entorno general<br />a) Factores económicos: el desempleo, el tipo de interés, la inflación, el nivel de actividad<br />económica de un país, el grado de desarrollo económico y de industrialización, las<br />infraestructuras (vías de transporte y redes de comunicación)… son los factores<br />económicos del entorno general más característicos.<br />b) Factores socioculturales: el nivel educativo, los estilos de vida, los hábitos de consumo,<br />las tendencias de la moda, los conflictos sociales, la demografía, el tipo de cultura son<br />factores determinantes del entorno general.<br />c) Factores político‐legales: son los factores que establecen el marco jurídico en el que se<br />desenvuelven las empresas. Los gobiernos fijan las reglas de juego en el mercado e<br />influyen a través de sus políticas económicas (fiscales, monetarias…), mediante la<br />promulgación de leyes y normas que regulan el mercado (ley del comercio, salario<br />mínimo, defensa de la competencia, ley de huelga, regulación del despido y contratación<br />temporal…) y a través de su actuación en empresas públicas.<br />2.3 EL ENTORNO ESPECÍFICO<br />Concepto de entorno específico<br />Es el conjunto de factores y circunstancias que afectan de una manera concreta a cada<br />una de las empresas y de forma más directa, por lo que varía según el tipo de empresa.<br />Por tanto, son los factores que configuran el mercado concreto al que se dirige la empresa<br />y el ámbito y escenario en el que tiene que llevar a cabo sus objetivos.<br />Factores cercanos a la empresa que forman su entorno específico<br />a) Los proveedores y suministradores de materias primas y otros recursos necesarios para<br />producir.<br />b) Los clientes o consumidores que adquieren los productos de la empresa.<br />c) Los intermediarios o distribuidores: que facilitan el acceso de los productos a los<br />consumidores.<br />d) Los competidores o empresas que producen el mismo tipo de bienes y servicios y que<br />participan en el mismo mercado, dirigiéndose a loas mismos clientes.<br />Cualquier cambio en alguno de estos factores afectará directamente a la empresa, que se<br />verá obligada a reaccionar. Las áreas de aprovisionamiento, producción<br />, marketing , financiación … de la empresa tendrán que dar respuesta a estos cambios del entorno específico</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://e-ducativa.catedu.es/44700165/aula/archivos/repositorio//2750/2767/html/index.html" target="_blank">http://e-ducativa.catedu.es/44700165/aula/archivos/repositorio//2750/2767/html/index.html </a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://www5.uva.es/guia_docente/uploads/2011/462/45143/1/Documento2.pdf" target="_blank">https://www5.uva.es/guia_docente/uploads/2011/462/45143/1/Documento2.pdf </a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">http://www.emprendedores.es/crear_una_empresa/crear_una_empresa/crear_empresa </span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-60490259629524234002012-03-13T10:50:00.001-07:002012-03-13T10:51:55.994-07:00LOS PRESUPUESTOS GENERALES<span style="font-weight:bold;">ACTIVIDADES TEMA 6<br />LOS PRESUPUESTOS GENERALES</span><br />Entrevista Ana Pastor:<br />http://www.rtve.es/alacarta/videos/los-desayunos-de-tve/<br />Ley 47/2003, de 26 de noviembre, General Presupuestaria.<br />http://noticias.juridicas.com/base_datos/Fiscal/l47-2003.html<br />Gráfico interesante:<br />http://graficos.lainformacion.com/espana/en-que-gasta-espana_GOKnXNSkES9pTHKnt1YdS5/<br />Página del Ministerio- PRESUPUESTOS-:<br />http://www.minhap.gob.es/es-ES/Estadistica%20e%20Informes/Presupuesto%20y%20cuentas%20publicas/Paginas/presupuesto.aspx<br />Blog Lexnova<br />http://fiscal.blogs.lexnova.es/2011/12/08/prorroga-de-los-presupuestos-para-el-ano-2012/<br />Los Presupuestos Generales del Estado incluirán más recortes<br />El Gobierno continúa con la toma de decisiones para reducir el déficit público y cumplir los objetivos europeos en 2013 del 3% del PIB. Así, Rajoy ha asegurado este lunes en una reunión con proveedores que los Presupuestos Generales del Estado incluirán nuevas medidas para ello, pero que serán "equitativas y justas". Éstos serán aprobados por el Consejo de Ministros el 30 de marzo, con una disminución media en las partidas de los ministerios del 12%.<br />http://noticias.juridicas.com/base_datos/Fiscal/l2-2008.t8.html<br />http://www.sgpg.pap.meh.es/sitios/sgpg/es-ES/Presupuestos/PresupuestosEjerciciosAnteriores/Paginas/Ejercicio2011.aspx<br />http://aprendeconomia.wordpress.com/2010/04/14/2-los-presupuestos-generales-del-estado/<br /><br />LOS PRESUPUESTOS GENERALES<br />Mediante el presupuesto la política fiscal expresa los planes de gastos e ingresos. En el caso de España los instrumentos de la política fiscal se materializan en los Presupuestos Generales del Estado (PGE)[1], relación detallada de los gastos y las previsiones de ingresos que realizará la Hacienda Pública durante el año correspondiente. Este presupuesto ha de estar en consonancia con el plan económico del Estado, en el cual se detallan los objetivos económicos y las previsiones sobre la evolución del conjunto de la economía.<br />En los siguientes apartados vamos a analizar los tipos de ingresos y gastos generales que aparecen recogidos en un presupuesto estatal, así como las consecuencias económicas que se derivan para un país si éste gasta más de lo que ingresa.<br />Una relación esquemática de las partidas del presupuesto es la siguiente:<br /> <br />Ojo: Hay otros criterios para clasificar los PGE, pero seguramente éste sea el más asequible: los ingresos en función de su origen y los gastos según su aplicación o destino.<br />A. LOS INGRESOS PÚBLICOS DE LOS PGE<br />El sector público precisa unos recursos, denominados ingresos públicos, para llevar a cabo sus distintas funciones. En concreto, el Estado tiene las siguientes vías para obtenerlos:<br />Cotizaciones sociales. Son las cantidades que los trabajadores y las empresas pagan a la Seguridad Social para que, en situaciones de necesidad, ellos y sus familias tengan derecho a cobertura: enfermedad, invalidez, jubilación,…<br />Tributos. Dentro de los PGE son los ingresos públicos más importantes, pues suponen la mitad de lo recaudado. En función de que el contribuyente reciba o no algo a cambio, podemos clasificarlos en:<br />- Los impuestos. Son pagos exigidos por las administraciones públicas sin que el contribuyente reciba algo a cambio, es decir, no proporciona un beneficio directo a quien los paga. Los impuestos pueden ser directos o indirectos.<br />Los impuestos directos gravan la renta o la riqueza de personas y empresas en función de sus circunstancias económicas o familiares. Permiten que quienes ganan o tienen más dinero paguen más que quienes tienen menos ingresos o riqueza.<br />Los impuestos indirectos, a diferencia de los anteriores, gravan el consumo, independientemente de la identidad y de las circunstancias de la persona que lo realiza.<br />Atendiendo a esta distinción los principales impuestos del Estado español son:<br /> <br />Todo tipo de información sobre impuestos, incluso algunos de los formularios, se puede encontrar en www.aeat.es<br /> - Tasas. Son pagos a cambio de la utilización de un servicio público o una actividad que proporcionan un beneficio directo al usuario (la matrícula de una universidad pública, para obtener el carné de conducir, por la emisión del título de bachillerato, por compulsar un documento, etc.).<br /> - Contribuciones especiales. Son tributos que pagan quienes se benefician de una obra o servicio público como, por ejemplo, la pavimentación de una calle o la construcción de una acera, que beneficia especialmente a los vecinos que la habitan.<br />Otros ingresos. Los más importantes son:<br />- Transferencias corrientes. Recursos procedentes de otras entidades, como los generados por las Loterías y juegos del Estado.<br />- Ingresos patrimoniales. Rentas que proporcionan los bienes del Estado, como los beneficios de empresas públicas como Altadis o RENFE.<br />- Enajenación de inversiones. Derivan de la venta de bienes propiedad del Estado, como, por ejemplo, las empresas públicas. En los últimos años hemos asistido a la privatización de importantes empresas como Telefónica, Repsol o Iberia, entre otras.<br />- Transferencias de capital. Proceden de fondos estructurales de la Unión Europea y su destino es financiar proyectos de inversión.<br /> B. LOS GASTOS PÚBLICOS DE LOS PGE<br />El gasto público es el conjunto de gastos realizados por la Administración pública. En lo que se refiere al Estado, y atendiendo a su destino, podemos clasificar los gastos públicos en:<br />Gastos corrientes. Son los gastos generales destinados a proporcionar a la sociedad servicios tales como la sanidad, la educación, la justicia, la defensa nacional, y muchos otros. A su vez, puede dividirse en dos grandes categorías:<br />- Salario de los funcionarios.<br />- Compras de bienes y servicios a empresas privadas.<br />Gastos de inversión. Son los destinados a mantener y ampliar la capacidad productiva del país. Casi todo el gasto se concentra en infraestructuras: carreteras, hospitales, centros educativos, aeropuertos, puertos, etc.<br />Transferencias y subvenciones. El Estado obtiene recursos en forma de impuestos, cotizaciones sociales,… y luego los transfiere a personas o empresas más necesitadas. Cuando los destinatarios de ayudas son las personas, las denominamos transferencias (pensiones de jubilación o invalidez, becas de estudio, subsidios de desempleo,…), mientras que si los perceptores son las empresas las llamamos subvenciones (por creación de empresa, por inversión en bienes de capital, por creación de puestos de trabajo,…).<br />Al analizar los PGE[1] debemos distinguir entre gasto real (gasto corriente más gasto de inversión) llevado a cabo por el Estado y las transferencias y las subvenciones necesarias para una mejor distribución de la renta.<br />En el primer grupo, a cambio del gasto que realiza el Estado, los ciudadanos disfrutamos de ciertos servicios. Aunque paga por ellos, no es el Estado quién recibe la prestación. En cambio, en el segundo caso, el Estado se limita a redistribuir la renta: actúa como intermediario poniendo en un lado lo que quita de otro.<br /> <br />C. EL SALDO PRESUPUESTARIO<br />Los efectos de la política fiscal sobre la economía son totalmente diferentes en función de que el presupuesto esté equilibrado (ingresos = gastos), en déficit (ingresos < gastos) o en superávit (ingresos > gastos). El déficit público surge al gastar más de lo que se ingresa, de tal forma que aumenta la cantidad de dinero en circulación, con el objetivo de aumentar los niveles de producción y empleo. En los últimos tiempos, la mayor intervención del Estado y su propio papel de consumidor hacen que los presupuestos de muchos gobiernos sean deficitarios. En este sentido existen dos corrientes de pensamiento económico que enfrentan a los economistas:<br />Las políticas basadas en el modelo económico keynesiano defienden que el Estado tiene que endeudarse para lograr el pleno empleo y la estabilidad. Defienden que el presupuesto debe buscar el equilibrio a lo largo del ciclo económico. Durante la fase recesiva del ciclo, el Estado se endeudará para impulsar la actividad económica. Luego, durante la expansión, obtendrá superávit y pagará las deudas pendientes para cuando vuelvan las vacas flacas.<br />Las políticas neoliberales critican el endeudamiento del Estado. Su principal reparo es la inflación que genera el déficit público al aumentar la cantidad de dinero que circula por la economía. Opinan que la política fiscal es innecesaria, pues piensan que el mercado se regula solo y que el gasto público debe limitarse a lo estrictamente necesario.<br />En la economía pueden darse dos tipos de déficit: el cíclico y el estructural.<br />Déficit cíclico. Se producen cuando surgen las inevitables fases de recesión del ciclo económico. Tiene un carácter transitorio, pues dura el tiempo que el Estado tarda en reactivar la economía y recuperar la confianza de los agentes económicos, a base de endeudarse para estimular la demanda agregada.<br />Por ello este déficit suele desaparecer en las fases de crecimiento, cuando en Estado incrementa sus ingresos (mediante impuestos o prestaciones sociales) y reduce sus gastos (pagando menos subsidios y reduciendo sus programas de obras públicas), aprovechando el auge de la producción y el empleo. Se podría decir que es un déficit de aparición natural en cualquier economía.<br />Déficit estructural. Es un déficit permanente que se mantiene incluso en situaciones cercanas al pleno empleo. Es un lastre para el desarrollo económico debido a los costes de la deuda que, constantemente debe asumir el Estado.<br />Cuando los ingresos no son suficientes para cubrir los gastos, el Estado puede llevar a cabo recortes presupuestarios para no caer en déficit o bien:<br />• Emitir deuda pública. Al igual que pedimos un préstamo a un banco, el Estado solicita dinero a empresas y particulares a cambio de unos títulos-valor que otorgan a sus poseedores el derecho a la devolución del dinero más un interés fijo pactado. El organismo con competencias en materia de financiación pública es el Tesoro Público.<br />• Subir los impuestos. Además de ser impopular, aumentar los impuestos ya existentes o establecer otros nuevos frena la demanda de bienes y servicios, de tal forma que la aplicación de esta medida suele realizarse en fases expansivas del ciclo económico porque generan menos impacto social.<br />• Aumentar el dinero en circulación. Esta medida puede provocar un aumento de los precios (inflación), razón por la que los Estados son muy precavidos al aplicarla. En los países de la zona euro, por razones de estabilidad, esta decisión sólo puede ser ejecutada por el Banco Central Europeo.<br />ÍNDICE<br />1. Los Presupuestos Generales del Estado<br />1.1. Concepto y Principios<br />1.1.1. La Constitución<br />1.1.2. La Ley General Presupuestaria<br />1.2. Ámbito y contenido.<br />1.2.1. Ámbito institucional<br />1.2.2. Contenido.<br />2. Elaboración y aprobación de los Presupuestos Generales del Estado<br />2.1. Escenarios macroeconómicos y presupuestarios<br />2.2. Priorización de políticas de gasto<br />2.3. Propuestas de los Centros Gestores<br />2.4. Asignación a los programas<br />2.5. Anteproyecto de presupuestos<br />2.6. Proyecto de presupuestos<br />2.7. Procedimiento de aprobación<br />2.8. Prórroga de los presupuestosUnknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-38640667780796224622012-03-12T13:10:00.003-07:002012-03-12T13:15:03.005-07:00ORIENTACIÓN PROFESIONAL<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6N65-itpiyvj__ryn2I2krmQsBr0m1EAWrCQg46a5czsbwBVOiRwWNfr64F9x8Tm479VrIueEpXZziZnw_exKHyGcKJCW31Vo3kOIwnatCE6mx4-HnRENP35grPzzjgNav6cfISaegI/s1600/parcours-fran.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 234px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP6N65-itpiyvj__ryn2I2krmQsBr0m1EAWrCQg46a5czsbwBVOiRwWNfr64F9x8Tm479VrIueEpXZziZnw_exKHyGcKJCW31Vo3kOIwnatCE6mx4-HnRENP35grPzzjgNav6cfISaegI/s320/parcours-fran.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5719106093190189074" /></a><br /><span style="font-weight:bold;">PROGRAMA ACADEMIA - FOL SECRETARIADO- </span><br />ENLACES ACTIVIDADES<br />LYCÉE: http://www.lycee-alienor.fr/rubrique.php3?id_rubrique=54<br /><br />EDUCACION: http://www.education.gouv.fr/pid8/le-systeme-educatif.html<br />http://www.education.gouv.fr/pid24/les-niveaux-et-les-etablissements-d-enseignement.html<br />http://www.ambafrance-at.org/IMG/pdf/systeme_educatif.pdf<br />http://www.ibe.unesco.org/fileadmin/user_upload/archive/Countries/WDE/2006/WESTERN_EUROPE/France/struc_fra.gif<br /><br /> http://www.blogger.com/img/blank.gif<br /><br />EUROPASS<br />http://europass.cedefop.europa.eu/es/home<br /><a href="http://www.europe-education-formation.fr/docs/20111006_Europass-2011.pdf">http://www.europe-education-formation.fr/docs/20111006_Europass-2011.pdf</a><br />EUROPASSMOBILITÉ:<br />http://www.europe-education-formation.fr/docs/guide-EM.pdf<br />EL PORTAL EUROPEO DE LA MOVILIDAD PROFESIONAL:<br />http://ec.europa.eu/eures/home.jsp?lang=es<br />LEXIQUE ADMINISTRATIF: http://es.scribd.com/doc/27728417/Lexique-administratif<br />L’ENTRETIEN DE MOTIVATION:<br />http://www.acifr.org/ressources/CV_Lettre_de_motivation/entretien_de_motivation.pdf<br />EXEMPLES CV, LETTRES DE MOTIVATION<br />http://www.acifr.org/ressources/lettre_de_motivation_cv.html<br />LE BON CV | ASTUCES ET PIÈGES À ÉVITER POUR LA RÉDACTION DE CV<br />http://www.100cv.com/modele-cv-lettre-de-motivation/conseils-redaction-cv-3.html<br />L'AGENCE EUROPE-EDUCATION-FORMATION FRANCE<br />http://www.europe-education-formation.fr/europass-cv.php<br />PÔLE-EMPLOIE<br />http://www.pole-emploi.fr/accueil/<br />BUSQUEDA DE EMPLEO:<br />http://www.jobs.ch/fr/<br />http://www.keljob.com/<br />http://www.directemploi.com/<br />http://www.emploi.org/<br />http://www.cv.com/emploi/emploi/86-vienne/poitiers.htm<br />http://etudiant.aujourdhui.fr/etudiant/info/exemple-de-cv.html<br />http://www.dossierfamilial.com/videos/comment-reussir-son-entretien-d-embauche-4071.html<br />VIDEOS:<br />http://www.dailymotion.com/video/xbrewo_les-reseaux-sociaux-et-la-recherche_schoolUnknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-52124509717167727912011-12-08T13:27:00.000-08:002011-12-08T13:27:44.758-08:00ENLACES TEMA NOMINAS<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1;"><b><span style="font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 24.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;">Tablas 2011 – Cotización a la Seguridad Social – SMI – IPREM – FOGASA</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La <a href="http://www.boe.es/boe/dias/2011/01/20/pdfs/BOE-A-2011-1009.pdf" target="_blank" title="Normas 2011 de cotización a la Seguridad Social, Desempleo, Fondo de Garantía Salarial y Formación Profesional"><span style="color: #336600;">Orden TIN/41/2011, de 18 de enero</span></a>, desarrolla las normas de cotización a la Seguridad Social, Desempleo, Fondo de Garantía Salarial y Formación Profesional, contenidas en la <a href="http://www.boe.es/boe/dias/2010/12/23/pdfs/BOE-A-2010-19703.pdf" target="_blank" title="Ley 39/2010, de 22 de diciembre, de Presupuestos Generales del Estado para el año 2011"><span style="color: #336600;">Ley 39/2010, de 22 de diciembre, de Presupuestos Generales del Estado para el año 2011</span></a>.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><br />
</div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 710px;"><tbody>
<tr style="height: 40.35pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="border: solid windowtext 1.0pt; height: 40.35pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 532.8pt;" width="710"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">BASES DE COTIZACIÓN CONTINGENCIAS COMUNES 2011</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
(Orden TIN 41/2011, de 18 de enero de 2011)</span></b></div></td> </tr>
<tr style="height: 14.85pt; mso-yfti-irow: 1;"> <td style="border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Grupo de Cotización</span></b></div></td> <td style="border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Categorías Profesiones</span></b></div></td> <td style="border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Bases mínimas</span></b></div></td> <td style="border: solid windowtext 1.0pt; height: 14.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Bases máximas</span></b></div></td> </tr>
<tr style="height: 15.95pt; mso-yfti-irow: 2;"> <td colspan="4" style="border: solid windowtext 1.0pt; height: 15.95pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 532.8pt;" width="710"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">GRUPOS RETRIBUCIÓN MENSUAL (€/Mes)</span></b></div></td> </tr>
<tr style="height: 24.15pt; mso-yfti-irow: 3;"> <td style="border: solid windowtext 1.0pt; height: 24.15pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.15pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ingenieros, Licenciados, Personal de alta dirección</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.15pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1.045,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.15pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 24.55pt; mso-yfti-irow: 4;"> <td style="border: solid windowtext 1.0pt; height: 24.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ingenieros Téc, Peritos y Ayudantes Titulados</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">867,00</span></div></td> <td style="border: solid windowtext 1.0pt; height: 24.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 17.85pt; mso-yfti-irow: 5;"> <td style="border: solid windowtext 1.0pt; height: 17.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3</span></div></td> <td style="border: solid windowtext 1.0pt; height: 17.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Jefes Administrativos y de taller</span></div></td> <td style="border: solid windowtext 1.0pt; height: 17.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">754,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 17.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 26.75pt; mso-yfti-irow: 6;"> <td style="border: solid windowtext 1.0pt; height: 26.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">4</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Ayudantes no Titulados</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">748,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.75pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 20.3pt; mso-yfti-irow: 7;"> <td style="border: solid windowtext 1.0pt; height: 20.3pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">5</span></div></td> <td style="border: solid windowtext 1.0pt; height: 20.3pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Oficiales Administrativos</span></div></td> <td style="border: solid windowtext 1.0pt; height: 20.3pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">748,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 20.3pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 21.35pt; mso-yfti-irow: 8;"> <td style="border: solid windowtext 1.0pt; height: 21.35pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">6</span></div></td> <td style="border: solid windowtext 1.0pt; height: 21.35pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Subalternos</span></div></td> <td style="border: solid windowtext 1.0pt; height: 21.35pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">748,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 21.35pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 15.55pt; mso-yfti-irow: 9;"> <td style="border: solid windowtext 1.0pt; height: 15.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">7</span></div></td> <td style="border: solid windowtext 1.0pt; height: 15.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Auxiliares Administrativos</span></div></td> <td style="border: solid windowtext 1.0pt; height: 15.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">748,20</span></div></td> <td style="border: solid windowtext 1.0pt; height: 15.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10</span></div></td> </tr>
<tr style="height: 15.55pt; mso-yfti-irow: 10;"> <td colspan="4" style="border: solid windowtext 1.0pt; height: 15.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 532.8pt;" width="710"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">GRUPOS RETRIBUCIÓN DIARIA (€/Día)</span></b></div></td> </tr>
<tr style="height: 23.45pt; mso-yfti-irow: 11;"> <td style="border: solid windowtext 1.0pt; height: 23.45pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">8</span></div></td> <td style="border: solid windowtext 1.0pt; height: 23.45pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Oficiales de primera y segunda</span></div></td> <td style="border: solid windowtext 1.0pt; height: 23.45pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">24,94</span></div></td> <td style="border: solid windowtext 1.0pt; height: 23.45pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">107,67</span></div></td> </tr>
<tr style="height: 25.25pt; mso-yfti-irow: 12;"> <td style="border: solid windowtext 1.0pt; height: 25.25pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">9</span></div></td> <td style="border: solid windowtext 1.0pt; height: 25.25pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Oficiales de tercera y Especialistas</span></div></td> <td style="border: solid windowtext 1.0pt; height: 25.25pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">24,94</span></div></td> <td style="border: solid windowtext 1.0pt; height: 25.25pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">107,67</span></div></td> </tr>
<tr style="height: 18.6pt; mso-yfti-irow: 13;"> <td style="border: solid windowtext 1.0pt; height: 18.6pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">10</span></div></td> <td style="border: solid windowtext 1.0pt; height: 18.6pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Peones</span></div></td> <td style="border: solid windowtext 1.0pt; height: 18.6pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">24,94</span></div></td> <td style="border: solid windowtext 1.0pt; height: 18.6pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">107,67</span></div></td> </tr>
<tr style="height: 26.05pt; mso-yfti-irow: 14; mso-yfti-lastrow: yes;"> <td style="border: solid windowtext 1.0pt; height: 26.05pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 4.0cm;" width="151"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">11</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.05pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 252.4pt;" width="337"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Trabajadores menores de 18 años</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.05pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 80.95pt;" width="108"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">24,94</span></div></td> <td style="border: solid windowtext 1.0pt; height: 26.05pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 86.05pt;" width="115"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">107,67</span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 250px;"><tbody>
<tr style="height: 14.45pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="2" style="border: solid windowtext 1.0pt; height: 14.45pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">TOPES DE COTIZACIÓN</span></b></div></td> </tr>
<tr style="height: 13.8pt; mso-yfti-irow: 1;"> <td style="border: solid windowtext 1.0pt; height: 13.8pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 50.0%;" width="50%"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">MÁXIMO</span></b></div></td> <td style="border: solid windowtext 1.0pt; height: 13.8pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 50.0%;" width="50%"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">MÍNIMO</span></b></div></td> </tr>
<tr style="height: 12.55pt; mso-yfti-irow: 2; mso-yfti-lastrow: yes;"> <td style="border: solid windowtext 1.0pt; height: 12.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">3.230,10 € / Mes</span></div></td> <td style="border: solid windowtext 1.0pt; height: 12.55pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">748,20 € / Mes</span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El empresario está obligado a descontar de la nómina del trabajador las cuotas correspondientes a la cotización a la Seguridad Social, en caso de que no lo haga las cuotas correrán a su cargo. Igualmente el empresario también está obligado a efectuar sus propias cotizaciones a la Seguridad Social por cada uno de los trabajadores que tenga contratados, según los siguientes “<b>tipos de cotización</b>” aplicados sobre las bases de cotización correspondientes.</span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 588px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="4" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">TIPOS DE COTIZACIÓN (%)</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 55.0%;" width="55%"><br />
</td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 15.0%;" width="15%"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.5pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">EMPRESA</span></b></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 15.0%;" width="15%"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.5pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">TRABAJADORES</span></b></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 15.0%;" width="15%"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8.5pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">TOTAL</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Contingencias Comunes</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">23,60</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">4,70</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">28,30</span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Horas.Extras / Fuerza Mayor</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">12,00</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">2,00</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">14,00</span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Resto H.Extraordinarias</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">23,60</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">4,70</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">28,30</span></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Desempleo:</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"><br />
</td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"><br />
</td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"><br />
</td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 10.5pt;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tipo General</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">5,50</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1,55</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">7,05</span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 10.5pt;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Contratos Duración Determinada Tiempo Completo</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">6,70</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1,60</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">8,30</span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 4.5pt 10.5pt;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Contratos Duración Determinada Tiempo Parcial</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">7,70</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">1,60</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">9,30</span></div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">FOGASA</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">0,20</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 30.0pt 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">0,20</span></div></td> </tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Formación Profesional</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">0,60</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">0,10</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">0,70</span></div></td> </tr>
</tbody></table></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Salario Mínimo Interprofesional (SMI) 2011</span></b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
(<a href="http://www.boe.es/boe/dias/2010/12/31/pdfs/BOE-A-2010-20150.pdf" target="_blank" title="R.D. 1795/2010, de 30 de diciembre. Salario Mínimo Interprofesional 2011"><span style="color: #336600; font-size: 8.5pt;">R.D. 1795/2010, de 30 de diciembre</span></a>)</span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 300px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">DIARIO</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">21,38 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">MENSUAL</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">641,40 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">ANUAL</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">8.979,60 €</span></div></td> </tr>
</tbody></table></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Indicador Público de Renta de Efectos Múltiples (IPREM) 2011</span></b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
<a href="http://www.boe.es/boe/dias/2010/12/23/pdfs/BOE-A-2010-19703.pdf" target="_blank" title="Ley 39/2010, de 22 de diciembre, de Presupuestos Generales del Estado para el año 2011"><span style="color: #336600; font-size: 8.5pt;">(Ley 39/2010, de 22 de diciembre, de Presupuestos Generales del Estado para el 2011)</span></a></span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 300px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">DIARIO</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">17,75 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">MENSUAL</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">532,51 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 120.0pt;" width="160"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">ANUAL</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 105.0pt;" width="140"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">6.390,13 €</span></div></td> </tr>
</tbody></table></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Límites de pago por FOGASA</span></b><span style="color: #0264ac; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border: 1pt solid windowtext; width: 438px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 7.5pt; width: 245.7pt;" width="328"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Triple del SMI diario, con prorrateo de extras</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 82.5pt;" width="110"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">74,68 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 7.5pt; width: 245.7pt;" width="328"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Límite salarios</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 82.5pt;" width="110"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">11.202,00 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 7.5pt; width: 245.7pt;" width="328"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Límite indemnizaciones</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 82.5pt;" width="110"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">27.258,20 €</span></div></td> </tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="background: #DDDDDD; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 7.5pt; width: 245.7pt;" width="328"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Límite 40%</span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 2.25pt 0cm 2.25pt 0cm; width: 82.5pt;" width="110"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">10.903,00 €</span></div></td> </tr>
</tbody></table></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><h1 style="margin-bottom: .0001pt; margin: 0cm;"><span style="font-family: "Calibri","sans-serif"; font-size: 18.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 24.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Percepciones no salariales exentas de cotización y retención – Tabla</span></h1><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> La siguiente tabla nos será de utilidad para realizar los cálculos de las nóminas. </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Las percepciones no salariales no cotizan a la Seguridad Social, siempre que su importe no supere la cantidad exenta de cotización reflejada en esta tabla. Las cantidades que excedan del importe exento sí se incluyen en las bases de cotización. </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">De igual forma, las percepciones no salariales están exentas de retención por IRPF en los importes y en los casos que se indican en la tabla. </span></div><div align="center"> <table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: none repeat scroll 0% 0% white; border: 1pt solid windowtext; width: 706px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="3" rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 253.95pt;" width="339"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">CONCEPTOS</span></b><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div></td> <td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">SEGURIDAD SOCIAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br />
Importe Exento</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div></td> <td colspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 177.5pt;" width="237"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">IRPF</span></b><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Importe Exento</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Computa</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Ropa de trabajo,</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Quebranto moneda y</span></div><div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Desgaste de útiles y herramientas (en conjunto)</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Hasta el 20% del IPREM</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El importe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Plus de Transporte urbano y distancia (en conjunto)</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Hasta el 20% del IPREM</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El importe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 79.9pt;" width="107"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Gastos de Locomoción</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td colspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 7.5pt 4.5pt 7.5pt 4.5pt; width: 174.05pt;" width="232"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Con factura</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El gasto total</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El gasto total</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td colspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 7.5pt 4.5pt 7.5pt 4.5pt; width: 174.05pt;" width="232"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sin justificación</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">0,19 €/Km</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">0,19 €/Km</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El exceso</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td rowspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 79.9pt;" width="107"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Dietas</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td colspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 7.5pt 4.5pt 7.5pt 4.5pt; width: 174.05pt;" width="232"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Gastos de estancia</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Importe justificado</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Importe justificado</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 7.5pt 4.5pt 7.5pt 4.5pt; width: 108.6pt;" width="145"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Gastos de manutención</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 65.45pt;" width="87"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Con Pernocta</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">España 53,34 €/día<br />
Extranjero 91,35 €/día</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">España 53,34 €/día<br />
Extranjero 91,35 €/día</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td rowspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El exceso</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 65.45pt;" width="87"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sin Pernocta</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">España 26,67 €/día<br />
Extranjero 48,08 €/día</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">España 26,67 €/día<br />
Extranjero 48,08 €/día</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l4 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Prestaciones de la Seguridad Social</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El exceso sobre la cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Indemnizaciones por traslados, suspensiones o despidos</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El exceso sobre la cuantía legal</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;"> <td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm;"> <div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 11.25pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo7; tab-stops: list 36.0pt; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Percepciones por matrimonio</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 97.95pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Importe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 98.6pt;" width="131"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> <td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 0cm 0cm 0cm; width: 78.9pt;" width="105"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Importe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div></td> </tr>
</tbody></table></div><div style="margin-bottom: .0001pt; margin: 0cm;"><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 8.5pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">NOTA</span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 8.5pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">: El IPREM para 2011 es <b>532,51 €</b>. 20% IPREM = 106,50 €</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-85992721164328237972011-12-01T15:00:00.000-08:002011-12-01T15:00:55.592-08:00ACTIVIDADES TEMA 4<div style="text-align: center;"><a href="https://docs.google.com/open?id=0B3BJo6i7DSFyMjE1ODE0ODctMzkxYi00ZTk0LWIzYzAtMmJjMzUzNTE3ZDA3" target="_blank"><span style="font-family: Arial,Helvetica,sans-serif;">ACTIVIDADES TEMA 4</span></a></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-79065015501359186982011-12-01T14:58:00.000-08:002011-12-01T14:58:54.194-08:00EJEMPLO FINIQUITO<div style="text-align: center;"><a href="https://docs.google.com/open?id=0B3BJo6i7DSFyOTk3NTVjYzQtMTA3Ni00OWM2LWE3NWEtZjk4NTRkZGEwMzQ2" target="_blank"><b><span style="font-family: Arial,Helvetica,sans-serif;">EJEMPLO FINIQUITO</span></b></a></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-10171296839185370022011-11-24T12:13:00.000-08:002011-11-24T12:13:54.058-08:00FOL: TEMA NOMINAS<div style="text-align: center;"><a href="https://docs.google.com/open?id=0B3BJo6i7DSFyYjM2ZDFhZjAtNDhiZi00MzVmLWFiNmUtMGI4OWZjM2VkZDc2"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">Material complementario tema nominas</span></span></a></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-2869358979897040255.post-78451339519366894932011-11-23T15:23:00.000-08:002011-11-23T15:23:24.070-08:00TEMA 3<div style="color: purple; font-family: Arial,Helvetica,sans-serif; text-align: center;"><b>ACTIVIDADES TEMA 3</b></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif; text-align: center;">Para completar tu formación puedes consultar este enlace</div><div style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.blogger.com/goog_1679035867"><br />
</a></div><div style="font-family: Arial,Helvetica,sans-serif;"><a href="http://ntic.educacion.es/w3//eos/RecursosFP/Administracion/GradoMedio/GestAdmi/modulo6/Index.htm">http://ntic.educacion.es/w3//eos/RecursosFP/Administracion/GradoMedio/GestAdmi/modulo6/Index.htm</a></div><br />
<div style="text-align: center;"><b><span style="font-family: Arial,Helvetica,sans-serif;">ESQUEMA ADMINISTRACIÓN CENTRAL DEL ESTADO</span></b></div><br />
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" 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