tag:blogger.com,1999:blog-20556972591032250762024-03-13T03:14:42.287+01:00FAUXADBlog para Funcionarios Auxiliares y AdministrativosFauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-2055697259103225076.post-3414856693772161562018-09-20T09:40:00.002+02:002018-09-20T09:40:32.806+02:00<header class="pg-head">
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<span style="color: purple;"><b> https://www.blogger.com/blogger.g?rinli=1&pli=1&blogID=2055697259103225076#editor/target=post;postID=341485669377216156</b></span></div>
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<img alt="Málaga Hoy" class="logo" height="45" src="https://www.malagahoy.es/static/BB3HTML/images/header-site-logo.svg?hash=e9dd24684185b15f23f56bd9293fb154" /></div>
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soltando grillos</div>
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<h1 class="pg-bkn-headline" itemprop="headline">
El funcionario que acierta todos los nombramientos</h1>
<ul class="summary">
<li class="summary-entry fa-i">
España es uno de los países donde más trabajadores de una
institución dependen del Gobierno de turno, ya que acceder al poder
permite múltiples modalidades de contratos de personal de confianza<br />
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</ul>
</header>
<div class="pg-body">
<section class="nws-data">
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<small>
<small class="author">
josé manuel atencia
</small>
<time class="dateline" itemprop="datePublished">24 Diciembre, 2017 - 02:03h</time>
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Hay
un chiste muy viejo que me encanta. Se trata de un señor que llama a un
buen amigo, presidente del tribunal que tiene que valorar a los
candidatos para un puesto de trabajo y le pide que haga todo lo posible
para que su hijo sea el seleccionado. Llega el día del examen y entra al
aula el enchufado. Le hacen la primera pregunta y el chico mira para un
lado, para otro y no tiene idea alguna de la cuestión que le plantean,
por lo que ni siquiera abre la boca. En la segunda pregunta ocurre otro
tanto de lo mismo. Sigue sin tener ni idea y se mantiene callado. Llega
la tercera cuestión, ya definitiva. Y el joven sigue sin saber nada de
lo que se le pregunta. En ese momento, el presidente del tribunal se
pone muy serio y le dice al candidato enchufado. ¿Usted cree que se
puede conseguir este puesto sin tener ni idea de nada y sin abrir la
boca en el examen?... Y el propio presidente se responde asimismo: "Pues
se va a poder hijo, se va a poder".
</div>
<div class="mce">
Tras cuarenta años de democracia, las
administraciones aún no han sido capaces de garantizar un sistema de
acceso al empleo público que cubra sus plazas por mérito, igualdad y
capacidad. Siguen existiendo las más variadas modalidades para colocar
en las instituciones a un buen número de personas sin pasar por concurso
u oposición alguna y sin más cualificación que la de pertenecer al
partido que está en esos momentos en el Gobierno. De ahí que, por la
puerta de atrás de la cacareada carrera administrativa, se sigan colando
procedimientos que se saltan a la torera los escalones de la función
pública desde la cercanía al poder o desde la complicidad hacia el
responsable político de turno. Y esos empleos, que debían concluir al
expirar el mandato del Gobierno que le propuso en el cargo, sigue
permitiendo puestos de trabajo de por vida tras concursos hechos como el
que encarga un traje a medida. Hace unos años hubo una sonora polémica
con un concejal de un municipio de Málaga que decidió contratar a su
hija de cargo de confianza. Cuando se le cuestionó por la iniciativa,
fue rotundo en su respuesta y dijo: "No entiendo la crítica, puede haber
alguien de más confianza para mí que mi propia hija". Y así se entiende
muchas veces el mérito y la capacidad del empleo público. Hay tantos
ejemplos de padrinaje que resultan inabordables en un artículo tan
corto, pero me van a permitir recordar otro realmente llamativo. En el
año 2014, se montó un buen jaleo en el Tribunal de Cuentas por un asunto
de colocaciones. Paradojas de la vida, este tribunal es el organismo
encargado de fiscalizar a los partidos políticos y a las instituciones
públicas en la gestión del dinero de todos. Con una plantilla de poco
más de 700 trabajadores, se descubrió que casi un centenar de ellos eran
familiares de altos cargos de la propia institución y de sus
representantes sindicales. Desde el actual presidente hasta los
responsables del comité de empresa, pasando por consejeros y conocidos
políticos tenían entre la plantilla del tribunal a esposas, cuñados,
concuñadas, primos carnales, hermanos, sobrinos, hijos, nueras, yernos e
incluso a amigos de la infancia. También había parejas sentimentales,
para que no faltara de nada.
</div>
<blockquote class="blockquote inset-auto">
<figure>Siguen existiendo variadas modalidades para colocar en las instituciones<br />
</figure></blockquote>
<div class="mce">
España es uno de los países europeos donde más
trabajadores de una institución dependen del Gobierno de turno, ya que
acceder al poder permite múltiples modalidades de contratos de personal
de confianza o de libre designación. Este asunto ya resulta un bochorno
en demasiados casos, pero todavía es más lamentable cuando alcanza
también los niveles funcionariales de la Administración, donde se premia
la afinidad política por encima de la cualificación profesional.
</div>
<div class="mce">
Por todas estas cosas, tengo especial simpatía por
aquellas personas que, por integridad y por creer en la legalidad, se
convierten en un azote de la administración cuando está convencida de
que, esta última, actúa de manera discrecional y haciendo de su capa un
sayo. Uno de ellos se llama Wenceslao Alonso Nieto. Lleva 17 años
trabajando en el Ayuntamiento de Málaga como administrativo y le ha
ganado ya ocho juicios al Consistorio de la ciudad, dos de ellos con
sentencias firmes del TSJA. ¿Y de qué van sus denuncias? Muy fácil: de
la adjudicación de plazas en el Ayuntamiento sin concurso de mérito
alguno y aprovechando distintos vericuetos legales. O lo que es lo
mismo, a través de procedimientos de provisionalidad o de comisión de
servicio que terminan eternizándose, y donde queda en el cajón del
olvido esas cosas de la igualdad, el mérito, la capacidad y la
publicidad en las convocatorias. Por sus reclamaciones y denuncias, que
incluyen algunas que les afectan directamente, le abrieron un
expediente disciplinario que fue archivado en su día. Wenceslao Alonso
sigue en sus treces. Se sacó su licenciatura de Derecho mientras
trabajaba en el Consistorio, se representa asimismo en los juicios y ha
decidido crear hasta una sección sindical para impugnar las
convocatorias municipales de plazas sin concurso.
</div>
<div class="mce">
Con todo, el mayor mérito de este funcionario es su
capacidad adivinatoria. Cada vez que el Consistorio de Málaga anuncia
que va a realizar cambios en algunas jefaturas o altos puestos
municipales, Wenceslao Alonso se va a un notario y levanta un acta con
los nombres de las personas a las que les van a adjudicar ese cargo. Su
último acierto fue con el interventor general del Ayuntamiento. Se
presentaron seis candidatos y salió el que Wenceslao había adelantado.
Era la décima vez que acertaba en sus predicciones ante notario. ¿Se
puede acertar más veces?... Pues como diría el presidente del tribunal
que tenía que colocar al amigo de su hijo: "Pues se va a poder hijo, se
va a poder". Solo es cuestión de esperar el anuncio de la próxima
convocatoria. </div>
</div>
</div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-61075106723816348772018-09-20T09:34:00.000+02:002018-09-20T09:34:06.923+02:00<h1 class="pg-headline">
</h1>
<h1 class="pg-headline">
<span style="color: purple;"><span style="font-size: small;">https://www.eldiario.es/politica/funcionario-ventajas-concursar-interino_0_814718813.html</span></span><img alt="eldiario.es" height="54" src="https://www.eldiario.es/static/EDIDiario/images/ft-logo.svg?hash=7dc8722930f8ed8fba67b28f7ce0ea40" width="320" /></h1>
<h1 class="pg-headline">
El funcionario que pleitea (y gana) contra las
oposiciones que blindan a interinos: de enterrador o auxiliar
administrativo
</h1>
<div class="subtitle bkn mce sk2">
Funcionario y abogado, lleva 20 años denunciando procesos de
selección públicos que no cumplen el principio de igualdad de acceso a
la Administración<br />
Empezó denunciando la convocatoria de una plaza
de un enterrador y ha parado procesos en ayuntamientos, diputaciones y
universidades<br />
Su última victoria provisional es la paralización de
una oposición de 98 auxiliares administrativos en la Complutense que
según el juez no dejaba opciones a aspirantes que no fueran interinos<br />
"¿Por
qué la plaza tiene que ser para un interino? ¿Qué tiene de especial ser
auxiliar administrativo en la Complutense?", pregunta a eldiario.es<br />
</div>
<section class="cp-tools md cf ">
<address class="bkn dateline fl">
<small class="byline">
<a class="lnk" href="https://www.eldiario.es/autores/nestor_cenizo/" title="Néstor Cenizo">Néstor Cenizo</a>
</small>
<a class="twitter-follow-button" data-show-count="false" href="https://twitter.com/nestorcevic">Follow @nestorcevic</a>
<span class="location"></span>
</address>
<div class="md-social md cl">
<time class="bkn dateline fl" datetime="2018-09-15T21:33:40+02:00">
<span class="date">15/09/2018 - </span>
<span class="time">21:33h</span>
</time>
</div>
</section>
<section class="md-advertisement md hspace ad-article no-adv-socios" id="edi-ad-slot-ed-bajo-titular" role="marquee">
<div class="caption">
<br /></div>
</section>
<div class="inset cf">
<figure class="media-holder">
<img alt="Wenceslao Alonso | N.C." height="389" src="https://www.eldiario.es/fotos/Wenceslao-Alonso-NC_EDIIMA20180103_0282_19.jpg" width="643" />
<figcaption class="caption-inside">
Wenceslao Alonso, con una sentencia que condena al ayuntamiento de Málaga | N.C.
<br />
</figcaption>
</figure>
</div>
<aside class="slidebar">
<section class="md-masInfo md md-sk1">
<div class="hd">
<h2 class="headline-aux">
más INFO</h2>
</div>
<div class="bd">
<ul class="lst">
<li class="lst-item first">
<a class="lnk" href="https://www.eldiario.es/madrid/oposiciones-Complutense-imposible-administrativo-interinos_0_814019344.html" title="Un juez anula unas oposiciones a 100 plazas en la Complutense por reservar todo el empleo para interinos">
Un juez anula unas oposiciones a 100 plazas en la Complutense por reservar todo el empleo para interinos
</a>
</li>
<li class="lst-item ">
<a class="lnk" href="https://www.eldiario.es/andalucia/Universidad-Malaga-condenada-principio-concurso-oposicion_0_795120658.html" title="La Universidad de Málaga, condenada por vulnerar el principio de igualdad en un concurso-oposición">
La Universidad de Málaga, condenada por vulnerar el principio de igualdad en un concurso-oposición
</a>
</li>
<li class="lst-item ">
<a class="lnk" href="https://www.eldiario.es/andalucia/malaga/funcionario-denuncia-enchufismo-ayuntamiento-Malaga_0_725477777.html" title="Un funcionario gana ocho juicios contra el "enchufismo" en el Ayuntamiento de Málaga">
Un funcionario gana ocho juicios contra el "enchufismo" en el Ayuntamiento de Málaga
</a>
</li>
<li class="lst-item last tags">
<strong>ETIQUETAS:</strong>
<a class="lnk" href="https://www.eldiario.es/temas/oposiciones/" title="oposiciones">oposiciones</a>,
<a class="lnk" href="https://www.eldiario.es/temas/universidad_complutense_de_madrid/" title="Universidad Complutense de Madrid">Universidad Complutense de Madrid</a>
</li>
</ul>
</div>
</section>
</aside>
<div class="mce-body mce no-sticky-adv-socios" id="edi-body">
<div class="mce">
Hace bastantes años Wenceslao Alonso
impugnó una convocatoria para ser enterrador de pueblo. Su argumento
era que además de una prueba práctica, llevar años enterrando a los
muertos del municipio puntuaba el doble. "¿Por qué? A lo mejor el
sepulturero del pueblo de al lado quería la plaza y podía alegar que él
entierra igual que diez kilómetros más allá", razona Alonso, que ya
entonces ganó el recurso de reposición. El argumento de entonces es
clavado al que le ha servido para que <a class="mce" href="https://www.eldiario.es/madrid/oposiciones-Complutense-imposible-administrativo-interinos_0_814019344.html" target="_blank"> un juez anule un proceso de selección de 98 plazas en la Universidad Complutense</a>:
no se puede diseñar una convocatoria de forma que sólo pueda hacerse
con el puesto el interino que ha venido desempeñando ese trabajo. La
última sentencia dictada a su favor, la de la Complutense, aún no es
firme y tiene muchas posibilidades de ser recurrida.</div>
<div class="mce">
Wenceslao Alonso nunca quiso ser enterrador, y por aquel entonces ni
siquiera era abogado. Ya tenía, eso sí, su plaza de funcionario en el
Ayuntamiento de Málaga, al que le ha ganado ocho juicios por lo que él
llama repetidamente "el cachondeo": asignar plazas obviando los
principios de mérito, igualdad y capacidad. También consiguió <a class="mce" href="https://www.eldiario.es/andalucia/Universidad-Malaga-condenada-principio-concurso-oposicion_0_795120658.html" target="_blank"> anular un concurso-oposición a la Universidad de Málaga</a>.
Hay quien ve en él a un justiciero o incluso a un "picapleitos
amargado", como le han llamado esta semana por estropear el final de las
vacaciones a interinos que llevan años esperando para conseguir "su
plaza", como también le reprochan quienes llevan años peleando por un
empleo estable en la Administración.</div>
<section class="md-advertisement md hspace no-adv-socios" id="edi-ad-slot-intext" role="marquee">
</section>
<div class="mce">
La última muesca de Alonso ha sido tumbar un
concurso-oposición con 98 plazas de auxiliar administrativo en la
Complutense. La sentencia concluye que en la práctica, con las bases y
el sistema de puntuación previsto, era casi imposible que quien no
hubiese desempeñado el puesto en la propia Universidad durante la última
década lograse alguna de las plazas. Daba igual hacer un examen
perfecto o tener experiencia en un trabajo similar. El juzgado concluyó
que esa convocatoria no respetaba el principio de igualdad en el acceso a
la función pública y ordena repetir el proceso.</div>
<div class="mce">
"Yo
defiendo el derecho de cualquier persona a presentarse", explica Alonso:
"Mi intención es que tú, que no has trabajado en la Complutense, puedas
participar, y tus méritos, si has trabajado de auxiliar administrativo,
se valoren. ¿Por qué la plaza tiene que ser para un interino? ¿Qué
tiene de especial ser auxiliar administrativo en la Complutense?".</div>
<h2>
<strong class="mce"> Todos los días, lectura de BOE y BOJA</strong></h2>
<div class="mce">
Wenceslao Alonso es un lector de burocracia diaria. Cada mañana repasa
el Boletín Oficial del Estado y también algunos de las comunidades
autónomas. Que lleve buceando en esos textos desde el 1 de enero de 1999
da una pista de su perfil: funcionario por las mañanas y abogado por la
tarde, que ha impugnado distintas oposiciones.</div>
<div class="mce">
Alonso revisa toda convocatoria de empleo público que se pone a tiro
porque durante cuatro años también fue interino del Ayuntamiento de
Málaga, donde sacó su plaza en 1999. En ese tiempo se presentó a
incontables pueblos y diputaciones. Su primer recurso de reposición,
apenas medio folio, lo puso por una plaza de auxiliar administrativo
para la que puntuaba más haber trabajado en el Ayuntamiento de Herrera
(Sevilla) que en cualquier otro lugar.</div>
<div class="mce">
En 2002 logró
que se anulase una convocatoria de 300 plazas para la Diputación de
Málaga. Ese mismo año, Tolox (Málaga) convocó tres plazas, de licenciado
en Derecho, fontanero y auxiliar administrativo, y fijó como requisito
experiencia de cinco años en el ayuntamiento. También tuvo que retirar
la oferta.</div>
<div class="mce">
"Salvo que se me haya pasado, desde
entonces no han sacado esas plazas. El interino estará allí hasta que se
jubile o se muera", cuenta a eldiario.es.</div>
<div class="mce">
Las
batallas de Alonso ponen el foco sobre un sistema del que muchas
administraciones se han valido para acumular una desproporcionada bolsa
de interinos. Un tremendo cuello de botella atasca a los trabajadores
durante años en puestos teóricamente provisionales. Con el paso del
tiempo, el interino asume que aquella es "su plaza", y a partir de esa
ficción muchos levantan expectativas y hasta un plan de vida.</div>
<div class="mce">
Wenceslao Alonso entiende que se valoren los servicios prestados en una
administración, como admite el propio Tribunal Constitucional para
casos "excepcionales", pero sin que eso haga imposible que otros aspiren
a la plaza: "Ni oposición pura y dura, ni dibujarte la plaza para ti".</div>
<h2>
<strong class="mce"> </strong></h2>
<h2>
<strong class="mce">Una larga batalla con el ayuntamiento de Málaga</strong></h2>
<div class="mce">
Hubo un momento en que Alonso pensó que podría ascender de categoría en
el Ayuntamiento de Málaga si sumaba una Licenciatura en Derecho y en
2011 obtuvo el título por la UNED. Empezó a enviar su currículum a la
jefatura de personal cuando se enteraba de jubilaciones o vacantes
próximas y comprobó que el ayuntamiento ni publicitaba esas plazas, ni
las cubría legalmente. En lugar de acudir a un concurso de méritos, el
consistorio recurría sistemáticamente a la figura de la comisión de
servicios, prevista para situaciones excepcionales, temporales y de
urgencia.</div>
<div class="mce">
Fue entonces cuando Alonso se puso por
primera vez la toga y empezó a defenderse a sí mismo. "Señoría, la
derrota se admite pero la injusticia hay que combatirla", cuenta que le
dijo al juez. <a class="mce" href="https://www.eldiario.es/andalucia/malaga/funcionario-denuncia-enchufismo-ayuntamiento-Malaga_0_725477777.html" target="_blank"> Le ganó ocho juicios al ayuntamiento</a>,
también perdió alguno (que ha recurrido en apelación) y obtuvo su
principal triunfo: una sentencia en la que el Tribunal Superior de
Justicia de Andalucía condena al consistorio por cubrir determinadas
plazas utilizando "mecanismos de designación aleatorios" y "al margen"
de los principios de igualdad, mérito y capacidad.</div>
<div class="mce">
"Antes te enterabas de la jefatura porque llegaba el director y decía:
"A partir de hoy este es vuestro jefe de sección"". Ahora la
convocatoria se publica, pero los nombramientos, según Alonso, siguen
estando trucados. Por eso ha perfeccionado un sistema: cuando hay
convocatoria de jefaturas en el ayuntamiento de Málaga él acude a un
notario, que levanta acta de su predicción. "El puesto se lo lleva
mengano". Wenceslao Alonso suele acertar el nombre del agraciado, pero
algún juez le ha dicho que lo suyo son meras sospechas, y que tanto
acierto podría ser cosa de la casualidad.</div>
<div class="mce">
Su batalla
legal no impide que Alonso siga trabajando en el ayuntamiento, contra el
que solo puede pleitear representándose a sí mismo. Avisa de que sí
podría ir contra cualquiera de las empresas públicas de su órbita. De
momento, sigue revisando los boletines, en busca de convocatorias
viciadas: "Coín acaba de convocar una plaza de trabajador social en la
que puntúa el doble si trabajas allí, lo que pasa es que no soy
trabajador social y no me puedo presentar. ¿Conoces a algún trabajador
social?"</div>
<div class="mce">
Estos días, a raíz de la sentencia en
Madrid, ha recibido improperios a través de las redes. Él se mantiene en
sus trece. " A mí me importa más el derecho de cualquiera a presentarse
que lo que puedan decir unos cuantos interinos. Yo defiendo el derecho
de cualquier otra persona que pueda presentarse".</div>
</div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-32873179844886950972018-04-20T11:43:00.000+02:002018-05-15T10:24:26.910+02:00Campaña "Justicia Salarial para los funcionarios de los cuerpos de Administracion General"<span style="color: white;"><span style="color: #eeeeee;"><br /></span>
<span style="color: #eeeeee;"><br /></span>
<span style="color: #eeeeee;"></span></span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #eeeeee;"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-family: "franklin gothic medium" , sans-serif; font-size: 18.0pt; line-height: 107%;">COMPARATIVA ENTRE CCAA DE LAS RETRIBUCIONES
DE LOS FUNCIONARIOS DE LOS CUERPOS ADMINISTRATIVOS (C1 Y C2) DE ADMINISTRACION
GENERAL<o:p></o:p></span></b></span></div>
<span style="color: white;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: white;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 107%;">Retribuciones de 2016</span><span style="color: black; mso-themecolor: text1;"><o:p></o:p></span></b></span></div>
<span style="color: #eeeeee;"><span style="color: white;">
</span></span>
<br />
<div style="border: 1pt solid black; padding: 1pt 4pt;">
<div align="center" class="MsoNormal" style="border: none; mso-border-alt: solid black .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: center;">
<span style="color: #eeeeee;"><b style="mso-bidi-font-weight: normal;"><span style="color: white; font-size: 14.0pt; line-height: 107%;">Complemento específico <u>mínimo</u> en
cada Comunidad Autónoma<o:p></o:p></span></b></span></div>
</div>
<span style="color: #eeeeee;">
</span>
<div align="center">
<div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: #eeeeee;"><span style="color: white;"><br /></span></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1024; width: 508px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="2" style="border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: .5pt; mso-border-color-alt: black; mso-border-left-alt: 1.0pt; mso-border-right-alt: .5pt; mso-border-style-alt: solid; mso-border-top-alt: 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><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="color: white; font-size: 10.0pt;">Cto especifico
mínimo <o:p></o:p></span></b></div>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 15.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">Auxiliar € mes<o:p></o:p></span></div>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 15.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">Auxiliar € año<o:p></o:p></span></div>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 15.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">Administrativo € mes<o:p></o:p></span></div>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 15.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">Administrativo € año<o:p></o:p></span></div>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: .5pt; mso-border-color-alt: black; mso-border-left-alt: .5pt; mso-border-left-alt: solid black .5pt; mso-border-right-alt: 1.0pt; mso-border-style-alt: solid; mso-border-top-alt: 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">Núm. de pagas<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 22.0pt; mso-yfti-irow: 1;">
<!--[if !supportMisalignedRows]-->
<td height="29" style="border: none; height: 22.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Cantabria<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">504,76<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">7.066,64<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">529,23<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">7.409,22<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Cataluña<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">470,86<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.592,04<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">439,07<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.146,98<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Madrid<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">456,04<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.472,48<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">539,70<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.476,40<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">12<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Galicia<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">431,09<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.173,08<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">451,34<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.416,08<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">12<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Andalucía<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">391,85<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.485,90<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">403,37<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.647,18<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">C. La
Mancha<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">386,90<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.416,60<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">444,62<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.224,68<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Asturias<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">381,28<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.337,92<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">418,63<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.860,82<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">La
Rioja<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">380,40<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.564,80<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">402,18<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.826,16<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">12<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Aragón<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">347,70<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.867,80<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">382,60<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">5.356,40<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">C.
Valenciana<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">324,41<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.541,74<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">491,94<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.887,16<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Extremadura<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">284,43<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">3.982,02<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">304,95<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.269,30<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 13;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Canarias<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">261,43<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">3.659,95<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">435,71<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">6.099,94<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 14;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Murcia<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">234,79<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">3.287,06<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">342,74<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">4.798,36<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 15;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">A.G.E.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">224,88<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">3.148,32<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">243,60<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">3.410,40<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 16;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">Baleares<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">199,67<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">2.795,38<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">201,67<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">2.823,38<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black .5pt; mso-border-right-alt: solid black 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 17; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid black 1.0pt; mso-border-left-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white; font-size: 10.0pt;">CyL<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 51.0pt;" valign="bottom" width="68"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">106,53<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">1.491,42<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 73.0pt;" valign="bottom" width="97"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">151,63<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid black 1.0pt; mso-border-right-alt: solid black .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 74.0pt;" valign="bottom" width="99"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">2.122,82<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.0pt;" valign="bottom" width="71"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 10.0pt;">14<o:p></o:p></span></div>
</td>
<!--[if !supportMisalignedRows]-->
<td height="20" style="border: none; height: 15.0pt;" width="0"></td>
<!--[endif]-->
</tr>
</tbody></table>
</div>
<span style="color: #eeeeee;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1024; width: 532px;">
<tbody>
<tr style="height: 18.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="border-bottom: none; border-left: solid black 1.0pt; border-right: none; border-top: solid black 1.0pt; height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 157.9pt;" valign="bottom" width="211"><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="color: white; font-size: 14.0pt;">Navarra<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="border-top: solid black 1.0pt; border: none; height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="5" style="border-bottom: none; border-left: none; border-right: solid black 1.0pt; border-top: solid black 1.0pt; height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 178.1pt;" valign="bottom" width="237"><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="color: white; font-size: 14.0pt;">Castilla y León<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td colspan="4" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 157.9pt;" valign="bottom" width="211"><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="color: white; font-size: 12.0pt;">Auxiliar<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="5" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 178.1pt;" valign="bottom" width="237"><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="color: white; font-size: 12.0pt;">Auxiliar<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Sueldo anual<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">15.159,56<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Sueldo<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">7.263,00<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Destino 14<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">6.434,82<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Destino 14<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">3.696,84<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">TOTAL<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">21.594,38<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Especifico<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">1.491,42<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Productividad<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">1.925,28<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">Diferencia<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><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="color: white; mso-themecolor: text1;">7.217,84<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">TOTAL<o:p></o:p></span></b></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">14.376,54<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td colspan="4" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 157.9pt;" valign="bottom" width="211"><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="color: white; font-size: 12.0pt;">Administrativo<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="5" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 178.1pt;" valign="bottom" width="237"><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="color: white; font-size: 12.0pt;">Administrativo<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Sueldo anual<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">17.819,62<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Sueldo<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">8.726,76<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Destino 16<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">7.507,36<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Destino 14<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">4.241,16<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">TOTAL<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">25.326,98<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">C. Especifico<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">2.122,82<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;">
<td colspan="2" style="border-left: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Productividad<o:p></o:p></span></div>
</td>
<td colspan="3" style="border-right: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">2.952,48<o:p></o:p></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12;">
<td colspan="2" style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.45pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 80.45pt;" valign="bottom" width="107"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">Diferencia<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 62.75pt;" valign="bottom" width="84"><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="color: white; mso-themecolor: text1;">7.283,76<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="border-bottom: solid black 1.0pt; border: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">TOTAL<o:p></o:p></span></b></div>
</td>
<td colspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 93.05pt;" valign="bottom" width="124"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">18.043,22<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 13;">
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" valign="bottom" width="81"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 87.2pt;" valign="bottom" width="116"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<tr style="height: 18.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 14;">
<td style="height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="6" style="height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 203.8pt;" valign="bottom" width="272"><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="color: white; font-size: 14.0pt;">País Vasco<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="height: 18.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 15;">
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="6" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 203.8pt;" valign="bottom" width="272"><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="color: white; font-size: 12.0pt;">Auxiliar nivel 16
(mínimo)<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 16;">
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" valign="bottom" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 87.2pt;" valign="bottom" width="116"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Retribución anual<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><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="color: white; mso-themecolor: text1;">24.938,08<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">Diferencia:<o:p></o:p></span></b></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><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="color: white; mso-themecolor: text1;">10.561,54<o:p></o:p></span></b></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 17;">
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="6" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 203.8pt;" valign="bottom" width="272"><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="color: white; font-size: 12.0pt;">Administrativo
Nivel 18 (mínimo)<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-row-margin-right: 26.2pt; mso-yfti-irow: 18; mso-yfti-lastrow: yes;">
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.75pt;" valign="top" width="29"><div class="MsoNormal" style="line-height: 115%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-pagination: none;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.6pt;" valign="bottom" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: white;"><br /></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 87.2pt;" valign="bottom" width="116"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: white; mso-themecolor: text1;">Retribución anual<o:p></o:p></span></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.0pt;" valign="bottom" width="75"><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="color: white; mso-themecolor: text1;">27.557,48<o:p></o:p></span></b></div>
</td>
<td colspan="2" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="bottom" width="113"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; mso-themecolor: text1;">Diferencia:<o:p></o:p></span></b></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 61.95pt;" valign="bottom" width="83"><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="color: white; mso-themecolor: text1;">9.514,26<o:p></o:p></span></b></div>
</td>
<td style="border: none; mso-cell-special: placeholder; padding: 0cm 0cm 0cm 0cm;" width="35"><div class="MsoNormal">
<span style="color: white;"><br /></span></div>
</td>
</tr>
<!--[if !supportMisalignedColumns]-->
<tr height="0">
<td style="border: none;" width="29"></td>
<td style="border: none;" width="74"></td>
<td style="border: none;" width="7"></td>
<td style="border: none;" width="101"></td>
<td style="border: none;" width="16"></td>
<td style="border: none;" width="68"></td>
<td style="border: none;" width="7"></td>
<td style="border: none;" width="107"></td>
<td style="border: none;" width="7"></td>
<td style="border: none;" width="83"></td>
<td style="border: none;" width="35"></td>
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</div>
<div class="MsoNormal">
<span style="color: white;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="color: white; font-size: 12.0pt; line-height: 150%;">Recordando que el dinero de todas las administraciones
sale de los presupuestos generales del estado:<o:p></o:p></span></u></i></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="color: white; font-size: 12.0pt; line-height: 150%;">Los conceptos fijos de las
retribuciones se componen de: <o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">1 -<span style="mso-spacerun: yes;">
</span>Sueldo<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">2 - Trienios<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">3 - Complemento de destino<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">4 - Complemento especifico<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">Los tres primeros son iguales para todas
las CCAA y la AGE y las fija el Estado<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">El Complemento Específico es variable en
cada CCAA y AGE; lo fija cada una<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">El caso de la Comunidad Autónoma de <b style="mso-bidi-font-weight: normal;">Navarra</b> es paradigmático: tienen su
propio “Estatuto del personal al Servicio de las Administraciones Públicas de
Navarra”, no se regulan por el EBEP como<span style="mso-spacerun: yes;">
</span>el resto de los funcionarios de este país, por lo que sus conceptos
retributivos son diferentes en su denominación; por ejemplo, no existe el
Complemento Específico pero sí otro que se llama “Complemento de Dedicación
Exclusiva” cuya cuantía es:<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 108pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">C.D.E.
Administrativo: <span style="mso-tab-count: 1;"> </span>700,06 €
mensuales (9.800,84 € anuales)<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 108pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">C.D.E.
Auxiliar:<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 2;"> </span>609,70 € mensuales (8.535,80
€ anuales)<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 72pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "courier new"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">También
hay que añadir que tienen un premio de antigüedad, <b style="mso-bidi-font-weight: normal;">QUINQUENIOS</b>, con un importe mensual de 19,50 euros. Y así otro tipo
de complementos, por lo que la comparativa se hace solamente de los conceptos
retributivos iguales en cuanto a denominación, es decir entre Sueldo y
Complemento de destino.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">En cuanto al <b style="mso-bidi-font-weight: normal;">País Vasco</b>, en su RPT viene reflejado el total de retribuciones
anuales sin determinar lo que corresponde al Complemento específico.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">Por otra parte, la <b style="mso-bidi-font-weight: normal;">A.G.E</b>., tiene establecido un régimen de plan de pensiones privado
para los funcionarios que prestan servicio en la misma.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">Mientras en ésta Comunidad de Castilla y León
se acabó con las <b style="mso-bidi-font-weight: normal;">“Ayudas sociales”</b> a
funcionarios, éstas siguen vigentes en otras Administraciones, ponemos como
ejemplo que en la AGE hay ayudas por hijos menores de funcionarios así como
otras prestaciones de tipo sanitario.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">La <b style="mso-bidi-font-weight: normal;">equiparación</b>
de retribuciones entre distintas CCAA pasa por la inclusión de los complementos
específicos en el conjunto de conceptos salariales que regulan los Presupuestos
Generales del Estado.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">El C. Específico, aunque es un concepto fijo
es variable en cuanto a la cuantía. En <b style="mso-bidi-font-weight: normal;">Castilla
y León</b> los Cuerpos C1 y C2 tienen un complemento Específico <b style="mso-bidi-font-weight: normal;">MISERABLE,</b> obsérvese el cuadro adjunto.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="color: white;"><a href="https://www.blogger.com/null" name="_gjdgxs"></a><!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">En <b style="mso-bidi-font-weight: normal;">Castilla
y León</b>, nuestros gobernantes han conseguido que los funcionarios que
prestan servicio en esta Comunidad sean los peor pagados de todo el Estado.
Votamos a nuestros representantes políticos para ser los funcionarios con las
RETRIBUCIONES MÁS BAJAS. Teniendo en cuenta que en las tablas se está
contabiliza el nivel 14 (C2) y 16 (C1) cuando la triste realidad es que en
Castilla y León existen 12 y 14 respectivamente, algo que ya no existe en el
resto de comunidades autónomas.<o:p></o:p></span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-size: 12.0pt; line-height: 150%;">Si además tuviéramos en cuenta la <b style="mso-bidi-font-weight: normal;">base de cotización</b>, a mayores de lo
anteriormente mencionado, un funcionario dependiendo de la comunidad autónoma
cobraría de <b style="mso-bidi-font-weight: normal;">pensión</b> más de mil euros
mensuales más que otro. Teniendo en cuenta que la edad media de fallecimiento
es de 85,9 años podemos concluir que solo de pensión de jubilación uno habrá
percibido al final de su vida 250.000 € más que el otro (el de Castilla y León
por ejemplo).<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">Por todo lo anterior podemos concluir que:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">Al final de su vida laboral (estimada en 40
años) un funcionario de los cuerpos administrativos ejerciendo las mismas
funciones y con la misma jornada habrá recibido hasta más de medio millón de
euros que otro; solo dependiendo del lugar del mismo estado en el que haya
obtenido su plaza. Si consideramos que, de forma habitual, en las comunidades
autónomas con mejores remuneraciones mínimas tienen mayor número de plazas con
mejores o diferentes complementos o dotaciones, la divergencia salarial podría
llegar hasta los 750.000 €. Y Si le añadimos lo que se perdería de pensión por
las diferencias en las bases de cotización, esta injusticia podría llegar hasta
cantidades cercanas al millón de euros. Se puede concluir que mientras un
funcionario gana lo justo para sobrevivir a otro le habrán dado <b style="mso-bidi-font-weight: normal;"><u>a mayores</u></b> un piso en su lugar de
destino, un piso de veranero, un piso en un país europeo, tres vehículos de
gama media-alta, los estudios de sus hijos, un plan de pensiones, un seguro
privado de sanidad para toda su familia, una herencia que garantice el futuro
de sus hijos, el cuidado digno de sus mayores, unas vacaciones anuales dignas y
muchas más cosas. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">Por supuesto los peor pagados de todos, los
funcionarios de los cuerpos Administrativos de la Junta de Castilla y León.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="color: white; font-size: 12.0pt; line-height: 150%;">Pedimos la EQUIPARACIÓN SALARIAL de
funcionarios en todo el Estado y en todas las Administraciones. Es de JUSTICIA.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;"><span style="color: white;">IGUAL
TRABAJO, IGUAL SALARIO</span><span style="color: #eeeeee;"><o:p></o:p></span></span></b></div>
</span>Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-48177129423501669572018-04-13T13:01:00.000+02:002018-04-13T13:17:38.588+02:00Acceso a las Administraciones por Oposición Libre para luchar contra la corrupción<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-BMUQsTmqnLY/WgLM-Orsk1I/AAAAAAAAC1s/PzAwNuWW41QbjMFmAFjJtEPl_DSxiMnAgCPcBGAYYCw/s1600/IMG-20171101-WA0006.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="898" height="320" src="https://1.bp.blogspot.com/-BMUQsTmqnLY/WgLM-Orsk1I/AAAAAAAAC1s/PzAwNuWW41QbjMFmAFjJtEPl_DSxiMnAgCPcBGAYYCw/s320/IMG-20171101-WA0006.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Foto cedida por Fernando Carlos Pérez Álvarez</td></tr>
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<div class="arrange-fill petition-byline-content">
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<b class="type-s type-weak"><a class="link-subtle" data-pass-thru="" href="https://www.change.org/o/fauxad_asociaci%C3%B3n_funcionarios" target="">Fauxad (Asociación Funcionarios)</a> ha iniciado esta petición dirigida a <a class="link-subtle" data-pass-thru="" href="https://www.change.org/decision-makers/gobierno-de-espana" target="">Gobierno de España</a> y <span class="link link-subtle js-other-dms-link">13 otros/as</span></b></div>
</div>
</div>
</div>
<div class="type-break-word type-l description">
<div class="rte js-description-content">
La
oposición no solo garantiza el acceso de cualquier ciudadano a la
Administración bajo los principios de igualdad, mérito y capacidad (art.
103.3 y 23.2 CE). La oposición, además, evita que los puestos de
intervención y gestión puedan ser dados a dedo en privilegio y que el
control de las potestades públicas recaiga en manos interesadas y por lo
tanto que la corrupción institucional exista o quede impune. En la
actualidad lo que debería ser el desarrollo de responsabilidades
públicas independientes, en muchas ocasiones, se ha convertido en
prebendas y se está regalando a los afines al sistema o a los familiares
de los que han convertido lo público en un negocio privado.<br />
Las figuras que se han inventado para convertir los privilegios y los
enchufes en derechos, como la consolidación, el concurso, la
funcionarización, o lo público en negocio como la externalización, la
privatización, la asimilación, la encomienda, etc. son las cortinas tras
las que se esconde la indecencia y la decadencia institucional. Son las
figuras a las que se puede presionar para que se reconstruyan másteres o
los agujeros sin control para que el dinero del ciudadano llene las
cuentas privadas en paraísos fiscales.<br />
No menos importante es que la gestión de lo público exclusivamente
ejercida por funcionarios públicos de oposición libre supondría un
ahorro importante a las arcas del estado.<br />
Mientras los mejor preparados de nuestros hijos tienen que emigrar
para buscar un futuro digno, España está siendo, en muchos casos,
dirigida y gestionada por obtusos intelectuales recomendados, por
corruptos o por enchufados amancebados que nos están llevando a la ruina
total.<br />
Por ello solicitamos firmas para:<br />
1. La adquisición de la condición de funcionario sea únicamente a través de oposición libre.<br />
2. La desaparición de la figura de alto cargo y la asunción de sus funciones por funcionarios de oposición.<br />
3. La desaparición de los negocios con lo público (chiringuitos
institucionales o externalizaciones) y la devolución de las potestades
públicas a las administraciones gestionadas exclusivamente por
funcionarios.</div>
</div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-21953481182234713452018-04-06T13:17:00.002+02:002018-04-06T13:17:42.516+02:00ESCRITO DE LA JUNTA DE PERSONAL FUNCIONARIO DE LEÓN DIRIGIDO AL PRESIDENTE DE LA COMUNIDAD<div class="separator" style="clear: both; text-align: center;">
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<br />
<div align="right" class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: right;">
<span style="font-family: "Times New Roman",serif; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Excmo.Sr. Presidente de la Junta de Castilla y León</span></div>
<div align="right" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: right;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">Plaza de Castilla y León, 1</span></div>
<div align="right" class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: right;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">47008 Valladolid</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto;">
<i style="mso-bidi-font-style: normal;"><u><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">Asunto: Solicitud cuerpo funcionarios lo
sean a nivel nacional</span></u></i></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 70.8pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">Por acuerdo del Pleno de 26 de enero del 2018
de la Junta de Personal de Funcionarios de los Servicios Territoriales de la
provincia de León, remitimos el siguiente escrito:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">1.- Observamos que el Estado de las Autonomías produce
diferencias en derechos y deberes en la ciudadanía, lo que es totalmente
contrario al principio general de igualdad y al fundamento constitucional de
solidaridad y que implica privilegios sociales y económicos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">2.- Que son causa principal del tamaño
desproporcionado del Estado y del insoportable gasto público que generan para
el mantenimiento de inútiles estructuras al servicio de una corte política
mastodóntica.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">3.- Que son las causantes del exponencial
desarrollo de la Administración B. Las denominadas externalizaciones que sirven
para justificar el traslado del dinero de los impuestos de la ciudadanía hacia
negocios privados de derecho público. Fuente de escandalosos salarios a
gestores privilegiados de la política y a gente contratada sin control. Base,
como se ha podido constatar de los diferentes casos de corrupción o tramas de
privilegios, para la conversión de lo público en fondos privados y cuentas en
paraísos fiscales.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">4.-Que general <b style="mso-bidi-font-weight: normal;">INJUSTICIA SALARIAL</b> de las y los funcionarios respecto a otros
cuerpos similares de funcionarias y funcionarios entre las distintas
autonomías.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">5.- Que muy frecuentemente no aplican el
derecho de acceso a la condición de funcionario y funcionaria en condiciones de
IGUALDAD, MÉRITO Y CAPACIDAD en un mal ejercicio de su autonomía. Y utilizan de
manera generalizada fórmulas alternativas a la oposición como medio de acceso y
de la consolidación de personal a dedo como método muy frecuente para la
adquisición de puesto de funcionario y funcionaria.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">6.- Que son base de discriminación y de
privilegio del derecho a la Salud. Y promotoras del acercamiento de la sanidad
pública a los principios de negocio privado con dinero público.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">7.- Que son fuente de diferencias en los
recursos asignados al sistema educativo. Y se sirven del mencionado sistema
educativo para general división y desigualdad.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">8.- Que de manera premeditada generan un
arcoíris divergente en la lectura del sistema judicial español</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">9.- Que han convertido el derecho a la lengua
en causa de exclusión en lo que a presentación de documentación oficial se
refiere y en acceso a la Función Pública.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">Es por lo que desde esta Junta de Personal.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">SE MANIFIESTA:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: -7.1pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt; line-height: 115%;">Contraria al sistema de las autonomías y entiende que el
cuerpo de funcionarios y funcionarias debería serlo a nivel nacional,
independientemente de la Administración en la que ejerza las potestades
públicas mediante pruebas de oposición iguales y nacionales y que la cobertura
de las mismas debería hacerse en concurso de traslados de ámbito nacional.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial",sans-serif; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt;"><span style="mso-tab-count: 3;"> </span>León, a 19 de
febrero del 2018</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt;">EL
PRESIDENTE<span style="mso-tab-count: 5;"> </span>LA
SECRETARIA</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt;">Fdo.
Carlos V. Carande Alonso<span style="mso-tab-count: 3;"> </span>Fdo.
Teresa Martínez Arias.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com2tag:blogger.com,1999:blog-2055697259103225076.post-47533456124342368302017-11-30T13:06:00.001+01:002017-11-30T13:11:37.356+01:00Comida 2017<div align="CENTER" lang="es-ES" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: #006633;"><span style="font-family: "perpetua titling mt" , serif;"><span style="font-size: 39pt;"><b>
</b></span></span></span></div>
<div align="CENTER" lang="es-ES" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<a href="https://4.bp.blogspot.com/-kUOEPcfiErg/UbWJIejNMQI/AAAAAAAAARc/w2EV3hnwUIgvdKD4pYXCldinU3ZNuiVQgCPcBGAYYCw/s1600/100_2249.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="150" src="https://4.bp.blogspot.com/-kUOEPcfiErg/UbWJIejNMQI/AAAAAAAAARc/w2EV3hnwUIgvdKD4pYXCldinU3ZNuiVQgCPcBGAYYCw/s200/100_2249.JPG" width="200" /></a><a href="https://3.bp.blogspot.com/-9JaFfgwdRtE/UbWLSRAnxXI/AAAAAAAAAR0/RlWCJjbukaE6KeJII0yjb6WjK3s73CARQCPcBGAYYCw/s1600/100_2304.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1086" data-original-width="934" height="200" src="https://3.bp.blogspot.com/-9JaFfgwdRtE/UbWLSRAnxXI/AAAAAAAAAR0/RlWCJjbukaE6KeJII0yjb6WjK3s73CARQCPcBGAYYCw/s200/100_2304.JPG" width="171" /></a><br />
<br />
<span style="color: #006633;"><span style="font-family: "perpetua titling mt" , serif;"><span style="font-size: 39pt;"><b>comida
y </b></span></span></span><br />
<span style="color: #006633;"><span style="font-family: "perpetua titling mt" , serif;"><span style="font-size: 39pt;"><b>asamblea</b></span></span></span></div>
<div align="CENTER" lang="es-ES" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<span style="color: #006633;"><span style="font-family: "perpetua titling mt" , serif;"><span style="font-size: 39pt;"><b>LUNES
4 DE DICIEMBRE 2017</b></span></span></span></div>
<div style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
<div align="CENTER" style="margin-bottom: 0.11cm; margin-top: 0.42cm;">
<span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>EL
PRÓXIMO DÍA 4 DE DICIEMBRE A LAS <u>15:00 HORAS</u> CELEBRAREMOS,
EN LEÓN LA <span style="color: red;">COMIDA</span> DE LA ASOCIACIÓN EN
EL RESTAURANTE LUNIEGA (Avenida Padre Isla 30). Menú del día -a
escoger- 13€ con café y bebida incluidos.</b></span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>POSTERIORMENTE
A LAS </b></span></span><span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><u><b>18:00
HORAS</b></u></span></span><span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>
SE CELEBRARÁ LA </b></span></span><span style="color: red;"><span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>ASAMBLEA</b></span></span></span><span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>
EN LA SEDE DE LA ASOCIACIÓN </b></span></span>
</div>
<div align="CENTER" style="margin-bottom: 0cm;">
<span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>(Cl.
Ruiz de Salazar, 18-1º )</b></span></span></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<span style="font-family: "cambria" , serif;"><span style="font-size: medium;"><b>EN
LA QUE SE TRATARÁN ENTRE OTROS TEMAS:</b></span></span></div>
<div align="CENTER" style="margin-bottom: 0cm;">
<br /></div>
<ul>
<li><div style="margin-bottom: 0cm;">
<span style="background-color: #fff2cc;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><i><b>Trabajo
realizado durante el año pasado</b></i></span></span></span></span></div>
</li>
<span style="background-color: #fff2cc;">
</span>
<li><div style="margin-bottom: 0cm;">
<span style="background-color: #fff2cc;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><i><b>Análisis
de la situación</b></i></span></span></span></span></div>
</li>
<span style="background-color: #fff2cc;">
</span>
<li><div style="margin-bottom: 0cm;">
<span style="background-color: #fff2cc;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><i><b>Propuestas
para el año siguiente</b></i></span></span></span></span></div>
</li>
<span style="background-color: #fff2cc;">
</span>
<li><div style="margin-bottom: 0cm;">
<span style="background-color: #fff2cc;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><i><b>Valoración
del trabajo realizado por los delegados de FAUXAD</b></i></span></span></span><i>.</i></span></div>
</li>
<span style="background-color: #fff2cc;">
</span>
<li><div style="margin-bottom: 0cm;">
<span style="background-color: #fff2cc;"><span style="color: #222222;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: medium;"><i><b>Varios</b></i></span></span></span></span></div>
</li>
<span style="background-color: #fff2cc;">
</span></ul>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
A la comida de la
Asociación y a la Asamblea podrán acudir <u><b>todos los
Funcionarias/os Auxiliares y Administrativos que estén interesados,
independientemente de que sean o no miembros de la misma</b></u>.
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br /></div>
<div align="CENTER" style="margin-bottom: 0cm;">
Rogamos a quien esté
interesado en acudir a la comida que se ponga en contacto con
nosotros en el correo <span style="color: blue;"><u><a href="mailto:fauxad@gmail.com">fauxad@gmail.com</a></u></span>
o en los teléfonos abajo indicados hasta el miércoles 28 de
noviembre.
</div>
<div align="CENTER" lang="es-ES" style="margin-bottom: 0cm; orphans: 0; widows: 0;">
<br /></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-38743473930322015762017-11-02T12:57:00.002+01:002017-11-02T12:57:40.105+01:00VERGONZOSOS PROYECTOS DE DECRETO DE JCyL<div>
<div>
Se ha abierto en el portal de participación de la Junta de Castilla y León <a data-saferedirecturl="https://www.google.com/url?hl=es&q=http://participa.jcyl.es/&source=gmail&ust=1509709840837000&usg=AFQjCNHET-ib7HP3nBMJClAA6RhlGt4nLw" href="http://participa.jcyl.es/" target="_blank">http://participa.jcyl.es/</a> la posibilidad de presentar ALEGACIONES A:<br /><br />Proyecto de decreto sobre reconocimiento de conservación y consolidación del GRADO.<br /><a data-saferedirecturl="https://www.google.com/url?hl=es&q=http://participa.jcyl.es/forums/906244--proyecto-de-decreto-por-el-que-se-regula-el-recon&source=gmail&ust=1509709840837000&usg=AFQjCNGTzlbQK3X5H4IpnlhNLRLXDhCyrw" href="http://participa.jcyl.es/forums/906244--proyecto-de-decreto-por-el-que-se-regula-el-recon" target="_blank">http://participa.jcyl.es/forum<wbr></wbr>s/906244--proyecto-de-decreto-<wbr></wbr>por-el-que-se-regula-el-recon</a></div>
Proyecto de decreto sobre TELETRABAJO.<br /><a data-saferedirecturl="https://www.google.com/url?hl=es&q=http://participa.jcyl.es/forums/906247--proyecto-de-decreto-por-el-que-se-regula-la-modal&source=gmail&ust=1509709840837000&usg=AFQjCNGcP6i_ZxHJaiMkEmNd69GGKqpYqg" href="http://participa.jcyl.es/forums/906247--proyecto-de-decreto-por-el-que-se-regula-la-modal" target="_blank">http://participa.jcyl.es/forum<wbr></wbr>s/906247--proyecto-de-decreto-<wbr></wbr>por-el-que-se-regula-la-modal</a></div>
Proyecto de decreto sobre selección personal Funcionario INTERINO y personal LABORAL.<br /><a data-saferedirecturl="https://www.google.com/url?hl=es&q=http://participa.jcyl.es/forums/906241--proyecto-de-decreto-por-el-que-se-regula-la-selec&source=gmail&ust=1509709840837000&usg=AFQjCNFBGtNzvKF7ssFwEogcTW3tK7Q6pA" href="http://participa.jcyl.es/forums/906241--proyecto-de-decreto-por-el-que-se-regula-la-selec" target="_blank">http://participa.jcyl.es/forum<wbr></wbr>s/906241--proyecto-de-decreto-<wbr></wbr>por-el-que-se-regula-la-selec</a><br />
<br />
Una vergüenza de proyectos que servirán para convertir los méritos otorgados arbitrariamente y de parte en el santo grial de la nueva administración de la Junta de Castilla y León.Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-42733234528117688892017-11-02T12:47:00.000+01:002017-11-02T12:47:15.585+01:002.852 COMISIONES DE SERVICIO
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">El
pasado 13 de julio el Consejero de Presidencia contestó, a la
pregunta P.E. formulada por Dª Natalia del Barrio Jiménez
(procuradora de la Junta de Castilla y León perteneciente al grupo parlamentario PODEMOS), lo
siguente:</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
“<span style="font-size: small;">Las
plazas ocupadas en comisión de servicio, 2.852 a esta fecha, son
aquellas en las que, constatada la necesidad de cobertura de un
puesto de trabajo vacante se concede la comisión solicitada
voluntariamente por el empleado público para mejorar la prestación
de los servicios públicos y <span style="color: #cc0000;"><u><b>facilitar la
promoción temporal de los funcionarios de carrera que la ocupan</b></u></span>”</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
plazas de las cuales la mayoría sirven (como bien menciona el
Consejero) para facilitar la promoción temporal de los funcionarios
de carrera que la ocupan y que además en cuanto consigan su plaza
podrán consolidar mejor el grado que aquellos a quienes no se les ha
facilitado esta “promoción” arbitraria.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
plazas ocupadas por 2.852 funcionarios que no están en su puesto.
Unas 5.704 plazas ocupadas de manera provisional o vacantes.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
situaciones de las cuales muchas no son otra cosa que privilegios
ejecutados a dedo a costa de aquellos a los que no se les ha
facilitado esa “promoción temporal”.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
plazas ocupadas por personas que para mantener una promoción
temporal de privilegios o que por situaciones de necesidad estarán
obligadas a ejecutar todo aquello que el poder político les imponga
perdiendo su independencia y su imparcialidad.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
puestos, en los que se ejercen las potestades públicas, controlados
por el poder político en la arbitrariedad de su cobertura.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
puestos que convierten a una figura excepcional en habitual y
arbitraria.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
razones para que la oposición sea la única forma de acceso y el
concurso de traslados la única forma de cobertura definitiva de
puestos de trabajo.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
situaciones que exigen un concurso de traslados, abierto y permanente
y trimestral, sin CPT y con una RPT como la que pretenden extinguir.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
razones para que las comisiones de servicio tengan exclusivamente
carácter humanitario y sean controladas por la parte Social.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
razones para que exclusivamente se cuenten como méritos en los
concursos de traslados el tiempo trabajado en puesto definitivo y
adquirido por concurso de traslados.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
razones para que se aplique de nuevo la ley 30/84 con todo rigor.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" style="margin-bottom: 0cm;">
<span style="font-size: small;">2.852
motivos más por los que existe FAUXAD.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-nt7a5amc_0E/WfsFRe2fHtI/AAAAAAAACho/2XRQpQBXHuYwTsHhQwxLXeM8LFhtfwJ7ACLcBGAs/s1600/100_3370.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://4.bp.blogspot.com/-nt7a5amc_0E/WfsFRe2fHtI/AAAAAAAACho/2XRQpQBXHuYwTsHhQwxLXeM8LFhtfwJ7ACLcBGAs/s320/100_3370.JPG" width="240" /></a></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-74886902620458149682017-10-13T14:03:00.000+02:002017-10-13T14:03:32.720+02:00<span style="font-size: large;"><b>PUBLICADA OFERTA EMPLEO PÚBLICO JCYL 2017</b></span><br />
La teneis colgada en Utilidades de la página WEB de Fauxad: <cite class="_Rm">https://sites.google.com/site/fauxad/</cite>Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-14876575169479657212016-12-14T13:15:00.000+01:002016-12-14T13:15:04.410+01:00Agradecimientos<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-Zu816xxGwSg/WFE2PWKKclI/AAAAAAAABOk/aWyhKPUgnWobKd4EB4GnP8d4iR8dKu_7QCLcB/s1600/IMG_20140709_165043.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://2.bp.blogspot.com/-Zu816xxGwSg/WFE2PWKKclI/AAAAAAAABOk/aWyhKPUgnWobKd4EB4GnP8d4iR8dKu_7QCLcB/s320/IMG_20140709_165043.jpg" width="320" /></a></div>
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<div class="MsoNormal" style="text-align: center;">
<span style="font-size: x-large;"><u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: medium;"><b>AGRADECIMIENTOS</b></span></span></u></span></div>
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<br /></div>
<div class="MsoNormal" style="tab-stops: 83.25pt; text-align: justify;">
El pasado 26 de
octubre se aprobó en las Cortes de Castilla y León la ley de protección del
empleado público denunciante, una ley que servirá para amordazar la
independencia de los funcionarios. Una ley para controlar al funcionario que
tenga el atrevimiento de denunciar el incumplimiento de un código ético o la
comisión de un delito (corrupción) por parte de un alto cargo o de un político.
La encomienda a estructuras controladas por el ejecutivo de lo que debería ser
investigado por la justicia. La indecorosa y poco democrática atribución a instituciones
cubiertas con individuos nombrados a dedo o por libre designación de las
funciones que corresponden a un juez, a un Fiscal o a los Funcionarios de
Policía. Una ley para sustituir el tercer poder, el de la justicia, por
organismos con potestad para castigar al denunciante. Una especie de vigilante
nombrado por el vigilado.</div>
<div class="MsoNormal" style="tab-stops: 83.25pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 83.25pt; text-align: justify;">
La junta
directiva de Fauxad, visto que tras buenas palabras se escondían tenebrosas
intenciones, habló con diferentes partidos políticos. Les explicó lo que la ley
ocultaba en realidad y que no es otra cosa que la legalización del castigo al
denunciante para evitar que se denuncie la corrupción. Y la, ya muy manida,
utilización de la democracia en beneficio de la nueva oligarquía de altos
cargos y de políticos. Con Podemos, UPL e IU mantuvimos conversaciones directas
y pudimos comprobar que tras nuestra conversación apenas podían dar crédito de
lo que se escondía tras la elaboradísima redacción. Y el PSOE, si bien no
hablamos con ellos, también parece que modificó su primer criterio tras haberle
enviado nuestra valoración a la Ley. Los cuatro, <b><u>PSOE, UPL, IU y PODEMOS
votaron en contra de tan ignominiosa ley, hecho que queremos agradecer
públicamente</u></b>.</div>
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<br /></div>
<div class="MsoNormal" style="tab-stops: 83.25pt; text-align: justify;">
Del PP no
esperamos otra cosa que leyes de este tipo. Pero nos ha resultado muy triste
comprobar que han contado con la colaboración innecesaria de Ciudadanos qué, a
día de hoy (tras varios intentos por nuestra parte), no han tenido tiempo para
contactar con esta Asociación. De cualquier manera seguimos esperando su
contestación y su explicación. Como sigan por esa senda no nos quedará más
remedio que informar a nuestros compañeros sobre el aparente escaso interés que
para ese partido, Ciudadanos, suponen los funcionarios de los cuerpos Administrativos
y una Administración Independiente como baluarte contra la corrupción en la Comunidad de Castilla y León.<br />
<br />
<div style="text-align: right;">
La Junta Directiva de FAUXAD </div>
<div style="text-align: right;">
30 de noviembre de 2016 </div>
</div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-47711302438612941132016-12-13T14:07:00.000+01:002016-12-13T14:13:40.905+01:00Las Potestades Públicas<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><i><u><span style="color: #cc0000; font-family: "georgia" , serif; font-size: 20.0pt;"><br /></span></u></i></b></div>
<div align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-pjTzvD4ZshQ/WE_xSD9iX2I/AAAAAAAABOU/Mt8plh7d8U46k2XNjGfWDdfAGCtvn80UQCLcB/s1600/Sello01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://1.bp.blogspot.com/-pjTzvD4ZshQ/WE_xSD9iX2I/AAAAAAAABOU/Mt8plh7d8U46k2XNjGfWDdfAGCtvn80UQCLcB/s1600/Sello01.jpg" /></a></div>
<div align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><i><u><span style="color: #cc0000; font-family: "georgia" , serif; font-size: 20.0pt;">POTESTADES PÚBLICAS</span></u></i></b></div>
<div align="center" class="MsoNormal" style="background: white; line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<br /></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%; line-height: normal; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las </span><span style="font-size: small;"><b><span style="color: magenta; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">potestades públicas son</span></b><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> poderes jurídicos, que implican la posibilidad de realizar actos que producen
efectos jurídicos a terceros, con independencia de su voluntad. Por medio del
ejercicio de las potestades públicas se pueden crear, modificar y extinguir
relaciones jurídicas.</span></span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las funciones que implican ejercicio de potestades
públicas </span><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">corresponden </span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="color: red; font-family: "arial" , sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">exclusivamente</span></u></i></b><b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> a
los funcionarios públicos</span></b><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> que en la ley de desarrollo de cada Administración Pública se establezca.</span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%; line-height: normal; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Según Parada Vázquez, el EBEP recoge </span><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #00b050; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">la reserva funcional funcionarial</span></b><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> que significa que: “las funciones que implican el ejercicio de autoridad y
la salvaguarda de intereses generales del Estado o de las Administraciones
Públicas deben ser </span><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">forzosamente realizadas por</span></b><span style="color: #c00000; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">aquellos empleados que tengan la consideración de </span><b style="mso-bidi-font-weight: normal;"><span style="color: #c00000; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">funcionarios</span></b><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> y que además posean la nacionalidad española.</span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%; line-height: normal; text-align: justify;">
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #0070c0; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Son funcionarios de
carrera</span></b><span style="color: #0070c0; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">quienes, en virtud de nombramiento
legal, están vinculados a una Administración Pública por una relación
estatutaria regulada por el Derecho Administrativo para el desempeño de
servicios profesionales retribuidos de carácter permanente. Y según la ley 6/1985,
de 28 de noviembre, de ordenación de la función pública de la junta de
Andalucía. Artículo 12.2: “Se adscribirán en todo caso a funcionarios los
puestos de trabajo que supongan necesariamente la adopción de decisiones que
puedan ser objeto de recursos en vía administrativa o
contencioso-administrativa”.</span></span></div>
<div class="MsoNormal" style="background: white none repeat scroll 0% 0%; line-height: normal; text-align: justify;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La Ley de Bases de Régimen Local , en su artículo 4
establece:"En su calidad de Administraciones públicas de carácter
territorial, y dentro de la esfera de sus competencias, </span><span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #00b050; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">corresponden</span></b><span style="color: #222222; font-family: "arial" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> en todo caso a los municipios, las provincias y las islas: </span></span></div>
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<ul>
<li><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="background-color: white;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></span><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las potestades reglamentaria y de
autoorganización.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las potestades tributaria y financiera.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La potestad de programación o
planificación.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las potestades expropiatoria y de
investigación, deslinde y recuperación de oficio de sus bienes.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La presunción de legitimidad y la
ejecutividad de sus actos.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las potestades de ejecución forzosa y
sancionadora.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La potestad de revisión de oficio de sus
actos y acuerdos.</span></span></li>
<li><span style="background-color: white;"><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: Arial; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: #222222; font-family: "Arial",sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las prelaciones y preferencias y demás
prerrogativas reconocidas a la Hacienda Pública para los créditos de la misma,
sin perjuicio de las que correspondan a las Haciendas del Estado y de las
comunidades autónomas así como la inembargabilidad de sus bienes y derechos en
los términos previstos en las leyes.</span></span></li>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Así se puede entender que: “los actos que tienen
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Y bajo la premisa, según el art. 55 del EBEP sobre
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Resulta, pues, evidente que el ejercicio de las
potestades públicas por parte de los mal llamados Empleados Públicos y no por
funcionarios y a través de los diferentes chiringuitos institucionales, es
ilegal a la par que inmoral. Y es, por lo tanto, obvio que sus subjetivas
contrataciones de personal mediante un sistema empresarial pero con dinero
público incumplen el derecho fundamental de acceso en condiciones de igualdad. </span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Por todo lo Anterior:<span style="background-color: #9fc5e8;"><span></span></span></span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">FAUXAD SOLICITA:</span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La supresión de toda la Administración paralela de
derecho privado que se sustenta con dinero público (encareciendo y mal
funcionando los servicios): empresas de gestión mixta, entes, fundaciones, observatorios,
empresas públicas, consorcios, consejos, etc y la asunción por parte de la
Administración con funcionarios de oposición de todas las potestades públicas y
sin subrogación de los trabajadores con acceso de carácter privado.</span></div>
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<span style="color: #222222; font-family: "arial" , sans-serif; font-size: small; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La asunción de todos los actos en que se ejerzan
postestades públicas por parte de funcionarios de la Administración que hayan
accedido por oposición, es decir, mediante convocatoria de concurrencia
competitiva en condiciones de igualdad y abierta a toda la ciudadanía. Y la
eliminación del concurso como fórmula de acceso o de mérito.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: #222222; font-family: "bauhaus 93"; font-size: 18.0pt;">CONFUNDIR
FUNCIONARIO Y EMPLEADO PÚBLICO ES ALGO QUE LES INTERESA MUCHO A AQUELLOS QUE
HAN CONVERTIDO LO PÚBLICO EN UN NEGOCIO Y EN UN SISTEMA DE PRIVILEGIADOS.</span></i></b></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-23110308385321169962016-12-01T13:31:00.001+01:002016-12-01T13:31:28.570+01:00<div style="text-align: center;">
<b><span style="font-size: small;">Adjunto colgamos un informa de CSIF con el Resumen de la Mesa General de Negociación sobre el Catálogo de puestos Tipo.</span></b></div>
<div style="text-align: center;">
<b><span style="font-size: small;">Es un escrito muy poco claro y muy preocupante y no se distingue si lo que se recoge es tan solo la propuesta de la Administración o si las valoraciones son propias de CSIF. </span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b><span style="font-size: small;"> </span></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
<b><span style="font-size: small;">SECTOR ADMÓN. AUTONÓMICA CASTILLA Y LEÓN<br />Central Sindical Independiente y de Funcionarios<br />Presidente AGCYL J. Mariano Prieto. tel.: 975 213646 – 975 090104 E_mail: agcyl73@csi-f.es<br />http://www.csi-f.es<br />Twitter: https://twitter.com/CSIF_AGCYL Facebook: https://es-es.facebook.com/csif.agcyl.leon<br />RESUMEN DE LA MESA GENERAL DE NEGOCIACIÓN DE LOS EMPLEADOS PÚBLICOS CELEBRADA EL 25-11-2016.<br />Preside la mesa la Viceconsejera de Función Pública, estando presentes la D.G.F. Pública y el jefe de servicio de provisión y selección.<br />La Vice explica que este es el primer borrador del catálogo de puestos tipo (CPT) y nos entrega una guía interpretativa de dicho catálogo. Hay 80 puestos tipo ordenados por el tipo de administración, administración general AG y especial AS. Hemos elegido este orden como podría haber sido otro, es indiferente.<br />La aprobación del CPT corresponde a la JCYL. En el catálogo aparece una descripción de todo lo que tiene que figurar en la RPT salvo la localidad y una descripción más detallada del puesto, que vendrá en la RPT.<br />Hemos partido de 700 puestos de trabajo distintos que no tenemos en esta Administración. La principal finalidad es que el mismo tipo de trabajo sea el mismo puesto tipo, cosa que ahora no ocurre sobre todo en la Administración general. En algunos sitios los puestos son mejores que en otros, como en servicios centrales que los puestos son mejores que en servicios territoriales. <span style="color: red;">Intentamos homogeneizar los puestos para poder sacar el concurso abierto y permanente. Este concurso que tienen los laborales funciona muy bien y se concursa para cambiar de localidad o de centro de trabajo. Esto es un paso imprescindible para convocar el concurso abierto y permanente.</span><br />Esta es una primera reunión y os convocaremos en quince días a otra reunión para que lo estudiéis. El 90% de los puestos actuales encajan en este catálogo de puestos tipo. No hay dinero por lo tanto en este catálogo no hay incremento de retribuciones. No hay puestos que suban niveles salvo algunos y por motivos muy concretos. El CPT sirve de modelo de puestos, por ejemplo el puesto de delineante existen actualmente 80 puestos de trabajo pero no vamos a dar de alta el puesto tipo de delineante porque no existe esa titulación. Será un puesto que no figure en el CPT y se incluirá en un anexo de puestos excluidos del CPT. Otro puesto excluido del CPT es el de director de la ECLAP porque sólo existe un puesto y no se va a crear en el CPT, figurará en el anexo de puestos excluidos, porque son puestos que no sirven de modelo para el CPT pero son puestos que seguirán existiendo porque no vamos a declararles a extinguir.<br />Otros puestos que no sirven de modelo se convertirán en puestos tipo cuando quede vacante, porque si no tendría que ser suprimido en la RPT. Hablamos de puestos ocupados de manera definitiva.<br />Si el puesto que no sirve de modelo para el CPT está ocupado de manera provisional entonces sí se convertirá en un puesto tipo. Por ejemplo puesto ocupado por un interino, en comisión de servicios, en adscripción provisional el puesto se convertirá en un puesto tipo. </span></b></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-66687980092407799012016-11-30T14:17:00.002+01:002016-11-30T14:36:53.042+01:00Catálogo Puestos Tipo <!--[if gte mso 9]><xml>
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<![endif]--><span style="font-size: large;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; line-height: 150%;"><span style="font-size: x-small;">Adjuntamos información que nos ha sido remitida sobre la propuesta de la Administración para el catalogo de puestos tipo de la Junta de Castilla y León. Sería interesante que cada uno aportara sus ideas sobre este particular.</span></span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-0GC-NLdQWk8/WD7V4Un6BmI/AAAAAAAABN8/T2vw3Za2FfMtOhQ-AFoQZh9-r-nr-x90QCLcB/s1600/100_3327.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://1.bp.blogspot.com/-0GC-NLdQWk8/WD7V4Un6BmI/AAAAAAAABN8/T2vw3Za2FfMtOhQ-AFoQZh9-r-nr-x90QCLcB/s320/100_3327.JPG" width="320" /></a></div>
<span style="font-size: large;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; line-height: 150%;"><span style="font-size: x-small;"> </span> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: center; text-indent: 21.3pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: center; text-indent: 21.3pt;">
<span style="font-size: large;"><b><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; line-height: 150%;">Guía interpretativa del
catálogo de puestos tipo</span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">El catálogo de puestos recoge para cada uno de ellos,
a partir del contenido funcional básico, los elementos o datos característicos,
que se corresponden con el contenido necesario que deben tener las relaciones
de puestos de trabajo según el artículo 24 de la Ley 7/2005, de 24 de mayo, de
la Función Pública de Castilla y León.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Para hacer comprensivo el documento, es preciso
hacer unas aclaraciones sobre el significado de cada uno de esos contenidos:<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Denominación.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Contiene el nombre asignado a cada puesto de trabajo
tipo en coherencia con los restantes campos que lo definen: cuerpo, adscripción,
contenido esencial…</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">La denominación de cada puesto de trabajo se
concretará en la relación de puestos de trabajo, pudiendo ser o no coincidente
con la del puesto tipo, en razón de los factores que concurran en cada uno de
ellos.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Tipo de Administración.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Este campo viene referido al carácter de
administración general o de administración especial del puesto, conforme a las
determinaciones de los artículos 30 y siguientes de la Ley 7/2005, de 24 de
mayo. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">El puesto tipo que esté configurado para ambas
clases de administración habilita a la adscripción de los puestos concretos a
las dos de forma indistinta o a una de ellas en exclusiva.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Grupo/Subgrupo.</span></i></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Recoge la adscripción del puesto a uno o dos de los
subgrupos del sistema de clasificación establecido en el Estatuto Básico del
Empleado Público.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">El puesto tipo configurado para dos subgrupos de
clasificación habilita a la adscripción de los puestos concretos a ambos de
forma indistinta o a uno de ellos en exclusiva.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Cuerpo.</span></i></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Se incluye aquí la determinación del correspondiente
cuerpo funcionarial al que se adscribe el puesto.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">El puesto tipo configurado para dos o más cuerpos o
escalas habilita a la adscripción de los puestos concretos a todos de forma
indistinta, a varios de ellos o a uno en exclusiva.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Los Cuerpos o Escalas que se recogen son los
establecidos en la Ley de la Función Pública de Castilla y León, no obstante lo
cual, la relación de puestos de trabajo podrá abrir puestos a funcionarios de
otras Administraciones Públicas que pertenezcan a cuerpos o escalas que guarden
correspondencia funcional con los cuerpos propios a que esté adscrito el
puesto.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Nivel y Complemento Específico.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Ambos campos se recogen
conjuntamente porque son elementos definidores de la posición del puesto en la
organización y de las condiciones en que se desenvuelve, aspectos que están
íntimamente relacionados en nuestro sistema retributivo. </span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">En algunos puestos tipo este
campo recoge un único </span><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">complemento
específico; si admite dos posibles complementos específicos consecutivos, estos
se expresan separados por un coma; si admite dos posibles complementos
específicos no consecutivos o más de dos, el campo expresa esta circunstancia
mediante un intervalo; la opción, en su caso, se llevará a cabo de manera
motivada y particular para cada puesto en la relación de puestos de trabajo,
conforme a la apreciación de la concurrencia de alguno/s de los factores que
los determinen. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Dependencia.</span></i></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Este campo recoge los distintos niveles de
dependencia orgánica posibles para cada puesto de trabajo del catálogo: Viceconsejería,
Secretaría General, Dirección General, Servicio…<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">La dependencia orgánica se ha considerado un
elemento relevante en la configuración y definición del puesto de trabajo,
tanto en cuanto a la determinación de su contenido esencial como de las
restantes notas definitorias del mismo. <span style="mso-spacerun: yes;"> </span></span><span style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Sistema de provisión.<span style="color: red;"></span></span></i></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Este campo recoge el procedimiento de provisión
asignado al puesto de trabajo, teniendo en cuenta las prescripciones que al
respecto se contienen en los artículos 48 y siguientes de la Ley 7/2005, de 24
de mayo. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 302.4pt; text-align: justify; text-indent: 21.3pt;">
<i style="mso-bidi-font-style: normal;"><span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Descripción
funcional básica.<span style="mso-tab-count: 1;"> </span></span></i></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 21.3pt;">
<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">En este campo se expresan de manera sintética las
funciones genéricas del puesto en atención a las previsiones y definiciones
establecidas tanto en materia de puestos como de Cuerpos en la Ley 7/2005, de
24 de mayo, resultando uno de los elementos fundamentales para la configuración
de los restantes campos de la tabla. </span></div>
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<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;">Dentro de este contenido básico, la relación de
puestos de trabajo concretará las funciones de cada puesto en función de la
naturaleza concreta de las tareas para las que esté diseñado, en el marco de la
unidad organizativa de la que dependa.</span></div>
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<span lang="ES-TRAD" style="font-family: "verdana" , sans-serif; font-size: 10.0pt; line-height: 150%;"> <img alt="" 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" /><img alt="" 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Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-80819495022229518282016-11-30T13:27:00.000+01:002016-11-30T14:19:11.828+01:00Comida y Asamblea de la Asociación 2016<br />
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" 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" 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" 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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<br />
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<span style="font-size: 32.0pt;"> </span></div>
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<span style="color: magenta;"><b><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 32.0pt;">COMIDA</span></span></b></span></div>
<div align="center" class="msoorganizationname" style="mso-pagination: none; text-align: center;">
<span style="font-size: 32.0pt;">martes 13 de diciembre 2016</span></div>
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<span style="font-size: 20.0pt;">EL PRÓXIMO DÍA 13 DE DICIEMBRE
A LAS <u>15:00 HORAS</u> CELEBRAREMOS, EN LEÓN, LA <span style="color: red;">COMIDA</span>
DE LA ASOCIACIÓN EN EL RESTAURANTE <i style="mso-bidi-font-style: normal;"><u>LUNIEGA.</u></i></span></div>
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<span style="font-size: 20.0pt;">(Av. Padre Isla 30 detrás de
la Cámara de Comercio). </span></div>
<div class="MsoTitle" style="margin: 6pt 0cm 0.0001pt; text-align: center;">
Menú del día 11,50€, bebida y postre incluidos.</div>
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Café 1,50 € más.</div>
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<br /></div>
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<span style="font-size: 14.0pt;">A
la comida de la Asociación y a la Asamblea podrán acudir <b style="mso-bidi-font-weight: normal;"><u>todos los Funcionarias/os Auxiliares y Administrativos que estén
interesados, independientemente de que sean miembros de la misma, e
independientemente de la Administración en la que ejerza</u></b>.</span></div>
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<br /></div>
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Rogamos a quien esté
interesado en acudir a la comida que se ponga en contacto urgentemente con
nosotros en el correo <a href="mailto:fauxad@gmail.com">fauxad@gmail.com</a> o
en los teléfonos abajo indicados <u><span style="color: red; font-size: 14.0pt;">hasta
el miércoles 7 de diciembre</span></u>.</div>
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<span style="font-size: 18.0pt;">POSTERIORMENTE, A LAS 18:00, TENDRÁ LUGAR LA <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="color: #ff3399;">ASAMBLEA</span></u></i></b> DE LA ASOCIACIÓN EN EL
DOMICILIO DE LA MISMA: CL. RUIZ DE SALAZAR, 18-1º– 24001 LEÓN </span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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LA PRESIDENTA</div>
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<br /></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
Carolina Álvarez
Álvarez</div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: #ff3399; font-family: "algerian";">Por la dignidad profesional de un
colectivo imprescindible. </span></div>
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<span style="color: #ff3399; font-family: "algerian";">Funcionarios Auxiliares y
Administrativos Unidos.</span></div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-52143318326084776622013-06-10T10:29:00.002+02:002013-06-10T11:11:23.026+02:00I Día del Funcionario Auxiliar y Administrativo<!--[if !mso]>
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<span style="font-size: x-large;"><span style="color: red; font-family: Algerian;">I DÍA DEL FUNCIONARIO AUXILIAR Y ADMINISTRATIVO</span></span></div>
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<a href="http://1.bp.blogspot.com/-P1zVJcKJPAs/UbWKi1UtX3I/AAAAAAAAARo/gG6vDADN8tU/s1600/100_2303+(2).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-P1zVJcKJPAs/UbWKi1UtX3I/AAAAAAAAARo/gG6vDADN8tU/s1600/100_2303+(2).jpg" width="242" /></a></div>
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<span style="font-size: small;"><span style="font-family: "Calisto MT","serif";">Con motivo de dar a conocer el verdadero valor
del trabajo de los auténticos sustentadores de unas Administraciones Públicas
Independientes y al Servicio del Ciudadano y en la idea de conseguir la unidad
para la futura defensa de sus intereses y en base a lo acordado por la Asamblea
de FAUXAD el pasado 29 de noviembre, el próximo día </span><span style="font-size: large;"><i><u><span style="background: none repeat scroll 0% 0% lime; font-family: "Calisto MT","serif";">14 de Junio
de 2013</span></u></i></span><span style="font-family: "Calisto MT","serif";"> celebraremos el primer día del Funcionario de
Carrera de los Cuerpos Administrativos (Auxiliares C2 y Administrativos C1)</span></span></div>
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desde las 17:30 horas con el siguiente programa:</span></i></b><b><i style="mso-bidi-font-style: normal;"><span style="color: #00b0f0; font-family: "Cambria","serif"; font-size: 16.0pt; mso-font-kerning: 14.0pt;"></span></i></b></div>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">1ª Gymkana Internacional de los Cuerpos
Administrativos</i></li>
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<li class="MsoNormal" style="mso-list: l0 level2 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Tira Soga</i></li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Lanzamiento de expediente</i></li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Carrera del pañuelo</i></li>
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trofeo “Dignidad para los cuerpos Administrativos”. También se enviará
acreditación del mismo al presidente de la Junta de Castilla y León, a los
Consejeros, Delegados Territoriales, Jefes de Servicio, Secretarios Técnicos y
encargados de aquellas Administraciones de cualquier compañero que lo desee.
Asimismo se adjuntará una solicitud para que a los tres primeros clasificados
les cuente como mérito específico para el próximo concurso de traslados.</span></i></b></div>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Sobre las 18:30 Foto de familia y comenzaremos
la merienda (Cada cual se llevará su comida y su bebida). Recomendable no
llevar coche.</i></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Posteriormente y una vez finalizado el
Pic-nic tendrá lugar la lectura de poesías y de escritos reivindicativos
(Que cada uno se lleve lo que crea oportuno y que, a doble espacio, no
ocupe más de dos hojas en caso de poemas y de medio folio para textos).</i></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;">Una vez finalizada la lectura y a la
romántica luz de la luna y si lo creemos oportuno podremos tener un debate
sobre nuestra situación pasada, presente y futura y poner las bases para
redactar un escrito para reenviar a la sociedad y a la clase política que
desconoce el verdadero valor de nuestro trabajo.</i></li>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
A los fastos podrán acudir todos
los Funcionarios Auxiliares y Administrativos que estén interesados,
independientemente de que sean miembros de FAUXAD, y de cualquier
Administración (Estatal-Local-Autonómica) incluyéndose al personal Auxiliar o
Administrativo Estatutario. </div>
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<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">Rogamos a aquéllos que ya la posean que acudan con la Camiseta de la
Asociación. Asimismo se recaudará (para aquellos que aún no la tengan y que la
deseen) el dinero para la misma.</b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><span style="font-family: "Andalus","serif"; font-size: 11.0pt;">Por favor pon este cartel en tu tablón de
anunciós y reenvíalo por correo a tus compañeros Funcionarios de los cuerpos
Administrativos (Auxiliares C2-Administrativos C1) y también a políticos, altos
cargos y conocidos para que nuestro colectivo salga del oscuro rincón en el que
pretenden aparcar nuestra dignidad y profesionalidad.</span></u></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><a href="http://4.bp.blogspot.com/-9JaFfgwdRtE/UbWLSRAnxXI/AAAAAAAAARw/9mk1vcD_dm8/s1600/100_2304.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">Cl. Ruiz de Salazar, 18-1º–
24001 LEÓN / Telf.: 677281811 / 696635726</a></u></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><a href="http://4.bp.blogspot.com/-9JaFfgwdRtE/UbWLSRAnxXI/AAAAAAAAARw/9mk1vcD_dm8/s1600/100_2304.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">fauxad@gmail.com</a></u></i></b></div>
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><u><a href="http://4.bp.blogspot.com/-9JaFfgwdRtE/UbWLSRAnxXI/AAAAAAAAARw/9mk1vcD_dm8/s1600/100_2304.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">
</a></u></i></b>Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-59528993429170846892013-03-20T11:15:00.000+01:002013-03-20T11:15:05.800+01:00MI TRABAJO ES IMPORTANTE<!--[if !mso]>
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MI TRABAJO ES IMPORTANTE</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-uJOlQpTobS8/UUmJ_-pIZaI/AAAAAAAAAQs/OWWrT1Joves/s1600/DSCF1322.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="http://2.bp.blogspot.com/-uJOlQpTobS8/UUmJ_-pIZaI/AAAAAAAAAQs/OWWrT1Joves/s200/DSCF1322.JPG" width="200" /></a></div>
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<span style="background: white; color: black; line-height: 115%; mso-bidi-font-family: Tahoma; mso-bidi-font-size: 9.0pt;">El
personal administrativo (Auxiliares y Administrativos), tenemos un papel muy
importante en la consecución exitosa de los fines <span style="mso-spacerun: yes;"> </span>de una institución. Por ello, debe ser
importante considerar cuidadosamente las condiciones, políticas y criterios de
selección, contratación,<span style="mso-spacerun: yes;"> </span>desarrollo,
evaluación y promoción del mismo.</span></div>
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Desde un punto de vista
estrictamente laboral a cualquier empresa no pública que contara con un número
de trabajadores tan extenso como lo somos los Auxiliares y los Administrativos,
le interesaría, cuando menos, mantener un aceptable clima de trabajo en aras
del buen entendimiento y por ende de la productividad. Pero claro para la
empresa pública (JCYL) la “productividad” se mide con otros parámetros<span style="mso-spacerun: yes;"> </span>o simplemente no<span style="mso-spacerun: yes;"> </span>se mide y <span style="mso-spacerun: yes;"> </span>ha hecho del buen entendimiento entre ésta y
los trabajadores o entre los propios trabajadores<span style="mso-spacerun: yes;"> </span>su gran caballo de batalla utilizando
técnicas de nombramientos partidarias y estrategias del “divide y vencerás”.
Ciertamente la estrategia es<span style="mso-spacerun: yes;"> </span>muy eficaz
y le viene dando buenos resultados desde hace mucho tiempo por lo que, lejos de
apartarse de esta línea lo que podemos esperar (y ya lo estamos viendo y
padeciendo) es un refinamiento de la misma hasta el punto de rozar la
ilegalidad. Que pena que estas mismas cabezas pensantes no dedicaran un poco
más de su tiempo y nuestro dinero a establecer y fomentar otras líneas de
trabajo que nos tuvieran más en cuenta: a nosotros (Administrativos y
Auxiliares), y<span style="mso-spacerun: yes;"> </span>a nuestro trabajo.</div>
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<span style="font-size: x-small;">Porque nuestro trabajo también es
importante y lo es además en cualquiera de los puestos<span> </span>en que desarrollamos nuestra actividad
profesional, ellos lo saben, y nosotros sólo tenemos que creérnoslo:</span></div>
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<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Los Auxiliares y los
Administrativos somos el único colectivo de toda la administración que está
presente en todos los ámbitos de la misma, luego entonces hay motivos
suficientes para pensar que nuestro trabajo es importante, y lo es porque el
resto de trabajadores necesitan de nosotros y nuestro trabajo para poder
realizar el suyo, unos directamente y otros de forma indirecta.</div>
<div class="MsoNormal" style="text-align: justify;">
Profesionales como médicos,
jueces, profesores, todos necesitan de nosotros y de nuestro trabajo para poder
realizar el suyo; en cambio ellos tienen un reconocimiento social y económico
que nosotros no tenemos (hay pocos profesionales de éstos que sean mileuristas).
Es más, cualquier otro funcionario de la administración que esté por encima de
nosotros en el escalafón no tendría razón de ser si sus gestiones no se
apoyaran en nuestro trabajo. Incluso los políticos (que en el ejercicio de su
responsabilidad no se pueden considerar como funcionarios), incluso ellos dependen
del buen hacer y la profesionalidad de nuestro colectivo, no olvidemos que su
prestigio descansa muchas veces en nuestro trabajo . Y es aquí donde empieza
nuestro problema; ellos saben del poder que podríamos tener si fuéramos un
colectivo unido y para evitarlo se sirven de mecanismos y argucias que todos
conocemos con el fin de <span style="mso-spacerun: yes;"> </span>separarnos y
tenernos enfrentados: de nuevo el “divide y vencerás”.</div>
<div class="MsoNormal" style="text-align: justify;">
Teóricamente llegados a este
punto sería lógico pensar que unos sindicatos fuertes podrían ser la clave para
equilibrar la balanza pero nada más lejos de la realidad, la <span style="mso-spacerun: yes;"> </span>lógica no sirve cuando tienes que morder la
mano que te da de comer y la historia se ha encargado de recordárnoslo en las
últimas décadas. Así entonces, qué nos queda,……. Nos queda la unidad, la unidad
y un instrumento eficaz <span style="mso-spacerun: yes;"> </span>que sea capaz de
<span style="mso-spacerun: yes;"> </span>canalizarla, un instrumento <a href="https://sites.google.com/site/fauxad/">(FAUXAD)</a>, al margen de los
partidos políticos y sindicatos que se alimente de las aportaciones ideológicas
de todos, que aglutine las demandas de todos, que restituya nuestra maltrecha
dignidad frente a la opinión pública y que, en definitiva, nos haga sentir todo
lo importantes que cada uno de nosotros queramos ser.</div>
<div class="MsoNormal" style="text-align: justify;">
El camino para lograrlo ha
comenzado. Gracias al empeño de algunos compañeros tenemos los medios, ahora
toca despojarnos de complejos sin dejar de ser humildes, de alzar la voz sin
gritar, para que se nos oiga, de reivindicar de una vez nuestra
profesionalización sin dejar de ser eficaces<span style="mso-spacerun: yes;">
</span>en nuestro trabajo <span style="mso-spacerun: yes;"> </span>y de
demostrarle a la sociedad y al resto de compañeros que nuestro trabajo, el
trabajo de los Auxiliares y de los Administrativos,…………………. TAMBIEN ES
IMPORTANTE.</div>
<div class="MsoNormal">
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<div style="border-bottom: solid #4F81BD 1.0pt; border: none; margin-left: 46.8pt; margin-right: 46.8pt; mso-border-bottom-alt: solid #4F81BD .5pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themecolor: accent1; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="MsoIntenseQuote" style="margin: 10pt 0cm 14pt;">
<span style="font-size: x-small;">Efectivamente mi trabajo es importante y así lo creo,
no tanto por el sueldo que me pagan (*) como por la repercusión que tiene para
los propios compañeros de trabajo y<span> </span>para
los usuarios:</span></div>
</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque formo parte de
un colectivo en el que todos los eslabones cuentan y tienen su función. Debemos
hacernos valer y respetar.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque hago<span style="mso-spacerun: yes;"> </span>posible que otros profesionales (superiores o
no) realicen <span style="mso-spacerun: yes;"> </span>el suyo e incluso que lo
realicen mejor.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque ayuda a que mis
superiores tomen decisiones en el ejercicio de su responsabilidad enfocadas al
logro de una excelencia educativa.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque, como personal administrativo/auxiliar,
soy el nexo de unión <span style="mso-spacerun: yes;"> </span>entre equipo
directivo, docentes, padres de familia y alumnos.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque colaboro
activamente en el buen funcionamiento de mi centro de trabajo.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque me considero un
elemento más del sistema educativo que también genera resultados en el logro de
los propósitos educativos</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mi trabajo es importante porque atiendo al
usuario (padres, alumnos) y les informo y ayudo en la tramitación de las
gestiones que correspondan a la etapa educativa de sus hijos.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Y por último mi trabajo es <span style="font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">MUY
IMPORTANTE </span>porque mejor o peor da de comer a mis hijos.</div>
<div class="MsoNormal">
,…………………. Y el tuyo, ¿también es importante?</div>
<div align="right" class="MsoNormal" style="text-align: right;">
<b style="mso-bidi-font-weight: normal;">F.J. Valle</b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<i style="mso-bidi-font-style: normal;"><span style="font-size: 10.0pt; mso-bidi-font-family: AGaramondPro-Regular;">(*) La realidad de los hechos no apunta a que salarios bajos
supongan más empleo; de hecho, una espiral a la baja de los salarios y de las
condiciones de trabajo es más bien una receta de deflación y estancamiento prolongado.
(O.I.T)</span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Estimado/a compañero/a</div>
<div style="border-bottom: solid #4F81BD 1.0pt; border: none; margin-left: 46.8pt; margin-right: 46.8pt; mso-border-bottom-alt: solid #4F81BD .5pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themecolor: accent1; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;">
<div class="MsoIntenseQuote" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 10.0pt; text-align: justify;">
Debido a lo numeroso de nuestro
colectivo y a la variedad de funciones que desarrollamos, es conveniente que
cada uno de nosotros aportemos nuestra visión particular del trabajo que
desarrollamos, por ese motivo: si eres Administrativo o Auxiliar, si crees que
el trabajo que desarrollas es IMPORTANTE y estás cansado/a de que no te valoren
ni te tengan en cuenta, cuéntanos a modo de resumen las razones por la que así
lo consideras y así entre todos, unificando<span style="mso-spacerun: yes;">
</span>criterios de actuación, podremos elaborar un documento conjunto que englobe
todas las funciones que desempeñamos los<span style="mso-spacerun: yes;">
</span>Auxiliares y Administrativos y sirva de modelo para futuras
reivindicaciones encaminadas a la profesionalización de nuestro colectivo y a
exigir la importancia que se merece.</div>
</div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 16.15pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 16.15pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" width="111">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 150%;">Auxiliar<span style="mso-spacerun: yes;"> </span>
</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 16.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" width="151">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 150%;">Administrativo<span style="mso-spacerun: yes;"> </span>
</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 16.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 270.9pt;" width="361">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 150%;">Lugar
de Trabajo:</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.7pt;" width="624">
<h2 align="center" style="line-height: normal; mso-outline-level: 2; text-align: center;">
<span class="subtitulos"><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; font-weight: normal;">Enumera las razones por
las que consideras que tu trabajo también es importante</span></span></h2>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.7pt;" valign="top" width="624">
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<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.7pt;" valign="top" width="624">
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<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.7pt;" valign="top" width="624">
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<tr style="mso-yfti-irow: 16;">
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<td colspan="3" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 467.7pt;" valign="top" width="624">
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</td>
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</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">Enviar a:<span style="mso-spacerun: yes;"> </span></span></b></span><a href="mailto:fauxad@gmail.com"><b><span style="background: white; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">fauxad@gmail.com</span></b></a><span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;"></span></b></span></div>
<div class="MsoNormal">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">Dirección blog de Fauxad:<span style="mso-spacerun: yes;"> </span></span></b></span><a href="http://fauxad.blogspot.com.es/"><b><span style="background: white; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">http://fauxad.blogspot.com.es/</span></b></a><span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;"></span></b></span></div>
<div class="MsoNormal">
<span class="subtitulos"><b><span style="background: white; color: #00574a; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">Página web de Fauxad: </span></b></span><a href="https://sites.google.com/site/fauxad/Quienes-Somos"><b><span style="background: white; font-family: "Tahoma","sans-serif"; font-size: 9.5pt; line-height: 115%;">https://sites.google.com/site/fauxad/Quienes-Somos</span></b></a></div>
<div align="center" class="MsoFooter" style="text-align: center;">
Envíanos tu respuesta
a <a href="mailto:fauxad@gmail.com">fauxad@gmail.com</a> o bien a la siguiente
dirección Cl. Ruiz de Salazar, 18-1º– 24001 LEÓN / Telf.: 677281811 / 696635726</div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-88230092380285071502013-02-25T14:20:00.001+01:002013-02-25T14:20:04.024+01:00Para que sirve una hormiga<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-7ZQdQkIO8gw/UStkzmcGqnI/AAAAAAAAAQc/q-xQ6Lg87IM/s1600/100_2304.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-7ZQdQkIO8gw/UStkzmcGqnI/AAAAAAAAAQc/q-xQ6Lg87IM/s1600/100_2304.JPG" height="240" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-n0M6dsuFnrg/UStkeCzrcGI/AAAAAAAAAQU/W15lvs8KIEw/s1600/100_2251.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Showcard Gothic"; font-size: 20.0pt;">PARA QUE
SIRVE UNA HORMIGA</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Vamos a dar a cada cosa el valor
que tiene.</div>
<div class="MsoNormal" style="text-align: justify;">
No por muy insignificante tiene
poco valor, todo lo contrario, cuanto más insignificante más necesario.</div>
<div class="MsoNormal" style="text-align: justify;">
Las hormigas (insignificantes
animales) son imprescindibles para el medio ambiente, sin ellas el ecosistema
se degradaría rápidamente y causaría la desaparición de muchas especies.</div>
<div class="MsoNormal" style="text-align: justify;">
Esto traducido a nivel de
administración pública se explicaría de la siguiente forma: <b style="mso-bidi-font-weight: normal;">los funcionarios auxiliares y
administrativos son las hormigas de la administración pública</b>. Sin ellos se
paralizaría todo. Un médico, un profesor , un bombero, un policía… trabaja si
recibe a final de mes un sueldo, tramitado por unas hormigas, un médico atiende
a un paciente que previamente unas hormigas han citado. Si quieres presentar
una ayuda de estudios, una hormiga te registrará el oficio para presentarlo en
el organismo correspondiente y otras hormigas lo recibirán y lo tramitarán
hasta que llegue otra vez al ciudadano con la notificación correspondiente. Las
hormigas te matriculan, te conceden ayudas, te informan… intentan que todos los
papeles exigidos para un trámite administrativo estén en orden…(aquí se puede
ampliar más)<a href="https://www.blogger.com/blogger.g?blogID=2055697259103225076" name="_GoBack"></a></div>
<div class="MsoNormal" style="text-align: justify;">
Sin las hormigas la
administración pública se desmorona.</div>
<div class="MsoNormal" style="text-align: justify;">
¡Hormigas, vamos a unirnos y vamos
darnos la importancia que tenemos!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u style="text-underline: words;"><span style="mso-tab-count: 7;"> </span></u>Fdo:
una hormiga</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-n0M6dsuFnrg/UStkeCzrcGI/AAAAAAAAAQU/W15lvs8KIEw/s1600/100_2251.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="MsoNormal" style="text-align: right;">
<br /></div>
<div class="MsoNormal" style="text-align: right;">
Gracias a nuestra compañera Luz </div>
Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0tag:blogger.com,1999:blog-2055697259103225076.post-20255698320749247032010-11-02T10:47:00.001+01:002010-11-02T10:54:31.760+01:00Funcionarios: Crónica de una Muerte Anunciada<!--[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:dontvertaligncellwithsp/> 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normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal"> </p> <div style="border: 1pt solid windowtext; padding: 1pt 4pt 1pt 8pt; background: none repeat scroll 0% 0% rgb(243, 243, 243);"> <p class="MsoNormal" style="text-align: center; background: none repeat scroll 0% 0% rgb(243, 243, 243); border: medium none; padding: 0cm;" align="center"><b style=""><u><span style=";font-family:";font-size:14pt;" >Políticos, sindicatos y funcionarios: crónica de una muerte anunciada</span></u></b><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_qjgKNCGr7is/TM_fJLdc4II/AAAAAAAAAIQ/lV8jdrrgXnk/s1600/agenda.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 300px; height: 161px;" src="http://2.bp.blogspot.com/_qjgKNCGr7is/TM_fJLdc4II/AAAAAAAAAIQ/lV8jdrrgXnk/s320/agenda.jpg" alt="" id="BLOGGER_PHOTO_ID_5534887815849762946" border="0" /></a></p> <p class="MsoNormal" style="text-align: center; background: none repeat scroll 0% 0% rgb(243, 243, 243); border: medium none; padding: 0cm;" align="center"><span style="font-size:100%;"><i style=""><span style=";font-family:";" >Informe Selas sobre el pasado y presente de la función pública española</span></i></span></p> <p class="MsoNormal" style="text-align: center; background: none repeat scroll 0% 0% rgb(243, 243, 243); border: medium none; padding: 0cm;" align="center"><span style="font-size:100%;"><i style=""><span style=";font-family:";" >(Del futuro no hablo porque, de seguir así, no existirá)</span></i></span></p> <p class="MsoNormal" style="text-align: center; background: none repeat scroll 0% 0% rgb(243, 243, 243); border: medium none; padding: 0cm;" align="center"><b style=""><i style=""><span style=";font-family:";" >Por José Ángel Pérez Selas</span></i></b></p> </div> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p> <p class="MsoNormal" style="text-align: justify;"><b style=""><i style=""><span style=";font-family:";font-size:11pt;" >ADVERTENCIA</span></i></b><i style=""><span style=";font-family:";font-size:11pt;" >: este artículo no gustará a la mayoría de los funcionarios. Pero su lectura es recomendable, tanto para ellos, que en un porcentaje muy elevado ignoran cómo hemos llegado a la crítica situación en que nos encontramos, como para los no iniciados quienes, con demasiada frecuencia, formulan opiniones y juicios de valor carentes de todo rigor. Los contenidos son producto de la formación teórica y de la amplia experiencia funcionarial de quien lo suscribe, actualmente Técnico de Gestión de la Junta de Castilla y León. No obstante, considero que cualquier funcionario, de cualquier administración, puede identificarse perfectamente con la problemática que se describe.</span></i></p> <p class="MsoNormal"> </p> <p class="MsoNormal" style="text-align: center;" align="center"><u><span style=";font-family:";font-size:14pt;" >¿De dónde venimos?</span></u></p> <p class="MsoNormal" style="text-align: center;" align="center"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Siguiendo el clásico manual de Ramón Parada “Derecho Administrativo II: Organización y empleo público”, a nivel mundial hay dos modelos de función pública: los abiertos y los cerrados. Los modelos “abiertos” se basan en unas descripciones detalladas de los puestos de trabajo<span style=""> </span>(el equivalente a nuestras relaciones de puestos de trabajo, las famosas RPT). Este sistema presupone un sistema educativo altamente fiable, pues los funcionarios son contratados en base a la titulación exigida para cada puesto de trabajo, sin necesidad de tener que superar un proceso selectivo. Se presupone que los puestos burocráticos pueden ser desempeñados por cualquier ciudadano que tenga la formación adecuada. Una vez dentro, en ningún caso se integran en un cuerpo jerarquizado de funcionarios. Su destino es la plaza concreta para la que han sido contratados. </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Del mismo modo que ingresaron en una plaza cuya provisión era conveniente en un momento dado,<span style=""> </span>cuando las necesidades del servicio lo aconsejan, son despedidos libremente, pues no tienen derecho a la estabilidad en el empleo.<span style=""> </span>Las plantillas de funcionarios son altamente flexibles porque, en función de las necesidades, el sistema permite contratar con rapidez para cubrir las vacantes y deshacerse de los excedentes sin formalismos. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Este es el modelo imperante en los Estados Unidos y se fundamenta en la necesidad de evitar una “propiedad antidemocrática” de las funciones públicas. Los funcionarios deben rendir cuentas de su gestión tras cada proceso electoral, para obtener su confirmación en el puesto. Teóricamente este planteamiento es impecable, pero siempre acaba degenerando en un sistema de botín electoral (spoil system). Después de las elecciones los políticos sin escrúpulos tienden a utilizar sus prerrogativas para despojar de sus puestos a los funcionarios afines al otro partido, para repartir el “botín” del empleo público entre los afines. Estas cesantías políticas han generado importantes crisis en la prestación de los servicios del Estado, e incluso ha llegado a producir movimientos de insubordinación en el Ejército. </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Por su parte, los sistemas cerrados de función pública, de carrera administrativa o sistemas de función pública propiamente dichos, se fundamentan en la necesidad de una formación especializada y diferenciada para entrar al servicio de la Administración. Además, a los servidores públicos se les supone una “vocación de servicio” lo que justifica la creación de una estructura jerarquizada y una disciplina. Así surgen los cuerpos de funcionarios y la carrera, todo ello debidamente regulado por un estatuto general y otros particulares, que detallan los derechos y obligaciones peculiares de los empleados públicos. Éstos, cuando acceden a la función pública, no lo hacen en un puesto concreto, sino en un “cuerpo” o colectivo jerarquizado de funcionarios que tienen a su cargo la prestación de un servicio público. El derecho a la carrera se concreta en un derecho al ascenso, estrictamente regulado, que permite a los funcionarios acceder a puestos de trabajo<span style=""> </span>cada vez de mayor importancia, responsabilidad y retribución.<span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En los sistemas de carrera, para acceder a la función pública se exigen unos conocimientos especiales que no proporciona el sistema educativo. Y para acreditar esos conocimientos es necesario superar un riguroso proceso selectivo, en concurrencia competitiva (oposición) que, en muchos casos, debe complementarse con la superación de cursos de formación en escuelas de funcionarios. Superada la selección se accede a un cuerpo de funcionarios y comienza la carrera administrativa.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Este es el modelo francés, que se debe al ingenio de Napoleón, quien organizó la burocracia civil de forma parecida a como estaba organizada la carrera militar para, de este modo, lograr una mayor eficacia en la prestación de los servicios públicos. Al igual que en el ejército, el elemento clave es el cuerpo,<span style=""> </span>agrupación de funcionarios jerarquizados según su grado o categoría personal y que se rigen, además de por el estatuto general, por su estatuto particular. El ingreso en el cuerpo se realiza por los grados o categorías inferiores y luego, en principio, todos están en igualdad de condiciones para ascender, ya sea por la antigüedad, por méritos o por la superación de un proceso selectivo (concurso u oposición). </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En el modelo francés no cabe la discrecionalidad, ni en los nombramientos ni en los ascensos.<span style=""> </span>De este modo el sistema se garantiza unos funcionarios altamente capacitados y motivados, consiguiendo un nivel excelente, sobre todo en los cuerpos superiores, a los que acceden solamente los más ambiciosos y capaces. La estabilidad en el empleo evita crisis en la prestación de los servicios públicos, pero genera rigideces cuando se trata de adaptar las plantillas de funcionarios a la coyuntura cambiante. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >El modelo alemán, cosa extraña en la disciplina prusiana, implantó la posibilidad de que en la Administración coexistan funcionarios de carrera con personal laboral sujeto al Derecho privado o laboral. Esta ocurrencia, recogida en la Ley Fundamental de Bonn, generó una inmensa confusión a la hora de repartir los puestos que corresponden a cada cual. También se originaron graves tensiones y conflictos entre los dos colectivos, por estar sujetos a distintos estatutos en la regulación de sus derechos y obligaciones. Cada uno de ellos quería incorporar las ventajas del otro y así se ha ido logrando una cierta uniformidad, con unas regulaciones que han conseguido limar progresivamente las diferencias. Lo único que separa claramente a ambos colectivos es la carrera de los funcionarios, que no tienen los laborales. Éstos, al ser contratados para un puesto concreto, no tienen derecho al ascenso. La única forma de mejorar es superar una nueva selección para obtener un puesto mejor. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >El sistema italiano, partiendo del modelo francés de carrera, ha llegado al disparate de aplicar la negociación colectiva de los trabajadores al conjunto del funcionariado. Los italianos no se han enterado de la misa pues, si el estatuto de los funcionarios está regulado por una ley aprobada por el parlamento, ¿Qué es lo que hay que negociar con los sindicatos? </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: center;" align="center"><u><span style=";font-family:";font-size:14pt;" >El revoltijo funcionarial español </span></u></p> <p class="MsoNormal" style="text-align: center;" align="center"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>El gran problema que tiene España es que, si hay algo que funciona en beneficio del interés general, inmediatamente se le buscan las vueltas para utilizarlo en provecho propio, corromperlo y destruirlo.<span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Se puede afirmar que hasta 1984 en España hubo un modelo de función pública de carrera de corte francés. A lo largo del siglo pasado se fueron creando los grandes cuerpos de funcionarios jerarquizados en función del grado o categoría personal. Esa estructura jerarquizada se recoge en el escalafón o plantilla de cada Ministerio, documento en el que se reflejan los empleos reservados a cada cuerpo (ordenados territorialmente) y la categoría funcionarial necesaria para desempeñarlos. </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>De forma paulatina se fue pasando de una situación de inestabilidad en el empleo (cesantías) a otra de propiedad en el empleo, a la que se accedía normalmente cuando el ingreso se hacía mediante la superación de una oposición. Toda la Administración estaba formada por funcionarios en propiedad o interinos.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>El sistema de carrera recibió un duro golpe con la Ley de Funcionarios Civiles del Estado de 1964. Esta norma franquista se cargó la jerarquía de los cuerpos funcionariales suprimiendo los grados o categorías personales de esos cuerpos. Es decir, suprimió el escalafón. El objetivo era aumentar la discrecionalidad política, permitiendo el control de la burocracia. Dado que todos los miembros del cuerpo ahora eran iguales, se podía nombrar para los puestos de mayor responsabilidad (y retribuciones) a los recién ingresados, poniendo a sus órdenes a los de mayor antigüedad. Se había introducido la discrecionalidad política en la carrera administrativa, permitiendo ascensos meteóricos de los más “enchufados”. Se mantuvo sin embargo el sistema de carrera en el Cuerpo Diplomático, en los Cuerpos Militares, en la Policía y en la Carrera Judicial.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Otro importante desbarajuste de la Ley de 1964 fue la introducción de nuevos tipos de empleados públicos distintos de los funcionarios. Así aparecieron los funcionarios eventuales o de confianza política, los contratados en régimen de Derecho Administrativo y los contratados laborales. El común denominador de todas estas modalidades es que permitían burlar los principios de mérito y capacidad para acceder a la función pública, pues los nombramientos se hacían discrecionalmente, sin superar la correspondiente oposición. Todavía hoy hay miles de funcionarios en activo que entraron por estas vías. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >A pesar de todo, en términos generales, la burocracia de la etapa franquista se caracterizó por su economía (reducido número de funcionarios) y por el predominio de la tecnocracia (acceso a las jefaturas de los funcionarios más cualificados). Sólo de esta forma se explica que el padre de la Vicepresidenta De la Vega, a pesar de cierta cuarentena preventiva, terminase su vida administrativa en una jefatura y con distinciones honoríficas por su carrera. Esto habría sido imposible con el actual régimen.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Pero la verdadera acta de defunción del funcionariado fue la Ley de Medidas para la Reforma de la Función Pública de 1984. Con ella se puede decir que el “felipismo” enterró definitivamente el sistema de carrera en favor de un modelo de “botín electoral” a la americana. El gobierno socialista recelaba de<span style=""> </span>la administración heredada del franquismo y estimó necesario y conveniente darle un giro a la izquierda “a la brava”. Para ello:</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >1.-</span></b><span style=";font-family:";" > Profundizó en la <b style="">discrecionalidad política de los nombramientos</b>, atribuyendo a cada Administración la elección de los puestos de trabajo que debían cubrirse por concurso de méritos o por libre designación. Obviamente, se reservaron para la libre designación todos los puestos de mayor jerarquía responsabilidad y retribuciones, que en muchos casos acabaron en manos de personajes de escasa formación, corruptos, incompetentes o todo a la vez. El escándalo adquirió tales dimensiones que por Ley de 1988 se tuvo que limitar la discrecionalidad en la libre designación, concretando los puestos que estaban reservados a esta forma de provisión: <i style="">“Subdirector General, Delegados y Directores regionales o provinciales, Secretarias de altos cargos, así como aquellos otros de carácter directivo o de especial responsabilidad para los que así se determine en las relaciones de puestos de trabajo” </i><span style=""> </span>La coletilla final dejó la puerta abierta para que las comunidades autónomas hiciesen lo que les viniese en gana. Bajo el mandato de Fraga en la Xunta de Galicia, se reservaron a la libre designación todos los puestos de niveles superiores. Esto supone la politización total de la Administración.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >2.-</span></b><span style=";font-family:";" > Se mantiene la figura del <b style="">personal eventual o de confianza política</b>. Se trata de los famosos “asesores a dedo” que desempeñan puestos de confianza no reservados a funcionarios y que son nombrados y cesados discrecionalmente por los cargos políticos. Desde entonces su número ha crecido exponencialmente en todas las administraciones, siendo el instrumento predilecto para la colocación de la “casta política” sin escatimar en costes. Baste recordar los 300 asesores de Zapatero, o la cifra increíble de los que prestan apoyo a Gallardón en el Ayuntamiento de Madrid. Las Di putaciones también emplean a gran cantidad de supuestos “asesores” cuya función es la pura y dura militancia partidista. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >3.-</span></b><span style=";font-family:";" ><span style=""> </span>Como ocurre que no hay dos sin tres, se potenció la utilización de la <b style="">contratación de personal laboral en las administraciones</b>, tanto de laboral fijo (con la misma estabilidad que los funcionarios) como de laboral de duración determinada (que mediante el fraude de ley acababa convirtiéndose en fijo). La vía de la contratación, al burlar el sistema de oposiciones que se exigía para los funcionarios, permitió al PSOE y a los sindicatos UGT y CC.OO. (entre otros) colocar a decenas de miles de afiliados en las distintas administraciones. Aprovechando el vacío normativo, se contrató a personal laboral para desempeñar puestos de trabajo de funcionarios. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Las tensiones que se produjeron entre los que entraban por oposición y los contratados comenzaron a perturbar el normal funcionamiento de los servicios públicos. Al final se recurrió al Tribunal Constitucional, quien en su Sentencia 99/1987, de 11 de junio, si bien tuvo que admitir la figura de los laborales en la Administración matizó que, en general, los puestos de trabajo públicos estaban reservados a los funcionarios, por lo que instó al Desgobierno a relacionar aquellos puestos que, con carácter excepcional, podían ser desempeñados por personal laboral. Así lo hizo mediante la Ley de 1988 de Modificación de la Ley de Medidas de 1984. El resultado fue que muchos de los que habían sido contratados estaban ocupando plazas ahora reservadas a funcionarios. Para regularizar su situación se optó por los procesos de funcionarización de esos laborales, que han alcanzado hasta nuestros días. La culminación del despropósito es la situación vigente en la que, en función de lo que más convenga a cada cual, los contratados laborales pueden optar por funcionarizarse (sin proceso selectivo, por supuesto) y los funcionarios pueden “laboralizarse”.<span style=""> </span>Solución salomónica para dirimir las disputas entre ambos colectivos.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >4.-</span></b><span style=";font-family:";" > La <b style="">mezcla del sistema de empleo</b> (relaciones de puestos de trabajo) <b style="">y del sistema de carrera</b> (cuerpos de funcionarios).</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Desde la Ley de Medidas del año 1984 la organización de la función pública resulta caótica, porque se utilizan al mismo tiempo dos fórmulas que resultan incompatibles: las relaciones de puestos de trabajo (sistema de empleo) y los cuerpos de funcionarios (sistema de carrera). Actualmente, tras la entrada en vigor del Estatuto Básico del Empleado Público (Ley 7/2007, de 12 de abril) los Cuerpos de Funcionarios, según la titulación exigida para el ingreso, son cuatro: el Superior (Grupo A1); el de Gestión (Grupo A2); el Administrativo (Grupo C1) y el Auxiliar (Grupo C2). </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >A su vez, los puestos de trabajo se clasifican en 30 niveles, estando asignado a cada cuerpo un intervalo de niveles. El problema es que esos niveles no son exclusivos de cada cuerpo, pues hay niveles compartidos. De este modo, es posible que un funcionario de un cuerpo superior pueda depender jerárquicamente de otro perteneciente a uno inferior. Hay casos absurdos como los que suceden en la Universidad de Salamanca. Las promociones internas ficticias dan lugar a que, tras la superación de las pruebas, los funcionarios se queden en su puesto de trabajo, debidamente reclasificado. Así se dan situaciones en las que un funcionario del Cuerpo de Gestión puede estar a las órdenes de otro del Cuerpo Auxiliar Administrativo.<span style=""> </span>En la Xunta de Galicia abundan las plazas que pueden ofertarse indistintamente a funcionarios pertenecientes a tres cuerpos diferentes. En este caso la antigüedad suele vencer siempre a la titulación académica.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >5.-</span></b><span style=";font-family:";" > La <b style="">introducción de la negociación colectiva</b> en las administraciones: la gran pieza cobrada por los sindicatos.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 70.9pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >No cabe duda de que para los sindicatos la Administración era lo más parecido a una reserva de caza mayor, con un suministro ilimitado de presas. Si conseguían meter la cabeza, el número de afiliados y representantes crecería de forma espectacular, con lo que también sus ingresos se dispararían. Contando con una fuerte presencia en el Estado y en las nuevas administraciones autonómicas,<span style=""> </span>que crecían como setas en otoño lluvioso, podían llegar a instalarse en el presupuesto, utilizando su capacidad de negociación como un chantaje para participar en el reparto de los recursos públicos.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Pero la negociación colectiva en una materia que, según la propia Constitución era prerrogativa de las Cortes, pues imponía su regulación por ley, resultaba un sinsentido. No obstante, al PSOE también le interesaba que su sindicato filial UGT y CC.OO., también afín ideológicamente, participasen en el control de la Administración.<span style=""> </span>Y así surgió en 1988 la <b style="">Ley</b><b style=""> de Órganos de Representación, Determinación de las Condiciones de Trabajo y Participación del Personal al Servicio de las Administraciones Públicas</b>. Con ella consiguieron entrar por la puerta grande, con importantísimas prerrogativas, que en algunos casos eran auténticos privilegios.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >La consecuencia más inmediata de la negociación colectiva fue la aparición de tantos regímenes funcionariales como administraciones dotadas de autonomía había. La regla general que rige desde entonces es que, cuanto más pequeña es una administración, mayor es el nepotismo y mejores son las condiciones laborales y las retribuciones que se acuerdan con los representantes sindicales. En los ayuntamientos y diputaciones la mayor parte de los funcionarios han entrado gracias a los masivos “enchufes” de alcaldes y presidentes, de los que los sindicatos han sido partícipes, cómplices y colaboradores necesarios. Hoy la administración local está absolutamente fuera de control, con unas retribuciones que resultan insultantes, tanto para los vecinos que las pagan aguantando el expolio municipal, como para los demás funcionarios que sufrimos el agravio comparativo. El motivo de tan generosas dádivas es doble. Por una parte, los políticos deben ser generosos con los familiares y militantes del partido (todo queda en casa). La segunda razón es incluso más perversa. En las administraciones pequeñas todos saben los tejemanejes que se traen entre manos los políticos. Y muy a menudo se trata de asuntos turbios o directamente delictivos. Por lo tanto, con las retribuciones desproporcionadas se pretende comprar su silencio, haciéndoles partícipes de la corrupción.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Otra muestra de los privilegios de los funcionarios locales es que tienen abiertas de par en par las puertas de la administración autonómica. Pueden acceder al desempeño de puestos de trabajo en la administración de su comunidad autónoma, pero la administración local está blindada para los funcionarios ajenos. Se trata de un clarísimo trato de favor, sobre todo si tenemos en cuenta que, debido a los elevadísimos niveles con que los han obsequiado los políticos, los funcionarios locales arrasan en los concursos autonómicos. Pocos son sin embargo los que dan este paso, debido a la espectacular diferencia en las retribuciones entre ambas administraciones.<span style=""> </span></span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Hay otras entidades de reducidas dimensiones, como son las universidades públicas, en las que la endogamia (sobre todo entre el profesorado) y una mal entendida autonomía universitaria, han degenerado en extraordinarias condiciones laborales. Los rectores han estado disparando con pólvora del Rey, pues la nómina entera se la pasan a la comunidad autónoma de la que dependen. En Castilla y León, antes de ser transferidas, dejaron cerradas unas negociaciones que se traducirían luego en importantísimos incrementos de los gastos de personal. La Junta dijo sí a todo, ansiosa por recibir la competencia. También en las universidades se ha producido otro resultado perverso, fruto de la intervención sindical. Se trata de la eliminación de competidores externos mediante la reserva de todas las plazas vacantes de las convocatorias de PAS (Personal de Administración y Servicios) a la promoción interna. Antes la legislación básica estatal establecía un límite máximo del 50% de las plazas que se podían reservar a la promoción interna. Los sindicatos se encargaron de hacerlo desaparecer, propiciando en muchos casos promociones devaluadas o ficticias en provecho de sus representantes y de sus representados. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.1pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Mientras tanto, en las administraciones masivas por número de funcionarios, como son el Estado y las Comunidades Autónomas, de las que sacaban la mayor tajada en forma de subvenciones, siempre se han mostrado blandos y condescendientes. Hasta tal punto es así que se puede afirmar rotundamente que los funcionarios autonómicos y estatales no nos hemos beneficiado en absoluto de los años de la bonanza económica, debido sobre todo a la sospechosa pasividad de nuestros representantes. Pero que nadie se engañe, que la mayoría no haya sacado provecho no significa que todos hayan salido con las manos vacías. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En la Junta de Castilla y León la representación de los funcionarios ha estado infestada de colectivos de interinos que perseguían un único objetivo: acceder a la función pública en condiciones privilegiadas. Para ello no han dudado en utilizar la negociación para hacer derogaciones puntuales de los principios de igualdad, mérito y capacidad. Las administraciones están llenas de poternas, pasadizos y subterráneos por los que se han colado ejércitos enteros. Se me ocurren muchos ejemplos, pero los más escandalosos son, sin ninguna duda, los excavados por el profesorado en Educación y por el personal sanitario. Es normal que los interinos defiendan su puesto de trabajo, pero los que hemos accedido por oposición nos sentimos agraviados. La ley siempre dice taxativamente que la prestación de servicios como personal interino, en ningún caso se puede considerar mérito para acceder a la función pública o a la promoción interna. Nunca ha servido para nada, porque lo cierto es que acaban accediendo mediante procesos selectivos privilegiados (profesorado) o directamente, sin ninguna prueba de capacitación (personal sanitario). Y una vez convertidos en funcionarios de carrera, se les computan los servicios prestados como interinos en la antigüedad, perjudicando claramente a quienes han seguido el procedimiento ordinario de ingreso. Para esto sirven los sindicatos, para agraviar a los mejores.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En definitiva, la negociación colectiva sólo ha servido para crear diferencias, discriminaciones y agravios comparativos injustificados e injustificables entre los distintos colectivos de funcionarios. Estas auténticas bombas de relojería han permanecido inactivas hasta que llegó el momento en que se acabó el dinero y fue necesario recortar las nóminas. Ahora ya nadie se calla. Los Gestores de Hacienda contradicen las declaraciones de los ministros. La Guardia Civil se insubordina y deja de cumplir la orden de imponer multas, e incluso se atreve a manifestarse. La Policía Nacional anda tan soliviantada por su discriminación con las policías locales que el propio Rubalcaba ha intentado controlarla, mediante el nombramiento a dedo de los comisarios. Pero están hechos unos leones y se lo han tumbado en los tribunales.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Para terminar, veamos cómo se razonan en la Exposición motivos del Estatuto Básico del Empleado Público las injustificables diferencias en los modelos funcionariales. Un auténtico ejercicio de hipocresía.</span></p> <p class="MsoNormal" style=""> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><i style=""><span style=";font-family:";font-size:11pt;" >La existencia de las autonomías justifica que “el régimen de la función pública no puede configurarse hoy sobre la base de un sistema homogéneo que tenga como modelo único de referencia a la Administración del Estado. Por el contrario, cada Administración debe poder configurar su propia política de personal, sin merma de los necesarios elementos de cohesión y de los instrumentos de coordinación consiguientes. Por tanto, la densidad de la legislación básica en materia de función pública debe reducirse hoy en día, en<span style=""> </span>comparación con épocas pasadas, teniendo en cuenta en todo caso las determinaciones de los Estatutos de Autonomía y la doctrina establecida por el Tribunal Constitucional. </span></i></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";font-size:11pt;" > <span style=""> </span>De otra parte, la apertura de mayores espacios a la autonomía organizativa en materia de personal es también necesaria para posibilitar la regulación diferenciada de los sectores del empleo público que lo requieran. Asistimos hoy, en efecto, a una gradual multiplicación de las formas de gestión de las actividades públicas dentro de cada nivel territorial de gobierno, que persigue responder adecuadamente a las exigencias que plantea, en cada caso, el servicio eficaz a los ciudadanos. La organización burocrática tradicional, creada esencialmente para el ejercicio de potestades públicas en aplicación de las leyes y reglamentos, se ha fragmentado en una pluralidad de entidades y organismos de muy diverso tipo, dedicadas unas a la prestación de servicios directos a la ciudadanía y otras al ejercicio de renovadas funciones de regulación y control. Esta diversidad de organizaciones ha contribuido igualmente a la heterogeneidad actual de los regímenes de empleo público. La correcta ordenación de este último requiere soluciones en parte diferentes en unos y otros sectores y, por eso, la legislación general básica no puede constituir un obstáculo ni un factor de rigidez. Antes al contrario, ha de facilitar e impulsar las reformas que sean necesarias para la modernización administrativa en todos los ámbitos.”</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >¿Alguien ha entendido algo? </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >6</span></b><span style=";font-family:";" >. <b style="">Oscurantismo, discrecionalidad y descontrol en las retribuciones.</b></span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Tradicionalmente el sueldo era el único concepto retributivo que percibían los funcionarios, sin perjuicio de que resultase compatible con determinadas indemnizaciones. Como el sueldo venía determinado por el grado o categoría personal, la transparencia era absoluta y las retribuciones uniformes.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >La Ley</span><span style=";font-family:";" > de Funcionarios de 1964 quebró este modelo al eliminar los grados personales. Para introducir discrecionalidad y confusión en las retribuciones se creó el doble sueldo: el sueldo reglado (o sueldo propiamente dicho) y el sueldo discrecional, integrado por distintos complementos. A<span style=""> </span>todo ello había que añadir diversas indemnizaciones, gratificaciones e incentivos.</span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En la Ley de 1984 se profundiza en la discrecionalidad, al mezclar definitivamente las <b style="">retribuciones básicas</b> (sueldo, trienios y pagas extraordinarias) iguales para todos los funcionarios pertenecientes al mismo cuerpo, con las <b style="">retribuciones complementarias</b> (complementos de destino, específico, de productividad y gratificaciones por servicios extraordinarios). Además, las retribuciones básicas (claras, transparentes y uniformes) fueron perdiendo peso con respecto a las complementarias. En las primeras estaba garantizado un mayor igualitarismo entre los cuerpos, al establecer un abanico salarial máximo de 1 a 3. Es decir, las retribuciones superiores no podían triplicar en cuantía a las inferiores.<span style=""> </span>En las complementarias no hay límite alguno a las diferencias retributivas. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >El objetivo principal de la negociación colectiva ha sido siempre mejorar las condiciones económicas de los funcionarios. Sobre las retribuciones básicas no cabe negociación, pues su cuantía viene determinada anualmente en las leyes de presupuestos. Todo el peso de la negociación se ha centrado en mejorar las complementarias. Aquí es donde se ha producido el gran descontrol y los agravios comparativos que son ofensivos. Según la administración a la que pertenezca el funcionario, puede llegar a ganar el doble e incluso el triple.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >La cuantía del <b style="">complemento de destino</b> (que retribuye el grado personal o nivel del puesto de trabajo)<span style=""> </span>también viene determinada en las leyes de presupuestos. Los sindicatos se han centrado en mejorar los niveles mínimos asignados a cada Cuerpo, con resultados escandalosos. Mientras en las universidades y en los ayuntamientos el nivel mínimo del Cuerpo Auxiliar Administrativo es el 18, en la Junta de Castilla y León es el 14, y hasta hace unos meses era el 12. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >El <b style="">complemento específico</b> tenía por objeto retribuir los puestos de trabajo en función de su dificultad, responsabilidad, dedicación, incompatibilidad, penosidad… Los encargados de valorar discrecionalmente estos conceptos, difícilmente mensurables, han sido los políticos, con el silencio cómplice de los sindicatos. Y de aquí surgen las grandes diferencias. Gracias a este complemento las retribuciones de los cargos de libre designación pueden triplicar fácilmente en cuantía a las que perciben los funcionarios de concurso. En la administración local hay barra libre de específicos para premiar a parientes y militantes del partido. Basta una pincelada: cuando un alcalde se fija el sueldo discrecionalmente, suele tomar como referencia el del funcionario mejor pagado, normalmente el Secretario. Piensen en la cantidad de alcaldes que ganan más de 80.000 € y se asustarán de lo que les están pagando. Esto en las grandes ciudades, pero las condiciones retributivas de ensueño se han extendido incluso a los pequeños ayuntamientos, comprometiendo seriamente su viabilidad. El Secretario de un ayuntamiento de menos de 2.000 habitantes supera fácilmente los 50.000 € brutos anuales. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >En la Junta de Castilla y León, la apatía de los altos cargos a la hora de adaptar la retribución a la dificultad de cada plaza (salvo en los puestos de libre designación) está originando crisis importantes en la prestación de los servicios. Al pagar igual a todos los funcionarios, sin tener en cuenta el trabajo que realizan, tienden a abandonar las plazas de más complejidad para trasladarse a otras más mediocres. Los servicios están en situación de constante provisionalidad por la huida de la elite<span style=""> </span>hacia destinos menos expuestos. Tal es el pánico que producen estas movilidades que no han dudado en restringir los concursos de traslados, celebrándolos cada cuatro o cinco años, en lugar del concurso anual que está establecido por ley. Pero esta solución sólo genera más frustración y descontento entre el funcionariado, que ve cómo sus derechos se conculcan sin ninguna defensa posible. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >El <b style="">complemento de productividad,</b> cuyo objeto, como su propio nombre indica, es retribuir el rendimiento, también se ha desvirtuado. En muchas administraciones se han alcanzado acuerdos con los sindicatos para abonar una cuantía mensual fija, escalada según los distintos cuerpos. Al estar igualados todos en productividad, nadie va esforzarse en hacer más que la media. </span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Las <b style="">gratificaciones</b> tienen por objeto retribuir los servicios extraordinarios realizados fuera de la jornada normal. Para evitar la picaresca se dispone que no puedan ser fijas en su cuantía ni periódicas en su devengo. Esta limitación no afecta, por lo que he comprobado, a los cargos de libre designación, que tienen en las gratificaciones un concepto retributivo más. Y eso a pesar de que con el complemento específico suele retribuírseles una jornada de especial dedicación. Por supuesto, el oscurantismo sobre las gratificaciones que se pagan es total.</span></p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>En la Junta de Castilla y León (y en las demás autonomías) ciertos colectivos de funcionarios, prevaliéndose de su importancia estratégica, se han dotado de todo tipo de privilegios retributivos. Es el caso del personal médico el cual, visto lo que han negociado sus elitistas sindicatos,<span style=""> </span>deberían prestar juramento hipocrático (de hipócritas) por su vocación pesetera. Hasta hace poco estaban cobrando un complemento de dedicación exclusiva. Nada que objetar, si no fuese porque no resultaba incompatible con<span style=""> </span>la prestación de servicios en la sanidad privada ni con la posesión de consultas particulares. Hoy este colectivo vuelve a estar en pie de guerra porque la Junta ha intentado acabar con el fraude de las guardias. Por lo que parece, era una práctica habitual aplazar operaciones para forzar esos turnos de guardia, que les reportaban incrementos de hasta un 30% en sus retribuciones. Y como guinda tenían también la compensación con jornadas de descanso. Con este panorama resulta dudoso que a los médicos les interese el buen funcionamiento de la Sanidad Pública. ¿Alguien se ha dado cuenta del conflicto de intereses?</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Aún a riesgo de aburrir, no quiero dejar pasar la ocasión de denunciar otra práctica abusiva, sólo explicable por la indolencia de los responsables de personal. Se trata del cobro indebido de indemnizaciones por razón del servicio, fundamentalmente dietas y desplazamientos.<span style=""> </span>Hasta que estalló la crisis, en la Junta de Castilla y León constituían para muchos técnicos un sueldo extra mensual. Algunos llegaron al extremo de organizar el trabajo en función de las salidas que era necesario realizar para cobrar esas dietas, utilizando además inútilmente los vehículos oficiales. Otros, verdaderos corruptos, se cobraban esas dietas sin salir de la oficina. Pero tanto fue el cántaro a la fuente…</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Recientemente el Estatuto Básico de los Empleados Públicos ha añadido otro factor más de discordia, al introducir un nuevo elemento para determinar la cuantía y estructura de las retribuciones: “La progresión alcanzada por el funcionario dentro del sistema de carrera administrativa.” Si usted pregunta a los funcionarios de la Junta por la llamada “carrera horizontal” pocos sabrán explicarles en qué consiste. Pero todos se quejarán amargamente de que en Sanidad ya la han implantado y los funcionarios de ese servicio están cobrando más. Los agravios se producen incluso dentro de la misma casa.</span></p> <p class="MsoNormal" style=""> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Si leemos detenidamente el artículo 17 del mencionado Estatuto, podríamos pensar que se trata de volver a implantar, en un colosal revuelto de ajetes y gambas, el antiguo escalafón<b style="">.</b></span></p> <p class="MsoNormal" style=""> </p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";font-size:11pt;" >Artículo 17. Carrera horizontal de los funcionarios de carrera.</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";font-size:11pt;" >Las Leyes de Función Pública que se dicten en desarrollo del presente Estatuto podrán regular la carrera horizontal de los funcionarios de carrera, pudiendo aplicar, entre otras, las siguientes reglas:</span></i></p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";font-size:11pt;" >a) Se articulará un sistema de grados, categorías o escalones de ascenso fijándose la remuneración a cada uno de ellos. Los ascensos serán consecutivos con carácter general, salvo en aquellos supuestos excepcionales en los que se prevea otra posibilidad.</span></i></p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";font-size:11pt;" >b) Se deberá valorar la trayectoria y actuación profesional, la calidad de los trabajos realizados, los conocimientos adquiridos y el resultado de la evaluación del desempeño. Podrán incluirse asimismo otros méritos y aptitudes por razón de la especificidad de la función desarrollada y la experiencia adquirida.</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span></span></p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>De todo ello se desprende que, con la Ley de 1984 y posteriores, el PSOE implantó definitivamente un sistema de botín electoral a la americana. El partido triunfante coloca a su ejército de ocupación en todas las estructuras de la administración, que deja de servir con objetividad a los intereses generales. Lo que prima a partir de entonces es el interés partidista, que no es otro que el de la perpetuación en el poder. La mayor parte de las decisiones sobre la utilización de los recursos públicos se tomarán en función de la agenda electoral. Entonces los abusos de poder y la corrupción se generalizan, como se demostró en la etapa final de Felipe González.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>En la década de los 80 el PSOE trató de convertir a España en un régimen totalitario, aprovechándose de la inexperiencia propia de la juventud de nuestra democracia. El asalto a las distintas administraciones e instituciones fue total:</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Incentivó la colaboración con el ejecutivo de los funcionarios de elite (Cuerpos de Letrados e Inspectores de Hacienda) mediante mejoras retributivas y otros favores. Aznar ahondó en esta línea de la zanahoria y Zapatero no les va a la zaga.</span></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Propició el nepotismo en la universidad, con la clara intención de ideologizar a las futuras elites de la sociedad. Aquí en Salamanca se dice que, si llega a cerrar la Universidad, en el caso del profesorado sólo afectaría a unas cuantas familias. Como era de esperar, el nivel de los docentes cayó por los suelos. </span></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Acabó con la independencia de la administración de justicia. Mediante el nombramiento de la mayoría de los miembros del Consejo General de Poder Judicial y del Tribunal Constitucional por las Cortes, el partido que conseguía la mayoría absoluta sometía a los órganos judiciales. La Fiscalía también pasó por el aro mediante una férrea disciplina jerárquica, con un Fiscal General del Estado convertido en una especie de comisario político del gobierno. Para mayor vergüenza, se consiguió burlar el acceso a la carrera judicial por oposición, creando un turno especial para “juristas de reconocido prestigio” que es fácil imaginar cómo se utilizó.</span></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Sometió a los sindicatos mayoritarios U.G.T. y CC.OO., afines ideológicamente, y a la misma patronal, integrándolos en la administración mediante la atribución de funciones públicas propias del Estado, tales como la formación profesional ocupacional y la solución de conflictos laborales. Todos ellos se instalaron en el presupuesto, del que percibían una riada creciente de subvenciones que les permitió incrementar constantemente su burocracia interna. </span></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Dejó seriamente tocada la libertad de prensa, al establecer un sistema de concesiones de licencias administrativas de radio y televisión, con la clara finalidad de controlar y limitar la independencia de los medios. </span></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style="font-family:Symbol;">·</span><span style="font-size:7pt;"> </span><span style=";font-family:";" >Funcionarizó de facto a gran parte del colectivo del mundo de la cultura, que entró en la órbita de la administración a través de las subvenciones, lo que llevó a muchos a convertirse en lacayos del poder, con gran lucro personal.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Zapatero mamó de este totalitarismo durante los años que estuvo de diputado raso. Bajo la falsa fachada del talante, se adentró todavía más en la peligrosa senda del control y de la perversión de las instituciones. Tiene el dudoso honor de ser el primer presidente de la democracia que ha utilizado de forma coordinada a la justicia, la fiscalía, la policía y los medios de comunicación para la lucha partidista. Desde mi punto de vista, la famosa cacería de Garzón y Bermejo, en vísperas del lanzamiento mediático del Caso Gürtel, es uno de los episodios más tristes de nuestra democracia. Rubalcaba, ministro heredado del felipismo, trató de implantar la libre designación para todos los altos cargos policiales, con un claro tufillo a policía del partido típico de un régimen dictatorial.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >¿Y qué alternativas ofreció el PP a este modelo de ocupación del sector público cuan<span style=""> </span>piratas repartiéndose un barco botín? </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><b style=""><span style=";font-family:";" >NINGUNA</span></b><span style=";font-family:";" >. Aznar en su segunda legislatura tuvo las manos libres para llevar a cabo las reformas necesarias para despolitizar las instituciones. Era la persona idónea para llevarlas a cabo, pero sucumbió a los cantos de sirena del totalitarismo. En su etapa de Castilla y León aprendió que, cuando un partido ocupa todos los resortes del poder en una administración, la alternancia se hace inviable, propiciando la perpetuación de la casta dirigente. Cuando consiguió la presidencia del país también tuvo que transigir con la cruda realidad de los barones y caciques del partido, que habían ocupado con sus ejércitos de militantes las autonomías, diputaciones y ayuntamientos. Estos auténticos señores feudales no estaban dispuestos a arriesgarse a perder su presa, que en muchos casos era su única forma de vida, por una ocurrencia regeneracionista del líder. Tuvo algún destello, como el intento de poner coto a la endogamia en la universidad, pero su ley fue inmediatamente abolida por el siguiente gobierno de Zapatero. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Para ilustrar lo que digo, pongo el ejemplo de lo que ha hecho el PP en mi terriña ourensana, o lo que queda de ella, Señor Rajoy.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><strong><span style=";font-family:";font-size:11pt;" >El<span style=""> </span>presidente de la Di putación Provincial ourensana, el ínclito José Luis Baltar, consiguió imponer a Rajoy, a Feijóo y a la democracia la sucesión dinástica de su hijo al frente de la corporación, retrocediendo desde el siglo XXI a la noche de los tiempos medievales.</span></strong><span style=";font-family:";font-size:11pt;" > </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><strong><span style=";font-family:";font-size:11pt;" >Baltar ha elevado el nepotismo a la categoría de arte. El número de personas que ha "promocionado" (eufemismo empleado por él para evitar el malsonante término enchufe) es asombroso y probablemente se cuenten por miles. En la Di putación los principios de igualdad, mérito y capacidad para acceder a los empleos públicos se pasan por el forro del Presidente.</span></strong></p> <p class="MsoNormal" style="text-align: justify;"><br /><span style=""> </span><span style=""> </span><span style=";font-family:";font-size:11pt;" >La prensa publicaba hace poco una noticia más sobre las<strong><span style=";font-family:";" > reiteradas acusaciones que ha tenido que afrontar José Luis Baltar, relacionadas con irregularidades en las contrataciones de la Di putación. La oposición ha denunciado desde casos de enchufismo hasta la incorporación en masa de trabajadores en periodo preelectoral para asegurarse votos. El resultado es una administración mastodóntica, en comparación con las escasas funciones que tiene, y que emplea en pagar a su personal la inmensa mayoría de los recursos.</span></strong></span></p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";font-size:11pt;" ><br /><span style=""> </span><span style=""> </span><strong><span style=";font-family:";" >Además de mantener 33 porteros en el Centro Cultural y 16 operarios de limpieza en el Teatro Principal, la Di putación también acumula hasta 15 trabajadores en la Biblioteca de Autores, por lo que los usuarios no disponen de sillas para sentarse. Algo parecido ocurre con los cinco o seis alguaciles que se concentran al lado del despacho de Baltar, que tienen que turnarse para poder utilizar el par de sillas disponibles, según denuncia la oposición. Para dilatar al máximo el poco trabajo que tienen que realizar, uno se dedica a llevar los expedientes, otro el Boletín Oficial de la Provincia, otro el periódico, otro una carta y otro el correo interno, porque no tienen que hacer. En el registro hay cinco personas para poner un sello. </span></strong></span></p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";font-size:11pt;" ><br /><span style=""> </span><span style=""> </span><strong><span style=";font-family:";" >El servicio de obras es el destino que tiene mayor capacidad de contratación. Durante los períodos electorales puede acumular a más de 300 operarios, realizando distintas funciones a lo largo de la provincia. En cambio, el Pazo Provincial se encuentra muy saturado, por lo que unos trabajadores acaban entorpeciendo las tareas que realizan sus compañeros por falta de espacio físico.</span></strong></span><span style=";font-family:";font-size:11pt;" > <strong><span style=";font-family:";" > Tal es la cantidad de "trabajadores" en las dependencias de la Di putación que en ocasiones se ha optado por colocarlos en las oficinas de otras administraciones para que no estorben. Es el caso de las famosas "sillas calientes" del Ayuntamiento de Ourense. Cuando ganaron<span style=""> </span>las elecciones, los del bipartito se encontraron con una sorpresa. Por los pasillos de la corporación había unas sillas con unos individuos que nadie sabía qué hacían o de quién dependían. Además, en el mismo puesto se turnaban distintas personas a lo largo del día, lo cual añadía más misterio al asunto. Al final resultaron ser Agentes de Desarrollo Local contratados por la Di putación, probablemente con cargo a fondos europeos. Huelga decir que todos ejercían de enchufados políticos y que no realizaban otra labor que la de cobrar a fin de mes. Eran tantos que algunos se mandaron de vuelta a los municipios en los que debían prestar sus servicios, para trabajar el voto de sus paisanos. Los más afortunados se quedaron haciendo bulto en la Di putación y los que no cabían, se los endosaron al Concello de Ourense.</span></strong></span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><strong><span style=";font-family:";font-size:11pt;" ><span style=""> </span><span style=""> </span>Mientras la mayoría de los asalariados de la provincia apenas llegan a los 1.000 € mensuales, en la Di putación no se andan con chiquitas a la hora de pagar a la familia y militantes. Los sueldazos del personal funcionario son de escándalo y se complementan con otras retribuciones tales como subsidios de los tipos de interés por la compra de vivienda, ayudas para estudios del personal y familia y lo último, un plan de pensiones para complementar la escuálida pensión que les quedará en el futuro. Esto en una provincia en la casi el 50% de sus habitantes viven de las pensiones, que además se encuentran entre las más bajas de España. Todo ello con el beneplácito de Comisiones Obreras que, como suele ser habitual en ellos, desempeñan el papelón de sindicato amarillo. El representante de este sindicato en la junta de personal es a su vez concejal del PP. </span></strong></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><strong><span style=";font-family:";font-size:11pt;" ><span style=""> </span>En una ocasión se me ocurrió la infeliz idea de presentarme a unas oposiciones de Técnico de Administración General. Al final acabaron aprobándolas los hijos de los alcaldes y diputados provinciales del Partido Popular. El escándalo se destapó por la filtración de un opositor que se quedó sin la plaza que le habían prometido. La oposición trató de utilizarlo para erosionar a Baltar. Se oyeron cosas tremendas como que el 80% de la plantilla de la Di putación había entrado a dedo. Fraga se tragó el sapo soltando una frase para la historia: “Es normal que los hijos de las familias prominentes destaquen en las oposiciones”. La imagen de Baltar salió reforzada entre los ourensanos porque quedó meridianamente claro que, quienes aspirasen a conseguir un empleo público, debían pasar bajo el yugo de su señor. Un periodista preguntó a un transeúnte qué le parecía lo de los enchufes, y en la contestación retrató a una sociedad derrotada y destruida en su autoestima: “Ya se sabe, el que a buen árbol se arrima, buena sombra le cobija”.</span></strong></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Si PP y PSOE han sido nefastos para la burocracia, la influencia que han tenido los <b style="">nacionalistas</b> con ocasión de las mayorías simples de aquéllos ha resultado catastrófica.<span style=""> </span>Su verdadera obsesión ha sido compartimentar España, poniendo barreras de separación por todas partes. Han implantado sistemas discriminatorios de selección de funcionarios con la intención de reservar el empleo público a sus nacionales. En ocasiones han ejercido un nepotismo escandaloso. Me remito a lo que han perpetrado con las policías autonómicas vasca y catalana. Como la Constitución prohíbe la discriminación racial, y la genética también demostró que lo de las razas es cuando menos dudoso, han recurrido a la imposición de barreras idiomáticas para disuadir a los ciudadanos de otros feudos. En ocasiones han ponderado más el conocimiento del idioma propio que una carrera, expulsando a profesionales cualificados e impidiendo la entrada de los procedentes de otra taifa. Los funcionarios de las autonomías, que somos la mayoría, hemos perdido la movilidad geográfica. Por poner un ejemplo, la Xunta de Galicia, presionada por los sindicatos, no quiere saber nada de abrir los concursos de traslados a funcionarios de otras autonomías. En mi caso, si se incluye alguna plaza del Cuerpo de Gestión es de forma testimonial, y además acostumbran a ofertarnos lo peor. Nosotros sí que podemos decir que cualquier tiempo pasado fue mejor.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: center;" align="center"><u><span style=";font-family:";font-size:14pt;" >Funcionarios y legislación autonómica: diarrea normativa.</span></u></p> <p class="MsoNormal" style=""> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Periódicamente la Junta de Castilla y León (hablo de esta administración porque es la que más conozco, pero es extensible a todas las autonomías) nos sorprende con ocurrencias como la regulación de un <b style="">código ético</b> para sus empleados públicos. Se trata de acciones publicitarias vacías de contenido, que tienen por objeto presentar ante los ciudadanos una fachada de administración moderna, eficiente y responsable. Poco importa que por dentro el edificio se encuentre en un estado ruinoso. Lo primordial son los titulares grandilocuentes que ofrecen estos trampantojos normativos que los funcionarios leemos estupefactos ante tanta estulticia. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Véase como muestra este fragmento del Código Ético de los funcionarios:</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><i style=""><span style=";font-family:";font-size:11pt;color:black;" >“La Administración de la Comunidad de Castilla y León quiere ser una Administración de confianza por la cercanía a las personas a las que sirve. Una Administración que, en su trabajo diario, demuestre una decidida vocación por entender y atender las necesidades de los ciudadanos y, por ello, valore especialmente aquellas conductas de sus empleados que generan climas de confianza y respeto y que son las que permiten hacer realidad el compromiso de acercar al ciudadano una Administración «más fácil, inteligente, emprendedora, abierta, responsable e integradora”.</span></i></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Hace unos meses soltaron a los papagayos de la prensa, que repiten las informaciones que les pasan los gabinetes de prensa sin hacer ningún enjuiciamiento crítico, que las Cortes habían regulado los derechos de los ciudadanos ante la administración autonómica. Cualquiera podría pensar que hasta entonces los ciudadanos estaban indefensos y que esos mismos derechos, que se recogían en el artículo 35 de la Ley de Régimen Jurídico de las Administraciones Públicas y del Procedimiento Administrativo Común de 1992, no podían ser aplicados sin la salvadora intervención de los legisladores regionales.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Se suceden los anuncios sobre los sucesivos acuerdos firmados con los sindicatos mayoritarios para la <b style="">modernización de la administración autonómica</b>. Poético brindis al sol pues, en la práctica, no vinculan en nada a la administración firmante, que los incumple sistemáticamente. Para muestra los sucesivos compromisos de convocar anualmente los concursos de traslados de funcionarios, algo que es innecesario pactar, pues está recogido en la legislación autonómica. Es decir, la administración y los sindicatos pactan el cumplimiento de la legislación vigente. Pero a la hora de la verdad, los concursos se convocan con una periodicidad quinquenal, lo que frustra la posibilidad de progresar en la carrera funcionarial (si es que a estas alturas sigue existiendo), impide la movilidad territorial, ignora la conciliación de la vida familiar y laboral, fomenta la provisionalidad y la discrecionalidad en la cobertura de vacantes y acaba provocando graves crisis en la prestación de los servicios. <b style="">¿Es esta la administración moderna que anuncian a bombo y platillo?</b></span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >La Ley</span><span style=";font-family:";" > de Funcionarios del Estado de 1965 estuvo en vigor hasta 1984. Las grandes leyes administrativas del franquismo, que eran de una gran altura técnica, estuvieron vigentes durante décadas. Esta longevidad de las normas creaba seguridad jurídica y los temarios de las oposiciones no quedaban obsoletos con el paso de los años. Hoy en día cambian de un año para otro. Gran parte de las normas que estudiamos los funcionarios son derogadas, reformadas, refundidas… de forma constante y compulsiva. Teóricamente, para actualizar nuestros conocimientos la administración organiza un aluvión de cursos de formación continua. Pero esta formación rara vez tiene relación con los cometidos concretos de los puestos de trabajo que se desempeñan. Se ha convertido en una forma de evasión o escapismo de los cometidos diarios, en un entretenimiento para funcionarios ociosos, o en verdaderas carreras para conseguir unos puntos adicionales de cara a los concursos de traslados. Si alguien necesita imperiosamente un curso para poder desempeñar de forma competente sus cometidos, lo más probable es que nunca lo consiga, o que se lo den cuando cambie de puesto.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Esta frenética actividad legislativa surge de la necesidad de justificar la existencia de parlamentos autonómicos permanentes, compuestos por políticos profesionales sin otro cometido. En los últimos tiempos está provocando una verdadera diarrea normativa, que apabulla a los asustados funcionarios destinatarios de la misma. Esta normativa “motorizada”, que crece y cambia a una velocidad de vértigo, ha provocado la aparición tantos sistemas legislativos diferenciados como autonomías existen. Y la consecuencia más grave de este disparate puede ser, de persistir en la demencia autonomista, la aparición de fronteras jurídicas y la consiguiente ruptura de la unidad de mercado. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Decían los antiguos que lo importante no es que las leyes sean demasiado buenas, sino que se cumplan. Actualmente en el proceso de elaboración de las normas rara vez<span style=""> </span>se consulta a los funcionarios. La tarea de la gestación normativa recae en políticos teóricos que, en su inmensa mayoría, desconocen el día a día del trabajo en las administraciones públicas. En otros casos se confía su redacción, mediante jugosos contratos, a supuestos expertos en la materia. Éstos acostumbran a hacer exhaustivas recopilaciones de las diversas normas vigentes en otras administraciones, para luego acabar creando una sofisticada miscelánea<span style=""> </span>de todo lo aprovechable en el encargo. Las normas resultantes son tan sofisticadas como inútiles, pues rara vez<span style=""> </span>contienen un estudio sobre los medios económicos, materiales y humanos necesarios para llevarlas a buen término. A este respecto se me ocurre el caos que originó en las comunidades autónomas la aplicación de la utópica Ley de la Dependencia.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Al final de cada mandato los parlamentos y ejecutivos autonómicos se justifican ante sus electores con la fría estadística de las decenas de leyes y cientos de reglamentos que aprobaron en la legislatura. Pero la realidad es que cada incremento del volumen normativo se traduce en un acrecentamiento del caos y la inseguridad jurídica en las administraciones. Hace poco el Reino de España, por imperativo de la Unión Europea, tuvo que revisar toda su normativa interna para purgarla de cualquier contenido que pudiese resultar contrario a la directiva comunitaria sobre la libertad de circulación y de establecimiento de trabajadores y empresas dentro del territorio comunitario. Se encontraron con la sorpresa de que las autonomías habían generado miles de normas que era necesario revisar. Los funcionarios a los que se encargó este cometido no tenían conocimiento de la existencia de la mayoría, a pesar de que se aplicaban en sus propias consejerías. Por experiencia sabemos que la administración funciona por inercia, y a menudo en los impresos administrativos se sigue haciendo referencia a normas ya derogadas hasta que alguien se da cuenta del error.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" > </span><u><span style=";font-family:";font-size:14pt;" >Un sistema corrompido difícil de cambiar</span></u></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Algunos funcionarios, principalmente los que han entrado en la administración por los pasadizos subterráneos que les han abierto los políticos o los sindicatos, han hecho de la estabilidad en el empleo un privilegio para no trabajar. Tampoco voy a negar que todos conocemos opositores que, tras superar la carrera de obstáculos del proceso selectivo, una vez dentro consideran que tienen derecho a llevar una vida relajada. Sin embargo, la mayoría de los que me he encontrado, han entrado con verdadera vocación de servicio público. Pero el sistema acaba corrompiendo las convicciones más firmes, convirtiendo a unos buenos trabajadores en la <b style="">caterva más pícara, insolidaria, cobarde y sumisa que se pueda encontrar en el panorama laboral</b>. Tengo la certeza de que nadie se va ofender por este comentario. </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Pasados los primeros años todos tendemos a adoptar estrategias de supervivencia. Al principio la falta de perspectiva te hace creer que eres la piedra angular de la oficina y tratas de ser solidario. Pero la experiencia te dicta que no es conveniente echar una mano a tus compañeros, porque al final puedes acabar cargando con su trabajo. La regla de oro del buen funcionario acaba siendo la de quejarse siempre, aunque no se tenga nada que hacer. La mediocridad también se convierte en una pauta de prudencia, pues el trabajo tiende a fluir hacia los más entusiastas y productivos, sin ninguna recompensa.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Pero lo que al final produce definitivamente la pérdida de la fe en el sistema es la “<b style="">casta parasitaria</b>” (con permiso de Enrique de Diego)<span style=""> </span>nombrada por los políticos para dirigir la administración. Por lo general, cuanto más alto es el cargo que se desempeña, mayor acostumbra a ser la incompetencia. Pronto se hace evidente que para ser un humilde funcionario, se exige la superación de un proceso selectivo, en el que a menudo hay que competir con miles de opositores. En cambio, para desempeñar las más altas jefaturas, las que tienen a su cargo dirigir, organizar y coordinar a cientos o miles de humildes funcionarios, basta con el carné del partido político de turno. Todo empleado público aprende rápido que no debe esperar demasiado de sus jefes pues, salvo excepciones, miden a sus subordinados por la utilidad que les puedan reportar en su carrera política. Y una vez que se han servido, apropiándose de los méritos de su trabajo, no acostumbran a ser agradecidos.<span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>De los altos cargos se puede prescindir sin que se resienta el funcionamiento de la administración. En la Junta hay muchos servicios que funcionan a pesar de llevar vacante la jefatura durante meses e incluso años. Lo verdaderamente relevante para aglutinar, coordinar y hacer funcionar a los grupos de funcionarios son las jefaturas intermedias. Se debería extremar el celo en la selección de estos profesionales. La realidad es que la mayoría de las que se cubren por concurso, por el peso que tiene la puntuación de la antigüedad, acaban en manos de funcionarios que se encuentran al final de su vida laboral. Muchos no han actualizado sus conocimientos y por consiguiente son incapaces alcanzar un mínimo nivel de competencia en el desempeño. Otros tantos consideran que tienen derecho a jubilarse en una jefatura, y que su única tarea es repartir el trabajo a los subordinados y firmar todo lo que éstos le dan hecho. Unos y otros suelen dejar arrasadas las dependencias por las que pasan.</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Para seleccionar a los candidatos más idóneos para cada plaza, estaba prevista la figura del concurso específico. Consta de dos fases. En la primera se valoran los méritos generales de los concursos. En la segunda se valoran los méritos específicos, para lo que el candidato debe elaborar una memoria sobre los cometidos del puesto y sus propuestas para mejorar su funcionamiento. Posteriormente se celebra una entrevista que suele versar sobre la memoria. Este sistema, aparentemente idóneo, en la Junta de Castilla y León se ha corrompido completamente, convirtiéndose en la práctica en una farsa bajo la que se esconde una libre designación. </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span>Podría parecer que la casta política tiene bastante con el personal asesor de confianza, las libres designaciones y las plazas de concurso específico. Nada más lejos de la realidad. El largo brazo de los políticos alcanza ya a todas las plazas, incluso las de concurso. La tardanza en la convocatoria y resolución de los concursos produce el resultado ya mencionado de la aparición de multitud de vacantes. Para cubrirlas provisionalmente se utilizan las comisiones de servicio, pero son los altos cargos quienes deben informarlas favorablemente. Y para conseguir las mejores es imprescindible contar con la protección de un padrino. Para el resto de las plazas los funcionarios deben mendigar. Es lo más triste de las administraciones: la figura de los funcionarios mendicantes para obtener una pequeña y transitoria mejora retributiva, aunque en la mayor parte de los casos se lo sacan de su pellejo. De un modo u otro todos nos hemos convertido en mendigos de la casta política, en detrimento de nuestra dignidad, de la carrera funcionarial, de la solidaridad (ande yo caliente…) y de la independencia al servicio del interés general.</span></p> <p class="pa8" style="margin: 11pt 2.2pt 0.0001pt 0cm; text-align: justify; text-indent: 28pt;"><span style=""> Resulta una ironía que en el Código Ético de los Empleados Públicos se cite la neutralidad como valor ético, disponiendo con fingida inocencia que </span><i style=""><span style="font-size:11pt;">“<span style="">Las personas al servicio de la Administración de la Comunidad de Castilla y León mantendrán sus filiaciones al margen del desarrollo de la función pública, absteniéndose de identificar con un interés determinado la labor que desarrollen.</span></span></i></p> <p class="pa8" style="margin: 11pt 2.2pt 0.0001pt 0cm; text-indent: 28pt;"><i style=""><span style="font-size:11pt;">Los empleados públicos buscarán servir a los ciudadanos dando lo mejor de sí dejando al margen sus preferencias ideológicas.</span></i></p> <p class="MsoNormal"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><i style=""><span style=";font-family:";font-size:11pt;" >También se debe mantener la cautela sobre las posibles interferencias de los grupos de presión o de interés en el ejercicio de la función pública. La neutralidad también obliga a distanciarse de los mismos para no confundir su posición con el interés general.”</span></i></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify;"><span style=""> </span><span style=";font-family:";" >Hay gente que no quiere enterarse de que esta región (al igual que las otras) hace tiempo que ha perdido la edad de la inocencia.</span></p> <p class="MsoNormal" style="text-align: justify;"><span style=";font-family:";" ><span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Los jefes de personal de las distintas administraciones públicas acostumbran a reducir la disciplina funcionarial al control del tiempo de trabajo. Lo que realmente les obsesiona es cubrir la apariencia de la presencia efectiva del personal en sus puestos durante el horario de trabajo de la jornada laboral. A nadie interesa la evaluación del rendimiento y la productividad de los funcionarios, a pesar de que el Estatuto Básico del Empleado Público presentó su <b style="">evaluación </b>como la gran panacea para acabar con el típico funcionario holgazán de las viñetas de Forges. Yo considero que es mejor no medir la productividad del sector público para que nadie se de cuenta de la monstruosa ineficiencia que hemos creado. Tampoco a los altos cargos les interesa que se mida su trabajo aunque, si mal no recuerdo, en la Ley de funcionarios de la Junta de Castilla y León se contemplaba la evaluación del desempeño, y se preveía que su resultado tendría consecuencias retributivas. Una vez más se demuestra que las buenas prácticas que se recogen en las leyes, no sirven para nada cuando no hay voluntad de cumplirlas.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify;"><i style=""><span style=";font-family:";" >Veamos lo que dice el artículo 20 del Estatuto Básico:</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 28.4pt;"><i style=""><span style=";font-family:";font-size:11pt;" >Artículo 20. Evaluación del desempeño.</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="margin-left: 46.4pt; text-align: justify; text-indent: -18pt;"><i style=""><span style=";font-family:";font-size:11pt;" >1.</span></i><i style=""><span style="font-size:7pt;"> </span></i><i style=""><span style=";font-family:";font-size:11pt;" >Las Administraciones Públicas establecerán sistemas que permitan la evaluación del desempeño de sus empleados. La evaluación del desempeño es el procedimiento mediante el cual se mide y valora la conducta profesional y el rendimiento o el logro de resultados.</span></i></p> <p class="MsoNormal" style="margin-left: 46.4pt; text-align: justify;"> </p> <p class="MsoNormal" style="margin-left: 42.55pt; text-align: justify; text-indent: -14.2pt;"><i style=""><span style=";font-family:";font-size:11pt;" >4. La continuidad en un puesto de trabajo obtenido por concurso quedará vinculada a la evaluación del desempeño de acuerdo con los sistemas de evaluación que cada Administración Pública determine, dándose audiencia al interesado, y por la correspondiente resolución motivada.</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 1cm;"><span style=";font-family:";" >¿Alguien se acuerda de esto? </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 1cm;"><span style=";font-family:";" >Y sin ánimo de ofender, veamos también lo que se dice en artículo 70 de la Ley de la función pública castellano-leonesa:</span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 18pt;"><i style=""><span style=";font-family:";" >Artículo 70. Evaluación del desempeño.</span></i></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><i style=""><span style=";font-family:";" >1.</span></i><i style=""><span style="font-size:7pt;"> </span></i><i style=""><span style=";font-family:";" >Progresivamente se implantará un sistema de evaluación de los diferentes puestos directivos y unidades con rango igual o superior a jefatura de servicio que integran la Administración de la Comunidad de Castilla y León, al objeto de apreciar el nivel de su rendimiento y en el que se garantizarán, en todo caso, los principios de igualdad, objetividad, mérito, capacidad, eficacia administrativa y seguridad jurídica. Dichas evaluaciones, que serán de carácter anual, podrán extenderse a las unidades administrativas inferiores que tengan por objeto la prestación de servicios diferenciados.</span></i></p> <p class="MsoNormal" style="margin-left: 53.4pt; text-align: justify; text-indent: -18pt;"><span style=";font-family:";font-size:11pt;" >5</span><span style="font-size:7pt;"> </span><span style=";font-family:";font-size:11pt;" >Los resultados obtenidos en el proceso de evaluación podrán tenerse en cuenta para la valoración de los puestos de trabajo y, en su caso, para la determinación del complemento de productividad, conforme a las previsiones contenidas en el Capítulo V del presente Título.</span></p> <p class="MsoNormal" style="margin-left: 36pt; text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Vuelvo a lo mismo: ¿Para qué se hacen normas que no hay intención de cumplir? </span></p> <p class="MsoNormal" style="text-align: justify;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Pero eso no quiere decir que el control horario no sea necesario. Cuando los funcionarios de justicia del Estado hicieron huelga para reivindicar su asimilación salarial a los que habían sido transferidos a las autonomías, lograron en parte vencer el pulso con el Ministro de Justicia. Consiguieron la mejora retributiva, pero a cambio tuvieron que pasar por la implantación de sistemas de control de horarios. Y es que el Ministerio de Justicia sabe que los funcionarios de esta rama de la administración son los más incumplidores de todos. El problema está en que sus señorías, los jueces y magistrados, consideran que su dignidad impide que puedan someterse a ningún tipo de control. Y si ellos no cumplen, no pueden exigir lo contrario a sus subordinados. El cumplimiento de la jornada laboral se deja al criterio ético de cada funcionario judicial. Pero son demasiados los que entran al trabajo entre las nueve y las diez de la mañana, y tras el correspondiente descanso para el café, salen a las dos. El resultado es una justicia lenta, con multitud de órganos judiciales colapsados por los asuntos pendientes. Pero debemos preguntarnos: ¿Le interesa a los políticos corruptos que la justicia funcione?</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Es imprescindible que los ciudadanos que acudan a las oficinas públicas en horario de atención al público encuentren a algún funcionario que les atienda. Pero reducir todo el trabajo de los responsables de personal al control del tiempo de trabajo, sin consideración alguna al resultado, es tanto como no asumir ninguna responsabilidad. Las administraciones están llenas de funcionarios que “matan el tiempo” utilizando el ordenador como instrumento de ocio, ya sea abriendo la inmensa marea de correos basura (muchos estarán ahora mismo leyendo éste, que no es basura, lo cual los dispensa), navegando por Internet (los privilegiados que lo tengan) o jugando al solitario, al Tetris y demás pasatiempos imprescindibles para combatir el tedio de la burocracia. Otros, más caraduras, utilizan los medios públicos para trabajos particulares. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Pero a los jefes no les importa quién hace el trabajo, con tal de que vaya saliendo. La desorganización se traduce en que, si hay x funcionarios y la mitad apenas tiene carga efectiva de trabajo, la otra mitad debe hacer cuadrar la productividad. Las alarmas saltan cuando algún superior cuestiona el funcionamiento del servicio, poniendo en peligro la poltrona o las expectativas de ascenso en la carrera política. Entonces se produce el traslado de responsabilidades en sentido descendente de la escala jerárquica, hasta llegar a los que vulgarmente se conocen como “los últimos monos de la casa”. Es costumbre en la Junta y en todas las administraciones en general, <b style="">apalear a los funcionarios competentes y trabajadores.</b> Ya he explicado antes que no existe ningún incentivo a la productividad por lo que, al final, los servicios acaban quedándose sin sus mejores empleados. Cuando los veteranos con más conocimientos se van y hay una rotación continua de funcionarios en los puestos, cuando la provisionalidad en su cobertura alcanza a una parte importante de la plantilla, el servicio entra en crisis permanente.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >También tengo que mencionar como responsables del mal clima laboral a los funcionarios incompetentes, que piden plazas que son incapaces desempeñar para cobrar sus retribuciones, confiando en que el trabajo lo hagan sus compañeros. La ley permite que puedan ser separados de un puesto si son incapaces de desempeñarlo, pero los superiores prefieren no meterse en líos con los sindicatos. La solución suele ser que cargue con su trabajo otro funcionario al que suele ofrecerse alguna compensación. Esta es una situación humillante que sólo se solucionará cuando, con absoluta normalidad, se pueda separar al funcionario incompetente (y caradura) para destinarlo en otro puesto base.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Del absentismo laboral en las administraciones prefiero no hablar porque es de sobra conocido. Sólo voy apuntar las causas que lo provocan: la relajación de la disciplina, la inamovilidad en el puesto, la proverbial insolidaridad funcionarial, el mal ambiente laboral y la falta de motivación. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Con todo lo dicho hasta aquí, a pesar de que los empleados públicos somos la envidia de todos los trabajadores, lo cierto es que el ambiente laboral en las administraciones está enrarecido y en muchos casos es de abierta hostilidad entre jefes y subordinados y entre los propios compañeros de trabajo. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >La Junta</span><span style=";font-family:";" > de Castilla y León cuenta con un verdadero ejército de más de 85.000 funcionarios. Duplica en número al que desplegaron los tres reyes de España en la decisiva batalla de las Navas de Tolosa. Pero tal y como están las cosas, aún cuando fuesen 500.000 no mejoraría la eficacia. El sistema partidista español ha provocado que las administraciones tiendan hacia el totalitarismo, dejando en un segundo plano el servicio al interés general para servir preferentemente a los intereses del partido político de turno. Pero ocurre que los servidores públicos están sujetos a un estatuto funcionarial que los hace inamovibles y con ello independientes. Para controlarlos, nada mejor que exigir la militancia partidista o la sumisión para progresar en la carrera profesional y acceder a las jefaturas. En cuanto al resto, en la práctica las administraciones no se sienten vinculadas por la legalidad. La vulneración de los derechos de los funcionarios coloca a éstos ante la tesitura de enfrentarse a sus servicios jurídicos y a una justicia que frustra la tutela efectiva por su lentitud exasperante. El peligro de los sindicatos se ha conjurado desde el momento en que se han convertido en una parte de la propia administración, al aceptar las subvenciones públicas como fuente de financiación. El empleador financia a los representantes de los trabajadores,<span style=""> </span>un caso típico de amarillismo sindical que en la empresa privada está prohibido por la propia Ley Orgánica de<span style=""> </span>Libertad Sindical.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Pero los políticos no hacen ninguna autocrítica, y puesto que consideran que ellos no son responsables del desastre, la culpa debe ser necesariamente de los funcionarios, que no cumplen con sus cometidos. Con ello justifican lo que se ha dado en calificar como la “huida hacia el derecho privado”, que no es otra cosa que la creación de una administración paralela o administración en la sombra. Las fundaciones y empresas públicas que se han ido implantando se nutren de los presupuestos, pero no están sujetas al férreo control del gasto de la administración matriz. Funcionan como correas de transmisión de los políticos, ejecutando solícitamente sus órdenes. Seleccionan a su personal sin necesidad de respetar los procesos selectivos basados en los principios de igualdad, mérito y capacidad. Tampoco tienen obligación de rendir cuentas de las retribuciones que pagan, por lo general muy superiores a las de los funcionarios. Entran en competencia directa con éstos, a los que privan de sus funciones y en ocasiones, llegan a ponerlos a su servicio. Son también un nuevo factor de centralización, pues dependen directamente de los máximos órganos directivos.<span style=""> </span></span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Voy a poner un ejemplo personal que ilustra mis reflexiones. Hasta hace poco trabajaba en la Coordinación de Servicios de una Dirección General, en un puesto mal pagado, aunque era especialmente complejo por los cometidos que tenía atribuidos. A los funcionarios de los servicios centrales de esta Consejería nos habían prometido una mejora retributiva para compensar la dificultad del trabajo. La tendencia en las autonomías es hacia la creación de un nuevo centralismo, por lo que los servicios centrales acaparan la mayor parte de la carga de trabajo. Pero las últimas elecciones autonómicas trajeron la sorpresa de la creación de dos nuevas consejerías<span style=""> </span>y el incremento en un 15 % del número de altos cargos. Al mismo tiempo se potenciaron las fundaciones dependientes de nuestra Consejería, hasta alcanzar en algún caso dimensiones colosales, asumiendo además gran parte de nuestras competencias. Con semejante gasto, las mejoras retributivas para los funcionarios se fueron parar al cajón del olvido. Pero como las desgracias nunca vienen solas, en nuestra Consejería, que es la última de todas en el escalafón, crearon una Viceconsejería con tanto o más peso que la propia Consejería. Había que habilitar un despacho digno para el Viceconsejero y para ello no dudaron en echarnos a los funcionarios de las dependencias que ocupábamos, enviándonos a un espacio residual, un semisótano que se utilizaba como sala de exposiciones. A veces el sentido común de los políticos brilla por su ausencia.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >Y llegados a este punto, y aprovechando que el Pisuerga pasa por Valladolid y el Tormes por Salamanca,<span style=""> </span>también podíamos hablar de las dependencias administrativas, elemento clave para una óptima organización y funcionamiento de cualquier administración. En general todas las autonomías han gastado ingentes sumas de dinero en la construcción o rehabilitación de los edificios destinados a sede de las consejerías. En infinidad de casos los políticos se han rodeado de lujos suntuarios. Pero la imagen de administración moderna acostumbra a desaparecer cuando nos trasladamos a las delegaciones de las provincias. El que tenga alguna duda que se pase por Salamanca. Hasta hace un año no han comenzado la construcción de un edificio propio, a pesar de de la dispersión y decrepitud de las oficinas de muchos servicios. En ocasiones han primado oscuros intereses inmobiliarios, lo que ha propiciado que se arrienden locales sin hacer caso de los informes desfavorables de los técnicos. La Junta es la encargada de vigilar la observancia de las normas sobre seguridad y salud laboral y sobre accesibilidad de discapacitados. En gran parte de sus oficinas se incumplen sistemáticamente. Demasiado a menudo los funcionarios tenemos que trabajar con gran precariedad de instalaciones y de medios y la atención a los ciudadanos acaba resintiéndose. De nada sirve que publiquen en la prensa lo moderna que es esta administración si después los ciudadanos tienen que acudir a unas dependencias más propias de un país en vías de desarrollo.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: center; text-indent: 35.4pt;" align="center"><b style=""><u><span style=";font-family:";" >Mis propuestas para una administración eficiente.</span></u></b></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >1.- Unificar el régimen jurídico (estatuto funcionarial) de TODOS los funcionarios de TODAS las administraciones mediante la legislación estatal.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >2.- Eliminación de la negociación colectiva en la función pública. No se puede negociar lo que está regulado por ley. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >3.- Establecimiento de la oposición libre como única forma de ingreso, sin excepción alguna.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >4.- Supresión de la categoría del personal laboral. Funcionarización de todos los laborales fijos y prohibición de nuevas contrataciones. Toda la administración debe estar atendida por funcionarios de carrera.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >5.- Supresión del personal eventual de confianza política y reducción de las plazas de libre designación. Exigencia para todos los candidatos a las jefaturas de libre designación de una experiencia mínima de varios años de servicio en la administración.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >6.- Implantación de un nuevo modelo retributivo simplificado y transparente. Establecimiento de techos retributivos fáciles de verificar que impidan cualquier tipo de discrecionalidad. Adopción de medidas para vincular la retribución a la productividad, con métodos objetivos para evaluar y medir el trabajo<span style=""> </span>desempeñado por el grupo y por cada funcionario individual.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >7.- Fomento de la promoción interna y de otras medidas que estimulen la carrera funcionarial. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >8.- Reducción del número de representantes y delegados sindicales, cuya única misión será velar por el cumplimiento de la normativa y el respeto de los derechos de los funcionarios. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >9.- Creación de órganos arbitrales independientes y obligatorios para resolver los conflictos entre la administración y los funcionarios. La actual parálisis de la Injusticia produce indefensión. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >10.- Reducción del número de funcionarios y redistribución de los efectivos en función de las necesidades de los servicios. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >11.- Agilización de los concursos, que obligatoriamente deben ser anuales, con exigencia de responsabilidades en caso de incumplimiento.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >12.- Adopción de medidas que faciliten la movilidad interterritorial y el intercambio de funcionarios entre administraciones.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >13.- Eliminación de las barreras lingüísticas y prohibición de cualquier discriminación para el empleo público por razón del idioma. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >14.- Implantación de un modelo de formación de calidad, centrado en las necesidades de los puestos de trabajo desempeñados. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >15.- Remoción en el puesto de trabajo de funcionarios incompetentes, con las debidas garantías para evitar arbitrariedades. Los funcionarios removidos se destinarán a puestos base que puedan desempeñar a satisfacción. </span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >16.- Establecimiento de modelos de organización que estén basados más en el rendimiento que en el actual control de horarios. Implantación del teletrabajo de forma efectiva.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >17.- Implementación de medidas efectivas de flexibilidad y movilidad para la conciliación de la vida familiar y laboral.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >18.- Utilización masiva y eficaz de las nuevas tecnologías como herramienta de productividad. Reciclaje del personal.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >19.- Inmediata supresión de toda la administración paralela. Disolución de fundaciones, empresas públicas y demás entes, reintegrando a la administración y a sus funcionarios las competencias que habían usurpado.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style=";font-family:";" >20.- DESPOLITIZACIÓN y DESPARASITACIÓN de la Administración, para que pueda servir de verdad al interés general de los ciudadanos.</span></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><u>Autorizo la reproducción de este texto por todos los medios de difusión.</u></p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal" style="text-align: center; text-indent: 35.4pt;" align="center">Fdo. José Ángel Pérez Selas</p> <p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"> </p> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p> <p class="MsoNormal"> </p>Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com1tag:blogger.com,1999:blog-2055697259103225076.post-21314582828540417272010-10-06T11:48:00.006+02:002015-07-21T13:31:12.856+02:00EL DILEMA<a href="http://1.bp.blogspot.com/_qjgKNCGr7is/TKxHgBeONpI/AAAAAAAAAEo/lKDRD3my3QI/s1600/bandera+pirata.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5524869458353338002" src="http://1.bp.blogspot.com/_qjgKNCGr7is/TKxHgBeONpI/AAAAAAAAAEo/lKDRD3my3QI/s320/bandera+pirata.jpg" style="cursor: hand; float: left; height: 166px; margin: 0px 10px 10px 0px; width: 260px;" /></a><br />
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<strong><span style="font-size: 85%;">Os presentamos un pensamiento digno de tener en cuenta. Nos llega desde compañeros de Salamanca.</span></strong></div>
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<strong><span style="font-size: 180%;">EL DILEMA</span></strong><br />
Se nos plantea en este importante momento para nosotros un interrogante. Algunos compañeros nos preguntan si vamos a la pseudo-huelga de 1 día y si apoyamos las movilizaciones de los grandes sindicatos. Sin embargo la mayoría de nuestros compañeros, hartos de tanto mangoneo, nos ha dicho que NO . Por lo tanto, si quieres ir vete, pero ten en cuenta algunos hechos.<br />
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Recordemos que la Administración es una empresa de servicios, no de producción, por lo tanto una pseudo-huelga no perjudica al Empresario (Gobierno) puesto que no pierde dinero al detenerse la producción. Tampoco se puede hacer una huelga a la japonesa pues no podemos saturar el mercado con excedentes que puedan provocar una caída de los precios. Por lo tanto la pseudo-huelga mala cosa es como medida de presión para los Funcionarios. Tan solo tendría sentido como muestra de nuestro enojo y si la convocara alguna organización con capacidad moral por su rectitud en el obrar y por lo tanto para aglutinar nuestro descontento. Y desde luego quienes la convocan no tienen esa capacidad.<br />
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Nosotros tan solo podemos molestar al empresario (Gobierno) dejando de atender a sus clientes y por lo tanto demostrándoles a estos que verdaderamente nuestro trabajo es importante para que ellos puedan llevar su vida normal. Pero ésta una tarea difícil de realizar en un solo día, sobre todo cuando nuestro trabajo nos queda para el día siguiente encima de la mesa y máxime cuando se establecen unos servicios mínimos que impiden que se pueda molestar al cliente (y por lo tanto a la empresa) ni siquiera en el día que se entrega el papel. Y a esto tienen el santo valor de definirlo como derecho a la huelga.<br />
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La única manera de molestar al empresario, con acciones directas, se halla por lo tanto en una huelga larga en el tiempo, tal y como demostraron en Justicia. Allí quedó claro que el trabajo que queda para mañana, cuando se convierte en meses paraliza a la sociedad y pone de rodillas al prepotente empresario (Gobierno).<br />
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Intentaremos expresar de manera gráfica un ejemplo de lo que somos realmente. Los Autónomos y las empresas de producción son los miembros, La construcción los huesos, los agricultores, pescadores y ganaderos nuestro estómago, Los banqueros y políticos la grasa, Los periodistas y la tecnología la lengua. Cualquier amputación de estos miembros (importantes) resulta espectacular y visible, sin embargo una vez restañada la herida puedes seguir viviendo. Nosotros somos la sangre, que no se ve, pero que si falla se muere todo el organismo. Y tiene que darse una circunstancia específica (pues cualquier parte del cuerpo sin riego durante un breve espacio de tiempo apenas sufre ninguna molestia), debe ser larga en el tiempo. Por lo tanto un día de huelga sin unidad no hace más que depreciar nuestro verdadero valor ante la sociedad que nos verá aún más innecesarios, pues su vida no se habrá visto alterada por nuestro sacrificio salarial.<br />
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Por lo tanto sí queda claro que un día de pseudo-huelga no nos beneficia, ¿Quién se beneficia de un día de nuestro salario?. Pues hagamos las cuentas: si un 5% de salario de los Empleados Públicos supone un ahorro de 2.400 millones de euros, un día de huelga supone un ahorro para el gobierno de 115 millones. Si miramos los datos del dinero entregado a los sindicatos mayoritarios en el año 2009 que fue de más de 200 millones de euros, nos encontramos que con un día de huelga se han ahorrado más de la mitad del dinero que entregan a los firmantes de todos los papeles que les pone el gobierno en la mesa. Pero lo que es peor ¿Cómo puedes acudir a manifestarte con los que han sido cómplices de nuestra situación actual?. Es el momento de recordar la evaluación del desempeño, el Artículo 38.10 EBEP, la pérdida de poder adquisitivo, a tantos con puestos a dedo, etc..<br />
Entonces, ¿Que demonios podemos hacer?.<br />
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Es aquí cuando se nos plantea EL DILEMA. Si vamos a la huelga (sobre todo si no se ve intención de divorciarse del poder) hacemos el caldo gordo a aquellos que más nos han perjudicado con su complicidad y con sus silencios y lo único que conseguiremos es que les den más dinero, más cursos, más…. para ellos. Que la sociedad perciba que no somos imprescindibles. Que nos quiten un dinero para beneficio del estado y sobre todo nos habrán desarmado emocionalmente pues veremos de nuevo que nuestro esfuerzo no ha servido para nada y que nos hemos quedado sin más alternativas por delante. Y por otro lado, si no vamos a la huelga, nos quedará la sensación de haber perdido la única posibilidad de demostrar nuestra indignación. ¿Qué hacer entonces?.<br />
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Pensemos por un segundo, el sistema es un monstruo que se alimenta de dinero, y el dinero lo consigue el monstruo viviendo en la cámara del tesoro. Unamos entonces nuestros esfuerzos y rompamos nuestros carnets de los partidos o de los sindicatos cómplices y con ellos nuestras cuotas. Unámonos en un frente único de voto que nos convierta en una sólida roca de manera que si quieren entrar a la cueva de Alí Babá que digan las palabras mágicas: “Los funcionarios son necesarios, se merecen un sueldo digno y son merecedores del respeto de la sociedad”. Y recordamos que el respeto no se refiere tan solo al salario.<br />
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Por lo tanto para mostrar la repulsa ante estas medidas planteadas por el gobierno ¿es necesario perder dinero? ¿Hay otros medios?.<br />
Otros colectivos nos han enseñado un camino que rompe esquemas. Manifestaciones frente a tu lugar de trabajo con una pancarta, un desayuno a la semana. Semana tras semana. Mes tras mes. Y lo más importante reuniones asamblearias que nos den una identidad propia como grupo con unos intereses comunes.<br />
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¿Debemos por lo tanto acudir a la huelga?: NO si es de un día.<br />
¿Debemos acudir a una huelga convocada por los cómplices de esta situación?: NO.<br />
¿Debemos acudir a las Manifestaciones fuera del horario de trabajo?: Es una cuestión individual, pero si decides acudir ponte aparte, cada uno con su pancarta particular, que vean que estás en contra de ser el pagano y que no apoyas a los que han sido cómplices del ejecutor.<br />
¿Debemos plasmar por escrito nuestra decepción?: SI y difundirlo a los cuatro vientos.<br />
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Y lo que es más importante, debemos hacer juramento de nunca más votar a aquellos que nos han llevado a esta situación.</div>
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Fauxadhttp://www.blogger.com/profile/03504674035059887703noreply@blogger.com0