tag:blogger.com,1999:blog-24507263028858967222024-02-18T17:37:26.316-08:00LA ORGANIZACIONAnonymoushttp://www.blogger.com/profile/05805835900746236919noreply@blogger.comBlogger3125tag:blogger.com,1999:blog-2450726302885896722.post-14107638610216046872012-09-02T11:44:00.000-07:002012-09-02T13:22:30.798-07:00Gerencia por Objetivos<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-family: Times New Roman;">
</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: blue; font-family: Arial; font-size: x-large;">GERENCIA POR OBJETIVOS</span></div>
<br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: large;"></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: large;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-size: small;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;">Cátedra: Modelos Administrativos</span><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;"><o:p></o:p></span></span></span></span></div>
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: large;">
<span style="font-size: small;">
</span><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif; font-size: x-small;"><div style="text-align: justify;">
<span style="font-size: small;"> Administracion de RRHH</span></div>
</span></span><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Por :</span><br />
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Daniela Hernandez</span></span></div>
<div style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;">CI: 17.556.247</span></div>
<div style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;">Organizacion Sanitas Internacional</span></div>
<div style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;">Terapeuta Ocupacional</span><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic;"><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"></span></span><br />
<div align="center" class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;">
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"><span style="font-size: small;">INTRODUCCIÓN</span></span></b></span></span><br />
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-size: x-small;"><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"><span style="font-size: small;"></span></span></b><br /></span></span>
</div>
<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-size: x-small;">
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><span style="font-size: small;">A lo largo de nuestras
vidas somos en distintas oportunidades miembros de organizaciones en las cuales
debemos enfrentar muchos desafíos y luchar por alcanzar objetivos. Además,<span style="mso-spacerun: yes;"> </span>todas las organizaciones tienen reglas para
tratar de conseguir o llegar a las metas pautadas cada año y para ello es
necesario que dentro de ella esté incluida la administración ya que ella le
ayudara<span style="mso-spacerun: yes;"> </span>a darle forma y consistencias a
las distintas estrategias.<o:p></o:p></span></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
<span style="font-family: Times New Roman; font-size: small;">
</span><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-size: small;"> </span></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><span style="font-size: small;">Toda organización
debe contar con un líder que es el encargado de ir moldeando las estrategias
para llegar a la meta este tiene por nombre gerente que es el conducto a través
del cual un profesional de carrera y en particular un especialista, puede
orientar sus conocimientos, su obra y sus cualidades para obtener resultados
conjuntos; resultados con los que, a su vez, el gerente determina las
necesidades, capacidades y oportunidades de la empresa.<o:p></o:p></span></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
<span style="font-family: Times New Roman; font-size: small;">
</span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span style="font-size: small;"><span class="l6"><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; letter-spacing: 0.75pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">El</span></span><span class="apple-converted-space"><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; letter-spacing: 0.75pt; mso-border-alt: none windowtext 0cm; padding: 0cm;"> </span></span><span class="l6"><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; letter-spacing: 0.75pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">éxito de las organizaciones va s</span></span><span class="a"><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0cm; padding: 0cm;">atisfacer sus obligaciones sociales depende, en gran medida,
del desempeño gerencial de la organización; de esta afirmación es responsable
la gerencia, sin embargo el requerimiento sucede siempre que haya un grupo de
individuos con objetivos determinados.<o:p></o:p></span></span></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
<span style="font-family: Times New Roman; font-size: small;">
</span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
<span style="font-family: Times New Roman; font-size: small;">
</span></div>
<span style="font-family: Times New Roman; font-size: small;"><div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">GERENCIA
POR OBJETIVOS</span></b><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"></span></b><br /></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgspz4Sl4TG86wW17nrawJNf0_Q3l8vcBcpz9JSl0k-tVU6-XQCHnclPcN-yjXJVWTTYX-0ngrKKIRTbZEkJLlspbLu86bz_EzsLdnSGkzvkHofSTTg2hTcJqzkPII0BdhuQ8aRkz1ozqzO/s1600/Diapositiva2.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgspz4Sl4TG86wW17nrawJNf0_Q3l8vcBcpz9JSl0k-tVU6-XQCHnclPcN-yjXJVWTTYX-0ngrKKIRTbZEkJLlspbLu86bz_EzsLdnSGkzvkHofSTTg2hTcJqzkPII0BdhuQ8aRkz1ozqzO/s320/Diapositiva2.JPG" width="320" /></a><span lang="ES" style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>La
gerencia por objetivos fue creada por Peter Drucker en 1954. Esta gerencia es
considerada como una de las más versátiles empleadas en la actualidad en el
área administrativa y gerencial. Luego de haber investigado en distintas
bibliografías podemos definir la gerencia por objetivos como un método practico
que ayuda a la organización a lograr la efectividad a través de un conjunto de
metas trazadas posibles de alcanzar, con el fin de establecer objetivos bien
definidos y estructurados los cuales serán puestos a consideración del personal
administrativo<span style="mso-spacerun: yes;"> </span>como gerentes y
supervisores de cada unidad operativa.<span style="color: red;"> </span>La
Gerencia por objetivo le da una herramienta a la empresa para establecer sus
metas conjuntamente con los subordinados. A través de ella, las metas comunes
son: <a href="http://www.monografias.com/trabajos12/rentypro/rentypro.shtml#ANALIS"><span style="color: windowtext; text-decoration: none; text-underline: none;">rentabilidad</span></a>,
posición competitiva, <a href="http://www.monografias.com/trabajos6/prod/prod.shtml"><span style="color: windowtext; text-decoration: none; text-underline: none;">productividad</span></a>,
liderazgo en el <a href="http://www.monografias.com/trabajos13/mercado/mercado.shtml"><span style="color: windowtext; text-decoration: none; text-underline: none;">mercado</span></a>,
responsabilidad reconocida y excelentes relaciones se organizan, planifican y
ejecutan efectivamente. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Es importante entonces definir la gerencia y objetivos,
veamos: <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">La Gerencia<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Es un cargo que
abarca múltiples funciones, esta encargada de representar a la organización
frente a terceros, coordinando todos los recursos a través de la planificación,
organización y control, con el fin de integrar las necesidades de esta y
alcanzar su objetivo de lucro y crecimiento a la par de la necesidad del
gerente y contribuir para el desarrollo de la empresa.</span><br />
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH5JGBM4tDRkdNvjw8PemWb3onn3SX14mi_ux2O_NjEc2Vq1xC4YiiGaUo-1IVCihZ0ojBPbHd4OsQy2zi2339x9ZEcNy6myWRmZEr08k7ACZzzSe6hhIcMvL_ddPCGI4Js8GJfN6_jGDS/s1600/Diapositiva3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH5JGBM4tDRkdNvjw8PemWb3onn3SX14mi_ux2O_NjEc2Vq1xC4YiiGaUo-1IVCihZ0ojBPbHd4OsQy2zi2339x9ZEcNy6myWRmZEr08k7ACZzzSe6hhIcMvL_ddPCGI4Js8GJfN6_jGDS/s320/Diapositiva3.JPG" width="320" /></a></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Objetivos<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Los objetivos es
lo que una organización desea alcanzar ya sea en corto, mediano y largo plazo,
dirigiendo nuestras acciones; siendo fundamental realizar el proceso de
planeación.</span><br />
</div>
<div class="separator" style="clear: both; line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPE1a__UX9pWmQsaixkNZk2FtzxFLT0AekJhD8C9ro9LBgegpQA61CxOmTmYjtjvz0HC5EjUihzsUAtAlEhle3LxzHIly3vS946nEdEs7XmsSGzBA-mzGEd_N6k9GvDYbASeSsmfz7wEJh/s1600/Diapositiva4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPE1a__UX9pWmQsaixkNZk2FtzxFLT0AekJhD8C9ro9LBgegpQA61CxOmTmYjtjvz0HC5EjUihzsUAtAlEhle3LxzHIly3vS946nEdEs7XmsSGzBA-mzGEd_N6k9GvDYbASeSsmfz7wEJh/s320/Diapositiva4.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify;">
<strong><span lang="ES" style="font-family: "Arial","sans-serif";">Principios
de la Gerencia por Objetivos<o:p></o:p></span></strong></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo3; tab-stops: 27.0pt; text-align: left; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES" style="font-family: "Arial","sans-serif";">Disposición en cascada de las
metas y objetivos de la organización.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo3; tab-stops: 27.0pt; text-align: left; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES" style="font-family: "Arial","sans-serif";">Objetivos específicos para
cada miembro.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo3; tab-stops: 27.0pt; text-align: left; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES" style="font-family: "Arial","sans-serif";">Toma de decisiones
participativa.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo3; tab-stops: 27.0pt; text-align: left; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES" style="font-family: "Arial","sans-serif";">Especificar el periodo de
tiempo explicito. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo3; tab-stops: 27.0pt; text-align: left; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">-<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES" style="font-family: "Arial","sans-serif";">La evolución de desempeño y
provisión de retroalimentación.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="separator" style="clear: both; line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJcZQOFo046rQFEBcc67gbqDbzBATiJh1QqvAo5ZiAqeRn714Qeu8xrKGaP7DcfO470SrZCm4ZczvdsbpnNZ1LW11wJLbMu3KWLa6fWFtTYa6N64fqgjS5j1anu8yOh1VTz3s_LZl-G3qw/s1600/Diapositiva5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJcZQOFo046rQFEBcc67gbqDbzBATiJh1QqvAo5ZiAqeRn714Qeu8xrKGaP7DcfO470SrZCm4ZczvdsbpnNZ1LW11wJLbMu3KWLa6fWFtTYa6N64fqgjS5j1anu8yOh1VTz3s_LZl-G3qw/s320/Diapositiva5.JPG" width="320" /></a></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center; text-indent: 35.4pt;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Características de <st1:personname productid="La Gerencia" w:st="on">la Gerencia</st1:personname> por Objetivos<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span class="a"><span lang="ES" style="background: white; border: 1pt windowtext; color: black; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0cm; padding: 0cm;">Constituye un sistema de gestión que aporta a la
organización conocimientos técnicos que permiten utilizarla como:</span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Sistema de planificación<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLzQ6im4y72ZxCF6OHTIOMHLVCO4p12YFkiHNPmTbwvDOJVFYFF_XR-ZquixLJ7hN9-_9i0BYjVd52PIfaBQkjwNPx_RyZYdNRf6Hcap19OH9iwe4CCugpe26OvrAIdrQRby6pg97eVKaS/s1600/Diapositiva6.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLzQ6im4y72ZxCF6OHTIOMHLVCO4p12YFkiHNPmTbwvDOJVFYFF_XR-ZquixLJ7hN9-_9i0BYjVd52PIfaBQkjwNPx_RyZYdNRf6Hcap19OH9iwe4CCugpe26OvrAIdrQRby6pg97eVKaS/s320/Diapositiva6.JPG" width="320" /></a><span lang="ES" style="font-family: "Arial","sans-serif";">Un sistema es un
conjunto de partes o elementos organizados que se relacionan interactuando
entre sí para lograr un objetivo. También podemos decir que es un conjunto
ordenado de ideas científicas o filosóficas.<b style="mso-bidi-font-weight: normal;"> </b>Este sistema exige diseñar un plan de actuación mediante la
definición de estrategias, es decir los caminos o las vías necesarias para
alcanzar los objetivos propuestos; lo que va permitir a la organización conocer
las actividades que deben realizarse por mínimas que estas sean. Se establecerá
quien debe realizar, cuando debe realizar y como deben ejecutarse las
actividades. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";"></span><br /></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Sistema flexible de dirección<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Se apoya en un
sistema de información fluida que permite comunicar quien tiene la
responsabilidad de la ejecución de las actividades y los logros de los
objetivos e incluir las medidas correctivas que sean necesarias. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="separator" style="clear: both; line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk8duz-JpTivXIgvbq62-lRr27mmmBTghgUN-yGrOnZiWnnMcdjZKPgs8e-4mwUssvUfC3VM-LqlQgP5ueZFf7nP-K1hoq5htyw-uXhewDKUnZUucsS-Z4i-ImiMRILA55DCvmLi3ru4Dj/s1600/Diapositiva7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk8duz-JpTivXIgvbq62-lRr27mmmBTghgUN-yGrOnZiWnnMcdjZKPgs8e-4mwUssvUfC3VM-LqlQgP5ueZFf7nP-K1hoq5htyw-uXhewDKUnZUucsS-Z4i-ImiMRILA55DCvmLi3ru4Dj/s320/Diapositiva7.JPG" width="320" /></a></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Instrumento de motivación – participación<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Un instrumento es
un medio para alcanzar un fin. Este sistema se basa en la participación de
todos los involucrados en el proceso como elemento fundamental para alcanzar <span style="mso-spacerun: yes;"> </span>los objetivos personales y de la organización.
Esta es una herramienta que por ser dinámica y participativa logra favorecer el
trabajo en equipo. </span><br />
</div>
<div class="separator" style="clear: both; line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJvAun2ojltak6aIPrIMLEYW22Sj2K9LIV0wkRXH9wycB93fiShkRP6tq72lhzDSpVEeQ8IShA9fgv7nXIjUnW8wrkuqmSkeCCU470nbwNbvsj4baeRFZh-A9N_oCCL1v_eygNX_DBxALU/s1600/Diapositiva8.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJvAun2ojltak6aIPrIMLEYW22Sj2K9LIV0wkRXH9wycB93fiShkRP6tq72lhzDSpVEeQ8IShA9fgv7nXIjUnW8wrkuqmSkeCCU470nbwNbvsj4baeRFZh-A9N_oCCL1v_eygNX_DBxALU/s320/Diapositiva8.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Sistema de evaluación<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Se enfoca en que
debe identificar los elementos relacionados con el desempeño, medirlos y
proporcionar una retroalimentación a los empleados y al departamento del
personal. Si estas normas no se establecen con los elementos relacionados no se
obtendrían resultados precisos. Este sistema permite estudiar el proceso de
ejecución de las actividades planeadas así como también la medición de los
resultados a través de los indicadores. </span><br />
</div>
<div class="separator" style="clear: both; line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEuESBiiuCXYxF57Lns4XnZrEfLjISnq8UExiCl3W3dgtiLhpIB47T3vC0sSF8BRCuIt5LcajAxbn20EiJ0SLr3Vn0QWHUPdAWOZN9crxeswSX8vvB6KMbXdgrO2iRMRAQsFlMo-_ydbUh/s1600/Diapositiva9.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEuESBiiuCXYxF57Lns4XnZrEfLjISnq8UExiCl3W3dgtiLhpIB47T3vC0sSF8BRCuIt5LcajAxbn20EiJ0SLr3Vn0QWHUPdAWOZN9crxeswSX8vvB6KMbXdgrO2iRMRAQsFlMo-_ydbUh/s320/Diapositiva9.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En resumen, <st1:personname productid="La Gerencia" w:st="on">la Gerencia</st1:personname> por objetivos
presenta las siguientes características principales, estructurales y de
comportamiento: <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Principales <o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">1. Establecimiento conjunto de
objetivos entre el ejecutivo y su superior, a fin de lograr mayor participación
del personal.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">2. Establecimiento de objetivos para
cada departamento o posición, logrando la descentralización de decisiones.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">3. Interrelación de los objetivos
departamentales, permitiendo buenas relaciones entre el grupo de trabajo.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Estructurales<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">1. Los ejecutivos fijan propósitos a
largo y corto plazo. Los de largo plazo son en general establecidos por los
dirigentes de la alta administración.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">2. Los objetivos y metas son
expresados como resultados finales y no como tareas o actividades.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">3. Los objetivos y metas deben ser
coherentes, como también coordinados con los sucesivos niveles y áreas de la
organización.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Del
comportamiento<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">1. Se da énfasis en el compromiso propio
de los subordinados en relación con las metas, esto es, los subordinados
preparan sus propias metas y pasan a ser responsables por ellas. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">2. Se da énfasis al autoanálisis del
desempeño y en consecuencia al autocontrol, en relación con los resultados obtenidos
frente a las metas predeterminadas. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">3. Los desvíos de resultados en
relación a las metas provocan autocorrección en el desempeño, y si es
necesario, orientación específica del superior.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Y finalmente se toman en cuenta estos
dos aspectos: <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">1. Elaboración de planes tácticos (de
cada departamento) y planes operacionales (toda la organización) con énfasis en
la medida y control de los mismos.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">2. Autocontrol y autoevaluación de las
tareas asignadas, por parte de cada subordinado y supervisor. <o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Visto lo anteriormente
expuesto es oportuna la interrogante.<o:p></o:p></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: center; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">¿Qué busca <st1:personname productid="La Gerencia" w:st="on">la Gerencia</st1:personname> por objetivos?<o:p></o:p></span></b></div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
</div>
<div style="line-height: 150%; margin: 0cm 0cm 0pt; tab-stops: 27.0pt; text-align: left;">
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif";">La
efectividad de la organización.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif";">Metas
por alcanzar con objetivos bien definidos y estructurados.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif";">Integrar
las necesidades de la compañía para lograr sus objetivos.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif";">Hacer
correctamente el trabajo para alcanzar su eficiencia. </span></li>
</ul>
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9aSck-UE5QsDCDhqqrhgi7_RIYCcAAtw2iVuQ61680B0H58M85Jv-cdXGrKsEpa7MYWP9S0G-1McagWD2ncH0v78LTC76yordRIKJ323pevgeA8IXaoeDbUT7rUJer2WAYf181RvEHrZ/s1600/Diapositiva10.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE9aSck-UE5QsDCDhqqrhgi7_RIYCcAAtw2iVuQ61680B0H58M85Jv-cdXGrKsEpa7MYWP9S0G-1McagWD2ncH0v78LTC76yordRIKJ323pevgeA8IXaoeDbUT7rUJer2WAYf181RvEHrZ/s320/Diapositiva10.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;">
</div>
<ul style="margin-top: 0cm;" type="disc">
</ul>
<div style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-family: Times New Roman;"> </span></o:p></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Control
de Gestión<o:p></o:p></span></b></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Es
una herramienta básica para la empresa que lleva a la alta dirección de un
sistema<span style="mso-spacerun: yes;"> </span>de información integral. Este
facilita la toma de decisiones, implica reunir y relacionar componentes de la vía
de información. Su objetivo es señalar los aspectos positivos y negativos que
afectan a la organización y a la gestión de la misma.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLqTiqnKMVqBojHJN3Nhb2BZQGiCiNni5FIHfsluQvXZqUP-cbB690YMPKvmp6NIq7HEjMNu9so5U6z9I1Gt7ICg_GWuZ9wjTdRvBV9RAatzUAW2ePQ6MZxSwqJnZMmQ5M9HfOXSsaIzt3/s1600/Diapositiva11.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLqTiqnKMVqBojHJN3Nhb2BZQGiCiNni5FIHfsluQvXZqUP-cbB690YMPKvmp6NIq7HEjMNu9so5U6z9I1Gt7ICg_GWuZ9wjTdRvBV9RAatzUAW2ePQ6MZxSwqJnZMmQ5M9HfOXSsaIzt3/s320/Diapositiva11.JPG" width="320" /></a></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Fases
del Control de Gestión<o:p></o:p></span></b></div>
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-family: Times New Roman;"> </span></o:p></span></b><br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En esta fase de
control son esencialmente los mismos trátese de dinero, en efectivo,
procedimiento de oficina, moral de los empleados, calidad del producto o
cualquier otra cosa. Las fases son: <o:p></o:p></span></div>
<span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-family: Times New Roman;"> </span></o:p></span><br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Establecimiento de normas:</span></b><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"></span><br /></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En esta los planes
son el punto de referencia para la creación de controles por parte de los administradores,
este primer paso sería establecer planes ya que estos varían en lo que se
refiere a su grado de detalle y complejidad ya que los administradores no
pueden vigilarlo todo;<span style="mso-spacerun: yes;"> </span>por lo tanto hay
que establecer normas especiales. Las normas es un criterio de desempeño ya que
a su vez son puntos seleccionados en un programa de planeación donde hay que
tomarse medidas de desempeños para que los administradores puedan recibir
señales de cómo marchan las cosas, a fin de que no tengan que vigilar cada paso
de la ejecución de los planes. Entre los tipos de normas podemos encontrar las
metas u objetivos.<o:p></o:p></span></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;">
<span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Medición del desempeño:</span></b><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p></o:p></span></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Esta debe
realizarse<span style="mso-spacerun: yes;"> </span>con fundamento en la
previsión para poder detectar las desviaciones antes de que ocurran y evitarse
mediante las acciones apropiadas. Si estas normas son trazadas y se dispone de
medios para determinar con toda precisión que hacen los subordinados, la
evaluación del desempeño se facilita grandemente. <o:p></o:p></span></div>
<span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-family: Times New Roman;"> </span></o:p></span><br />
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";">Corrección
de desviaciones<o:p></o:p></span></b></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif";"></span></b><br /></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En estas normas se
deben ver<span style="mso-spacerun: yes;"> </span>los diversos puestos de una
estructura organizacional, si el desempeño se mide en correspondencia con ellas
es más fácil corregir desviaciones en la asignación de labores individuales o
grupales, los administradores deben saber donde exactamente aplicar las medidas
correctivas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUmRDrfonnptqhrkAYt0Q3uC0eTj3EbjauZ28xt-pm8KzcVN0MrTtsCIrLA35YvcJovYs9GZP4MxYy3sQSce291HKWbLByZQzehEKwGd4p1oh0Jj-UQvEPAeLAygPyZniC66umMY5unasD/s1600/Diapositiva12.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUmRDrfonnptqhrkAYt0Q3uC0eTj3EbjauZ28xt-pm8KzcVN0MrTtsCIrLA35YvcJovYs9GZP4MxYy3sQSce291HKWbLByZQzehEKwGd4p1oh0Jj-UQvEPAeLAygPyZniC66umMY5unasD/s320/Diapositiva12.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; text-align: justify; text-indent: 35.4pt;">
</div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; text-align: justify;">
</div>
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt 53.4pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 150%;">BIBLIOGRAFIA</span></b><span lang="ES" style="font-family: "Arial","sans-serif";"><o:p><span style="font-family: Times New Roman;"> </span></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Alberto
G. Alexander. <b style="mso-bidi-font-weight: normal;">Taller De Gerencia Por
Objetivo.</b> Instituto de Estudios Superiores de Administración (I.E.S.A.).<b style="mso-bidi-font-weight: normal;"> </b>Caracas: 1996.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Christian
Stephan. <b style="mso-bidi-font-weight: normal;">Administración De Empresas Públicas.
</b>Fundación Gertulio Vargas</span><br />
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Guillén
Angel y <a href="http://www.monografias.com/trabajos11/memoram/memoram.shtml"><span style="color: windowtext; text-decoration: none; text-underline: none;">Ram</span></a>írez
de Prago Elvira. <b style="mso-bidi-font-weight: normal;"><a href="http://www.monografias.com/trabajos6/juti/juti.shtml"><span style="color: windowtext; text-decoration: none; text-underline: none;">Técnicas</span></a>
Gerenciales en <a href="http://www.monografias.com/trabajos13/parde/parde.shtml#que"><span style="color: windowtext; text-decoration: none; text-underline: none;">Administración
Pública</span></a>. </b>Caracas:1990.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Montero
Jaime<b style="mso-bidi-font-weight: normal;">. Taller "desarrollo de
líderes competentes".</b> Banco Industrial de Venezuela, Vicepresidencia
R.R.H.H. International Management Advice, c.a. (I.M.A.): 1998.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
<span lang="ES" style="background: white; color: #2a2a2a; font-family: "Arial","sans-serif";">Documento encontrado en la web: Copia de acceso
directo: </span><cite><u><span lang="ES" style="font-family: "Arial","sans-serif"; font-style: normal; mso-bidi-font-style: italic;"><a href="http://www.alegsa.com.ar/Dic/sistema.php"><i style="mso-bidi-font-style: normal;"><span style="color: windowtext;">www.alegsa.com.ar/Dic/</span></i><i style="mso-bidi-font-style: normal;"><span style="color: windowtext; mso-bidi-font-weight: bold;">sistema</span></i><i style="mso-bidi-font-style: normal;"><span style="color: windowtext;">.php</span></i></a></span></u></cite></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid0ty1akQtP7RJrnaxfJ5SgnIpkBEkYtxWKzlh5oA9WDyUIa2f7SeYx17xM8FbKG3Kgi2vGIFuuZhcbKKM0SzNJ4jUm9Zcai9lAPaQKeW2EGjOfg8lAbz-mrnd3jhiYgZ_dUAAWy1mCVoD/s1600/Diapositiva13.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid0ty1akQtP7RJrnaxfJ5SgnIpkBEkYtxWKzlh5oA9WDyUIa2f7SeYx17xM8FbKG3Kgi2vGIFuuZhcbKKM0SzNJ4jUm9Zcai9lAPaQKeW2EGjOfg8lAbz-mrnd3jhiYgZ_dUAAWy1mCVoD/s320/Diapositiva13.JPG" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 35.4pt;">
</div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
</div>
</span><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
</span><div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div style="text-align: justify;">
</div>
Anonymoushttp://www.blogger.com/profile/05805835900746236919noreply@blogger.com0tag:blogger.com,1999:blog-2450726302885896722.post-73928574546639016782012-09-02T10:52:00.000-07:002012-09-02T12:42:08.653-07:00La Motivacion<style>
st1\:*{behavior:url(#ieooui) }
</style>
<style>
st1\:*{behavior:url(#ieooui) }
</style>
<br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">La
motivación forma parte de un pilar fundamental en la relación organización –
trabajador ya que esta permite<span style="mso-spacerun: yes;"> </span>mueve,
induce, impulsa<span style="mso-spacerun: yes;"> </span>a las personas a actuar
de alguna manera con la finalidad de que se obtengan beneficios para ambas
partes tanto para la organización como la satisfacción de una necesidad
personal. De la misma manera la motivación permite mantener una actitud
positiva, un buen ambiente de trabajo, buen estado de ánimo y de esta manera un
trabajador se mostrará contento y sus comentarios referentes a la empresa serán
positivos considerándose importante ya que el propio trabajador también “vende”
la empresa. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">La motivación se puede se clasifica
en intrínseca y extrínseca</span></b><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l4 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: Wingdings; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">1. <span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"></span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">La
extrínseca se refiere a los estímulos que vienen de terceros o factores
externos. </span></div>
<br />
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l4 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: Wingdings; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"></span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-spacerun: yes;"> </span>2. La intrínseca es aquella en cual la persona se
auto motiva es la actitud proveniente de su propia personalidad.</span></div>
<div class="MsoNormal" style="margin-left: 18pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Veamos ahora
la Teoría de la Jerarquía de Necesidades
Abrahan Maslow</span></b></div>
<div align="center" class="MsoNormal" style="margin-left: 18pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Auto superación = Deseo de
desarrollar su talento</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Reconocimiento = Aprecio y
prestigio </span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Sociales = Amistad aceptación</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Seguridad = Sentirse seguro y
ordenado</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Filosófica = Prioridad y de
supervivencia</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 18pt; text-indent: 17.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Tipos de motivación en el
individuo: </span></b></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l2 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: Wingdings; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"></span></span></span><u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Motivacion al logro</span></u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">: Se refiere
al deseo al logro, al trabajo bien realizado a sentirse capaz de asumir
responsabilidades pero con la necesidad de feedback.</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l2 level1 lfo2; tab-stops: list 54.0pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: Wingdings; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"></span></span></span><u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Motivacion
al poder</span></u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">: Necesidad
de influir y controlar otras personas, le gusta que lo consideren importante,
quiere prestigio, le gusta que predominen sus ideas y suele tener mentalidad
política.</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l2 level1 lfo2; tab-stops: list 54.0pt; text-align: justify; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: Wingdings; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"></span></span></span><u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Motivacion
de afiliación:</span></u><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;"> Necesidad de formar parte de un grupo, le gusta ser popular, el
contacto con los demás, la socialización y le agrada ayudar a otras personas
del equipo. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Modelos de
factores motivadores y factores de higiene de Frederick Herzberg</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">A través de
un estudio de las necesidades y demandas de las personas en un ambiente
organizacional, Frederick Herzberg llego a la conclusión que existían estos dos
factores, veamos.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Factor de
Higiene: </span></b><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">(Políticas y
salarios)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l3 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Condiciones
laborales</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l3 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Salario</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l3 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Status</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l3 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">4.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Seguridad de
empleo</span></div>
<div class="MsoNormal" style="margin-left: 54pt; mso-list: l3 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">5.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Calidad de
las relaciones interpersonales</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;"> Factor de
Motivación: </span></b><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">(Logro y reconocimiento)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Logros</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Reconocimiento</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Responsabilidad</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">4.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Crecimiento
y avance</span></div>
<div class="MsoNormal" style="margin-left: 18pt;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-indent: 18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">¿Cómo podíamos
motivar a nuestros trabajadores sin hacer un gasto?</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Saludar con
un “buenos días, ¿como están?”</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Acercase al
puesto de trabajo y preguntar si necesitan algo en lo que pueda colaborar</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Enviar
correos colectivos de días festivos como el día de las madres, de la amistad,
del trabajador, cumpleaños, graduación etc.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">4.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Ser cortéz</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">5.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Comunicase
constantemente sobre los temas que causan incertidumbre</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">6.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Decir
expresiones como “muy bien” o<span style="mso-spacerun: yes;">
</span>“excelente” cuando algo este listo a tiempo o salga bien.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Si la organización cuenta con un
capital destinado para este tema entonces se podría:</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Celebrar los
cumpleaños mensualmente, picar una torta y un compartir.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Realizar
rifas de viajes, electrodomésticos etc</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Financiar
capacitaciones en temas relacionados a su área de desempeño.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">4.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Remunerar
dos días de trabajo adicional<span style="mso-spacerun: yes;"> </span>por tener
lista a tiempo una actividad.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">5.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Brindar el
beneficio económico de un bono de producción o ventas.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">6.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Dar un día
libre luego de un arduo trabajo </span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">7.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Permitir una
salida antes de la hora.</span></div>
<div class="MsoNormal" style="margin-left: 36pt; mso-list: l5 level1 lfo6; tab-stops: list 36.0pt; text-indent: -18pt;">
<span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: "Century Gothic"; mso-fareast-font-family: "Century Gothic"; mso-themecolor: accent6; mso-themeshade: 128;"><span style="mso-list: Ignore;">8.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="ES-VE" style="color: #984806; font-family: "Century Gothic","sans-serif"; font-size: 14pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-themecolor: accent6; mso-themeshade: 128;">Planificar
actividades deportivas de integración.</span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/05805835900746236919noreply@blogger.com0tag:blogger.com,1999:blog-2450726302885896722.post-57542445416595839122012-09-01T09:07:00.000-07:002012-09-01T09:07:29.758-07:00LIDERAZGO GLOBAL <!--[if gte mso 9]><xml>
<o:DocumentProperties>
<o:Version>12.00</o:Version>
</o:DocumentProperties>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-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]-->
<br />
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">LIDERAZGO
GLOBAL</span></b></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Un líder es aquella persona
que posee la capacidad de convencer a otros sin que exista presión alguna es
decir que una persona actúe de forma espontánea sin sentirse coaccionado. Un
líder se caracteriza por tener siempre de manera clara los objetivos que desea
lograr y a su vez las estrategias para esto; es creativo, inteligente, motivador
y visiona un futuro positivo integrando a la persona en el objetivo.</span></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> El liderazgo se refiere al
proceso de persuadir e influir<span style="mso-spacerun: yes;"> </span>en un
grupo de personas para convencerlas y hacer que todos se dirijan hacia un mismo
objetivo de manera motivada.</span></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<img alt="" src="data:image/png;base64,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" style="cursor: move;" /><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> </span></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Desarrollo
de líderes</span></b></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Ciertamente para ser un líder
es fundamental participar en un proceso de capacitación tanto a nivel personal que
respecta al comportamiento y actitud, como profesional que se vincula con el
conocimiento técnico y especializado en el área de desempeño; sin embargo para
que una persona logre ser líder siempre necesitara motivación de otro, es decir
que detrás de cada líder hay un líder mas que fue capaz de convencer y motivar
a esta persona.</span></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Este tema pareciera de jefes y
altos cargos, pero no es así; no necesitamos un alto cargo para ser líder. Se
trata de simplemente una actitud y el manejo de ciertas situaciones, por
ejemplo una persona que atienda (vendedora) en una boutique debe ser líder, esto
significa tener la capacidad de persuadir influir convencer y finalmente lograr
el objetivo que es la compra. Pero es importante que los empresarios tomen esto
en cuenta y permitan el desarrollo a través de capitaciones para que su
personal logre descubrir su potencial para ser líder, esto beneficiaria de
manera directa a la empresa y al trabajador. </span></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #783f04; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Se
han preguntado alguna vez ¿Como se llega al fracaso?,</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> pues es muy fácil
esto se logra cuando un gerente es la única persona que manda, cuando existe
una sola voz de mando sin derecho a recibir opiniones o sugerencias, y cuando
este gerente no es capaz de orientar a su personal por el camino del desarrollo
personal y profesional.</span></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Veamos
a continuación algunos rasgos relacionados con el liderazgo:</span></b></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Dinamismo:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Lideres activos
que realizan muchos esfuerzos, enérgicos y posee una gran motivación al logro.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Deseo de dirigir:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Tienen la voluntad
de influir en los demás.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Honestidad e integridad:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Capaces de establecer
una gran confianza entre su seguidor de manera honesta.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Confianza en si mismo:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Se muestra seguro
ante las decisiones para convencer a sus seguidores.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Inteligencia</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">: Manejan mucha
información de manera fácil, tomando decisiones y resolviendo problemas.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Conocimientos pertinentes para
el trabajo:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Un líder posee una capacidad de entendimiento extraordinaria, cuenta
con conocimientos de empresas e industrias, así como también capaz de tomar la
mejor decisión entendiendo lo que implica esas decisiones. </span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;">Extraversión:</span></b><span lang="ES-VE" style="font-size: 14.0pt; mso-ansi-language: ES-VE;"> Son alegres,
emotivos, muy sociables y conversadores.</span></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div class="MsoNormal" style="color: #783f04;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="color: #783f04; text-align: center;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/05805835900746236919noreply@blogger.com0